diff --git a/sheetpress/cassandra-edczmax-rc2/cad/700-Framework-SPC650-RC2.SLDASM b/sheetpress/cassandra-edczmax-rc2/cad/700-Framework-SPC650-RC2.SLDASM
index 9a40e5ea0..d557fc862 100644
--- a/sheetpress/cassandra-edczmax-rc2/cad/700-Framework-SPC650-RC2.SLDASM
+++ b/sheetpress/cassandra-edczmax-rc2/cad/700-Framework-SPC650-RC2.SLDASM
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diff --git a/sheetpress/cassandra-edczmax-rc2/cad/Framework-SPC650-Static 2.BDF b/sheetpress/cassandra-edczmax-rc2/cad/Framework-SPC650-Static 2.BDF
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diff --git a/sheetpress/cassandra-edczmax-rc2/cad/Framework-SPC650-Static 2.CWR b/sheetpress/cassandra-edczmax-rc2/cad/Framework-SPC650-Static 2.CWR
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deleted file mode 100644
index 45630228d..000000000
--- a/sheetpress/cassandra-edczmax-rc2/cad/Framework-SPC650-Static 2.MFC	
+++ /dev/null
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diff --git a/sheetpress/cassandra-edczmax-rc2/cad/Framework-SPC650-Static 2.SL4 b/sheetpress/cassandra-edczmax-rc2/cad/Framework-SPC650-Static 2.SL4
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new file mode 100644
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--- /dev/null
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-sheet-tree-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFIGlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgMjAxOCAoTWFjaW50b3NoKSIgeG1wOkNyZWF0ZURhdGU9IjIwMTgtMDUtMTRUMTQ6NDU6MjUtMDQ6MDAiIHhtcDpNb2RpZnlEYXRlPSIyMDE4LTA1LTE0VDE0OjUyOjIwLTA0OjAwIiB4bXA6TWV0YWRhdGFEYXRlPSIyMDE4LTA1LTE0VDE0OjUyOjIwLTA0OjAwIiBkYzpmb3JtYXQ9ImltYWdlL3BuZyIgcGhvdG9zaG9wOkNvbG9yTW9kZT0iMyIgcGhvdG9zaG9wOklDQ1Byb2ZpbGU9InNSR0IgSUVDNjE5NjYtMi4xIiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOjA2MzNkOGY0LWVkOWItNGEyZC1hZDEzLTZlNmJlMDk1NGYwMSIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDowNjMzZDhmNC1lZDliLTRhMmQtYWQxMy02ZTZiZTA5NTRmMDEiIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDowNjMzZDhmNC1lZDliLTRhMmQtYWQxMy02ZTZiZTA5NTRmMDEiPiA8eG1wTU06SGlzdG9yeT4gPHJkZjpTZXE+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJjcmVhdGVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjA2MzNkOGY0LWVkOWItNGEyZC1hZDEzLTZlNmJlMDk1NGYwMSIgc3RFdnQ6d2hlbj0iMjAxOC0wNS0xNFQxNDo0NToyNS0wNDowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIENDIDIwMTggKE1hY2ludG9zaCkiLz4gPC9yZGY6U2VxPiA8L3htcE1NOkhpc3Rvcnk+IDwvcmRmOkRlc2NyaXB0aW9uPiA8L3JkZjpSREY+IDwveDp4bXBtZXRhPiA8P3hwYWNrZXQgZW5kPSJyIj8+CKM2EwAAAKFJREFUWIXtmEEKwCAMBGPpW/VN5rP2KiKYdC0NsnM1yGRRA6bWmkTm+ltgBQVRKIhCQRQKotzWwlLK1pFTa02WOrOgiIiqmjZdkXM2N+sS9G6uqmms9zYZ/gxSECW8oPuSeA85evPPS7Bn9uSMiXmepRlnJ2gFSfW8BFfd9+s7Znf4BCmIEl7w81GH4hJ8OxWQaZL4uwVCQRQKolAQhYIoD9i8MIzAug4WAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-layer-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-configurations-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAUklEQVR4AWMYIWAUjIK0/yAI5zUAeQjYQA0DG6jgQlRXobtymBqICMPBayACDFIDKQajBhJO8lQxkEwX4obossPKQGwyg9dABKC9gSMDjIJRAAD/Xkq3wBMe1wAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAAAAACpleexAAAAAnRSTlMAAHaTzTgAAAAqSURBVHgBYxgkYBSkQcCoQsoDD86gXCGUQWWFYD71FBJWhACjCgcAjAIA9ApZp1n0r6IAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-up-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAHlJREFUeNpiYBgFdAFpaWkGIEyMWkZiDANS+6Fcx1mzZl0g20AkwwSgQh8IGcpIgmEMxBjKSILLGIhxKSOx3oSyCXqfkZQwIyZMGUmNAELqGMmJTXzqmbCoJ5g0oHKOaJGlAGIwoSl4QEzixWJoIpC/YbRMGaQAIMAAtThb6yHjpQ0AAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-down-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-move-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
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+}
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+    background-repeat: no-repeat;
+}
+
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+    background-repeat: no-repeat;
+}
+
+.edrawings-logo-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-reset-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAbklEQVR4Ae3S1QGAMBADUEa4KbNWR2CU26j6hUvdEqgB74tlZma4QNm2AIKwmlIcUIDAbsXB5IZj03Byw5FpOLnhxBaPwSnTLRnOBZJHLpA8csHknrsnf4D33Ibk37/1fTev9QluTioGJzhWZmY0NQRDvwgtG/kAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-zoomtofit-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-settings-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-display-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-help-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-xy-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAOVBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayjpaiPkJJyc3N+f4BqamqqJyNyAAAADHRSTlMAn2CAMM/vjxDfQL8Um++KAAAAiklEQVR42u3SOQrEMAxAUcl7Mt/Z7n/YAafxgAXuUkx+J3igQpK3p4p4YjcnZ8AAhG7mUkNmcj+yHbEMocf/wFrPFOZg3RG7HtYxVJ2DCjoDFUCnVoPIP0I3Bx24ATRluF+YvUFbqr9fOKSzQVPiRdspSzw2xOoDfgXWdv7LhArkBcdS2oIkbw/1BfJICJSB8ppdAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-yz-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAANlBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax+f4Byc3OPkJKjpahqamoZp5c7AAAAC3RSTlMAYJ+AMM/vEI8gv5CbchoAAACESURBVHgB7co1goRAAEXB187sR+9/WCTCoaPRrbj490omMgtyChyynZh5SZ4DKdStmFGo4ICPVVmKGU6OA2rKzFjOcZYVrc2LVrI50WpkMyJI8HPRZMbxmdPYCI3wh2+OVfTgFXD2/KG2DgkeMSaczh/qLJCCPFP840w0TDSaoiz/XmkAIxQH1+Tt7LAAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-xz-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAATlBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayfoaNqamp+f4CLjI12d3iTlJajpahubm9RPhSbAAAAEHRSTlMAEO/fcGCfIL9Qz4+vMIBAyBlmdwAAAKpJREFUeAHt0FVixDAMBNCRzJBksrz3v2iZW6XM78dsAT7MPxEskgwZVUdBFlgCo/KURgZYOkkXgiPZYVGy4VQj1Q7dWXGqsgcsKAlIBSaewoVKz4onDazXM3LAU5Kq4FI0ypZ688lEcnpGjuIY6ATvQrxzXrAkRd3t9zuNCZaS15vVfGq1WedixDxuD/Olw/b4RAbtNOZ8x2kG7S0X7dBmMW9oj9Hwr/LvBNYsC8+9SE3LAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-flip-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAS1BMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayPkJJ2d3iTlJZubm9+f4CbnJ+HiImfoaOjpahqamrhCtCDAAAADXRSTlMAML+fIBBg79+vUM+ARJfGnQAAAJ9JREFUeF7t0DkSg0AMRNHZYBhMi325/0kNXQQOwCLCDvjxK5Uk8wc92QQke8FFrEVdJrgQHJIKgWBMAHRIcg16sJc+0dNlKqSkU6HxdCpkd8PSAa7UVJYXXQ3UXZF/OyVUsWlFAJG2iVU4YdajH0QI14Ye3h45h3ESBgibRrgDuG03y0fztunJvQuH7uMW3q6suS+oHb6frL+ST/xtT28xMwnaHjgv3AAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-normal-to-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAASFBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax2d3hubm9+f4CTlJaPkJKbnJ+HiImfoaOjpahqampsauumAAAADHRSTlMAnxDfv2BQzyCA7zAE/YYWAAAAhklEQVR4Xu2RuQ6EQAxDGQgsh819/P+frlyMtAVspqOZVz9FtlO8Tqb8hEQPCIlekilPZln4AJ6RRZ/GAGvcB9bVtALrVNX/XtN2/biQALmMfdc+aEPAvJESSXKbEYY7z7AfZBTFscNuRKU7+cOppA99Lx2N5y51d2LGgF7xWNmdUiO+TOYLQsAIN34iDksAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-show-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-capping-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAA/0lEQVR4Ae2WNVrEUBRGswSWwpLSoFVocJcGLXF3lw2wABxGq6lweRUV+n6cuOs933fG5SSTzH0CQRAEESNKS0s3uW8uyLyIG5CkqseZucWjxeW1fTsOjYxlKioqnxHpdpyIDx6fnD61G4cNwwa2d3RdexH45oYNDY0MsV4F7uj4ZuYzEBdYoI4sFIHyY66nt7/wHRlEYN7MMYfIwAI7OrsuIL/dqnfMUSAF+hC4i0i5gQfW1NYxjL+W1rZrhMrFezB7A/2bQYjW7MXzXwsDKbBAE4qORh3NYpmIa2hsuuO3jwKfxXK/j1nEcYtCGchl3GIBhHHBKo8jCIIgCO95B4EAabVr8iggAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-ambient-occl-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-view-perspective-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAv0lEQVR4Ae3SN2HFMBRG4QvBEAxFBMLB08FhGp68hUAAiMAj8HrvvaZHGdMTl5vJOv/+SS5S4Xw+AmLcl22LchFbLnSov9sUhyuCGSwPDKl/4WxukICUZ1bUv+WSnCAxW/Y0f+JygRi6XBhS/5nLDBJieWZK/XcuO+h+nSXJD179OEfyf+C1Njgh1gRv2BJoggciET2whhXRA1PuMZpgnVRED8z+OTKCWX+XjKClK6IJ3mN0QSt5w/26UHy+6vUKl36Y+t8j6wgAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-top-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAFVBMVEUAAACnqaxmZmaLjI5mZmaanJ6HiImQnwxaAAAABHRSTlMAzGDfWLetXAAAAGRJREFUeNrt0jEOACEIRFFB2Psf2Vh9DRBLi3UaMplX0l7uRm1P7T4hHRhc99WplU58dc1KNyEOGNyEOGBw4rgC2h5tJQznH/D8PUA1DS1CFloGWWgpZKGlkIWWQtO0nb/n5WoGRVYCyHKZWfQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-bottom-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGJJREFUeNrt0jEOgEAQQlFkuf+ZjYYGJ9hauL+YDckrF7tvo7IXl6s6Kld1UK7qoFzVQbmqgx5rpoyocDz/gVRUIbWOO11niQXaGdoNaGdYHWRnWB1kZ1gdZGc4XP89u087AYU9AsErcYY9AAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-iso-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAABFUlEQVRIx+3VMYrCQBTGcY/gETyCFxmwtBwQ/qVnsLG3TZVuKpstBSGlTaq1CoJjE0UQRJGAQhiLxLA77sLEsCzLzvf1Px6veK/V8vH5n6GNRKORtJtjHUYcyUhJyTgyovM61iXEcGJDUnbDCUNItz7WIyLnwLrCHl1zICei545JNDd2rJ6wR1fsuKGRbqDBfDmbPafBuIJD5tb2PrbYZMLUHRQIBiguZKSfsJSMKzGKgKAeKBD0mbAv91ns7UxESFC2Nlh0zJKcnC2zimoECgRvvFtYQ1ARe/B3wbETOHMFJZo9E/rfgiERZ+fjUJ2vC4rBE6iIudY6X9aBnTOswCnJiwfWegFLFmi2DV/AjzwpH5+/mTucZKNXzpS9jQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-left-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGhJREFUeNrt0jEKADEIRFFj5v5nXlwWfkRMm2Iz3YdXiXZ3dq68jcvVuqm1XK0bWp2pdQFxwOIC4oDFDeEaqDy3Fo53MsRv4FRaC6f8K65eIC4KVyAuCldgOApXYDgKV6C8rf333B3dA9R7AsFLYzWAAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-right-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAFVBMVEUAAACnqaxmZmaLjI5mZmaanJ6HiImQnwxaAAAABHRSTlMAzGDfWLetXAAAAGtJREFUeNrt0jsKwCAURFE/k+x/yWGqqwwvbYp4Gxk4WIjt9G1Dey9uX6UbWtdU6ZpW11U6QxwwnCEOGK4JV0Bt2VVwP/qPIL/ncncJ/ercOL0S4rxwAXFeuIB2LFxAOxYuoEasAorsTp/2AOmRAshYQsZnAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-front-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAElBMVEUAAACnqaxmZmaho6aanJ5mZmaqrsCzAAAABHRSTlMAzGDfWLetXAAAAGhJREFUeNrt0jEKwCAQRNGJ+u9/5cAKC0OYtCnib2TgYSHq9G0D78X5im7gKzrhKzrhKzrhKzohX8/whiK8qrUP9Cc4145dhHPNvrFePcB2F9GJdgWjE+UaRifKNYxOlGv4cPn3nD7tBviOA4JNk8CMAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-back-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGdJREFUeNrt0jEOwCAMQ1ECvv+ZW6YPctKVoVhisPzEgGg3Z9O158MFGUBzXasbKl3T6kKlmxAHNDchDmiuCVdA7RlRwvdwo+JP0H+PQ17dmkEWmkMWWgpZaClkoaWQhZZDkelujuYBId4DDxYOWdcAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-face-normal-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAASFBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax2d3hubm9+f4CTlJaPkJKbnJ+HiImfoaOjpahqampsauumAAAADHRSTlMAnxDfv2BQzyCA7zAE/YYWAAAAhklEQVR4Xu2RuQ6EQAxDGQgsh819/P+frlyMtAVspqOZVz9FtlO8Tqb8hEQPCIlekilPZln4AJ6RRZ/GAGvcB9bVtALrVNX/XtN2/biQALmMfdc+aEPAvJESSXKbEYY7z7AfZBTFscNuRKU7+cOppA99Lx2N5y51d2LGgF7xWNmdUiO+TOYLQsAIN34iDksAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-shaded-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAd0lEQVR4Ae3UqQFDIRCE4W0wPaCmJxQN0AN1pIHch47hWJ2LB+PYf/wnRyxrweBQfuw5wh2x/7ijklwuoXA5j8LlFKRyClK5brD8mnLbwd3XFfilQAMDFwy4IfFA5YIIC4w9XD8Y8VKOBSrnRGhgL9f/Nk7Wy7Iqn6rCLmvdSsYAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-shaded-noedges-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAfElEQVR4Ae3MsRWBMRRHcbVWrc4IwApZAv4DQJcBVOCrMsA3ixlsIwu8c26OdHn39r+J53WZ9rqaL+u5m77mH8W2XOYg4zgIOQ5CjoOQo6C2GsxH5XowKJqfHXTwP/CheUuQchDkHAIT5wiYNMUYAGu5As4UzNeF6y/P+wEUsnm0iCPwyQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-hlrr-icon {
+    background-image: url(data:image/png;base64,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+    background-repeat: no-repeat;
+}
+
+.edrawings-hlrv-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-wireframe-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAcUlEQVR4Ae2UNxaAIBQEPaoV9z+BqTGu80NHWDPzdhrAaaTDjJS5rHSkdHEGuuMiFtbtz5VZUKdKxCydKBGzdVeJGYcXyqULCPlrCNsRxv82INTLmBkLdYUZC3WFGQhlhRkLdYUZCv8rxPJ/m/4yMrIBq4zf/wX11xQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-help-refresh-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAAtCAYAAAA6GuKaAAAACXBIWXMAAAsSAAALEgHS3X78AAAB/klEQVRYhe2Yy3HCMBRFD5nsgQ5cAh2EdEAHOKu3pQNMBYHlW+F0QAeBDugglBAqIAs/gsPHSLJjxjO+KyQh64x5nys6h8OBpunp0QAhaqHrUgtdl1routRC16XnKh8mIkNgeGVprarrqs7plG3jIhIBCTACugVf3QMrIFHVXZkzncPD4M7nJsAWGFMMjK2PgS8RSdwRL+UT06mIxMeBiKTAOyfYPbAAXoG+qnaAvo0Xtn7U1PYHyTk8RGQNvABvZHE7zi3PgLmqfhfs7wETYJqb/lDV2IuYMOi89kCsqivXA0VkBKScfqGZqiau+6F8yfMCBrDvx7mp6bV8KVJZ6F7IJgOf5aYSn/1loZf55PTUnFNyjnw2VtERg8AtaVMbdq0xOcmnI064HQ43q8YdJWQNB2Dnuql0R3yEGmmYGgntHNNWSyMbbou6X8EzBhTkhapuXZ7jk4gR8GmfF2SJ6asBsLyxtuG6rb2Qc3iYHz7W1di8hJdUNSXzLqXkG9PH8tQl7E1XAu4LnXB621MzPyEKreuAJ7TdOJLcVOoLnnN5wQpqLmbgK/HTwJosOTeqOnQ5P7gjXgHfk73BFVYSDXRAZohi/l7Jfi8A5l3if4e2wyZk4XLvfniuC+MvIpHrhbeRt/FKDVNj/vd4hBppmFroutRC16UWui610HXpB8RSygG39gCLAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-leftmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-single-swipe-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-pan-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAAtCAYAAAA6GuKaAAAACXBIWXMAAAsSAAALEgHS3X78AAABbElEQVRYhe2Y3U3DMBCAv7IAI8AI3QBGyAYNL7kxKGPcU9MNMkLZgBHoCEwQHupIVZSQ5HI2KviTosiRfz5ZPvucTdu23Bp3vy1gIUunIkunIkunIkunIpq0iJSx+o4iLSI1cAhvd9ylg+guFHcxxF2le8Id7uJu0iPCHa7iG4/UVES2QHH1qQQegDNQX31vVPVj7Xgu0n1E5AQ8Ae+q+uzd/6rlEWY4WbsOs3RYo8VUvRGKNWvcJD0RdHMxB+diaSfhDpP4okAcED4DnwNVt8A98AUM7RaPXHaXjqOqlnM9ZkuHXOIwt2MDL6paz6n4t2e6oyf+pqr7gTonftinRWQPvIbiImEwBGIY4Li03QiLhcG45TmJm4RhxeESBmyMzRurMKw8xq3Jz9qk6X9neTNOSvMa7uN2CZgITjdhcL5ujYi7CkOEi21P3F0YgLZtozxVVZWx+o5y3YpN/i2WiiydiiydiiydipuU/gYYACssXSASMAAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-rightmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-double-swipe-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-zoom-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-scrollmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-spread-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAAtCAYAAAA6GuKaAAAACXBIWXMAAAsSAAALEgHS3X78AAADoklEQVRYhe2ZP4gcVRzHP6cSiCC7cmCjIZvmLO9iYWGTCbYJnhC0zAnCD6w2pDU4AVvRlF+wuKRMdYJtcNLEyuTSKKZxQ649zDURBDmL95u7l7mZNzt7s+sf8oFhdt6/+e7b73u/994u7e/v81/jpX9awCy8EL0ophZtZsN5CunCK20FzGwDyIEC2KjJHwJjfyyAiaRJP/LqWWqaPcwsA24Bp6LkM1VBZrYFfFDTxE1gLOlpL0ojGu0hqQC+9cc//Z7XFP2moYnLQDEPW7V5+h2/nwB+AbarBfzLnSH0bJVV5iA8ZY8h8HuUdEVSU6+WdUYE339RyXoIZH1ZJdXT65Xnoq0xSRNJOXC9krVKs406k5o9sujzY0kH1jCzV4H3/ToJPAJ2/fpVUm5mazw/QC+bWfmljkXKHk+BgT/ekDQ2s2XgvUhsE4+An4AfavLO+ziYmVp7mNk6h4IBNr13rwEXSAsGWKFm0DrHtkmTp2M/77k1VjgqdpfQq3W8QRiAVVbNLO8iskqtPcxsApz2x5uSNjx9hRBsngA7kp5FdVaAj4G3POlHYAh83fDus/E4OZZoH0APoqQPgZ+Bt4FnwLak3brG3EJXXfgfBCv81vDuPcI02Fl4nT024oYlbbngC8BHwDUzO1VTD+/5r4A7BCudcHF1DAiBZ21m0WY2NLMxcCnKL/x+h9BzuJirKeGSbgNfEjw/Sby/FN4pYh6I9mi1DrwJ/OXJ90shwO2oXil8ualhSU+Ai4TAkmIAbM0k2sn9/rLfPy1/Pkn3CD1XchL4zH3cRJ7IiznXZUapG4ibhGiYS9qs5F0keDtmF/ieMEDj2STn6BokxR4wmmZ9UjcQx5JGVcHOPcK8vBOlLROWoZ+Xv4pvHMZHaqcZcHS9U0tjGK/im4KRXwUh4r1GsMkO8C6w5i8+10nuIQcxIUXrdgvAzLZ5fkDFP/tdZhdZZarpr7Wna4LNvHm9zdetu3GPWFeA72gOFH2StRWY2tMl0e78dLrkzLT6urPoErdNxuHgGyQrTM9dSVmqwMyiq/gSoGlF1wlJS6n83o7FfNN7FnjcV5tN9HqWJ2lb0oj644TemMsBpA+kG/NoG+Z4aippDHwyS922pepcj3p9/XKe7vN7lsqc+/m0HxdkdBOeXDgt5FDdo2reocp6yiK9zdPTUNnlp0gGmEX/fZG35O8B1xcWEafFdzRZJbkgrM+LaXYuCxfdB//vf7f+TbwQvSj+BnuQVXZmjysdAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-zoomtofit-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-doubleclickmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-doubletap-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-animate-play-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFFmlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgKE1hY2ludG9zaCkiIHhtcDpDcmVhdGVEYXRlPSIyMDE4LTA0LTEyVDExOjAxOjM2LTA0OjAwIiB4bXA6TW9kaWZ5RGF0ZT0iMjAxOC0wNC0xM1QxMzoyNzoyMS0wNDowMCIgeG1wOk1ldGFkYXRhRGF0ZT0iMjAxOC0wNC0xM1QxMzoyNzoyMS0wNDowMCIgZGM6Zm9ybWF0PSJpbWFnZS9wbmciIHBob3Rvc2hvcDpDb2xvck1vZGU9IjMiIHBob3Rvc2hvcDpJQ0NQcm9maWxlPSJzUkdCIElFQzYxOTY2LTIuMSIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDozNDNkMWJlNi0wZGQxLTRhZmYtYTljNy1iMmVhMjZmMGZjYWMiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6MzQzZDFiZTYtMGRkMS00YWZmLWE5YzctYjJlYTI2ZjBmY2FjIiB4bXBNTTpPcmlnaW5hbERvY3VtZW50SUQ9InhtcC5kaWQ6MzQzZDFiZTYtMGRkMS00YWZmLWE5YzctYjJlYTI2ZjBmY2FjIj4gPHhtcE1NOkhpc3Rvcnk+IDxyZGY6U2VxPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iY3JlYXRlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDozNDNkMWJlNi0wZGQxLTRhZmYtYTljNy1iMmVhMjZmMGZjYWMiIHN0RXZ0OndoZW49IjIwMTgtMDQtMTJUMTE6MDE6MzYtMDQ6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDQyAoTWFjaW50b3NoKSIvPiA8L3JkZjpTZXE+IDwveG1wTU06SGlzdG9yeT4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz5dbdeWAAAB6klEQVRYhe2XwW3jQAxFn4IUsCW4BLmDSQWJK9j4wuvCFWxSgZErL95UEKeCqAOrBJWwHTiHoQ1BljTUyoGdhf7JgDicJw7F+c72+z3XrJtLA6Q0AY7VBDhWE+BYXT3gbSogy7LOZyISgJ9AAGaNxxVQAC+qWrat91wSWSqoDVBEZsDGwErg3WDqCsA9kNuzpapWXw4oIg8GVwErVW2CNeMDsCZWeKmq2yGAg3rQ4N6ALXCXggOwmDtb82Y53HJX0I51B2xVdTlkk4NEZAM8AHNVrc5dweOxtmy8E5HckWNlOTbeTV2Atnkg9tzflpAc2InIU18eW7sCgvXmeQCBX0Dp6LnfqWpajpI4npLyAgbiKPEoJ13Nd8uZlBdwxumcS6mvmgWng71VSUAR+TGEqqEcR2/26erv4iRgx1frVUmceU//miBpFkwVsamLAbmfe8CC5UzKe8QF8eL3qCRdtXucL+sFfAVyx3B9VtV5l72Co3nIgRfPxi5AG64FsO74qkscvWZr10DR9xJ1eXsQYEk0C2v7fZSqzp05DrbLGz/MD9bs1h+67+UT1Sr3CCwOnvDsftASL4iW6cNz4VvMh61Z1A2rR/+f5W+A5kSnE+j+0/Ta5YLOAnhpff+7+NKaAMdqAhyrCXCsPgFXbt3qxjO6TQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-animate-pause-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-modelview-panel-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAAOklEQVRYw+3RsQkAIBADQKfNHG6ujYVYPyJ4B6nSBNIaAABwSZKeZKz0iq564NhT0X038O2LAQCAwwRu3mM9TFEHdQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-logo-text-icon {
+    background-image: 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); 
+    background-repeat: no-repeat;
+    width: 296px;
+    height: 65px;
+}
+
+.edrawings-settings-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-close-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABGdBTUEAALGPC/xhBQAAAORJREFUOBHtU8sRgyAQFQ96SztpIEkF6YET1Xiyh1SQpAHbyQ0OkH0Ko1kWZ6JXd0aBfW8f+9GqOmxvBxQX0Fq/yeebprl3XffhOM7GmJNz7kHbuu/7y5JTLw9x70MIV2vtE4Echw8YOIR5jmeCyIxIAz1nLprEgIETubSdLSsZEA9s2/YGPy6gZRSDT2qJKIhgLgof2aoYCEVBgEwUrqGUGUBY1sPJvf1dzJBlhyHBtpXMxXYNRRJL01zDpgKEHsY/QCwNwjHb8TuN3KQ1rtJQaqXUqzTNJAoOKUjxPxcch/878AW3ko4SQvOwSQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-search-cancel-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABGdBTUEAALGPC/xhBQAAAORJREFUOBHtU8sRgyAQFQ96SztpIEkF6YET1Xiyh1SQpAHbyQ0OkH0Ko1kWZ6JXd0aBfW8f+9GqOmxvBxQX0Fq/yeebprl3XffhOM7GmJNz7kHbuu/7y5JTLw9x70MIV2vtE4Echw8YOIR5jmeCyIxIAz1nLprEgIETubSdLSsZEA9s2/YGPy6gZRSDT2qJKIhgLgof2aoYCEVBgEwUrqGUGUBY1sPJvf1dzJBlhyHBtpXMxXYNRRJL01zDpgKEHsY/QCwNwjHb8TuN3KQ1rtJQaqXUqzTNJAoOKUjxPxcch/878AW3ko4SQvOwSQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-invisible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAwklEQVR4Ae3TSbHGIBAE4CcBCUhAUk6tAwdIiAQkRQISsqeLP+tUhncKfcr6VbP91Xw0NTBoENGjhS1FRTRwaNUoEnp4GN5bJYo+B+AQ0KFTDB89W8WZCnCvmrJNz6H2vwAMPHokGea3Nuj5rGcrly1ULwPZJgc51IUyfCoB2WYH7hExyDapIMj8FwhbFgz5QvFQyhfl5CkXSr5t9m12eb1tzo+WYlH2qAYUoCpwj+rBPbrfNklMCLYN11qPkqqp+UwGB/PZo0yUDCQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-transparent {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-invisible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAyUlEQVR4Ae3URwGEMBCF4ZUQCUgYSZx+HTiIBCQgaSUgYba/bfThRoYL9Ut74VSq1EGLRE2H01LtRXXUGG0YpcdpSLqu7mjeDvpnrzAy5+vhAVC96u5Uxh53V5Z64xqqY3q2FqR59QYfQtaD/pq3/cDHvLW7gYpI/49gONVqcOCeYqNdEwMVGwVc6CYwfwMkGpx+ITjUsnplH/vbF4HqzTD6oNKq9R6eo2CAEBoHh9E4OIzGwAEUf//LFZsQ6h+xSQFwIDbHqVKlLj7wxnPfv/GjAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-transparent {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-inactive-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-inactive-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-sheet-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-table-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-table-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-list-option {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-select-face-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-edge-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-vertex-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-hole-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-point-to-point-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
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+    background-image: 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+}
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+}
+
+.edrawings-markup-bezier-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-markup-image-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAAZdEVYdFNvZnR3YXJlAEFkb2JlIEltYWdlUmVhZHlxyWU8AAADc2lUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS41LWMwMjEgNzkuMTU0OTExLCAyMDEzLzEwLzI5LTExOjQ3OjE2ICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyIgeG1wTU06T3JpZ2luYWxEb2N1bWVudElEPSJ4bXAuZGlkOjVlMzcyYTc3LWQ0NzUtNDg1Zi04ODEwLTdjYTUzZDcyNmI4ZiIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDozNTcxODA4ODRCQ0MxMUU0OTRGRkNEMTVCMEUwQzIyOCIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDozNTcxODA4NzRCQ0MxMUU0OTRGRkNEMTVCMEUwQzIyOCIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgKE1hY2ludG9zaCkiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDo1ZTM3MmE3Ny1kNDc1LTQ4NWYtODgxMC03Y2E1M2Q3MjZiOGYiIHN0UmVmOmRvY3VtZW50SUQ9InhtcC5kaWQ6NWUzNzJhNzctZDQ3NS00ODVmLTg4MTAtN2NhNTNkNzI2YjhmIi8+IDwvcmRmOkRlc2NyaXB0aW9uPiA8L3JkZjpSREY+IDwveDp4bXBtZXRhPiA8P3hwYWNrZXQgZW5kPSJyIj8+jzJBcAAACJhJREFUWEflWHtwVHcV/vbuM+/NhhDCK0MNrWEAa0U7VMBHOxXBQksLio/R2o52nOqogOOjtuMMINMOMoqKKWqNDxxQa6vtDP9QR+goMZOUtikEG0AeeZCQZDebfWb3Xs937v5iAoEizigdv5mPvffs3Xu/+/3O+Z0TPI4A1zGswud1i/8fgcwU27aRz+cxOjqqzGazSh7ncjklv+/p6cHOnTsLv7wy/iOBFGTEZDIZJJNJJBIJjIyMXELGSV5TXFyMgwcPqljySmVwTUVCYXTDuEQMD15AVJhJp2BZXo2FSkqRzrnO1tTUaMzn8+Ho0aNobGxEU1OTxvx+v8Yt61K/rlogL6MoIjXYh7O/3I5Qx18QF3cIxx9EuT+PWYtug7N/t8Y+ll6KmQ0LsW7dOiTiMY21traipfUlVFZWYuvWrRoLhUIIBAIq1Ot1X87gui+Sq3JQc02W8tQTm/R82sBJFN95L5xpc3A47r5jaXIIueQw6o8/i30/eFpjqQ3bcd+9a5DJjuL1jnaN/e6ZP2DJkqUIiWO/3rtPYxs3bsTChQvHnCTMcr+hgxQX7zqDrvVLUf+uJcrwE/tglRTBH8pjwVCbsu58Cxq83QjPrMHzfVDW19fjr4eb0d3dLfk5qPT7A5IqeRz+WwtSqZRyw4YN+slCM0VnfLusgxRGjPR0YeT+FZj2nUZ4yoo15vSdhpNPwFs7A8i5OWj3n0W+5U9IHnoRd7zgxh7e/j309fXhwoULurUQpqii0Sh6e3v1mK7t2bMH5eXlWuFEUVGR5uOkAhlKJxN63H3HLah7x3x4H3xA/HaLxFMagn36OODNIb3/jxrLvfaK3MxG19pH8NEdv9LYqlWrVCC3mYGBAY0NiovBYHAsTqxa+QHcNG8hVq9ejbKyMo1RKIW/OYuEy3Diy5/V4xv2/gzWbW+H75EviXN+jSEVQ+bp3yL96stit5sKcgCP/Nv5mR9iw/ZdGpk9u06Xl/eLx+MaS6fTumEzxu+IqqoqLYrFixdrwRANDQ1aNJc4yJ093vIiTr+wX3nL1Hno7zwtD4/COfGycuRb23DoyHnsL27AK0WzlPKuIlFS4sIARjNpZXt7uwrispqCILNSDG+tn4Pl71+mnD6tBtu2bdMlHx4eVpoO41NVBTDACkp9exN2VNdrLNvdi/zIMHI7n0L+tZMa+0X5HPy55iYEA0F9S2JLuhu+fA59KanCwobe0dGBRYsWqUiSoHN8xpq770JpaYnGfvTjJlRXV2Pz5s0Ih8MaY5GSExzU/U5alRMdgL+sQumT80g2B/vAEWBICkf495x3rL8mY1Gllcgh2jGIEy+1igNxJcU3NzePPYxkL+ZvH938OHY2PqU8euy4OsbvDUzmXfdFMmGJ2WtTv/85SorymCEbMfHgUC+C8hqOR97Ict9w9cAp7IIfoZQXn0qf1djwuUE0WZUYPXwI6z+4UmMxubyruwf9g1G0tbVpjC7xOdwHjx3r0NiNc+dqfJJ6davYWMs8GfriOpSfbZEtz9Ueau6WxBGBkmpOoYidkAUnYCEvfb1tyM23A0UR3JoaxNtkny2NuC9neS3klq9FcsUnMXKkWWPHtnwdzcM2zmeAm930RfGO3Zg5azamTp2KSCSisYqKCsnRUlcg159gfnR9eDGmW+dFoDtVBE6MwHsqIYJEmNsmZT4CuI3vsX1IeIMaWmsnMCXih8dvFeq5ABpPZ+xCTB7lkRHMMyr5GK7U0HNf+y5qa2snCGRXKSkpcXOQ1pJ00ltWDseSc1lOMltXKh1DbsoOVeCBYeAbmSCqpXgekpZHHph5A+6pew/umbEMjSVvUXpTcj+hZxyfjPtxezQoA4SDWGVYyc5ixi3OhaS2OY/n+i+SCQ6S/voGWKEK2F5xVOgEZG+cH8brsjSPylZG/sQbwH2pDO6W1hGU9CV3ByLaLbjJtkr+kp5kTlwTJvPoTTrKr0pDaU5k4UwNo3PBrUoOBuOHVjO4Tupg0bvvlDGqXEQWK6NRG3u781jvs3BaBJFbUlksY26JWI8kO5mPxVQg+b6+c0r9Tq6x5PNc2lGyk8yviSBbVYy+ZXcpmWsUyaU2AklCi4Q7O8EiGZYHxR7+EFr/EdXYs/2SX+LEWnsEj01zC2Jmp2zmeiRgAxb0yv2OBbyY4eQx173dvyAXnyn8YFOkHA/UlWH09jXwLV2uMXYRFge7CMUSpkNdUsV04Li0qM9/7iE3Jm+8PD2Iby4IoCTkbj1W3EaofRDeQT1VjAmeBHbEg+yNbsXaFX60h+eh9yNfwJQpUzTGYYHiOGqZefCqJ+r/NSY4yJGbfTImy9z00yc11vnMb/D9BWEU+bKwM+7IZGdT8kNJ4IQN/zl3sLWGspJvTExxM+Cuu10ZQq6mCHa5Txx2Pe4MzsGpj39F3TN7nnGPy2tyz0AFCvSEk4ZZZlYjUfX4p1Ht98geKVWdd5MrP5pCTvh8PIj+Qr5VeXJ4ZyCJWq/7smMQrU7GRlvde/U0tvIT+icnyW5BGHEskouhAgvHOlGwyoxIItHfg8rndqGmt1Mu1pDMqFKRCOCx3Bx9KYK/ne4ksMVif3UddGQzPuOtRseK+1E8vU5jFEVS1Pjx3hTFxZggkId8IHsyRRJccjLd14WSlv0aKzv5KkoTMZwNRjBkuf3Pkb/UapNRjPpDOF83X2Oxm5eiuNCy2FcJiuIxRZmCoHPc8ybDm6NICscK9mPjImGW3HyaGAuK15kC423oAvuo+eObznADHu8WP8d3jjfCJQIJPtRs3kYsBY0f20nOdWZU4224d7FFmUqkAIqkGFMA5vzi/4O5HCYVSJgHUwTFUpARzU++BDn+59o7RSRdJEzLolDjFr+7XL5NhssKNODXFGsEEcY58mKBdMZ0gYtHp2vBm69IrgRzqXHO0IDOmWUmrtW18fi3BP73AfwTgB0pUpX02Q0AAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-button-text {
+    margin: 0;
+    width: 69px;
+
+    font-size: 9px;
+    font-family: sans-serif;
+
+    overflow: auto;
+    word-wrap: break-word;
+    color: darkgray;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-button {
+    display: inline-block;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+.edrawings-hud-button.active-button {
+    margin-top: -1px;
+    border-color: rgba(140, 140, 140, 1.0);
+    border-top: 4px solid #b1cb52;
+    border-bottom-color: #f5f5f5;
+    background-color:  #f5f5f5;
+}
+
+#edrawings-button-zoomtofit.edrawings-hud-button.active-button {
+    border-bottom-color: rgba(140,140,140,1.0);
+}
+
+#edrawings-button-help.edrawings-hud-button.active-button {
+    border-bottom-color: rgba(140, 140, 140, 1.0);
+}
+
+.bottom-button {
+    display: inline-block;
+
+    margin-left: 5px;
+
+    border-width: 1px;
+    border-color: rgba(255, 0, 0, 0.0);
+    border-style: solid;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+.edrawings-tool-button.bottom-button {
+    margin: 0px 5px;
+}
+
+.edrawings-tool-button.active-button {
+    border-color: rgba(140, 140, 140, 1.0);
+    border-right-color: #f5f5f5;
+    background-color: #f5f5f5;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-button.bottom-button {
+    margin: 0px 2px;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-button.bottom-button.active-button {
+    margin: 0px;
+    border-left: 4px solid #b1cb52;
+    border-right-width: 1px;
+
+    width: 46px; /* calc(44px + 2px); */
+}
+
+#edrawings-button-reset.edrawings-tool-button {
+    /* Make this like edrawings-hud-button */
+    float: none;
+    display: inline-block;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+#edrawings-button-reset.edrawings-tool-button.active-button {
+    border-right-color: rgba(140, 140, 140, 1.0);
+}
+
+#edrawings-button-move.edrawings-tool-button.active-button {
+    border-right-color: rgba(140, 140, 140, 1.0);
+    border-right-width: 1px;
+}
+
+.bottom-menu-button {
+    margin-left: 0;
+    margin-right: 0;
+}
+
+.hud-menu-button {
+    border-style: solid;
+    border-width: 1px;
+    border-color: rgba(255,255,255, 0.0);
+
+    width: 40px;
+    height: 40px;
+
+    text-align: center;
+    line-height: 40px;
+}
+
+.hover-active-button:hover {
+    background-color:rgba(243, 243, 243, 1.0);
+
+    border-width: 1px;
+    border-color: rgba(140, 140, 140, 1);
+    border-style: solid;
+}
+
+.active-button { 
+
+    border-width: 1px;
+    border-color: rgba(183,183,183,1.0);
+    border-style: solid;
+}
+
+.state-on-button {
+
+    border-color: rgba(140, 140, 140, 1.0);
+    border-width: 1px;
+    border-style: solid;
+}
+
+#edrawings-file {
+    position: absolute;
+    z-index: 200;
+
+    width: 200px;
+}
+
+#edrawings-button-file-open {
+    height: 40px;
+    display: inline-block;
+}
+
+#edrawings-button-component-tree {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+
+   /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-button-configurations {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+
+   /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-menu {
+    z-index: 110;
+
+    margin: 0px;
+
+    border-color: rgba(140, 140, 140, 1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    padding: 0px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    overflow: auto;
+
+    background-color: #f5f5f5;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+    opacity: 0.9;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+.edrawings-hud-menu-table {
+    border: 0 solid black;
+    border-collapse: collapse;
+    border-spacing: 0 0;
+}
+
+.edrawings-on-state {
+    background-color: rgba(200, 200, 200, 0.8);
+}
+
+.item-text {
+    cursor: pointer;
+}
+
+.item-tree-text {
+    pointer-events: none;
+    display: inline-block;
+
+    width: calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -o-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -webkit-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -moz-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+
+    white-space: nowrap;
+    text-overflow: ellipsis;
+    overflow: hidden;
+
+    background: none;
+    cursor: pointer;
+    line-height: 40px;
+    vertical-align: middle;
+    text-align: left;
+
+    font-family: Arial;
+    font-size: 12px;
+    font-weight: bold;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-debug-menu #edrawings-debug-list.edrawings-submenu-list .item-tree-text,
+.item-tree-text.edrawings-root {
+    width: calc(100% - (5px + 15px) - 40px - 10px);
+    width: -o-calc(100% - (5px + 15px) - 40px - 10px);
+    width: -webkit-calc(100% - (5px + 15px) - 40px - 10px);
+    width: -moz-calc(100% - (5px + 15px) - 40px - 10px);
+}
+
+.edrawings-submenu {
+    z-index: 99;
+    left: 50px; /* calc(0px + 50px); */
+
+    margin: 0px;
+
+    border-color: rgba(140,140,140,1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    padding: 0px;
+
+}
+
+#edrawings-left-bar.edrawings-out-of-view ~ .edrawings-submenu {
+    left: -9950px; /* calc(-10000px + 50px); */
+}
+
+.edrawings-menu-header {
+    padding: 0;
+
+    width: 100%;
+    height: 41px;
+    line-height: 41px;
+}
+
+.edrawings-menu-title {
+    display: inline-block;
+    position: relative;
+
+    margin-left: 10px;
+    margin-right: 10px;
+
+    width: auto;
+
+    font-family: "Segoe UI";
+    font-size: 17px;
+    font-weight: 600;
+
+    text-align: left;
+    color: #333333;
+}
+
+.edrawings-menu-setting {
+    right: 34px;
+    visibility: hidden;
+}
+
+.edrawings-hud-menu-close, .edrawings-menu-close {
+    right: 10px;
+}
+
+.edrawings-menu-icon {
+    position: absolute;
+
+    top: 11px;
+
+    padding: 0;
+
+    width: 20px;
+    height: 20px;
+}
+
+.edrawings-menu-head-button {
+    width: 20px;
+}
+
+.edrawings-submenu-list {
+    position: relative;
+    margin-right: 2px;
+    margin-left: 2px;
+
+    width: calc(100% - (2 * 2px));
+    width: -o-calc(100% - (2 * 2px));
+    width: -webkit-calc(100% - (2 * 2px));
+    width: -moz-calc(100% - (2 * 2px));
+
+    /* calc(100% - edrawings-menu-header height) */
+    height: calc(100% - 41px);
+    height: -o-calc(100% - 41px);
+    height: -webkit-calc(100% - 41px);
+    height: -moz-calc(100% - 41px);
+
+    overflow: auto;
+}
+
+#edrawings-component-tree-menu .component-search {
+    position: relative;
+
+    padding-left: 3px;
+    padding-right: 3px;
+    padding-top: 3px;
+    padding-bottom: 3px;
+
+    width: calc(100% - 12px);
+    width: -o-calc(100% - 12px);
+    width: -webkit-calc(100% - 12px);
+    width: -moz-calc(100% - 12px);
+
+    height: 30px;
+
+    background-color: rgb(192, 192, 192);
+}
+
+#edrawings-debug-menu .component-search {
+    position: relative;
+
+    padding-left: 3px;
+    padding-right: 3px;
+    padding-top: 3px;
+    padding-bottom: 3px;
+
+    width: calc(100% - 12px);
+    height: 30px;
+
+    background-color: rgb(192, 192, 192);
+}
+
+.edrawings-menu-search {
+    position: relative;
+
+    margin-left: 8px;
+    margin-right: 8px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+    border-color: #757575;
+
+    background-color: white;
+}
+
+#component-search-control {
+    position: absolute; 
+
+    bottom: 8px; 
+    right: 5px; 
+
+    height: 20px;
+}
+
+.edrawings-menu-search-icon {
+    display: inline-block;
+    position: absolute;
+
+    top: 0;
+    width: 34px;
+
+    color: rgb(100, 100, 100);
+    vertical-align: middle;
+}
+
+.edrawings-menu-search-input {
+    display: block;
+
+    right: 0;
+    left: 12px;
+
+    border: none;
+    outline: none;
+
+    /* padding-left: 35px; */
+    padding-left: 34px;
+
+    width: calc(100% - 12px - 34px);
+    width: -o-calc(100% - 12px - 34px);
+    width: -webkit-calc(100% - 12px - 34px);
+    width: -moz-calc(100% - 12px - 34px);
+
+    Height: 34px;
+    font-size: 11pt;
+}
+
+.edrawings-menu-search-input::-webkit-input-placeholder { 
+    /* Chrome/Opera/Safari */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input::-moz-placeholder { 
+    /* Firefox 19+ */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input:-ms-input-placeholder { 
+    /* IE 10+ */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input:-moz-placeholder { 
+    /* Firefox 18- */
+    color: lightgray;
+}
+
+.edrawings-menu-search-cancel {
+    position: absolute;
+
+    bottom: 12px;
+    right: 10px;
+
+    margin: 0;
+    padding: 0;
+
+    width: 15px;
+    height: 15px;
+
+    color: rgb(100, 100, 100);
+    cursor: default;
+}
+
+#edrawings-component-tree-menu .component-tools {
+    position: absolute;
+
+    bottom: 0;
+
+    padding-top: 5px;
+    padding-bottom: 5px;
+
+    width: 99%;
+    height: 75px;
+
+    background-color: rgb(192, 192, 192);
+
+    float: left;
+}
+
+.clearfix {
+    clear: both;
+}
+
+#edrawings-animations-menu {
+    display: none;
+    position: absolute;
+    z-index: 100;
+
+    left: 0;
+    bottom: 46px;
+
+    padding: 3px;
+
+    width: 140px;
+
+    color: darkgray;
+
+    font-family: sans-serif;
+    font-size: 12px;
+}
+
+/*=================================================================*/
+/* edrawings-menu CSS                                              */
+
+.edrawings-menu {
+    z-index: 99;
+
+    left: 50px; /* calc(0px + 50px); */
+
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    /* (bottom gap + bottom-bar height) */
+    bottom: 52px; /* calc(2px + 50px); */
+
+    margin: 0 auto;
+    border: 1px solid rgba(140, 140, 140, 1.0);
+    padding: 0;
+
+    width: auto;
+    min-width: 321px;
+    max-width: 500px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    /* overflow-x: auto; */
+    overflow-x: hidden;
+    overflow-y: hidden;
+
+    color: darkgray;
+
+    font-family: sans-serif;
+    font-size: 12px;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-config-navigation {
+    top: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 50px));
+}
+
+#edrawings-left-bar.edrawings-out-of-view ~ .edrawings-menu {
+    left: -9950px; /* calc(-10000px + 50px); */
+}
+
+.edrawings-submenu.edrawings-collapsible,
+.edrawings-menu.edrawings-collapsible {
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+    background-color: transparent;
+    /* IE has no support of unset */
+    /* cursor: unset; */
+    cursor: default;
+}
+
+#edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* bottom: auto; */
+    /* height: auto; */
+    overflow-x: visible;
+    overflow-y: hidden;
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    z-index: 100;
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+
+    /* The width of the edrawings-menu-panel-arrow-collapse */
+    min-width: calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -o-calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -webkit-calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -moz-calc(16px + (2 * 1px) + (2 * 1px));
+
+    max-width: calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -o-calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -webkit-calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -moz-calc(16px + (2 * 1px) + (2 * 1px));
+
+    background-color: transparent;
+}
+
+.edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 50px; /* calc((50px + 0px) + 0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 0px; /* calc(0px + 0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-bar height + top gap) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed *:not(.edrawings-menu-panel-arrow-collapse),
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed *:not(.edrawings-menu-panel-arrow-collapse) {
+    display: none;
+}
+
+/* End edrawings-menu CSS                                          */
+/*=================================================================*/
+
+#edrawings-animations-menu .header {
+    margin-bottom: 3px;
+    padding-left: 3px;
+}
+
+.edrawings-on-state {
+    background-color: rgb(200, 200, 200);
+}
+
+.edrawings-submenu-list .edrawings-submenu-list-item {
+    position: relative;
+    width: 100%;
+    height: 40px;
+    line-height: 40px;
+
+    /* The children are inline-blocks.  Use font-size to control the gap width of the inline block. */
+    font-size: 0px;
+
+    vertical-align: middle;
+    color: #333333;
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-submenu-list .edrawings-submenu-list-item:first-child {
+    border-top: none;
+}
+
+.edrawings-submenu-list .debug-struct {
+    height: 30px;
+}
+
+.edrawings-submenu-list-item.hidden {
+    color: rgba(128, 128, 128, 0.6);
+}
+
+.edrawings-submenu-list-item-button {
+    display: inline-block;
+    position: absolute;
+    cursor: pointer;
+
+    top: 10px;
+    right: 10px;
+
+    width: 20px;
+    height: 20px;
+
+    vertical-align: middle;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-submenu-list-item-button.edrawings-root {
+    display: none;
+}
+
+.edrawings-hud-arrow {
+    display: inline-block;
+    position: relative;
+
+    top: -10px;
+    left: -5px;
+
+    border-style: solid;
+    border-width: 6.1px 3.5px 0 3.5px;
+    border-color: #2a2a2a transparent transparent transparent;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-tree-arrow-space-common {
+    display: inline-block;
+
+    margin: 0;
+    padding-left: 5px;
+
+    width: 15px;
+    height: 15px;
+
+    vertical-align: middle;
+}
+
+.edrawings-tree-arrow {
+    line-height: 15px;
+    background-color: rgba(255, 255, 255, 0);
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAANFJREFUOBHVUssRgjAQJY7hTAmWYAlYAh3EAzmbSvQMB9OBJUAHWoIlcCaH8HZkYWB28EwO2d97L7tJkmT3S0kTWGvfyGcxxqKu64+E4dyBHcGelFJNWZZGqE0pUaDv+wtOb4HKIPJER/eJsXLEERgzEm8Uk2AIofDed1wnK3bAgKqqHIhXxB06ydM0bbjGdlOAQVt2U4BGoDuAAL1IS3ezFjuuExQbYzKt9QtuTjHWA8/pfu5yFwXGWc+AdjjZgeyXtDkSBcbyF+S/H2mW2q03ANLBRIizuA/1AAAAAElFTkSuQmCC);
+    background-position-x: 50%;
+}
+
+.edrawings-tree-space {
+    background: none;
+}
+
+.edrawings-panel-initial-left-padding {
+}
+
+#edrawings-hud-controls-menu {
+    display: none;
+    position: absolute;
+    z-index: 100;
+
+    top: 37px;
+    left: 200px;
+
+    width: 42px;
+}
+
+/*=================================================================*/
+/* #edrawings-hud-shaded-menu CSS                                  */
+
+#edrawings-hud-shaded-menu {
+    padding: 2px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+}
+
+@-moz-document url-prefix() {
+    #edrawings-hud-view-settings-menu.edrawings-collided,
+    #edrawings-hud-shaded-menu.edrawings-collided {
+        /* Mozilla only. Add 17~22 px for the firefox vertical scrollbar */
+        padding-right: 18px;
+    }
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-hud-shaded-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+}
+
+/* End #edrawings-hud-shaded-menu CSS                              */
+/*=================================================================*/
+
+#edrawings-hud-help-menu {
+    position: fixed;
+    z-index: 100;
+
+    top: 50%;
+    left: 50%;
+
+    border-style: solid;
+    border-width: 1px;
+
+    width: 279px;
+
+
+    font-size: 13px;
+    font-family: Arial;
+
+    -webkit-transform: translate(-50%, -50%);
+    transform: translate(-50%, -50%);
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-version {
+    margin: 5px;
+    padding: 10px;
+}
+
+#sizer {
+    margin: 0 auto;
+
+    width: 279px;
+
+    background: #666666 repeat-x 0 0;
+
+    -webkit-border-radius: 10px;
+    -moz-border-radius: 10px;
+    -khtml-border-radius: 10px;
+    border-radius: 10px;
+
+    -webkit-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    -moz-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    -khtml-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    box-shadow: 0 5px 12px rgba(0,0,0,.4);
+}
+
+fieldset { 
+    border: 0; 
+
+    padding-bottom: 9px;
+}
+
+label, legend { 
+    display: block; 
+    cursor: pointer; 
+
+    line-height: 20px;  
+
+    text-shadow: 0 -1px 0 rgba(0,0,0,.2); 
+
+    font: 14px/18px 'HelveticaNeue-Light', 'Helvetica Neue', Arial, Helvetica, sans-serif; 
+    font-weight: bold; 
+    text-align: center; 
+
+    color: dark-gray;
+}
+
+/*=================================================================*/
+/* Section CSS                                                     */
+
+#edrawings-section-menu {
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px) */
+
+    border-color: rgba(140,140,140,1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    width: auto;
+    height: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-section-menu.edrawings-collapsible {
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+}
+
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collided {
+    height: 100%;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-section-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-section-menu table {
+    border-collapse: collapse;
+}
+
+/* End Section CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Explode CSS                                                     */
+
+#edrawings-explode-menu {
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    width: 41px;
+
+    /* height of the slider
+       See #edrawings-explode-slider */
+    height: calc(170px + (2 * 15px) + (2 * 1px));
+    height: -o-calc(170px + (2 * 15px) + (2 * 1px));
+    height: -webkit-calc(170px + (2 * 15px) + (2 * 1px));
+    height: -moz-calc(170px + (2 * 15px) + (2 * 1px));
+
+    min-height: calc((2 * 15px) + (2 * 1px));
+    min-height: -o-calc((2 * 15px) + (2 * 1px));
+    min-height: -webkit-calc((2 * 15px) + (2 * 1px));
+    min-height: -moz-calc((2 * 15px) + (2 * 1px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+}
+
+#edrawings-explode-menu.edrawings-collapsible {
+    width: auto;
+
+    /* border height + height of the slider */
+    height: calc(2px + 170px + 30px + 2px);
+    height: -o-calc(2px + 170px + 30px + 2px);
+    height: -webkit-calc(2px + 170px + 30px + 2px);
+    height: -moz-calc(2px + 170px + 30px + 2px);
+
+    min-height: calc(2px + 30px + 2px);
+    min-height: -o-calc(2px + 30px + 2px);
+    min-height: -webkit-calc(2px + 30px + 2px);
+    min-height: -moz-calc(2px + 30px + 2px);
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-explode-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-explode-slider {
+    z-index: 100;
+
+    margin-top: 15px;
+    margin-bottom: 15px;
+    margin-left: 12px;
+    margin-right: 12px;
+
+    border: #c5c5c5 1px solid;
+    border-radius: 4px;
+
+    padding-left: 2px;
+
+    /* content-box, so minus margin and padding */
+    /* height: 170px; */
+    height: calc(100% - 2 * 15px - 2 * 1px);
+    height: -o-calc(100% - 2 * 15px - 2 * 1px);
+    height: -webkit-calc(100% - 2 * 15px - 2 * 1px);
+    height: -moz-calc(100% - 2 * 15px - 2 * 1px);
+
+    font-size: 18px; /* for some reason, the font size controls the width
+                         of the slider bar... */
+}
+
+/* Rail border */
+#edrawings-explode-slider {
+    border: #a2a2a2 1px solid;
+
+    background: #ffffff;
+}
+
+/* Add more padding to the arrow buttons. */
+.slide-bar-button {
+    display: none; /* off for 2019 release */
+
+    padding: 5px 0;
+}
+ 
+/* Darken slider handle */
+.ui-slider-handle {
+    border: 1px solid #aeaeae;
+    border-radius: 4px;
+
+    background: #aeaeae;
+}
+
+/* Center slider handle on rail. */
+.ui-slider-vertical .ui-slider-handle {
+    left: -0.2em; 
+}
+ 
+/* Slider handle hover colors */
+.ui-slider-handle .ui-state-hover {
+    border: 1px solid #c3c3c3; 
+    background: #c3c3c3; 
+}
+ 
+.ui-slider-range {
+    background: #cccccc;
+}
+
+.ui-dialog {
+    border-color: rgba(140,140,140,1.0);
+    border: 1px;
+    border-style: solid;
+
+    background-color: rgba(232, 232, 232, 1.0);
+    color: rgb(130,130,130);
+
+    font-family: sans-serif;
+    font-weight: normal;
+}
+
+.ui-dialog-buttonpane {
+    background-color: rgba(232, 232, 232, 1.0);
+}
+
+/* End Explode CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Measure CSS                                                     */
+
+#edrawings-measure-panel {
+    bottom: auto;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    font-family: Arial;
+    font-size: 14px;
+
+    color: #5b5b5b;
+}
+
+#edrawings-measure-panel.edrawings-collapsible.edrawings-collapsed,
+#edrawings-measure-panel.edrawings-collapsible.edrawings-collided {
+    /* bottom: calc(2px + 50px); */
+    height: 100%;
+}
+
+#edrawings-measure-submenu-list {
+    position: relative;
+    margin: 10px;
+    padding: 2px;
+    min-height: 50px;
+    /* 100% - edrawings-menu-header - edrawings-measure-filters - edrawings-measure-unit - edrawings-measure-messages */
+    max-height: calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -o-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -webkit-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -moz-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    background-color: #FFFFFF;
+    -webkit-touch-callout: none;
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-measure-entities-remove {
+    display: inline-block;
+    position: absolute;
+    right: 10px;
+    vertical-align: middle;
+
+    /* cross.png (used by edrawings-close-icon) is 20x20 */
+    width: 20px;
+    height: 20px;
+}
+
+.edrawings-measure-entities-info {
+    display: inline-block;
+    pointer-events: none;
+}
+
+.edrawings-measure-entities-type {
+    pointer-events: none;
+    white-space: pre-wrap;
+}
+
+/* End Measure CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Markup CSS                                                      */
+
+#edrawings-markup-menu {
+    /* height: auto; */
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    font-family: Arial;
+    font-size: 15px;
+}
+
+/* End Markup CSS                                                  */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Debug CSS                                                       */
+
+#edrawings-debug-menu {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    font-size: 15px;
+    font-family: Arial;
+}
+
+#edrawings-console-debug-categories {
+    /* Copied from edrawings-menu-search-input */
+    display: block;
+    border: none;
+
+    width: calc(100% - 2px);
+    width: -o-calc(100% - 2px);
+    width: -webkit-calc(100% - 2px);
+    width: -moz-calc(100% - 2px);
+
+    Height: 34px;
+    font-size: 11pt;
+}
+
+/* End Debug CSS                                                   */
+/*=================================================================*/
+
+.edrawings-inactive {
+    pointer-events: none;
+}
+
+.edrawings-common-panel-props {
+    position: absolute;
+    box-shadow: none;
+
+    border: 1px solid gray;
+
+    cursor: pointer;
+    font-size: 14px;
+}
+
+/*=================================================================*/
+/* shortcut CSS                                                    */
+
+#edrawings-shortcut-menu {
+    background-color: rgba(255, 255, 255, 0.9);
+    z-index: 100;
+}
+
+.edrawings-shortcut-menu-text {
+    font-size: 12px;
+    font-family: Arial;
+    font-weight: bold;
+
+    color: rgb(130,130,130);
+    text-align: left;
+}
+
+.edrawings-shortcut-hide-show::before {
+    content: "Hide/Show";
+}
+
+.edrawings-shortcut-transp-solid::before {
+    content: "Transparent/Solid";
+}
+
+.edrawings-shortcut-isolate::before {
+    content: "Hide Others";
+}
+
+.edrawings-shortcut-show-all::before {
+    content: "Show All";
+}
+
+.edrawings-shortcut-measure-remove::before {
+    content: "Remove";
+}
+
+.edrawings-shortcut-measure-clear::before {
+    content: "Clear";
+}
+
+/* End shortcut CSS                                                */
+/*=================================================================*/
+
+#edrawings-preview-window {
+    box-shadow: none;
+    display: none;
+    position: absolute;
+    z-index: 1000;
+
+    border: 1px solid gray;
+
+    background-color: rgba(255, 255, 255, 0.9);
+
+    font-size: 14px;
+    cursor: pointer;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.inputfile {
+    position: absolute;
+    z-index: -1;
+
+    width: 0.1px;
+    height: 0.1px;
+
+    overflow: hidden;
+
+    opacity: 0;
+}
+
+.button {
+    border-color: rgb(100,100,100);
+    border-style: solid;
+    border-width: thin;
+
+    padding: 4px 12px 4px 12px;
+
+    background-color: #EEEEEE;
+    color: rgb(100,100,100);
+
+    font: 11px Arial;
+}
+
+.edrawings-bottom-label {
+    display: table-cell;
+
+    width: 90px;
+
+    color: darkgray;
+
+    font-size: 14px;
+    font-family: sans-serif;
+
+    white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    text-align: center;
+    vertical-align: middle;
+}
+
+#edrawings-custom-cursor-rotate {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/select3.png");
+}
+
+#edrawings-custom-cursor-pan {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/select2.png");
+}
+
+#edrawings-custom-cursor-zoom {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/zoom1.png");
+}
+
+.unselectable {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    cursor: default;
+}
+
+/* Required for jquery.ui.touch-punch.js.  Without this, touch doesn't work
+ * on IE/Edge
+ */
+.ui-draggable {
+    -ms-touch-action: none;
+    touch-action: none;
+}
+
+#edrawings-fileopen-background {
+    position: absolute;
+    pointer-events: none;
+
+    left: 0;
+    top: 0;
+
+    border-style: solid;
+    border-color: rgba(255,255,255,0);
+
+    width: 100%;
+    height: 100%;
+}
+
+#fileopen-group {
+    position: absolute;
+
+    top: 50%;
+    left: 50%;
+
+    margin-left: -175px;
+    margin-right: auto;
+    margin-top: -200px;
+    margin-bottom: auto;
+
+    width: 350px;
+    height: 400px;
+
+    color: rgb(120,120,120);
+
+    font-family: arial;
+    font-weight: bold;
+}
+
+.fileopen-block {
+    display: flex;
+
+    justify-content: center;
+
+    margin-top: 20px;
+    margin-bottom: 20px;
+}
+
+.fileopen-block-item {
+    align-self: center;
+}
+
+#fileopen-drop-block-background {
+    border-style: dashed;
+    border-radius: 10px;
+
+    height: 150px;
+}
+
+#edrawings-drop-block.edrawings-viewer-regular {
+    display: none;
+    position: absolute;
+    z-index: 10;
+
+    border-style: dashed;
+    border-radius: 10px;
+
+    width: 350px;
+    height: 150px;
+
+    background-color: rgba(255, 255, 255, 0.0);
+}
+
+#fileopen-drop-instr {
+    z-index: 50;
+}
+
+#edrawings-drop-block.edrawings-viewer-ondrop {
+    position: absolute;
+    z-index: 10;
+
+    top: 0;
+    left: 0;
+
+    margin: 5px;
+
+    border-style: dashed;
+    border-radius: 10px;
+
+    width: calc(100% - 20px);
+    width: -o-calc(100% - 20px);
+    width: -webkit-calc(100% - 20px);
+    width: -moz-calc(100% - 20px);
+
+    height: calc(100% - 20px);
+    height: -o-calc(100% - 20px);
+    height: -webkit-calc(100% - 20px);
+    height: -moz-calc(100% - 20px);
+
+    background: rgba(255,255,255,0.9);
+}
+
+#stream_viewer_link {
+    color: blue;
+    text-decoration: underline;
+}
+
+.fileopen-button-block {
+    pointer-events: all;
+}
+
+.edrawings-layer-checkbox-style {
+    display: inline-block;
+
+    margin-right: 10px;
+
+    line-height: 14px;
+
+    vertical-align: middle;
+
+    cursor: pointer;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.bottom-bar {
+    position: absolute;
+    z-index: 2;
+
+    bottom: 0;
+
+    width: 100%;
+    height: 50px;
+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    white-space: nowrap;
+
+    /* The children are inline-blocks.  Use font-size to control the gap width of the inline block. */
+    font-size: 0px;
+}
+
+/*=================================================================*/
+/* #edrawings-config-tab-list CSS                                  */
+
+#edrawings-config-tab-list {
+    display: inline-block;
+
+    height: 100%;
+    line-height: 44px;
+
+    white-space: nowrap;
+    overflow-x: auto;
+    overflow-y: hidden;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-config-tab-list.edrawings-fullwidth {
+    width: 100%;
+}
+
+#edrawings-config-tab-list.edrawings-compressed {
+    /* 100% - (left-arrow width + left-arrow padding + 1px gap) - (1px gap + right-arrow padding + right-arrow width) - (rightmost icon and its padding) */
+    width: calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -o-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -webkit-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -moz-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+
+    overflow: hidden;
+}
+
+.bottom-bar.edrawings-compressed-tab-list.edrawings-removed-arrow-left:not(.edrawings-removed-arrow-right) #edrawings-config-tab-list.edrawings-compressed,
+.bottom-bar.edrawings-compressed-tab-list.edrawings-removed-arrow-right:not(.edrawings-removed-arrow-left) #edrawings-config-tab-list.edrawings-compressed {
+    /* 100% - (left-arrow width + left-arrow padding + 1px gap)/(1px gap + right-arrow padding + right-arrow width) - (rightmost icon and its padding) */
+    width: calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -o-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -webkit-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -moz-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+
+    overflow: hidden;
+}
+
+/* End #edrawings-config-tab-list CSS                              */
+/*=================================================================*/
+
+.bottom-bar:not(.edrawings-compressed-tab-list) .edrawings-arrow-wrapper {
+    display: none;
+
+    width: auto;
+    height: inherit;
+
+    background-color: rgba(100, 100, 100, 0.1);
+}
+
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper {
+    position: relative;
+
+    top: -2px;
+
+    border-bottom-color: lightgray;
+    border-bottom-style: solid;
+    border-bottom-width: 1px;
+    border-right: 1px solid white;
+
+    padding-left: 2px;
+    padding-right: 8px;
+
+    width: auto;
+    height: 44px; /* inherit; */
+
+    background-color: rgba(100, 100, 100, 0.1);
+
+    font-size: medium; /* Default value is either medium or 16px */
+}
+
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper:nth-child(4) {
+    border-left: 1px solid white;
+    /* IE has no support of unset */
+    /* border-right: unset; */
+    border-right-width: 0px;
+
+    padding-left: 8px;
+    /* IE has no support of unset */
+    /* padding-right: unset; */
+    padding-right: 2px;
+}
+
+#edrawings-config-tab-list:not(.edrawings-compressed) ~ .edrawings-sheets-control {
+    display: none;
+}
+
+.edrawings-config-tab {
+    display: inline-block;
+    position: relative;
+    z-index: 0;
+
+    border-top: none;
+
+    border-bottom-color: lightgray;
+    border-bottom-style: solid;
+    border-bottom-width: 1px;
+
+    border-right-color: lightgray;
+    border-right-style: solid;
+    border-right-width: 1px;
+
+    padding: 0 5px;
+
+    width: auto;
+    min-width: 76px;
+
+    height: 44px; /* 50px * .88 = 44px */
+
+    background-color: rgba(100, 100, 100, 0.1);
+
+    text-align: center;
+
+    font-size: medium; /* Default value is either medium or 16px */
+
+    cursor: default;
+}
+
+/* #edrawings-config-tab-list.edrawings-compressed .edrawings-config-tab {
+    height: 30px;
+} */
+
+.config-tab-text {
+    margin-left: 5px;
+    margin-right: 5px;
+
+    font-family: arial;
+    font-size: 14px;
+
+    pointer-events: none;
+}
+
+.active-modelview {
+    z-index: 0;
+    top: -2px;
+
+    margin-left: -1px;
+
+    border-top-color: white;
+    border-top-style: solid;
+    border-top-width: 1px;
+
+    border-left-color: rgba(140,140,140,1.0);
+    border-left-style: solid;
+    border-left-width: 1px;
+
+    border-right-color: rgba(140,140,140,1.0);
+    border-right-style: solid;
+    border-right-width: 1px;
+
+    border-color: rgba(140,140,140,1.0);
+
+    height: calc(88% + 2px); /* 50 * .88 = 44 */
+
+    background-color: white;
+}
+
+
+#edrawings-config-tab-list .edrawings-config-tab.active-modelview:first-child {
+    /* IE has no support of unset */
+    /* margin-left: unset; */
+    margin-left: 0px;
+}
+
+.edrawings-measure-unit {
+    margin: 10px;
+}
+
+.measure-unit-selector {
+    display: inline-block;
+
+    /* Substract width of measure-unit-item-name */
+    width: calc(100% - 90px);
+    width: -o-calc(100% - 90px);
+    width: -webkit-calc(100% - 90px);
+    width: -moz-calc(100% - 90px);
+
+    height: auto;
+
+    background-color: #FFFFFF;
+    vertical-align: middle;
+}
+
+.edrawings-measure-unit-item {
+    position: relative;
+
+    margin: 0px;
+
+    height: 30px;
+    line-height: 30px;
+}
+
+.measure-unit-item-name {
+    display: inline-block;
+    margin-left: 6px;
+    width: 80px;
+    
+    text-align: left;
+    vertical-align: middle;
+
+    /* white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis; */
+
+    font-family: Arial;
+    font-size: 14px;
+    font-weight: normal;
+}
+
+#edrawings-markup-view-list {
+    margin-left: 3px;
+    margin-right: 3px;
+    margin-top: 5px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+
+    min-height: 150px;
+    max-height: calc(100% - 45px);
+    max-height: -o-calc(100% - 45px);
+    max-height: -webkit-calc(100% - 45px);
+    max-height: -moz-calc(100% - 45px);
+
+    overflow: auto;
+
+    background-color: white;
+}
+
+.edrawings-markup-view-name {
+    pointer-events: none;
+}
+
+.markup-mode {
+    pointer-events: none;
+}
+
+.edrawings-icon.markup-mode {
+    margin: auto;
+}
+
+.markup-op {
+    pointer-events: none;
+}
+
+.edrawings-measure-messages {
+    margin: 10px;
+    border: rgb(140, 140, 140) 1px solid;
+    padding: 10px 6px;
+
+    min-height: 150px;
+    max-height: 200px;
+
+    overflow-y: auto;
+
+    background-color: #FFFFFF;
+
+    -webkit-touch-callout: text;
+    -webkit-user-select: text;
+    -khtml-user-select: text;
+    -moz-user-select: text;
+    -ms-user-select: text;
+    user-select: text;
+}
+
+.edrawings-measure-entities-list-item {
+    margin: 2px;
+    border-bottom: #cacaca 1px solid;
+    padding: 10px 6px;
+}
+
+.edrawings-measure-entities-list-item:last-child {
+    border-bottom: none;
+}
+
+#edrawings-measure-entities-list {
+    margin-left: 3px;
+    margin-right: 3px;
+    margin-top: 5px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+
+    background-color: white;
+}
+
+#edrawings-measure-result {
+    white-space: pre-wrap;
+}
+
+/*=================================================================*/
+/* navigation CSS                                                  */
+
+#edrawings-button-confignav {
+    display: block;
+    margin: 0;
+    float: none;
+}
+
+#edrawings-config-navigation {
+    /* Need this z-index to show on top of tool-bar */
+    z-index: 100;
+
+    bottom: 50px;
+    right: 0px;
+    /* IE has no support of unset */
+    /* left: unset; */
+    left: auto;
+    /* top: unset; */
+    top: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -o-calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -webkit-calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -moz-calc(100% - (50px + 2px) - (0px + 50px));
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collapsed,
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collided {
+    height: 100%;
+}
+
+/* End navigation CSS                                              */
+/*=================================================================*/
+
+.measure-filter-image {
+    pointer-events: none;
+}
+
+.edrawings-icon.measure-filter-image {
+    margin: auto;
+}
+
+.edrawings-disabled-button {
+    pointer-events: none;
+
+    opacity: 0.3;
+    filter: alpha(opacity = 30); /* For IE8 and earlier */
+}
+
+.edrawings-menu-info {
+    display: inline-block;
+    position: absolute;
+
+    right: 45px;
+    top: 2px;
+
+    font-family: "Segoe UI";
+    font-size: 12px;
+
+    color: #5b5b5b;
+}
+
+#edrawings-logo-block {
+    display: inline-block;
+
+    margin-left: 5px;
+    margin-right: 4px;
+
+    width: auto;
+}
+
+#edrawings-fileload-block {
+    display: inline-block;
+}
+
+#edrawings-filename-block {
+    display: inline-block;
+    padding-right: 8px; /* width of the arrow padding */
+    width: auto;
+
+    overflow: hidden;
+    white-space: nowrap;
+
+    text-align: left;
+    vertical-align: middle;
+}
+
+.edrawings-collided-hud-bar #edrawings-filename-block {
+    /* logo-block: (5px + 44px)
+       fileload-block: 40px
+       font-size: 2px (multiply by # of items)
+       2 edrawings-hud-button (reset and fullscreen): 2 * 46px
+       1 arrow from hud-bar: 1 * (10px + 10px);
+       margin-right from hud-bar: 2px;
+       right from hud-bar: 0px;
+    */
+    max-width: calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -o-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -webkit-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -moz-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+}
+
+#edrawings-filename {
+    position: relative;
+
+    top: 0;
+
+    line-height: 22px;
+
+    text-align: center;
+}
+
+#edrawings-filename-text {
+    display: block;
+
+    width: 100%;
+
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    font-family: arial;
+    font-size: small;
+}
+
+#config-tab-border {
+    position: absolute;
+    z-index: 0;
+
+    border-top-color: rgba(140,140,140,1.0);
+    border-top-style: solid;
+    border-top-width: 1px;
+
+    top: 0;
+
+    width: 100%;
+
+    font-size: medium; /* Default value is either medium or 16px */
+}
+
+.edrawings-custom-redline {
+    position: absolute;
+}
+
+.edrawings-markupdiv-image {
+    width: 100%;
+    height: 100%;
+}
+
+#edrawings-measure-filters {
+    margin: 4px 10px;
+}
+
+#edrawings-layer-control-all {
+    height: auto;
+}
+
+.slide-bar-button {
+    margin: auto;
+
+    text-align: center;
+}
+
+.edrawings-bar-icon {
+    margin: auto;
+
+    width: 20px;
+    height: 20px;
+
+    vertical-align: middle;
+}
+
+.help-table-button {
+    width: 85px;
+
+    height: 60px;
+    line-height: 70px;
+
+    text-align: center;
+}
+
+.edrawings-help-grid {
+    border-width: 1px;
+    border-bottom-style: solid;
+
+    width: 279px;
+}
+
+.edrawings-help-table {
+    margin-top: 8px;
+    margin-bottom: 8px;
+
+    border-collapse: collapse;
+
+    width: 100%;
+}
+
+.help-column-first {
+    border-right: solid 1px;
+    border-color: rgb(150,150,150);
+}
+
+.help-column-second {
+    border-right: solid 1px;
+    border-color: rgb(150,150,150);
+}
+
+.ui-slider-vertical .ui-slider-handle {
+    left: -0.2em;
+}
+
+.section-button {
+    margin: 3px;
+}
+
+.bottom-button.section-button {
+    display: block;
+}
+
+#edrawings-button-shaded {
+    width: 48px;
+}
+
+.edrawings-arrow-wrapper {
+    display: inline-block;
+
+    width: auto;
+    height: auto;
+
+    text-align: center;
+}
+
+.edrawings-arrow-up {
+    display: block;
+    position: relative;
+
+    top: calc((100% - 10px)/2);
+    top: -o-calc((100% - 10px)/2);
+    top: -webkit-calc((100% - 10px)/2);
+    top: -moz-calc((100% - 10px)/2);
+
+    left: calc((100% - (2 * 8px))/2);
+    left: -o-calc((100% - (2 * 8px))/2);
+    left: -webkit-calc((100% - (2 * 8px))/2);
+    left: -moz-calc((100% - (2 * 8px))/2);
+
+    border-left: 8px solid transparent;
+    border-right: 8px solid transparent;
+    border-bottom: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-up,
+.edrawings-arrow-up.edrawings-disabled {
+    display: none;
+
+    border-bottom: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-down {
+    display: block;
+    position: relative;
+
+    top: calc((100% - 10px)/2);
+    top: -o-calc((100% - 10px)/2);
+    top: -webkit-calc((100% - 10px)/2);
+    top: -moz-calc((100% - 10px)/2);
+
+    left: calc((100% - (2 * 8px))/2);
+    left: -o-calc((100% - (2 * 8px))/2);
+    left: -webkit-calc((100% - (2 * 8px))/2);
+    left: -moz-calc((100% - (2 * 8px))/2);
+
+    border-left: 8px solid transparent;
+    border-right: 8px solid transparent;
+    border-top: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-down,
+.edrawings-arrow-down.edrawings-disabled {
+    display: none;
+
+    border-top: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-left {
+    display: block;
+    position: relative;
+
+    top: calc((100% - (2 * 8px))/2);
+    top: -o-calc((100% - (2 * 8px))/2);
+    top: -webkit-calc((100% - (2 * 8px))/2);
+    top: -moz-calc((100% - (2 * 8px))/2);
+
+    left: calc((100% - 10px)/2);
+    left: -o-calc((100% - 10px)/2);
+    left: -webkit-calc((100% - 10px)/2);
+    left: -moz-calc((100% - 10px)/2);
+
+    border-top: 8px solid transparent;
+    border-bottom: 8px solid transparent;
+    border-right: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-left,
+.edrawings-arrow-left.edrawings-disabled {
+    display: none;
+
+    border-right: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-right {
+    display: block;
+    position: relative;
+
+    top: calc((100% - (2 * 8px))/2);
+    top: -o-calc((100% - (2 * 8px))/2);
+    top: -webkit-calc((100% - (2 * 8px))/2);
+    top: -moz-calc((100% - (2 * 8px))/2);
+
+    left: calc((100% - 10px)/2);
+    left: -o-calc((100% - 10px)/2);
+    left: -webkit-calc((100% - 10px)/2);
+    left: -moz-calc((100% - 10px)/2);
+
+    border-top: 8px solid transparent;
+    border-bottom: 8px solid transparent;
+    border-left: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-right,
+.edrawings-arrow-right.edrawings-disabled {
+    display: none;
+
+    border-left: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+#edrawings-hud-bar {
+    display: block;
+    position: absolute;
+
+    top: 0px;
+    right: 0px;
+
+    margin-right: 2px;
+
+    width: auto;
+    height: inherit; /* 46px; */
+}
+
+.edrawings-hud-bar-content {
+    /* The children are inline-block.  Use font-size to control the gap between inline-block children */
+    font-size: 2px;
+}
+
+#edrawings-hud-bar .edrawings-arrow-wrapper {
+    display: none;
+
+    width: auto;
+    height: inherit;
+}
+
+#edrawings-hud-bar.edrawings-collided {
+    /* Keep the arrows visible */
+    /* (left-arrow width + left-arrow padding) + (right-arrow padding + right-arrow width) */
+    min-width: calc((10px + 10px) + (10px + 10px));
+    min-width: -o-calc((10px + 10px) + (10px + 10px));
+    min-width: -webkit-calc((10px + 10px) + (10px + 10px));
+    min-width: -moz-calc((10px + 10px) + (10px + 10px));
+
+    overflow-x: auto;
+    overflow-y: hidden;
+
+    white-space: nowrap;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper {
+    display: block;
+    position: absolute;
+
+    padding-left: 2px;
+    padding-right: 8px;
+
+    width: auto;
+    height: inherit;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper:nth-child(2) {
+    right: 0px;
+
+    padding-left: 8px;
+
+    /* IE has no support of unset */
+    /* padding-right: unset; */
+    padding-right: 2px;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button,
+.edrawings-tool-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button,
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper.edrawings-disabled-button {
+    display: none;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-hud-bar-content {
+    display: block;
+    position: absolute;
+
+    /* Make room for the arrows */
+    /* (left-arrow width + left-arrow padding) */
+    left: calc(10px + 10px);
+    left: -o-calc(10px + 10px);
+    left: -webkit-calc(10px + 10px);
+    left: -moz-calc(10px + 10px);
+
+    /* 100% - (left-arrow width + left-arrow padding) + (right-arrow padding + right-arrow width) */
+    width: calc(100% - (10px + 10px) - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px) - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px) - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px) - (10px + 10px));
+
+    overflow: hidden;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(1) ~ .edrawings-hud-bar-content {
+    left: 0px;
+
+    /* 100% - (right-arrow padding + right-arrow width) */
+    width: calc(100% - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px));
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(2) ~ .edrawings-hud-bar-content {
+    /* 100% - (left-arrow width + left-arrow padding) */
+    width: calc(100% - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-ui-hide {
+    display: none;
+}
+
+#edrawings-button-fs {
+    background-repeat: no-repeat;
+    background-position-y: 3px;
+    background-image: url(data:image/png;base64,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);
+}
+
+.edrawings-button-fs-restore {
+    background-image: url(data:image/png;base64,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) !important;
+}
+
+.edrawings-tree-expanded {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAOwwAADsMBx2+oZAAAALtJREFUOE/tkL0RgzAMhXHuTM0oZIMwQjZwClwnk5DaLuINMgLZIBmFGhdGzxYQCF1avjudnmSdfpzt/I9gH9Fav+H7vq+cc11MMkqpIs/zFtoYc4xJ4sB+pCArpZTPFM5wriRDzcSiQQjhTK4TQpxomyZl42YNciQ7rplYnADqulZU/ICm4gv8d2ytddAjPw0AT7+Sjf+Ate90+y2FM5sNAG3S8tqY/KLJVXxYsf7ECe89bv3AWO9skmUDwnw8r6UK7XsAAAAASUVORK5CYII=);
+}
+
+.edrawings-dialog-no-close .ui-dialog-titlebar-close {
+    display: none;
+}
+
+.edrawings-info-title .ui-dialog-title {
+    content: "Information";
+    font-weight: 600;
+}
+
+.edrawings-warn-title .ui-dialog-title {
+    content: "Warning";
+    font-weight: 600;
+}
+
+.edrawings-error-title .ui-dialog-title {
+    content: "Error";
+    font-weight: 600;
+}
+
+.edrawings-server-unsupported-file-type::after {
+    content: "Can not load " attr(data-file) ".  It is an unsupported file type.";
+}
+
+.edrawings-server-ajax-failure::after {
+    content: "Server unavailable.  Please try again.  If the failure persists, please report this message to customer support.";
+}
+
+.edrawings-server-load-failure-1::after {
+    content: "Model viewing failed.  Please reload and try again.  If the failure persists, please report the information below to customer support.";
+}
+
+.edrawings-server-load-failure-2::after {
+    margin-top: 20px;
+    white-space: pre;
+    content: "\AServer: " attr(data-server-id);
+}
+
+.edrawings-server-load-failure-3::after {
+    content: "Model ID: " attr(data-model-cache-name);
+}
+
+.edrawings-server-url-inaccessible::after {
+    content: "Cannot access file URL: " attr(data-file-url);
+    white-space: nowrap;
+}
+
+.edrawings-server-websocket-create-failure::after {
+    content: "Could not establish streaming connection for viewer.";
+}
+
+.edrawings-unable-process-file::after {
+    content: "Unable to complete processing of this file.";
+}
+
+.edrawings-viewer-load-failure::after {
+    content: "Failed to load model in the viewer: " attr(data-error-message);
+    white-space: nowrap;
+}
+
+.edrawings-glcontextlost::after {
+    content: "Your browser or device does not have the resources to display the viewer.";
+}
+
+.edrawings-unknown-error::after {
+    content: "An error occurred.  Please try again.";
+}
+
+.edrawings-unknown-license-error::after {
+    content: "A licensing error occurred.  Please try again.";
+}
+
+.edrawings-license-version-mismatch-error::after {
+    content: "There is a license version mismatch.";
+}
+
+.edrawings-no-licenses-error::after {
+    content: "We're sorry, no licenses are available at this time. Please close an existing session of eDrawings Web Viewer and try again later.";
+}
+
+.edrawings-license-server-connection-error::after {
+    content: "The license server is not reachable. Please confirm that the server is configured correctly and that the license server is running.";
+}
+
+.edrawings-license-expired-error::after {
+    content: "Your license has timed out due to inactivity, license has been returned to the server.";
+}
+
+.edrawings-debug-node-matrices::after {
+    content: "Show Matrices";
+}
+
+#edrawings-configurations-menu .edrawings-menu-title::after {
+    content: "Configurations";
+}
+
+/*=================================================================*/
+/* Loading CSS                                                     */
+
+#WaitBanner {
+    position: fixed;
+    z-index: 9999;
+    top: calc((100% - 65px - 24px)/ 2 - 5px);
+    left: calc((100% - 296px) / 2);
+    padding: 5px;
+    clear: both;
+    background-color: rgba(255, 255, 255, 0.85);
+}
+
+.edrawings-loading-logo-dark-text {
+    display: block;
+    position: relative;
+    margin: auto;
+    overflow: auto;
+    background-color: transparent;
+}
+
+.edrawings-loading-spin {
+    display: block;
+    position: relative;
+    top: 10px; 
+    margin: auto;
+    width: 24px; /* 1.5x larger */
+    height: 24px;
+    overflow: auto;
+    background-image: url(data:image/gif;base64,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); 
+    background-size: contain;
+    background-color: transparent;
+    
+}
+
+/* Loading CSS                                                     */
+/*=================================================================*/
+
+/*=================================================================*/
+/* ticker CSS                                                      */
+
+@keyframes edrawings-ticker-animation {
+    0% {
+        -webkit-transform: translate3d(0, 0, 0);
+        transform: translate3d(0, 0, 0);
+        visibility: visible;
+    }
+
+    100% {
+        -webkit-transform: translate3d(-66.667%, 0, 0);
+        transform: translate3d(-66.667%, 0, 0);
+    }
+}
+
+/* The current state of edrawings-ticker-wrapper is a full width tooltip without any animation */
+.edrawings-ticker-wrapper {
+    box-sizing: content-box;
+    position: fixed;
+    z-index: 101;
+
+    border: 1px solid rgba(140,140,140,1.0);
+
+    width: 100%;
+
+    height: 24px;
+    line-height: 24px;
+
+    overflow: hidden;
+
+    background-color: rgba(255, 255, 255, 1.0);
+    color: black;
+
+    font-family: Arial;
+    font-size: 12px;
+    text-align: center;
+}
+
+.edrawings-ticker-wrapper.edrawings-animation {
+    padding-left: 0px; /* 100px; */
+
+    width: 100px;
+
+    /* IE has support of unset */
+    /* text-align: unset; */
+    text-align: left;
+}
+
+.edrawings-ticker {
+    display: inline-block;
+    white-space: nowrap;
+}
+
+.edrawings-ticker-wrapper.edrawings-animation .edrawings-ticker {
+    padding-right: 0px; /* 100%; */
+
+    -webkit-animation-iteration-count: infinite;
+    animation-iteration-count: infinite;
+
+    -webkit-animation-timing-function: linear;
+    animation-timing-function: linear;
+
+    -webkit-animation-name: edrawings-ticker-animation;
+    animation-name: edrawings-ticker-animation;
+
+    -webkit-animation-duration: 7s;
+    animation-duration: 7s;
+}
+
+/* End ticker CSS                                                  */
+/*=================================================================*/
+
+/*=================================================================*/
+/* edrawings-menu-panel-wrapper CSS                                */
+
+.edrawings-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+    left: 0px;
+    top: 0px;
+    border: 1px solid gray;
+
+    /* Make room for the edrawings-menu-panel-arrow-collapse */
+    width: calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -o-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -webkit-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -moz-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+
+    height: calc(100% - (2 * 1px));
+    height: -o-calc(100% - (2 * 1px));
+    height: -webkit-calc(100% - (2 * 1px));
+    height: -moz-calc(100% - (2 * 1px));
+
+    background-color: #f5f5f5;
+    cursor: pointer;
+    opacity: 0.9;
+}
+
+#edrawings-explode-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+
+    left: 0px;
+    top: 0px;
+
+    border: 1px solid gray;
+
+    /* substract the border width */
+    height: calc(100% - (2 * 1px));
+    height: -o-calc(100% - (2 * 1px));
+    height: -webkit-calc(100% - (2 * 1px));
+    height: -moz-calc(100% - (2 * 1px));
+
+    /* substract the border width */
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    background-color: #f5f5f5;
+    opacity: 0.9; 
+    cursor: pointer;
+}
+
+#edrawings-section-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+
+    left: 0px;
+    top: 0px;
+
+    border: 1px solid gray;
+    padding: 2px;
+
+    height: auto;
+
+    /* substract the border height and padding height */
+    max-height: calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -o-calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -moz-calc(100% - (2 * 1px) - (2 * 2px));
+
+    overflow: auto;
+    background-color: #f5f5f5;
+    cursor: pointer;
+    text-align: center;
+    opacity: 0.9;
+}
+
+/* Mozilla only. Add 17~22 px for the firefox vertical scrollbar */
+@-moz-document url-prefix() {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {     
+        padding-right: 18px;
+    }
+}
+
+/* For IE Edge, need non-zero padding-right for outward vertical scrollbar. */
+@supports (-ms-accelerator:true) or (-ms-ime-align: auto) {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {      
+        padding-right: 1px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        padding-right: 16px;
+    }
+}
+
+/* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+@media all and (-ms-high-contrast: none), (-ms-high-contrast: active) {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {
+        padding-right: 1px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        padding-right: 16px;
+    }
+}
+
+#edrawings-measure-panel.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    /* IE has no support of unset */
+    /* height: unset; */
+    height: auto;
+
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    overflow: auto;
+}
+
+@media all and (-ms-high-contrast: none), (-ms-high-contrast: active) {
+    #edrawings-measure-panel.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {
+        /* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+        padding-right: 2px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-measure-panel.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        /* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+        padding-right: 16px;
+    }
+}
+
+#edrawings-markup-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    overflow: auto;
+}
+
+#edrawings-config-navigation.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    /* Make room for the edrawings-menu-panel-arrow-collapse button */
+    left: calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    left: -o-calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    left: -webkit-calc(16px + (2 * 1px) + (2 * 1px) -1px);
+    left: -moz-calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    
+    height: auto;
+
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    overflow: auto;
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+    height: 100%;
+    overflow: hidden;
+}
+
+/* End edrawings-menu-panel-wrapper CSS                            */
+/*=================================================================*/
+
+#edrawings-component-tree-list.edrawings-submenu-list {
+    /* calc(100% - edrawings-menu-header - edrawings-menu-search) */
+    height: calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -o-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -webkit-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -moz-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+}
+
+#edrawings-debug-list.edrawings-submenu-list {
+    /* calc(100% - edrawings-menu-header - edrawings-menu-search - edrawings-menu-search) */
+    height: calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -o-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -webkit-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -moz-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+}
+
+#edrawings-button-confignav.active-button img.edrawings-icon#edrawings-button-confignav-g {
+    transform: rotate(90deg);
+}
+
+/*=================================================================*/
+/* edrawings-menu-panel-arrow-collapse CSS                         */
+
+.edrawings-menu-panel-arrow-collapse {
+    position: absolute;
+    z-index: 99;
+
+    top: 0px;
+    right: 0px;
+
+    /* margin-right: calc(-16px - (2 * 1px) - (2 * 1px)); */
+    border: 1px solid rgba(140, 140, 140, 1.0);
+    padding: 0px 1px;
+
+    width: 16px;
+
+    height: 41px; /* match the height of the panel header */
+    line-height: 44px;
+
+    vertical-align: middle;
+
+    background-color: #f5f5f5;
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAANFJREFUOBHVUssRgjAQJY7hTAmWYAlYAh3EAzmbSvQMB9OBJUAHWoIlcCaH8HZkYWB28EwO2d97L7tJkmT3S0kTWGvfyGcxxqKu64+E4dyBHcGelFJNWZZGqE0pUaDv+wtOb4HKIPJER/eJsXLEERgzEm8Uk2AIofDed1wnK3bAgKqqHIhXxB06ydM0bbjGdlOAQVt2U4BGoDuAAL1IS3ezFjuuExQbYzKt9QtuTjHWA8/pfu5yFwXGWc+AdjjZgeyXtDkSBcbyF+S/H2mW2q03ANLBRIizuA/1AAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+    background-position-y: 50%;
+
+    transform: rotate(180deg);
+
+    opacity: 0.9;
+    cursor: pointer;
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    z-index: 99;
+
+    height: 44px; /* match the height of the bottom-button edrawings-tool-button */
+
+    /* IE has no support of unset */
+    /* transform: unset; */
+    transform: none;
+}
+
+#edrawings-config-navigation.edrawings-collapsible .edrawings-menu-panel-arrow-collapse {
+    left: 0px;
+    /* IE has no support of unset */
+    /* right: unset; */
+    right: auto;
+    /* IE has no support of unset */
+    /* transform: unset; */
+    transform: none;
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    /* substract height and border */
+    top: calc(100% - 41px - (2 * 1px));
+    top: -o-calc(100% - 41px - (2 * 1px)); 
+    top: -webkit-calc(100% - 41px - (2 * 1px)); 
+    top: -moz-calc(100% - 41px - (2 * 1px)); 
+    height: 41px; /* Match to the panel header height */
+    transform: rotate(180deg);
+}
+
+#edrawings-explode-menu.edrawings-collapsible .edrawings-menu-panel-arrow-collapse,
+#edrawings-section-menu.edrawings-collapsible .edrawings-menu-panel-arrow-collapse {
+    right: calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -o-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -webkit-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -moz-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+}
+
+#edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    right: 0px;
+}
+
+/* End edrawings-menu-panel-arrow-collapse CSS                     */
+/*=================================================================*/
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar {
+    padding-bottom: 0px;
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 50px; /* calc((50px + 0px) + 0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 0px; /* calc(0px + 0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* (bottom gap + bottom-bar height) */
+    bottom: 0px; /* calc(0px + 0px); */
+}
+
+/* edrawings-menu left + edrawings-menu max-width */
+/* calc((2px + 50px) + 500px) */
+@media screen and (max-width: 552px) {
+    .edrawings-menu {
+        /* 100% - edrawings-menu left - padding on the right */
+        max-width: calc(100% - (0px + 50px) - 2px);
+        max-width: -o-calc(100% - (0px + 50px) - 2px);
+        max-width: -webkit-calc(100% - (0px + 50px) - 2px);
+        max-width: -moz-calc(100% - (0px + 50px) - 2px);
+    }
+}
+
+/* edrawings-menu left + edrawings-menu min-width */
+/* calc((0px + 50px) + 321px) */
+@media screen and (max-width: 371px) {
+    .edrawings-menu {
+        /* 100% - edrawings-menu left - padding on the right */
+        width: calc(100% - (0px + 50px) - 2px);
+        width: -o-calc(100% - (0px + 50px) - 2px);
+        width: -webkit-calc(100% - (0px + 50px) - 2px);
+        width: -moz-calc(100% - (0px + 50px) - 2px);
+
+        /* edrawings-tree-arrow-space-common + 
+           edrawings-tree-icon + 
+           5px item-tree-text width for ellipsis + 
+           edrawings-submenu-list-item-button + 
+           menu panel collapse button +
+           padding on the right */
+        min-width: calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -o-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -webkit-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -moz-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+    }
+}
+
+@media screen and (max-height: 400px) {
+    .bottom-bar {
+        display: none;
+    }
+
+    .edrawings-menu {
+        /* (bottom gap + bottom-bar height) */
+        bottom: 0px; /* calc(0px + 0px); */ /* This is the gap height now */
+        
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px)));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    .edrawings-tool-bar {
+        padding-bottom: 0px;
+    }
+
+    .edrawings-tool-bar,
+    .edrawings-hud-menu,
+    #edrawings-section-menu,
+    #edrawings-explode-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-hud-menu,
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-section-menu,
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-explode-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-hud-shaded-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-hud-shaded-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    }
+
+    #edrawings-config-navigation {
+        /* (bottom gap + bottom-bar height) */
+        bottom: 0px;
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-config-navigation {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((50px + 0px) + (10px + 10px));
+        top: -o-calc((50px + 0px) + (10px + 10px));
+        top: -webkit-calc((50px + 0px) + (10px + 10px));
+        top: -moz-calc((50px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((0px + 0px) + (10px + 10px));
+        top: -o-calc((0px + 0px) + (10px + 10px));
+        top: -webkit-calc((0px + 0px) + (10px + 10px));
+        top: -moz-calc((0px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+        top: 50px; /* calc(50px + 0px + 0px); */
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+        top: 0px; /* calc(0px + 0px + 0px); */
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((50px + 0px) + (10px + 10px));
+        top: -o-calc((50px + 0px) + (10px + 10px));
+        top: -webkit-calc((50px + 0px) + (10px + 10px));
+        top: -moz-calc((50px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((0px + 0px) + (10px + 10px));
+        top: -o-calc((0px + 0px) + (10px + 10px));
+        top: -webkit-calc((0px + 0px) + (10px + 10px));
+        top: -moz-calc((0px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+}
+
+/* Window Edge 16 and 17, not Window IE 11, stops sending resize event when width reaches below 372px */
+@media screen and (max-width: 372px) {
+    @supports (-ms-accelerator:true) or (-ms-ime-align: auto) {
+        /* (-ms-accelerator:true): IE Edge 12+ CSS */
+        /* (-ms-ime-align: auto): IE Edge 16+ CSS */
+        /* The rest is similar to the behavior of having 
+            #edrawings-top-bar.edrawings-out-of-view
+            #edrawings-left-bar.edrawings-out-of-view
+            .bottom-bar.edrawings-ui-hide */
+        #edrawings-top-bar-content {
+            top: -10000px;
+        }
+
+        .edrawings-tool-bar {
+            top: 0px;
+            left: -10000px;
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar {
+            display: none;
+        }
+
+        .edrawings-hud-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .edrawings-menu {
+            top: 0px;
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .edrawings-menu {
+            left: -9950px; /* calc(-10000px + 50px); */
+        }
+
+        .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        }
+
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: 0px; /* calc(0px + 0px)*/
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        #edrawings-hud-shaded-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        }
+
+        #edrawings-section-menu {
+            /* (top-bar height + top gap) */
+            top: 0px; /* calc(0px + 0px); */
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        #edrawings-explode-menu {
+            /* (top-bar height + top gap) */
+            top: 0px; /* calc(0px + 0px); */
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        #edrawings-config-navigation {
+            bottom: 0px;
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: 0px; /* calc(0px + 0px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+    }
+}
+
+/*! jQuery UI - v1.11.4 - 2018-08-29
+* http://jqueryui.com
+* Includes: core.css, draggable.css, resizable.css, button.css, dialog.css, menu.css, slider.css, tooltip.css, theme.css
+* To view and modify this theme, visit http://jqueryui.com/themeroller/?ffDefault=Arial%2CHelvetica%2Csans-serif&fsDefault=1em&fwDefault=normal&cornerRadius=3px&bgColorHeader=e9e9e9&bgTextureHeader=flat&borderColorHeader=dddddd&fcHeader=333333&iconColorHeader=444444&bgColorContent=ffffff&bgTextureContent=flat&borderColorContent=dddddd&fcContent=333333&iconColorContent=444444&bgColorDefault=f6f6f6&bgTextureDefault=flat&borderColorDefault=c5c5c5&fcDefault=454545&iconColorDefault=777777&bgColorHover=ededed&bgTextureHover=flat&borderColorHover=cccccc&fcHover=2b2b2b&iconColorHover=555555&bgColorActive=007fff&bgTextureActive=flat&borderColorActive=003eff&fcActive=ffffff&iconColorActive=ffffff&bgColorHighlight=fffa90&bgTextureHighlight=flat&borderColorHighlight=dad55e&fcHighlight=777620&iconColorHighlight=777620&bgColorError=fddfdf&bgTextureError=flat&borderColorError=f1a899&fcError=5f3f3f&iconColorError=cc0000&bgColorOverlay=aaaaaa&bgTextureOverlay=flat&bgImgOpacityOverlay=0&opacityOverlay=30&bgColorShadow=666666&bgTextureShadow=flat&bgImgOpacityShadow=0&opacityShadow=30&thicknessShadow=5px&offsetTopShadow=0px&offsetLeftShadow=0px&cornerRadiusShadow=8px
+* Copyright jQuery Foundation and other contributors; Licensed MIT */
+
+.ui-helper-hidden{display:none}.ui-helper-hidden-accessible{border:0;clip:rect(0 0 0 0);height:1px;margin:-1px;overflow:hidden;padding:0;position:absolute;width:1px}.ui-helper-reset{margin:0;padding:0;border:0;outline:0;line-height:1.3;text-decoration:none;font-size:100%;list-style:none}.ui-helper-clearfix:before,.ui-helper-clearfix:after{content:"";display:table;border-collapse:collapse}.ui-helper-clearfix:after{clear:both}.ui-helper-clearfix{min-height:0}.ui-helper-zfix{width:100%;height:100%;top:0;left:0;position:absolute;opacity:0;filter:Alpha(Opacity=0)}.ui-front{z-index:100}.ui-state-disabled{cursor:default!important}.ui-icon{display:block;text-indent:-99999px;overflow:hidden;background-repeat:no-repeat}.ui-widget-overlay{position:fixed;top:0;left:0;width:100%;height:100%}.ui-draggable-handle{-ms-touch-action:none;touch-action:none}.ui-resizable{position:relative}.ui-resizable-handle{position:absolute;font-size:0.1px;display:block;-ms-touch-action:none;touch-action:none}.ui-resizable-disabled .ui-resizable-handle,.ui-resizable-autohide 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.ui-button-icon-primary{left:.5em}.ui-button-text-icon-secondary .ui-button-icon-secondary,.ui-button-text-icons .ui-button-icon-secondary,.ui-button-icons-only .ui-button-icon-secondary{right:.5em}.ui-buttonset{margin-right:7px}.ui-buttonset .ui-button{margin-left:0;margin-right:-.3em}input.ui-button::-moz-focus-inner,button.ui-button::-moz-focus-inner{border:0;padding:0}.ui-dialog{overflow:hidden;position:absolute;top:0;left:0;padding:.2em;outline:0}.ui-dialog .ui-dialog-titlebar{padding:.4em 1em;position:relative}.ui-dialog .ui-dialog-title{float:left;margin:.1em 0;white-space:nowrap;width:90%;overflow:hidden;text-overflow:ellipsis}.ui-dialog .ui-dialog-titlebar-close{position:absolute;right:.3em;top:50%;width:20px;margin:-10px 0 0 0;padding:1px;height:20px}.ui-dialog .ui-dialog-content{position:relative;border:0;padding:.5em 1em;background:none;overflow:auto}.ui-dialog .ui-dialog-buttonpane{text-align:left;border-width:1px 0 0 0;background-image:none;margin-top:.5em;padding:.3em 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+
+    </style>
+    <title></title>
+    <meta name="viewport" content="width=device-width, initial-scale=1.0" />
+    <meta http-equiv="X-UA-Compatible" content="IE=11" /> 
+</head>
+
+<body>
+    <div id="edrawings-viewer" class="edrawings-viewer-regular">
+        <div id="edrawings-top-bar"
+             class="top-bar edrawings-ui-main edrawings-ui-hide">
+            <div id="edrawings-top-bar-content">
+                <div id="edrawings-logo-block"
+                     class="edrawings-top-bar-left">
+                  <div id="edrawings-logo"
+                       class="edrawings-logo-icon unselectable">
+                  </div>
+                </div>
+                <div id="edrawings-filename-block"
+                     class="edrawings-top-bar-left">
+                    <span id="edrawings-filename-text"
+                          class="unselectable">
+                        eDrawings
+                    </span>
+                </div>
+                <div id="edrawings-hud-bar"
+                     class="edrawings-top-bar-left">
+                    <div class="edrawings-arrow-wrapper">
+                        <div class="edrawings-arrow-left"></div>
+                    </div>
+                    <div class="edrawings-arrow-wrapper">
+                        <div class="edrawings-arrow-right"></div>
+                    </div>
+                    <div class="edrawings-hud-bar-content">
+                        <!-- Reset actually has the behavior of a tool button so
+                             use that as the class type instead of the HUD button
+                             class. -->
+                        <div id="edrawings-button-reset"
+                             class="edrawings-tool-button edrawings-reset-icon edrawings-icon edrawings-ui-hide"
+                             title="Reset">
+                        </div>
+                        <div id="edrawings-button-animate"
+                             class="edrawings-hud-button edrawings-animate-play-icon edrawings-icon edrawings-ui-hide"
+                             title="Animate Views">
+                        </div>
+                        <div id="edrawings-button-zoomtofit"
+                             class="edrawings-hud-button edrawings-zoomtofit-icon edrawings-hud-icon"
+                             title="Zoom to Fit">
+                        </div>
+                        <div id="edrawings-button-view-settings"
+                             class="edrawings-hud-button edrawings-view-settings-icon edrawings-hud-icon"
+                             title="View Settings">
+                        </div>
+                        <div id="edrawings-button-view"
+                             class="edrawings-hud-button edrawings-view-icon edrawings-hud-dd-icon"
+                             title="Views orientation">
+                        </div>
+                        <div id="edrawings-button-shaded"
+                             class="edrawings-hud-button edrawings-display-icon edrawings-hud-dd-icon"
+                             title="Display">
+                        </div>
+                        <div id="edrawings-button-help"
+                             class="edrawings-hud-button edrawings-help-icon edrawings-hud-icon"
+                             title="Help">
+                        </div>
+                        <div id="edrawings-button-fs"
+                             class="edrawings-hud-button edrawings-hud-icon"
+                             title="Fullscreen">
+                        </div>
+                    </div>
+                </div>
+            </div>
+        </div>
+
+        <div id="edrawings-config-bar" class="bottom-bar edrawings-ui-hide">
+<div id="config-tab-border"></div>
+<div class="edrawings-arrow-wrapper">
+    <div class="edrawings-arrow-left"></div>
+</div>
+<div id="edrawings-config-tab-list" class="edrawings-fullwidth">
+</div>
+<div class="edrawings-arrow-wrapper">
+    <div class="edrawings-arrow-right"></div>
+</div>
+<div id="edrawings-button-sheets"
+     class="edrawings-sheets-control">
+    <div id="edrawings-button-confignav"
+         class="edrawings-tool-button bottom-button edrawings-modelview-panel-icon edrawings-icon"
+         title="All">
+    </div>
+</div>
+        </div>
+
+        <div id="edrawings-left-bar"
+             class="edrawings-ui-main edrawings-tool-bar edrawings-ui-hide">
+            <div class="edrawings-bottom-centered-icons">
+                <div class="edrawings-arrow-wrapper">
+                    <div class="edrawings-arrow-up"></div>
+                </div>
+                <div class="edrawings-arrow-wrapper">
+                    <div class="edrawings-arrow-down"></div>
+                </div>
+                <div class="edrawings-tool-bar-content">
+                    <div id="edrawings-button-component-tree"
+                        class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-component-tree-icon edrawings-icon" 
+                         title="Components">
+                    </div>
+                    <div id="edrawings-button-sheet-tree"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-sheet-tree-icon edrawings-icon" 
+                         title="Sheets">
+                    </div>
+                    <div id="edrawings-button-layer-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-layer-icon edrawings-icon" 
+                         title="Layers">
+                    </div>
+                    <div id="edrawings-button-configurations"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-configurations-icon edrawings-icon"
+                         title="Configurations">
+                    </div>
+                    <div id="edrawings-button-explode"
+                         class="edrawings-tool-button bottom-button edrawings-icon-plugin edrawings-ui-hide edrawings-explode-icon edrawings-icon"
+                         title="Explode">
+                    </div>
+                    <div id="edrawings-button-section"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-section-icon edrawings-icon"
+                         title="Section Views">
+                    </div>
+                    <div id="edrawings-button-measure"
+                         class="edrawings-tool-button bottom-button edrawings-disabled-button edrawings-icon-plugin edrawings-ui-hide edrawings-measure-icon edrawings-icon"
+                         title="Measure">
+                    </div>
+                    <div id="edrawings-button-move"
+                         class="edrawings-tool-button bottom-button edrawings-icon-plugin edrawings-ui-hide edrawings-move-icon edrawings-icon"
+                         title="Move">
+                    </div>
+                    <div id="edrawings-button-annot-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-annot-icon edrawings-icon"
+                         title="Annotations">
+                    </div>
+                    <div id="edrawings-button-markup"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-markup-icon edrawings-icon"
+                         title="Markup">
+                    </div>
+                    <div id="edrawings-button-tables-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-table-icon edrawings-icon"
+                         title="Tables">
+                    </div>
+                    <div id="edrawings-button-debug"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-debug-icon edrawings-icon"
+                         title="Debug">
+                    </div>
+                </div>
+            </div>
+        </div>
+
+        <div id="edrawings-section-menu" class="edrawings-submenu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+            <div class="edrawings-menu-panel-wrapper">
+                <div id="edrawings-section-xy-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-xy-icon edrawings-icon" title="X/Y Plane">
+                </div>
+                <div id="edrawings-section-yz-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-yz-icon edrawings-icon" title="Y/Z Plane">
+                </div>
+
+                <div id="edrawings-section-xz-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-xz-icon edrawings-icon" title="X/Z Plane">
+                </div>
+
+                <div id="edrawings-section-flip-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-flip-icon edrawings-icon" title="Flip">
+                </div>
+
+                <div id="edrawings-section-normal-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-normal-to-icon edrawings-icon" title="View the from Section Plane">
+                </div>
+
+                <div id="edrawings-section-show-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-show-icon edrawings-icon" 
+                     style="display: none"
+                     title="Show Section Plane">
+                </div>
+
+                <hr />
+
+                <div id="edrawings-section-capping-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-capping-icon edrawings-icon" title="Enable Capping">
+                </div>
+            </div>
+            <div class="edrawings-menu-panel-arrow-collapse"></div>
+        </div>
+
+        <div id="edrawings-explode-menu" 
+             class="edrawings-submenu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div id="edrawings-explode-up" 
+         class="slide-bar-button edrawings-explode-up edrawings-bar-icon"
+         title="Explode Up">
+    </div>
+    <div id="edrawings-explode-slider"></div>
+    <div id="edrawings-explode-down" 
+         class="slide-bar-button edrawings-explode-down edrawings-bar-icon"
+         title="Explode Down">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-measure-panel" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Measure</div>
+        <div id="edrawings-measure-close"
+             class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon">
+        </div>
+    </div>
+    <div id="edrawings-measure-filters">
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-face-button" title="Select Face">
+            <div id="edrawings-measure-face-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-face-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-edge-button" title="Select Edge">
+            <div id="edrawings-measure-edge-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-edge-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-vertex-button" title="Select Vertex">
+            <div id="edrawings-measure-vertex-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-vertex-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button edrawings-measure-delta-button"
+             id="edrawings-measure-delta-button" title="XYZ Measurements">
+            <div id="edrawings-measure-delta-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-show-xyz-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button edrawings-measure-pickpoint-button"
+             id="edrawings-measure-pickpoint-button" title="Point-to-Point">
+            <div id="edrawings-measure-pickpoint-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-point-to-point-icon">
+            </div>
+        </div>
+    </div>
+    <div class="edrawings-measure-unit">
+        <div class="edrawings-measure-unit-item">
+            <label for="edrawings-measure-distant-unit" class="measure-unit-item-name">
+                Distance:
+            </label>
+            <select class="measure-unit-selector"
+                    id="edrawings-measure-distant-unit">
+                <option value="millimeter">Millimeters</option>
+                <option value="centimeter">Centimeters</option>
+                <option value="meter">Meters</option>
+                <option value="inch">Inches</option>
+                <option value="foot">Feet</option>
+                <option value="footAndInch">Feet and Inches</option>
+            </select>
+        </div>
+        <div class="edrawings-measure-unit-item">
+            <label for="edrawings-measure-angle-unit" class="measure-unit-item-name">
+                Angle:
+            </label>
+            <select class="measure-unit-selector"
+                    id="edrawings-measure-angle-unit">
+                <option value="degree">Degrees</option>
+                <option value="radian">Radians</option>
+            </select>
+        </div>
+    </div>
+    <div id="edrawings-measure-submenu-list" class="edrawings-measure-messages">
+    </div>
+    <div class="edrawings-measure-messages">
+        <span id="edrawings-measure-result">
+        </span>
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse"></div>
+        </div>
+
+        <div id="edrawings-markup-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-component-tree-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title edrawings-comp-count">Components</div>
+        <div id="edrawings-component-tree-setting" class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon"></div>
+        <div id="edrawings-component-tree-close" class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-menu-search">
+        <input id="edrawings-search-component-input" class="edrawings-menu-search-input" placeholder="Enter text to filter list">
+        <div id="component-search-cancel" class="edrawings-menu-search-cancel edrawings-search-cancel-icon"></div>
+    </div>
+    <div id="edrawings-component-tree-list" class="edrawings-submenu-list">
+    </div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-debug-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-sheet-tree-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Sheets</div>
+        <div id="edrawings-sheet-tree-setting"
+             class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon">
+        </div>
+        <div id="edrawings-sheet-tree-close"
+             class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon">
+        </div>
+    </div>
+    <div id="edrawings-sheet-tree-list" class="edrawings-submenu-list"></div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-layer-control-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Layers</div>
+        <div id="edrawings-layer-control-setting" class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon"></div>
+        <div id="edrawings-layer-control-close" class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div id="edrawings-layer-control-all" class="edrawings-submenu-list">
+    </div>
+    <div id="edrawings-layer-control-list" class="edrawings-submenu-list">
+    </div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-annot-control-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-tables-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-hud-view-settings-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide"
+             style="top: 57px; left: 1365px">
+            <table class="edrawings-hud-menu-table">
+                <tbody>
+                    <tr>
+                        <td>
+                            <div id="edrawings-button-view-ambient-occlusion"
+                                 class="hud-menu-button edrawings-view-ambient-occl-icon edrawings-icon" title="Ambient Occlusion">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td>
+                            <div id="edrawings-button-view-perspective"
+                                 class="hud-menu-button edrawings-view-perspective-icon edrawings-icon" title="Perspective">
+                            </div>
+                        </td>
+                    </tr>
+                </tbody>
+            </table>
+        </div>
+
+        <div id="edrawings-hud-view-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <table class="edrawings-hud-menu-table">
+                <tr>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-top"
+                             class="hud-menu-button hover-active-button edrawings-icon edrawings-view-top-icon"
+                              title="Top">
+                        </div>
+                    </td>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-iso"
+                             class="hud-menu-button hover-active-button edrawings-view-iso-icon edrawings-icon"
+                             title="Isometric">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-view-left"
+                             class="hud-menu-button hover-active-button edrawings-view-left-icon edrawings-icon"
+                             title="Left">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-front"
+                             class="hud-menu-button hover-active-button edrawings-view-front-icon edrawings-icon"
+                             title="Front">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-right"
+                             class="hud-menu-button hover-active-button edrawings-view-right-icon edrawings-icon"
+                             title="Right">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-back"
+                             class="hud-menu-button hover-active-button edrawings-view-back-icon edrawings-icon"
+                             title="Back">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-bottom"
+                             class="hud-menu-button hover-active-button edrawings-view-bottom-icon edrawings-icon"
+                             title="Bottom">
+                        </div>
+                    </td>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-face-normal-button"
+                             class="hud-menu-button hover-active-button edrawings-view-face-normal-icon edrawings-icon edrawings-inactive"
+                             title="View from Selected Face">
+                        </div>
+                    </td>
+                </tr>
+            </table>
+        </div>
+        <div id="edrawings-hud-shaded-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <table class="edrawings-hud-menu-table">
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-full"
+                             class="hud-menu-button edrawings-shaded-icon edrawings-icon"
+                             title="Shaded With Edges">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-noedges"
+                             class="hud-menu-button edrawings-shaded-noedges-icon edraings-icon"
+                             title="Shaded">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-hlrr"
+                             class="hud-menu-button edrawings-hlrr-icon edrawings-icon"
+                             title="Hidden Lines Removed">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-hlrv"
+                             class="hud-menu-button edrawings-hlrv-icon edrawings-icon"
+                             title="Hidden Lines Visible">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-wireframe"
+                             class="hud-menu-button edrawings-wireframe-icon edrawings-icon"
+                             title="Wireframe">
+                        </div>
+                    </td>
+                </tr>
+            </table>
+        </div>
+
+        <div id="edrawings-hud-help-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <div id="edrawings-hud-help-close" class="edrawings-hud-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+            <div class="edrawings-help-grid">
+                <table class="edrawings-help-table">
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-refresh-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-leftmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-single-swipe-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-pan-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-rightmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-double-swipe-icon edrawings-icons edrawings-help-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-zoom-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-scrollmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-spread-icon edrawings-help-icon edrawings-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-zoomtofit-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-doubleclickmouse-icon edrawings-icon edrawingshelp-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-doubletap-icon edrawings-help-icon edrawings-icon">
+                            </div>
+                        </td>
+                    </tr>
+                </table>
+            </div>
+            <div id="edrawings-version"></div>
+        </div>
+
+        <div id="edrawings-configurations-menu" class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title"></div>
+        <div class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-submenu-list">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide "></div>
+        </div>
+
+        <div id="edrawings-config-navigation" class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title"></div>
+        <div class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-submenu-list">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide "></div>
+        </div>
+
+
+        <ul id="edrawings-shortcut-menu" class="edrawings-common-panel-props edrawings-ui-hide"></ul>
+
+        <div id="edrawings-dialog-panel" class="edrawings-dialog-panel">
+<div id="edrawings-dialog-panel-text">
+</div> 
+        </div>
+
+        <div id="viewerContainer">
+            <div id="edrawings-canvas"></div>
+        </div>
+
+        <div class="edrawings-ticker-wrapper edrawings-ui-hide">
+            <div class="edrawings-ticker"></div>
+        </div>
+    </div>
+
+    <div id="WaitBanner">
+        <div id="spin" class="edrawings-loading-spin">
+        </div>
+        <div class="edrawings-loading-logo-dark-text edrawings-logo-text-icon">
+        </div>
+    </div>
+
+    <div id="edrawings-file">
+    </div>
+
+    <div id="edrawings-fileopen-background" class="edrawings-ui-hide">
+    </div>
+
+    <div id="TimeoutBanner" class="edrawings-ui-hide"
+         style="margin-top: -65%">
+        <table style="width: 100%; height: 100%">
+            <tr style="vertical-align: central">
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+g=c.get("Guid");if(void 0!==g&&(this._topic.guid=g,this._topic.topicType=c.get("TopicType")||c.get("Status"),this._topic.topicStatus=c.get("TopicStatus")||c.get("VerbalStatus"),b=b.firstElementChild,null!==b))for(;null!==b;){var a=b.localName;if(null===a)break;c=this._getChildData(b);g=this._getElementAttributes(b);switch(a){case "BimSnippet":void 0===this._topic.bimSnippets&&(this._topic.bimSnippets=[]);a=c.get("Reference");var k=g.get("SnippetType");void 0!==a&&void 0!==k&&(a={snippetType:k,reference:a},
+g.get("isExternal")&&(a.isExternal="true"===g.get("isExternal")),c.get("ReferenceSchema")&&(a.referenceSchema=c.get("ReferenceSchema")),this._topic.bimSnippets.push(a));break;case "DocumentReference":void 0===this._topic.documentReferences&&(this._topic.documentReferences=[]);g={};c.get("Guid")&&(g.guid=c.get("Guid"));c.get("isExternal")&&(g.isExternal="true"===c.get("isExternal"));c.get("Description")&&(g.description=c.get("Description"));c.get("ReferencedDocument")&&(g.referencedDocument=c.get("ReferencedDocument"));
+this._topic.documentReferences.push(g);break;case "RelatedTopic":void 0===this._topic.relatedTopics&&(this._topic.relatedTopics=[]);c=c.get("Guid");void 0!==c&&this._topic.relatedTopics.push({guid:c});break;case "ReferenceLink":b.textContent&&(this._topic.referenceLink=b.textContent);break;case "Title":b.textContent&&(this._topic.title=b.textContent);break;case "Priority":b.textContent&&(this._topic.priority=b.textContent);break;case "Index":b.textContent&&(this._topic.index=parseInt(b.textContent,
+10));break;case "Labels":b.textContent&&(void 0===this._topic.labels&&(this._topic.labels=[]),this._topic.labels.push(b.textContent));break;case "CreationDate":b.textContent&&(this._topic.creationDate=new Date(b.textContent));break;case "CreationAuthor":b.textContent&&(this._topic.creationAuthor=b.textContent);break;case "ModifiedDate":b.textContent&&(this._topic.modifiedDate=new Date(b.textContent));break;case "ModifiedAuthor":b.textContent&&(this._topic.modifiedAuthor=b.textContent);break;case "DueDate":b.textContent&&
+(this._topic.dueDate=new Date(b.textContent));break;case "AssignedTo":b.textContent&&(this._topic.assignedTo=b.textContent);break;case "Description":b.textContent&&(this._topic.description=b.textContent);break;case "Stage":b.textContent&&(this._topic.stage=b.textContent)}b=b.nextElementSibling}};n.prototype._parseComment=function(b){var c=new Date,g="",a="",k,e=this._getElementAttributes(b).get("Guid");if(e){b=b.firstElementChild;if(null!==b)for(;null!==b;){var d=b.localName;if(null===d)break;switch(d){case "Date":b.textContent&&
+(c=new Date(b.textContent));break;case "Author":b.textContent&&(g=b.textContent);break;case "Comment":b.textContent&&(a=b.textContent);break;case "Viewpoint":var n=this._getElementAttributes(b).get("Guid");break;case "ModifiedDate":b.textContent&&(k=new Date(b.textContent));break;case "ModifiedAuthor":if(b.textContent)var f=b.textContent}b=b.nextElementSibling}c=new l(e,c,g,a,n,k,f);this._comments.set(e,c)}};n.prototype._parseViewpoint=function(b){var c=this._getElementAttributes(b).get("Guid");if(void 0!==
+c){var g=this._getChildData(b);b=g.get("Viewpoint");var a=g.get("Snapshot");g=g.get("Index");this.addViewpoint(c,b,a,g)}};n.prototype.addViewpoint=function(b,c,g,a){this._viewpoints.set(b,new k(b,c,g,a))};n.prototype._getChildData=function(b){var c=new Map;for(b=b.firstElementChild;null!==b;){var g=b.localName,a=null;null===b.firstElementChild&&(a=b.textContent);null!==g&&null!==a&&c.set(g,a);b=b.nextElementSibling}return c};n.prototype._getElementAttributes=function(b){b=b.attributes;for(var c=new Map,
+g=0;g<b.length;++g){var a=b[g];c.set(a.name,a.value)}return c};return n}();d.BCFMarkup=n})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,e){this._filename=a;this._data=e}d.createFromImage=function(a,e){e=d.snapshotDataFromImage(e);return new d(a,e)};d.prototype.getFilename=function(){return this._filename};d.prototype.getData=function(){return this._data};d.prototype.getUrl=function(){var a=new Blob([this._data],{type:"image/png"});return URL.createObjectURL(a,{oneTimeOnly:!0})};d.snapshotDataFromImage=function(a){return d._convertDataURIToBinary(a.src)};d._convertDataURIToBinary=function(a){var e=
+a.indexOf(";base64,")+8;a=window.atob(a.substring(e));e=new Uint8Array(a.length);for(var c=0;c<a.length;c++){var b=a[c].charCodeAt(0);e[c]=b}return e};return d}();d.BCFSnapshot=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e,c,b){this._viewpointMap=new Map;this._snapshotMap=new Map;this._viewer=b;this._topicId=c;this._bcfDataId=a;this._bcfFilename=e}f.createTopic=function(a,e,c,b,g){void 0===g&&(g=null);return __awaiter(this,void 0,void 0,function(){var k,l,n,m,p,q,h,u,t;return __generator(this,function(r){switch(r.label){case 0:return k=d.UUID.create(),l=new f(e,c,k,a),n=l.addMarkup("markup.bcf",null),n.setTopicTitle(b),m="viewpoint.bcfv",[4,d.BCFViewpoint.createViewpoint(a,
+m,g)];case 1:return p=r.sent(),l.setViewpoint(m,p),q="snapshot.png",(u=null!==g?g.getSnapshotImage():null)?[3,3]:[4,a.takeSnapshot()];case 2:u=r.sent(),r.label=3;case 3:return h=u,t=d.BCFSnapshot.createFromImage(q,h),l.setSnapshot(q,t),[2,l]}})})};f.prototype.getTopicId=function(){return this._topicId};f.prototype.addMarkup=function(a,e){return this._markup=new d.BCFMarkup(a,e,this)};f.prototype.getMarkup=function(){return this._markup};f.prototype.addViewpoint=function(a,e,c,b,g){e=new d.BCFViewpoint(a,
+e,c,b,g,this._viewer);this.setViewpoint(a,e);return e};f.prototype.setViewpoint=function(a,e){this._viewpointMap.set(a,e)};f.prototype.getViewpointMap=function(){return this._viewpointMap};f.prototype.getViewpoint=function(a){return this._viewpointMap.get(a)||null};f.prototype.addSnapshot=function(a,e){e=new d.BCFSnapshot(a,e);this.setSnapshot(a,e)};f.prototype.setSnapshot=function(a,e){this._snapshotMap.set(a,e)};f.prototype.getSnapshotMap=function(){return this._snapshotMap};f.prototype.getSnapshot=
+function(a){return this._snapshotMap.get(this._massageSnapshotFilename(a))||null};f.prototype._massageSnapshotFilename=function(a){if("viewpoint.bcfv"===a)return"snapshot.png";var e=a.split(".");return"bcfv"===e[1]?e[0]+".png":a};return f}();d.BCFTopic=h})(Communicator||(Communicator={}));
+(function(d){function h(b){return b?"true":"false"}function f(b,c){b=b.createElement("Component");b.setAttribute("IfcGuid",c.ifcGuid);c.originatingSystem&&b.setAttribute("OriginatingSystem",c.originatingSystem);c.authoringToolId&&b.setAttribute("AuthoringToolId",c.authoringToolId);return b}function a(b){return 1===b.length?"0"+b:b}function e(b,c){c=c?a(Math.round(c).toString(16)):"";var g=a(Math.round(b.r).toString(16)),k=a(Math.round(b.g).toString(16));b=a(Math.round(b.b).toString(16));return""+
+c+g+k+b}function c(b,c,a){var g=b.createElement("X"),k=b.createElement("Y");b=b.createElement("Z");g.innerHTML=a.x.toString();k.innerHTML=a.y.toString();b.innerHTML=a.z.toString();c.appendChild(g);c.appendChild(k);c.appendChild(b)}var b=function(){function b(b,c,g,a,e,f){this._version=d.BCFVersion.Unknown;this._components={};this._lines=[];this._clippingPlanes=[];this._viewer=f;this._filename=b;this._version=g;this._modelBounding=a;this._unitScale=1E3/e;this._parseDocument(c)}b.createViewpoint=function(c,
+g,a){void 0===a&&(a=null);return __awaiter(this,void 0,void 0,function(){var k,e,l,n,f,h,v,w,z,x,y,A,B,D,C,E;return __generator(this,function(m){switch(m.label){case 0:return k=function(b){var c=[];b.forEach(function(b){for(var g=null;null!==b&&null===g;)g=e.getNodeGenericId(b),b=e.getNodeParent(b);null!==g&&c.push(g)});return c},e=c.model,l=e.getAbsoluteRootNode(),[4,c.model.getVisibilityState(l)];case 1:return n=m.sent(),[4,e.getNodeColorMap(l,d.ElementType.Faces)];case 2:return f=m.sent(),[4,e.getModelBounding(!0,
+!1)];case 3:return h=m.sent(),v=e.getNodeUnitMultiplier(l),w=new b(g,null,d.BCFVersion.v2_1,h,v,c),w.setDefaultVisibility(n.defaultVisibility),z=n.visibilityExceptions,x=[],z.forEach(function(b){x.push(b)}),y=k(x),w.setVisibilityExceptions(y),A=c.selectionManager.getResults(),B=A.map(function(b){return b.getNodeId()}),D=k(B),w.setSelection(D),C=new Map,0<f.size&&f.forEach(function(b,c){c=e.getNodeGenericId(c);if(null!==c){var g=C.get(b);void 0===g&&(g=new Set,C.set(b,g));g.add(c)}}),w.setColors(C),
+w.setCamera(c.view.getCamera()),null!==a&&(E=b._markupRedlineToBcf(a.getMarkup(),c.view),w.setLines(E)),[2,w]}})})};b._markupRedlineToBcf=function(b,c){var g=function(b){b=c.projectPoint(b);return c.unprojectPoint(d.Point2.fromPoint3(b),0)},a=function(b,c,g){for(var a=2*Math.PI/g,k=[],e=0;e<=g;e++){var l=e*a;k.push(new d.Point2(b.x+Math.cos(l)*c,b.y+Math.sin(l)*c))}return k},k=function(b){for(var c=0;c<b.length-1;++c){var g=b[c],a=b[c+1];null!==g&&null!==a&&(g=[g.copy().scale(.001),a.copy().scale(.001)],
+l.push(g))}},e=function(b){for(var c=0;c<b.length;++c){var g=b[c],a=b[(c+1)%b.length];null!==g&&null!==a&&(g=[g.copy().scale(.001),a.copy().scale(.001)],l.push(g))}},l=[];b.forEach(function(b){if(b instanceof d.Markup.Redline.RedlinePolyline){var l=b.getPoints().map(g);k(l)}else if(b instanceof d.Markup.Redline.RedlineCircle){l=b.getCenter();var n=b.getRadiusPoint();b=d.Point2.fromPoint3(c.projectPoint(l));l=d.Point2.fromPoint3(c.projectPoint(n));l=d.Point2.subtract(l,b).length();l=a(b,l,40).map(function(b){return c.unprojectPoint(b,
+0)});e(l)}else b instanceof d.Markup.Redline.RedlineRectangle&&(l=b.getPoint1(),n=b.getPoint2(),b=d.Point2.fromPoint3(c.projectPoint(l)),n=d.Point2.fromPoint3(c.projectPoint(n)),l=[],l.push(c.unprojectPoint(b,0)),l.push(c.unprojectPoint(new d.Point2(b.x,n.y),0)),l.push(c.unprojectPoint(n,0)),l.push(c.unprojectPoint(new d.Point2(n.x,b.y),0)),e(l))});return l};b.prototype._parseDocument=function(b){if(null!==b){b=b.documentElement;var c=b.attributes.getNamedItem("Guid");null!==c&&(this._viewpointGuid=
+c.value);for(b=b.firstElementChild;null!==b;){c=b.localName;if(null===c)break;switch(c){case "Components":this._version>=d.BCFVersion.v2_1?this._parseComponents(b):this._parseComponentsV2_0(b);break;case "OrthogonalCamera":this._parseOrthogonalCamera(b);break;case "PerspectiveCamera":this._parsePerspectiveCamera(b);break;case "Lines":this._parseLines(b);break;case "ClippingPlanes":this._parseClippingPlanes(b)}b=b.nextElementSibling}}};b.prototype._exportComponents=function(b){var c=b.createElement("Components"),
+g=b.createElement("ViewSetupHints"),a=this._components.viewSetupHints;a&&(c.setAttribute("SpacesVisible",h(a.spacesVisible)),c.setAttribute("SpaceBoundariesVisible",h(a.spaceBoundariesVisible)),c.setAttribute("OpeningsVisible",h(a.openingsVisible)));c.appendChild(g);var k=b.createElement("Selection");(g=this._components.selection)&&g.forEach(function(c){k.appendChild(f(b,c))});c.appendChild(k);g=b.createElement("Visibility");a=this._components.defaultVisibility;var d=this._components.visibilityExceptions;
+if(void 0!==a&&void 0!==d){g.setAttribute("DefaultVisibility",h(a));var r=b.createElement("Exceptions");d.forEach(function(c){r.appendChild(f(b,c))});g.appendChild(r)}c.appendChild(g);var u=b.createElement("Coloring");(g=this._components.coloring)&&g.forEach(function(c){var g=b.createElement("Color");g.setAttribute("Color",e(c.color,c.alpha));c.components.forEach(function(c){g.appendChild(f(b,c))});u.appendChild(g)});c.appendChild(u);return c};b.prototype._exportOrthogonalCamera=function(b,g){var a=
+b.createElement("OrthogonalCamera"),k=b.createElement("CameraViewPoint"),e=b.createElement("CameraViewPoint"),d=b.createElement("CameraViewPoint");c(b,k,g.cameraViewPoint);c(b,e,g.cameraDirection);c(b,d,g.cameraUpVector);b=b.createElement("ViewToWorldScale");b.innerHTML=g.viewToWorldScale.toString();a.appendChild(k);a.appendChild(e);a.appendChild(d);a.appendChild(b);return a};b.prototype._exportPerspectiveCamera=function(b,g){var a=b.createElement("PerspectiveCamera"),k=b.createElement("CameraViewPoint"),
+e=b.createElement("CameraViewPoint"),d=b.createElement("CameraViewPoint");c(b,k,g.cameraViewPoint);c(b,e,g.cameraDirection);c(b,d,g.cameraUpVector);b=b.createElement("FieldOfView");b.innerHTML=g.fieldOfView.toString();a.appendChild(k);a.appendChild(e);a.appendChild(d);a.appendChild(b);return a};b.prototype._exportLines=function(b){var g=b.createElement("Lines");this._lines.forEach(function(a){var k=b.createElement("Line"),e=b.createElement("StartPoint"),d=b.createElement("EndPoint");c(b,e,a.startPoint);
+c(b,d,a.endPoint);k.appendChild(e);k.appendChild(d);g.appendChild(k)});return g};b.prototype._exportClippingPlanes=function(b){var g=b.createElement("ClippingPlanes");this._clippingPlanes.forEach(function(a){var k=b.createElement("ClippingPlane"),e=b.createElement("Location"),d=b.createElement("Direction");c(b,e,a.location);c(b,d,a.direction);k.appendChild(e);k.appendChild(d);g.appendChild(k)});return g};b.prototype.export=function(){var b=document.implementation.createDocument("","",null),c=b.createElement("VisualizationInfo");
+c.appendChild(this._exportComponents(b));void 0!==this._viewpointGuid&&c.setAttribute("Guid",this._viewpointGuid);this._orthogonalCamera?c.appendChild(this._exportOrthogonalCamera(b,this._orthogonalCamera)):this._perspectiveCamera&&c.appendChild(this._exportPerspectiveCamera(b,this._perspectiveCamera));0<this._lines.length&&c.appendChild(this._exportLines(b));0<this._clippingPlanes.length&&c.appendChild(this._exportClippingPlanes(b));b.appendChild(c);return b};b.prototype.activate=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._activateCamera(),[4,this._activateComponentsVisibility()];case 1:return b.sent(),[4,this._activateMarkup()];case 2:return b.sent(),[4,this._activateCuttingPlanes()];case 3:return b.sent(),this._activateSelected(),[4,this._activateColors()];case 4:return b.sent(),[2]}})})};b.prototype._activateCamera=function(){var b=this.getCamera();null!==b&&this._viewer.view.setCamera(b,800)};b.prototype._activateComponentsVisibility=
+function(){return __awaiter(this,void 0,void 0,function(){var b,c,g;return __generator(this,function(a){switch(a.label){case 0:return b=this._viewer.model,c=this._getDefaultVisibility(),g=b.getNodeIdsByGenericIds(this.getVisibilityExceptions()),g.length?[4,b.setNodesVisibility([-2],c)]:[3,3];case 1:return a.sent(),[4,b.setNodesVisibility(g,!c)];case 2:return a.sent(),[3,5];case 3:return[4,b.reset()];case 4:a.sent(),a.label=5;case 5:return[2]}})})};b.prototype._activateMarkup=function(){return __awaiter(this,
+void 0,void 0,function(){var b,c,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.lineManager,[4,b.removeAllLines()];case 1:k.sent();c=[];for(g=0;g<this._lines.length;++g)a=this._lines[g],e=new d.Markup.Line.LineMarkup(this._viewer,a.startPoint.copy().scale(1E3),a.endPoint.copy().scale(1E3)),c.push(b.addLine(e));return[4,Promise.all(c)];case 2:return k.sent(),[2]}})})};b.prototype._activateCuttingPlanes=function(){return __awaiter(this,void 0,void 0,function(){var b,
+c,g,a,e,f,h,u,t,v;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.model,[4,b.getModelBounding(!0,!1)];case 1:return c=k.sent(),g=this._viewer.cuttingManager,[4,g.deactivateCuttingSections(!0)];case 2:k.sent(),a=0,k.label=3;case 3:if(!(a<this._clippingPlanes.length))return[3,7];e=g.getCuttingSection(a);return[4,e.clear()];case 4:return k.sent(),f=this._clippingPlanes[a],h=f.location.copy().scale(1E3),u=f.direction.normalize(),t=d.Plane.createFromPointAndNormal(h,u),
+v=g.createReferenceGeometryFromFaceNormal(u,h,c),[4,e.addPlane(t,v)];case 5:k.sent(),k.label=6;case 6:return++a,[3,3];case 7:return[4,g.activateCuttingSections()];case 8:return k.sent(),[2]}})})};b.prototype._activateSelected=function(){var b=this._getGenericIdsFromComponents(this._components.selection);if(b){b=this._viewer.model.getNodeIdsByGenericIds(b);this._viewer.selectionManager.clear();for(var c=0;c<b.length;++c)this._viewer.selectionManager.selectNode(b[c],d.SelectionMode.Add)}};b.prototype._activateColors=
+function(){return __awaiter(this,void 0,void 0,function(){var b,c,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.model,[4,b.resetNodesColor()];case 1:k.sent();if(void 0===this._components.coloring)return[3,3];c=new Map;g=function(g){var k=a._components.coloring[g];g=a._getGenericIdsFromComponents(k.components);b.getNodeIdsByGenericIds(g).forEach(function(b){c.set(b,k.color)})};a=this;for(e=0;e<this._components.coloring.length;++e)g(e);return[4,this._viewer.model.setNodesColors(c)];
+case 2:k.sent(),k.label=3;case 3:return[2]}})})};b.prototype.getFilename=function(){return this._filename};b.prototype.getViewpointGuid=function(){return this._viewpointGuid||null};b.prototype._fromBCFPerspectiveCamera=function(b,c){var g=new d.Camera;g.setProjection(d.Projection.Perspective);var a=b.cameraViewPoint.copy().scale(this._unitScale);c=b.cameraDirection.copy().normalize().scale(c);c=d.Point3.add(a,c);var k=b.cameraUpVector.copy().normalize();g.setPosition(a);g.setTarget(c);g.setUp(k);
+b=d.Util.degreesToRadians(b.fieldOfView);b=Math.tan(b/2);b*=2*d.Point3.subtract(g.getTarget(),g.getPosition()).length();g.setWidth(b);g.setHeight(b);return g};b.prototype._fromBCFOrthogonalCamera=function(b,c){var g=new d.Camera;g.setProjection(d.Projection.Orthographic);var a=b.cameraViewPoint.copy().scale(this._unitScale);c=b.cameraDirection.copy().normalize().scale(c);c=d.Point3.add(a,c);var k=b.cameraUpVector.copy().normalize();g.setPosition(a);g.setTarget(c);g.setUp(k);b=b.viewToWorldScale*this._unitScale*
+2;g.setWidth(b);g.setHeight(b);return g};b.prototype.getCamera=function(){var b=this._modelBounding.extents().length();return this._perspectiveCamera?this._fromBCFPerspectiveCamera(this._perspectiveCamera,b/40):this._orthogonalCamera?this._fromBCFOrthogonalCamera(this._orthogonalCamera,b):null};b.prototype.setCamera=function(b){b.getProjection()===d.Projection.Perspective?(this._perspectiveCamera=this._toBCFPerspectiveCamera(b),this._orthogonalCamera=void 0):(this._orthogonalCamera=this._toBCFOrthogonalCamera(b),
+this._perspectiveCamera=void 0)};b.prototype._toBCFOrthogonalCamera=function(b){var c=b.getPosition(),g=b.getTarget();g=d.Point3.subtract(g,c).normalize();var a=b.getUp().normalize();c=c.copy().scale(1/this._unitScale);b=b.getWidth()/(2*this._unitScale);return{cameraDirection:g,cameraUpVector:a,cameraViewPoint:c,viewToWorldScale:b}};b.prototype._toBCFPerspectiveCamera=function(b){var c=b.getPosition(),g=b.getTarget();g=d.Point3.subtract(g,c).normalize();var a=b.getUp().normalize();c=c.copy().scale(1/
+this._unitScale);var k=b.getWidth();b=d.Point3.subtract(b.getTarget(),b.getPosition()).length();b=d.Util.radiansToDegrees(2*Math.atan(k/(2*b)));return{cameraDirection:g,cameraUpVector:a,cameraViewPoint:c,fieldOfView:b}};b.prototype.setDefaultVisibility=function(b){this._components.defaultVisibility=b};b.prototype._getDefaultVisibility=function(){return void 0!==this._components.defaultVisibility?this._components.defaultVisibility:!0};b.prototype.setVisibilityExceptions=function(b){b=b.map(function(b){return{ifcGuid:b}});
+this._components.visibilityExceptions=b};b.prototype.getVisibilityExceptions=function(){return this._getGenericIdsFromComponents(this._components.visibilityExceptions)};b.prototype.setColors=function(b){var c=[];b.forEach(function(b,g){var a=[];b.forEach(function(b){a.push({ifcGuid:b})});c.push({color:g,components:a})});this._components.coloring=c};b.prototype.getColors=function(){var b=new Map,c=this._components.coloring;void 0!==c&&c.forEach(function(c){var g=c.color.copy(),a=new Set;c.components.map(function(b){a.add(b.ifcGuid)});
+b.set(g,a)});return b};b.prototype.setLines=function(b){var c=this;this._lines=[];b.forEach(function(b){b={startPoint:b[0].copy(),endPoint:b[1].copy()};c._lines.push(b)})};b.prototype.getLines=function(){var b=[];this._lines.forEach(function(c){b.push([c.startPoint.copy(),c.endPoint.copy()])});return b};b.prototype.setClippingPlanes=function(b){var c=this;this._clippingPlanes=[];b.forEach(function(b){b={location:b[0].copy(),direction:b[1].copy()};c._clippingPlanes.push(b)})};b.prototype.getClippingPlanes=
+function(){var b=[];this._clippingPlanes.forEach(function(c){b.push([c.location.copy(),c.direction.copy()])});return b};b.prototype.setSelection=function(b){b=b.map(function(b){return{ifcGuid:b}});this._components.selection=b};b.prototype.getSelection=function(){var b=[],c=this._components.selection;void 0!==c&&c.forEach(function(c){b.push(c.ifcGuid)});return b};b.prototype._getGenericIdsFromComponents=function(b){if(!b)return[];for(var c=[],g=0;g<b.length;++g)c.push(b[g].ifcGuid);return c};b.prototype._parseComponentsV2_0=
+function(b){console.assert(this._version<=d.BCFVersion.v2_0);var c=[],g=[],a=[],k=!0;for(b=b.firstElementChild;null!==b;){var e=b.localName;if(null===e)break;switch(e){case "Component":var f=b.attributes,h=f.getNamedItem("IfcGuid");e=f.getNamedItem("Selected");var t=f.getNamedItem("Visible");f=f.getNamedItem("Color");null!==h&&h.value&&(h={ifcGuid:h.value},null!==e&&"true"===e.value&&c.push(h),k=!1,null!==t&&"false"===t.value||g.push(h),null!==f&&f.value&&a.push(this._colorFromArgb(f.value,[h])))}b=
+b.nextElementSibling}this._components={defaultVisibility:k,selection:c,visibilityExceptions:g,coloring:a}};b.prototype._parseComponents=function(b){console.assert(this._version>=d.BCFVersion.v2_1);b=b.firstElementChild;for(var c={spacesVisible:!1,spaceBoundariesVisible:!1,openingsVisible:!1},g=[],a=!0,k=[],e=[];null!==b;){var f=b.localName;if(null===f)break;var h=b.attributes;switch(f){case "ViewSetupHints":f=h.getNamedItem("SpacesVisible");var t=h.getNamedItem("SpaceBoundariesVisible");h=h.getNamedItem("OpeningsVisible");
+null!==f&&(c.spacesVisible="true"===f.value);null!==t&&(c.spaceBoundariesVisible="true"===t.value);null!==h&&(c.openingsVisible="true"===h.value);break;case "Selection":g=this._getComponents(b);break;case "Visibility":(h=h.getNamedItem("DefaultVisibility"))&&(a="true"===h.value);h=b.firstElementChild;null!==h&&(k=this._getComponents(h));break;case "Coloring":e=this._getColoring(b)}b=b.nextElementSibling}this._components={viewSetupHints:c,selection:g,defaultVisibility:a,visibilityExceptions:k,coloring:e}};
+b.prototype._getCameraData=function(b){var c=[];for(b=b.firstElementChild;null!==b;)switch(b.nodeName){case "FieldOfView":case "ViewToWorldScale":b=b.textContent;null!==b&&c.push(parseFloat(b));b=null;break;default:c.push(this._getPoint(b)),b=b.nextElementSibling}return c};b.prototype._parseOrthogonalCamera=function(b){b=this._getCameraData(b);4===b.length&&(this._orthogonalCamera={cameraViewPoint:b[0],cameraDirection:b[1],cameraUpVector:b[2],viewToWorldScale:b[3]})};b.prototype._parsePerspectiveCamera=
+function(b){b=this._getCameraData(b);4===b.length&&(this._perspectiveCamera={cameraViewPoint:b[0],cameraDirection:b[1],cameraUpVector:b[2],fieldOfView:b[3]})};b.prototype._parseLines=function(b){for(b=b.firstElementChild;null!==b;)this._lines.push(this._getLine(b)),b=b.nextElementSibling};b.prototype._parseClippingPlanes=function(b){for(b=b.firstElementChild;null!==b;)this._clippingPlanes.push(this._getClippingPlane(b)),b=b.nextElementSibling};b.prototype._getClippingPlane=function(b){b=b.firstElementChild;
+var c=d.Point3.zero(),g=d.Point3.zero();null!==b&&(c=this._getPoint(b),b=b.nextElementSibling,null!==b&&(g=this._getPoint(b)));return{location:c,direction:g}};b.prototype._getLine=function(b){b=b.firstElementChild;var c=d.Point3.zero(),g=d.Point3.zero();null!==b&&(c=this._getPoint(b),b=b.nextElementSibling,null!==b&&(g=this._getPoint(b)));return{startPoint:c,endPoint:g}};b.prototype._getPoint=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.firstChild;null!==g&&c.push(parseFloat(g.wholeText));
+b=b.nextElementSibling}console.assert(3===c.length);return new d.Point3(c[0],c[1],c[2])};b.prototype._colorFromArgb=function(b,c){c={color:d.Color.black(),components:c};for(var g=[],a=0;a<b.length;a+=2){var k=b.substr(a,2);g.push(parseInt(k,16))}3===g.length?c.color.set(g[0],g[1],g[2]):4===g.length&&(c.alpha=g[0],c.color.set(g[1],g[2],g[3]));return c};b.prototype._getColoring=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.attributes.getNamedItem("Color"),a=this._getComponents(b);
+g&&a.length&&c.push(this._colorFromArgb(g.value,a));b=b.nextElementSibling}return c};b.prototype._getComponents=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.attributes,a=g.getNamedItem("IfcGuid"),k=g.getNamedItem("OriginatingSystem");g=g.getNamedItem("AuthoringToolId");null!==a&&(a={ifcGuid:a.value},null!==k&&(a.originatingSystem=k.value),null!==g&&(a.authoringToolId=g.value),c.push(a));b=b.nextElementSibling}return c};return b}();d.BCFViewpoint=b})(Communicator||(Communicator=
+{}));
+(function(d){var h=function(){function d(a,e,c){this.x=a;this.y=e;this.z=c}d.prototype.assign=function(a){this.x=a.x;this.y=a.y;this.z=a.z;return this};d.prototype.set=function(a,e,c){this.x=a;this.y=e;this.z=c;return this};d.prototype.toArray=function(a){a[0]=this.x;a[1]=this.y;a[2]=this.z};d.prototype.fromArray=function(a){this.x=a[0];this.y=a[1];this.z=a[2];return this};d.prototype.add=function(a){this.x+=a.x;this.y+=a.y;this.z+=a.z;return this};d.prototype.subtract=function(a){this.x-=a.x;this.y-=
+a.y;this.z-=a.z;return this};d.prototype.copy=function(){return new d(this.x,this.y,this.z)};d.fromJson=function(a){return new d(a.x,a.y,a.z)};d.construct=function(a){return d.fromJson(a)};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{x:this.x,y:this.y,z:this.z}};d.prototype.forJson=function(){return this.toJson()};d.prototype.equals=function(a){return this.x===a.x&&this.y===a.y&&this.z===a.z};d.prototype.equalsWithTolerance=function(a,e){return this.x-
+a.x<e&&this.x-a.x>-e&&this.y-a.y<e&&this.y-a.y>-e&&this.z-a.z<e&&this.z-a.z>-e};d.prototype.isAxis=function(){return 1===Math.abs(this.x)&&0===this.y&&0===this.z||0===this.x&&1===Math.abs(this.y)&&0===this.z||0===this.x&&0===this.y&&1===Math.abs(this.z)};d.prototype.length=function(){return Math.sqrt(this.squaredLength())};d.prototype.squaredLength=function(){return this.x*this.x+this.y*this.y+this.z*this.z};d.prototype.scale=function(a){this.x*=a;this.y*=a;this.z*=a;return this};d.prototype.normalize=
+function(){return this.scale(1/this.length())};d.prototype.negate=function(){this.x=-this.x;this.y=-this.y;this.z=-this.z;return this};d.zero=function(){return new d(0,0,0)};d.add=function(a,e){return new d(a.x+e.x,a.y+e.y,a.z+e.z)};d.subtract=function(a,e){return new d(a.x-e.x,a.y-e.y,a.z-e.z)};d.dot=function(a,e){return a.x*e.x+a.y*e.y+a.z*e.z};d.cross=function(a,e){return new d(a.y*e.z-a.z*e.y,a.z*e.x-a.x*e.z,a.x*e.y-a.y*e.x)};d.distance=function(a,e){return d.subtract(e,a).length()};d.scale=function(a,
+e){return a.copy().scale(e)};d.createFromArray=function(a){return new d(a[0],a[1],a[2])};return d}();d.Point3=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this.loadIdentity()}f.prototype.loadIdentity=function(){this.m=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];return this};f.prototype.isIdentity=function(){var a=this.m;return 1===a[0]&&0===a[1]&&0===a[2]&&0===a[3]&&0===a[4]&&1===a[5]&&0===a[6]&&0===a[7]&&0===a[8]&&0===a[9]&&1===a[10]&&0===a[11]&&0===a[12]&&0===a[13]&&0===a[14]&&1===a[15]};f.prototype.equals=function(a){for(var e=0;16>e;++e)if(this.m[e]!==a.m[e])return!1;return!0};f.prototype.equalsWithTolerance=function(a,
+e){e=Math.abs(e);for(var c=0;16>c;++c)if(Math.abs(this.m[c]-a.m[c])>e)return!1;return!0};f.prototype.setScaleComponent=function(a,e,c){this.m[0]=a;this.m[5]=e;this.m[10]=c;return this};f.prototype.setTranslationComponent=function(a,e,c){this.m[12]=a;this.m[13]=e;this.m[14]=c;return this};f.prototype.copy=function(){var a=new f;a.m=this.m.slice();return a};f.prototype.assign=function(a){for(var e=0;e<a.m.length;e++)this.m[e]=a.m[e];return this};f.prototype.scale=function(a){for(var e=0;16>e;e++)this.m[e]*=
+a;return this};f.prototype.transform=function(a,e){if(void 0===e)return e=d.Point3.zero(),this.transform(a,e),e;e.set(a.x*this.m[0]+a.y*this.m[4]+a.z*this.m[8]+this.m[12],a.x*this.m[1]+a.y*this.m[5]+a.z*this.m[9]+this.m[13],a.x*this.m[2]+a.y*this.m[6]+a.z*this.m[10]+this.m[14])};f.prototype.transform4=function(a,e){if(void 0===e)return e=d.Point4.zero(),this.transform4(a,e),e;e.set(a.x*this.m[0]+a.y*this.m[4]+a.z*this.m[8]+this.m[12]*a.w,a.x*this.m[1]+a.y*this.m[5]+a.z*this.m[9]+this.m[13]*a.w,a.x*
+this.m[2]+a.y*this.m[6]+a.z*this.m[10]+this.m[14]*a.w,a.x*this.m[3]+a.y*this.m[7]+a.z*this.m[11]+this.m[15]*a.w)};f.prototype.transformArray=function(a,e){for(var c=0;c<a.length;c++){var b=a[c];b=new d.Point3(b.x*this.m[0]+b.y*this.m[4]+b.z*this.m[8]+this.m[12],b.x*this.m[1]+b.y*this.m[5]+b.z*this.m[9]+this.m[13],b.x*this.m[2]+b.y*this.m[6]+b.z*this.m[10]+this.m[14]);e[c]=b}};f.prototype.transformBox=function(a){if(a.isDegenerate())return d.Box.invalid();a=a.getCorners();for(var e=0;e<a.length;e++){var c=
+a[e];this.transform(c,c)}e=new d.Box(a[0],a[0]);for(var b=1;b<a.length;++b)c=a[b],e.addPoint(c);return e};f.prototype.transpose=function(){var a=this.m[1];this.m[1]=this.m[4];this.m[4]=a;a=this.m[2];this.m[2]=this.m[8];this.m[8]=a;a=this.m[3];this.m[3]=this.m[12];this.m[12]=a;a=this.m[6];this.m[6]=this.m[9];this.m[9]=a;a=this.m[7];this.m[7]=this.m[13];this.m[13]=a;a=this.m[11];this.m[11]=this.m[14];this.m[14]=a;return this};f.createFromArray=function(a){var e=new f;e.m=a.slice();return e};f.createFromOffAxisRotation=
+function(a,e){var c=Math.PI/180*e;e=Math.sin(c);c=Math.cos(c);var b=new f;a=a.copy().normalize();var g=1-c,k=g*a.x*a.y,d=g*a.x*a.z,n=g*a.y*a.z;b.m[0]=g*a.x*a.x+c;b.m[1]=e*a.z+k;b.m[2]=d-e*a.y;b.m[3]=0;b.m[4]=k-e*a.z;b.m[5]=g*a.y*a.y+c;b.m[6]=e*a.x+n;b.m[7]=0;b.m[8]=e*a.y+d;b.m[9]=n-e*a.x;b.m[10]=g*a.z*a.z+c;b.m[11]=0;b.m[12]=0;b.m[13]=0;b.m[14]=0;b.m[15]=1;return b};f.createFromBasis=function(a,e,c){var b=new f;b.m[0]=a.x;b.m[1]=a.y;b.m[2]=a.z;b.m[4]=e.x;b.m[5]=e.y;b.m[6]=e.z;b.m[8]=c.x;b.m[9]=c.y;
+b.m[10]=c.z;return b};f.multiply=function(a,e){var c=new f;c.m[0]=a.m[0]*e.m[0]+a.m[1]*e.m[4]+a.m[2]*e.m[8]+a.m[3]*e.m[12];c.m[1]=a.m[0]*e.m[1]+a.m[1]*e.m[5]+a.m[2]*e.m[9]+a.m[3]*e.m[13];c.m[2]=a.m[0]*e.m[2]+a.m[1]*e.m[6]+a.m[2]*e.m[10]+a.m[3]*e.m[14];c.m[3]=a.m[0]*e.m[3]+a.m[1]*e.m[7]+a.m[2]*e.m[11]+a.m[3]*e.m[15];c.m[4]=a.m[4]*e.m[0]+a.m[5]*e.m[4]+a.m[6]*e.m[8]+a.m[7]*e.m[12];c.m[5]=a.m[4]*e.m[1]+a.m[5]*e.m[5]+a.m[6]*e.m[9]+a.m[7]*e.m[13];c.m[6]=a.m[4]*e.m[2]+a.m[5]*e.m[6]+a.m[6]*e.m[10]+a.m[7]*
+e.m[14];c.m[7]=a.m[4]*e.m[3]+a.m[5]*e.m[7]+a.m[6]*e.m[11]+a.m[7]*e.m[15];c.m[8]=a.m[8]*e.m[0]+a.m[9]*e.m[4]+a.m[10]*e.m[8]+a.m[11]*e.m[12];c.m[9]=a.m[8]*e.m[1]+a.m[9]*e.m[5]+a.m[10]*e.m[9]+a.m[11]*e.m[13];c.m[10]=a.m[8]*e.m[2]+a.m[9]*e.m[6]+a.m[10]*e.m[10]+a.m[11]*e.m[14];c.m[11]=a.m[8]*e.m[3]+a.m[9]*e.m[7]+a.m[10]*e.m[11]+a.m[11]*e.m[15];c.m[12]=a.m[12]*e.m[0]+a.m[13]*e.m[4]+a.m[14]*e.m[8]+a.m[15]*e.m[12];c.m[13]=a.m[12]*e.m[1]+a.m[13]*e.m[5]+a.m[14]*e.m[9]+a.m[15]*e.m[13];c.m[14]=a.m[12]*e.m[2]+
+a.m[13]*e.m[6]+a.m[14]*e.m[10]+a.m[15]*e.m[14];c.m[15]=a.m[12]*e.m[3]+a.m[13]*e.m[7]+a.m[14]*e.m[11]+a.m[15]*e.m[15];return c};f.prototype.inverseAndDeterminant=function(){var a=this.m[4]*this.m[9]-this.m[5]*this.m[8],e=this.m[4]*this.m[10]-this.m[6]*this.m[8],c=this.m[4]*this.m[11]-this.m[7]*this.m[8],b=this.m[4]*this.m[13]-this.m[5]*this.m[12],g=this.m[4]*this.m[14]-this.m[6]*this.m[12],k=this.m[4]*this.m[15]-this.m[7]*this.m[12],d=this.m[5]*this.m[10]-this.m[6]*this.m[9],n=this.m[5]*this.m[11]-
+this.m[7]*this.m[9],m=this.m[5]*this.m[14]-this.m[6]*this.m[13],p=this.m[5]*this.m[15]-this.m[7]*this.m[13],h=this.m[6]*this.m[11]-this.m[7]*this.m[10],r=this.m[6]*this.m[15]-this.m[7]*this.m[14],u=this.m[8]*this.m[13]-this.m[9]*this.m[12],t=this.m[8]*this.m[14]-this.m[10]*this.m[12],v=this.m[8]*this.m[15]-this.m[11]*this.m[12],w=this.m[9]*this.m[14]-this.m[10]*this.m[13],z=this.m[9]*this.m[15]-this.m[11]*this.m[13],x=this.m[10]*this.m[15]-this.m[11]*this.m[14],y=new f;y.m[0]=this.m[5]*x-this.m[6]*
+z+this.m[7]*w;y.m[1]=this.m[2]*z-this.m[3]*w-this.m[1]*x;y.m[2]=this.m[1]*r-this.m[2]*p+this.m[3]*m;y.m[3]=this.m[2]*n-this.m[3]*d-this.m[1]*h;y.m[4]=this.m[6]*v-this.m[7]*t-this.m[4]*x;y.m[5]=this.m[0]*x-this.m[2]*v+this.m[3]*t;y.m[6]=this.m[2]*k-this.m[3]*g-this.m[0]*r;y.m[7]=this.m[0]*h-this.m[2]*c+this.m[3]*e;y.m[8]=this.m[4]*z-this.m[5]*v+this.m[7]*u;y.m[9]=this.m[1]*v-this.m[3]*u-this.m[0]*z;y.m[10]=this.m[0]*p-this.m[1]*k+this.m[3]*b;y.m[11]=this.m[1]*c-this.m[3]*a-this.m[0]*n;y.m[12]=this.m[5]*
+t-this.m[6]*u-this.m[4]*w;y.m[13]=this.m[0]*w-this.m[1]*t+this.m[2]*u;y.m[14]=this.m[1]*g-this.m[2]*b-this.m[0]*m;y.m[15]=this.m[0]*d-this.m[1]*e+this.m[2]*a;a=this.m[0]*y.m[0]-this.m[1]*-y.m[4]+this.m[2]*y.m[8]-this.m[3]*-y.m[12];if(0===a)return[null,0];y.scale(1/a);return[y,a]};f.inverse=function(a){return a.inverseAndDeterminant()[0]};f.prototype.upperLeft3x3Determinant=function(){return this.m[0]*(this.m[5]*this.m[10]-this.m[9]*this.m[6])-this.m[4]*(this.m[1]*this.m[10]-this.m[9]*this.m[2])+this.m[8]*
+(this.m[1]*this.m[6]-this.m[5]*this.m[2])};f.prototype.normalMatrix=function(){var a=this.copy().setTranslationComponent(0,0,0).inverseAndDeterminant()[0];return a?a.transpose():null};f.prototype.toJson=function(){return this.m.slice()};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){return f.createFromArray(a)};f.construct=function(a){return f.fromJson(a)};f.toMatrix12=function(a){return[a[0],a[1],a[2],a[4],a[5],a[6],a[8],a[9],a[10],a[12],a[13],a[14]]};f.xAxisRotation=
+function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[5]=a;e.m[6]=-c;e.m[9]=c;e.m[10]=a;return e};f.yAxisRotation=function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[0]=a;e.m[2]=c;e.m[8]=-c;e.m[10]=a;return e};f.zAxisRotation=function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[0]=a;e.m[1]=-c;e.m[4]=c;e.m[5]=a;return e};return f}();d.Matrix=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,e,c){this.r=a;this.g=e;this.b=c}d.prototype.assign=function(a){this.set(a.r,a.g,a.b);return this};d.prototype.copy=function(){return new d(this.r,this.g,this.b)};d.prototype.equals=function(a){return this.r===a.r&&this.g===a.g&&this.b===a.b};d.prototype.set=function(a,e,c){this.r=a;this.g=e;this.b=c};d.prototype.setFromFloat=function(a,e,c){this.r=Math.round(255*a);this.g=Math.round(255*e);this.b=Math.round(255*c)};d.prototype.fromFloatArray=function(a){return this.setFromFloat(a[0],
+a[1],a[2])};d.prototype.getFloatArray=function(){return[this.r/255,this.g/255,this.b/255]};d.prototype.toFloatArray=function(a){a[0]=this.r/255;a[1]=this.g/255;a[2]=this.b/255};d.fromJson=function(a){return new d(a.r,a.g,a.b)};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{r:this.r,g:this.g,b:this.b}};d.prototype.forJson=function(){return this.toJson()};d.createFromFloat=function(a,e,c){var b=d.black();b.setFromFloat(a,e,c);return b};d.createFromFloatArray=
+function(a){var e=d.black();e.fromFloatArray(a);return e};d.red=function(){return new d(255,0,0)};d.green=function(){return new d(0,255,0)};d.blue=function(){return new d(0,0,255)};d.yellow=function(){return new d(255,255,0)};d.white=function(){return new d(255,255,255)};d.black=function(){return new d(0,0,0)};return d}();d.Color=h;h=function(){return function(d,a){this.top=d;this.bottom=a}}();d.VerticalGradient=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._position=new d.OverlayUnitPoint(0,d.OverlayUnit.Pixels,0,d.OverlayUnit.Pixels);this._viewportSize=new d.OverlayUnitPoint(200,d.OverlayUnit.Pixels,200,d.OverlayUnit.Pixels);this._anchor=d.OverlayAnchor.LowerLeftCorner;this._instanceKeys=[];this._firstAttachment=this._enabled=!1;this._sceneReadyCompleted=d.Util.OpenPromise.create();this._geometryCreated=!1;this._viewer=a;this._viewer.setCallbacks({sceneReady:function(){return __awaiter(e,
+void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._createViewport(),this._updateVisibility(),[4,this._createGeometry()];case 1:return c.sent(),this._sceneReadyCompleted.resolve(),[2]}})})},_assemblyTreeReady:function(){return __awaiter(e,void 0,void 0,function(){var c,b,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._sceneReadyCompleted];case 1:k.sent();c=this._viewer.model;b=0;for(g=this._instanceKeys;b<g.length;b++)a=
+g[b],e=c._getNodeFromInstanceInc(!0,0,a,!0),c._preventNodeDeletion(e);return[2]}})})},_firstAttachment:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._firstAttachment=!0,[4,this._onCameraUpdate()];case 1:return c.sent(),this._updateVisibility(),[2]}})})},modelSwitchStart:function(){e._firstAttachment=!1},overlayViewportSet:function(c){c===d.BuiltinOverlayIndex.AxisTriad&&e._onViewportSet()}})}f.prototype.setAxisColor=function(a,
+e){return __awaiter(this,void 0,void 0,function(){var c,b,g;return __generator(this,function(k){switch(k.label){case 0:return[4,this._sceneReadyCompleted];case 1:k.sent();switch(a){case d.Axis.X:c=this._instanceKeys[0];b=this._instanceKeys[3];break;case d.Axis.Y:c=this._instanceKeys[1];b=this._instanceKeys[4];break;case d.Axis.Z:c=this._instanceKeys[2];b=this._instanceKeys[5];break;default:return[2]}g=this._getScEngine();g.setPartColor([0,c],d.ElementType.Faces,e);g.setPartColor([0,b],d.ElementType.Lines,
+e);return[2]}})})};f.prototype.setAnchor=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(e){switch(e.label){case 0:return this._anchor=a,[4,this._sceneReadyCompleted];case 1:return e.sent(),[2,this._updateViewport()]}})})};f.prototype.getAnchor=function(){return this._anchor};f.prototype.enable=function(){this._enabled=!0;this._updateVisibility();return Promise.resolve()};f.prototype.disable=function(){this._enabled=!1;this._updateVisibility();return Promise.resolve()};
+f.prototype._updateVisibility=function(){this._enabled&&this._firstAttachment?this._showOverlay():this._hideOverlay()};f.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.AxisTriad,!1)};f.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.AxisTriad,!0)};f.prototype.getEnabled=function(){return this._enabled};f.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.AxisTriad};f.prototype._updateViewport=
+function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.AxisTriad,this._anchor,this._position.x,d.OverlayUnit.Pixels,this._position.y,d.OverlayUnit.Pixels,this._viewportSize.x,d.OverlayUnit.Pixels,this._viewportSize.y,d.OverlayUnit.Pixels)};f.prototype._createViewport=function(){var a=this._viewer.overlayManager;this._updateViewport();var e=new d.Camera;e.setPosition(new d.Point3(0,0,10));e.setTarget(d.Point3.zero());e.setUp(new d.Point3(0,1,0));e.setWidth(f._fieldSize);e.setHeight(f._fieldSize);
+e.setProjection(d.Projection.Orthographic);a.setCamera(d.BuiltinOverlayIndex.AxisTriad,e)};f.prototype._onViewportSet=function(){var a=this._viewer.overlayManager,e=a._getViewportPosition(d.BuiltinOverlayIndex.AxisTriad),c=a._getViewportSize(d.BuiltinOverlayIndex.AxisTriad);a=a.getViewportAnchor(d.BuiltinOverlayIndex.AxisTriad);null!==e&&null!==c&&null!==a&&(this._position=e,this._viewportSize=c,this._anchor=a)};f.prototype._createGeometry=function(){return __awaiter(this,void 0,void 0,function(){var a,
+e,c,b,g,k,l;return __generator(this,function(n){switch(n.label){case 0:if(this._geometryCreated)return[2];a=[this._createAxis(f._xRotMatrix,0,f._xColor),this._createAxis(f._yRotMatrix,1,f._yColor),this._createAxis(f._zRotMatrix,2,f._zColor),this._createAxisLabel(d.Axis.X,f._xColor,3),this._createAxisLabel(d.Axis.Y,f._yColor,4),this._createAxisLabel(d.Axis.Z,f._zColor,5)];return[4,Promise.all(a)];case 1:e=n.sent();this._onCameraUpdate();c=[];b=0;for(g=e;b<g.length;b++)k=g[b],c.push(0,k);l=this._getScEngine();
+l.setPartVisibility(c,!0,!0);this._createGeomCallbacks();this._geometryCreated=!0;return[2]}})})};f.prototype._createGeomCallbacks=function(){var a=this;this._viewer.setCallbacks({camera:function(){a._onCameraUpdate()}})};f.prototype._geometryHasBeenCreated=function(){return this._geometryCreated};f.prototype.insideOverlay=function(a){var e=this._viewer.overlayManager._toPixelPoint(this._viewportSize),c=this._getOverlayOffset();return a.x>=c.x&&a.y>=c.y&&a.x<=c.x+e.x&&a.y<=c.y+e.y};f.prototype._getOverlayOffset=
+function(){var a=this._viewer.overlayManager._toPixelPoint(this._viewportSize);return this._viewer.overlayManager._getOverlayOffset(this._anchor,a)};f.prototype._getViewportSize=function(){return this._viewportSize};f.prototype._getViewportPixelSize=function(){return this._viewer.overlayManager._toPixelPoint(this._viewportSize)};f.prototype.getSelectionAxis=function(a){console.assert(this._enabled);if(null===a||!a.isFaceSelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.AxisTriad)return null;var e=
+this._viewer.model;a=a.getNodeId();e=e._gatherInstanceIncsFromNodeIds([a],1);if(2!==e.length||0!==e[0])return null;e=e[1];for(a=0;a<this._instanceKeys.length;++a)if(this._instanceKeys[a]===e)switch(a%3){case 0:return d.Axis.X;case 1:return d.Axis.Y;case 2:return d.Axis.Z}return null};f.prototype.onClickSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,n;return __generator(this,function(f){switch(f.label){case 0:e=this.getSelectionAxis(a);if(null===e)return[2];c=
+this._viewer.model;b=this._viewer.view;switch(e){case d.Axis.X:g=34;break;case d.Axis.Y:g=68;break;case d.Axis.Z:g=24}return[4,c.getModelBounding(!0,!1)];case 1:return k=f.sent(),l=b.getCamera(),n=this._alignedFitBounding(g,!1,!1,k),l.equals(n)&&(n=this._alignedFitBounding(g,!0,!1,k)),[2,b._setCameraPromise(n,d.DefaultTransitionDuration)]}})})};f.prototype._getScEngine=function(){return this._viewer._getScEngine()};f.prototype._createInstance=function(a,e,c,b,g,k){return __awaiter(this,void 0,void 0,
+function(){var l,n,f,p,h;return __generator(this,function(m){switch(m.label){case 0:return[4,this._viewer.model.createMesh(a)];case 1:return l=m.sent(),n=new d.MeshInstanceData(l),n.setCreationFlags(k|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.Invisible),n.setOverlayIndex(d.BuiltinOverlayIndex.AxisTriad),n.setFaceColor(c),n.setLineColor(b),n.setMatrix(g),f=this._getScEngine(),[4,f.createMeshInstance(n)];
+case 2:return p=m.sent(),h=p[1],this._instanceKeys[e]=h,[2,h]}})})};f.prototype._createAxis=function(a,e,c){var b=d.Util.generateConeCylinderMeshData(.2,20,2,.4,.5,.1);return this._createInstance(b,e,c,d.Color.black(),a,d.MeshInstanceCreationFlags.None)};f.prototype._createAxisLabel=function(a,e,c){var b=new d.MeshData;b.setFaceWinding(d.FaceWinding.Clockwise);var g=new d.Matrix;a===d.Axis.X?(b.addPolyline([.15,.25,0,-.15,-.25,0]),b.addPolyline([-.15,.25,0,.15,-.25,0]),g.setTranslationComponent(3.1,
+0,0)):a===d.Axis.Y?(b.addPolyline([-.15,.25,0,0,0,0]),b.addPolyline([0,0,0,.15,.25,0]),b.addPolyline([0,0,0,0,-.3125,0]),g.setTranslationComponent(0,3.1,0)):a===d.Axis.Z&&(b.addPolyline([-.15,.25,0,.15,.25,0]),b.addPolyline([.15,.25,0,-.15,-.25,0]),b.addPolyline([-.15,-.25,0,.15,-.25,0]),g.setTranslationComponent(0,0,3.1));return this._createInstance(b,c,d.Color.black(),e,g,d.MeshInstanceCreationFlags.ScreenOriented)};f.prototype._onCameraUpdate=function(){var a=new d.Camera,e=this._viewer.view.getCamera();
+a.setPosition(e.getPosition().subtract(e.getTarget()).normalize());a.setTarget(d.Point3.zero());a.setUp(e.getUp());a.setProjection(d.Projection.Orthographic);a.setWidth(f._fieldSize);a.setHeight(f._fieldSize);this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.AxisTriad,a)};f.prototype._alignedFitBounding=function(a,e,c,b){var g=d.Point3.subtract(b.max,b.min).length();b=d.Point3.add(d.Point3.scale(b.min,.5),d.Point3.scale(b.max,.5));var k=new d.Point3(b.x,b.y,b.z+g);k=d.Point3.subtract(b,
+k);var l=-k.length();c=c?-1:1;0===a?(a=new d.Point3(0,c,0),e&&k.negate()):(e&&(l=-l),0!==(a&2)?k=new d.Point3(l,0,0):0!==(a&4)?k=new d.Point3(0,l,0):(console.assert(0!==(a&8)),k=new d.Point3(0,0,l)),0!==(a&16)?a=new d.Point3(c,0,0):0!==(a&32)?a=new d.Point3(0,c,0):(console.assert(0!==(a&64)),a=new d.Point3(0,0,c)));e=d.Point3.subtract(b,k);c=this._viewer.view.getCamera();return d.Camera.create(e,b,a,c.getProjection(),g,g,c.getNearLimit())};f._xRotMatrix=d.Matrix.createFromOffAxisRotation(new d.Point3(0,
+0,1),-90);f._yRotMatrix=new d.Matrix;f._zRotMatrix=d.Matrix.createFromOffAxisRotation(new d.Point3(1,0,0),90);f._xColor=new d.Color(168,56,59);f._yColor=new d.Color(96,166,50);f._zColor=new d.Color(41,81,185);f._fieldSize=8;return f}();d.AxisTriad=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){this._id=0;this._bcfMap=new Map;this._viewer=a}f.prototype._getId=function(){return++this._id};f.prototype.getBCFMap=function(){return this._bcfMap};f.prototype.getBCFData=function(a){return this._bcfMap.get(a)||null};f.prototype.removeBCFData=function(a){this._bcfMap.delete(a);this._viewer.trigger("bcfRemoved",a)};f.prototype.createBCFData=function(a){var e=this._getId();a=new d.BCFData(a,e);this._bcfMap.set(e,a);this._viewer.trigger("bcfLoaded",a.getId(),
+a.getFilename());return a};f.prototype.addBCFFromFile=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){switch(b.label){case 0:return e=this.createBCFData(a),[4,new JSZip.external.Promise(function(b,c){JSZipUtils.getBinaryContent(a,function(g,a){g?c(g):b(a)})})];case 1:return c=b.sent(),[4,this._loadBCFData(c,e)];case 2:return b.sent(),[2]}})})};f.prototype.addBCFFromBuffer=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,
+function(b){switch(b.label){case 0:return c=this.createBCFData(e),[4,this._loadBCFData(a,c)];case 1:return b.sent(),[2]}})})};f.prototype._getVersion=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g;return __generator(this,function(k){switch(k.label){case 0:return e=a.file("bcf.version"),null!==e?[3,1]:[2,d.BCFVersion.v1_0];case 1:return[4,this._getDocument(e)];case 2:c=k.sent();b=c.documentElement;g=b.firstElementChild;if(null!==g&&null!==g.textContent)switch(g.textContent){case "2.0 RC":return[2,
+d.BCFVersion.v2_0];case "2.1":return[2,d.BCFVersion.v2_1]}return[2,d.BCFVersion.Unknown]}})})};f.prototype._loadBCFData=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k,l,n,f,p,h,r=this;return __generator(this,function(m){switch(m.label){case 0:return c=this._viewer.model,[4,c.getModelBounding(!0,!1)];case 1:return b=m.sent(),g=c.getNodeUnitMultiplier(c.getAbsoluteRootNode()),k=e.getId(),l=e.getFilename(),[4,JSZip.loadAsync(a)];case 2:return n=m.sent(),p=(f=e).setVersion,[4,
+this._getVersion(n)];case 3:return p.apply(f,[m.sent()]),h=[],n.forEach(function(c){return __awaiter(r,void 0,void 0,function(){var a,f,m,p,q,r,u,t,C,E,F,H,G,J,K,I,L;return __generator(this,function(v){switch(v.label){case 0:a=d.Util.OpenPromise.create();h.push(a);f=this._getFileType(c);if(f!==d.BCFFileType.Markup&&f!==d.BCFFileType.Snapshot&&f!==d.BCFFileType.Viewpoint)return[3,7];m=c.split("/");p=m[0];q=m[1];r=e.getTopic(p);null===r&&(r=new d.BCFTopic(k,l,p,this._viewer),e.addTopic(p,r));if(!q.length)return[3,
+7];u=n.file(c);if(null===u)return[3,7];t=f;switch(t){case d.BCFFileType.Markup:return[3,1];case d.BCFFileType.Viewpoint:return[3,3];case d.BCFFileType.Snapshot:return[3,5]}return[3,7];case 1:return E=(C=r).addMarkup,F=[q],[4,this._getDocument(u)];case 2:return E.apply(C,F.concat([v.sent()])),[3,7];case 3:return G=(H=r).addViewpoint,J=[q],[4,this._getDocument(u)];case 4:return G.apply(H,J.concat([v.sent(),e.getVersion(),b,g])),[3,7];case 5:return I=(K=r).addSnapshot,L=[q],[4,u.async("uint8array")];
+case 6:return I.apply(K,L.concat([v.sent()])),[3,7];case 7:return a.resolve(),[2]}})})}),[4,d.Util.waitForAll(h)];case 4:return m.sent(),this._viewer.trigger("bcfLoaded",k,l),[2]}})})};f.prototype._getDocument=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:return e=new DOMParser,b=(c=e).parseFromString,[4,a.async("text")];case 1:return[2,b.apply(c,[g.sent(),"application/xml"])]}})})};f.prototype._getFileType=function(a){if("/"===
+a.slice(-1))return d.BCFFileType.TopicFolder;a=a.split(".");console.assert(2===a.length);switch(a[1]){case "bcf":return d.BCFFileType.Markup;case "bcfv":return d.BCFFileType.Viewpoint;case "png":return d.BCFFileType.Snapshot;case "version":return d.BCFFileType.Version;case "xsd":return d.BCFFileType.Schema;case "bcfp":return d.BCFFileType.Project}return d.BCFFileType.Unknown};return f}();d.BCFManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e){void 0===a&&(a=d.Point3.zero());void 0===e&&(e=d.Point3.zero());this.min=a.copy();this.max=e.copy()}f.prototype.copy=function(){return new f(this.min,this.max)};f.prototype.equals=function(a){return this.min.equals(a.min)&&this.max.equals(a.max)};f.prototype.center=function(){var a=d.Point3.add(this.min,this.max);a.scale(.5);return a};f.prototype.extents=function(){return d.Point3.subtract(this.max,this.min)};f.prototype.addBox=function(a){a.isDegenerate()||
+(this.addPoint(a.min),this.addPoint(a.max))};f.prototype.addPoint=function(a){a.x<this.min.x&&(this.min.x=a.x);a.y<this.min.y&&(this.min.y=a.y);a.z<this.min.z&&(this.min.z=a.z);a.x>this.max.x&&(this.max.x=a.x);a.y>this.max.y&&(this.max.y=a.y);a.z>this.max.z&&(this.max.z=a.z)};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){return{min:this.min.toJson(),max:this.max.toJson()}};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){var e=d.Point3.fromJson(a.min);
+a=d.Point3.fromJson(a.max);return new f(e,a)};f.construct=function(a){return f.fromJson(a)};f.prototype.getCorners=function(){var a=[];a[0]=this.min.copy();a[1]=this.min.copy();a[2]=this.min.copy();a[1].x=this.max.x;a[2].y=this.max.y;a[3]=a[2].copy();a[3].x=this.max.x;a[4]=a[0].copy();a[5]=a[1].copy();a[6]=a[2].copy();a[7]=a[3].copy();a[4].z=this.max.z;a[5].z=this.max.z;a[6].z=this.max.z;a[7].z=this.max.z;return a};f.invalid=function(){return new f(new d.Point3(Number.POSITIVE_INFINITY,Number.POSITIVE_INFINITY,
+Number.POSITIVE_INFINITY),new d.Point3(Number.NEGATIVE_INFINITY,Number.NEGATIVE_INFINITY,Number.NEGATIVE_INFINITY))};f.prototype.isDegenerate=function(){return this.min.x>this.max.x||this.min.y>this.max.y||this.min.z>this.max.z};return f}();d.Box=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){var a=this;this._aliasMap=new Map;this._callbackMap=new Map;this._activeTriggerDepth=0;this._pendingClearUnboundFilteredNames=new Set;this._aliasMap.set("sceneRendered","frameDrawn");this.bind({selectionArray:function(c){a._triggerDeprecatedSelectionCallback(c)},incrementalSelectionBatchBegin:function(){return a.unsafeTrigger("volumeSelectionBatchBegin")},incrementalSelectionBatchEnd:function(){return a.unsafeTrigger("volumeSelectionBatchEnd")},
+incrementalSelectionEnd:function(){return a.unsafeTrigger("volumeSelectionEnd")},visibilityChanged:function(c,b){a.unsafeTrigger("partsVisibilityShown",c);a.unsafeTrigger("partsVisibilityHidden",b)}})}a.prototype._triggerDeprecatedSelectionCallback=function(a){if(0===a.length)this.unsafeTrigger("selection",[d.Event.NodeSelectionEvent._createNull()]);else if(100>=a.length)this.unsafeTrigger("selection",a);else{var c=0;for(a=h.chunkify(a,100);c<a.length;c++)this.unsafeTrigger("selection",a[c])}};a.prototype._filterName=
+function(a){var c=this._aliasMap.get(a);return void 0===c?a:c};a.prototype.bind=function(a,c){for(var b=0,g=Object.keys(a);b<g.length;b++){var k=g[b],e=a[k];if("function"===typeof e){k=this._filterName(k);var d=this._callbackMap.get(k);void 0===d?this._callbackMap.set(k,[e]):c?d.unshift(e):d.push(e)}}};a.prototype.unbind=function(a){for(var c=0,b=Object.keys(a);c<b.length;c++){var g=b[c],k=this._filterName(g),e=this._callbackMap.get(k);if(void 0!==e){g=a[g];for(var d=0;d<e.length;d++)e[d]===g&&(e[d]=
+null,this._pendingClearUnboundFilteredNames.add(k))}}this._clearUnboundCallbacks()};a.prototype._clearUnboundCallbacks=function(){var a=this;0!==this._pendingClearUnboundFilteredNames.size&&0===this._activeTriggerDepth&&(this._pendingClearUnboundFilteredNames.forEach(function(c){var b=a._callbackMap.get(c);void 0!==b&&(b=b.filter(function(b){return null!==b}),0===b.length?a._callbackMap.delete(c):a._callbackMap.set(c,b))}),this._pendingClearUnboundFilteredNames.clear())};a.prototype.promiseTrigger=
+function(a,c){for(var b=[],g=2;g<arguments.length;g++)b[g-2]=arguments[g];return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(k){switch(k.label){case 0:console.assert(a!==c),k.label=1;case 1:return k.trys.push([1,3,4,5]),[4,this._unsafePromiseTrigger(a,b)];case 2:return k.sent(),[3,5];case 3:return g=k.sent(),console.log("Rejected promise in '"+a+"' callback:"),console.log(g),[3,5];case 4:return null!==c&&this.unsafeTrigger(c,b),[7];case 5:return[2]}})})};a.prototype._unsafePromiseTrigger=
+function(a,c){var b=this._filterName(a);b=this._callbackMap.get(b);var g=[];if(void 0!==b){++this._activeTriggerDepth;for(var k=0;k<b.length;k++){var e=b[k];if(null!==e)try{g.push(e.apply(null,c))}catch(n){console.log("Unhandled exception in '"+a+"' callback:"),console.log(n)}}--this._activeTriggerDepth;this._clearUnboundCallbacks()}return d.Util.waitForAll(g)};a.prototype.trigger=function(a){for(var c=[],b=1;b<arguments.length;b++)c[b-1]=arguments[b];this.unsafeTrigger(a,c)};a.prototype.unsafeTrigger=
+function(a,c){var b=this._filterName(a);b=this._callbackMap.get(b);if(void 0!==b){++this._activeTriggerDepth;for(var g=0;g<b.length;g++){var k=b[g];if(null!==k)try{k.apply(null,c)}catch(l){console.log("Unhandled exception in '"+a+"' callback:"),console.log(l)}}--this._activeTriggerDepth;this._clearUnboundCallbacks()}};return a}();h.CallbackManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(a){a[a.LoadModel=0]="LoadModel";a[a.CreateNode=1]="CreateNode";a[a.CreateInstance=2]="CreateInstance";a[a.CreatePmi=3]="CreatePmi"})(d.NodeSource||(d.NodeSource={}));(function(a){a[a.Desktop=0]="Desktop";a[a.Mobile=1]="Mobile"})(d.ScreenConfiguration||(d.ScreenConfiguration={}));(function(a){a[a.Faces=0]="Faces";a[a.Lines=1]="Lines";a[a.Points=2]="Points"})(d.ElementType||(d.ElementType={}));(function(a){a[a.Orthographic=0]="Orthographic";a[a.Perspective=1]="Perspective"})(d.Projection||
+(d.Projection={}));(function(a){a[a.Top=0]="Top";a[a.Bottom=1]="Bottom";a[a.Left=2]="Left";a[a.Right=3]="Right";a[a.Front=4]="Front";a[a.Back=5]="Back";a[a.Iso=6]="Iso";a[a.TopRightFront=7]="TopRightFront";a[a.TopLeftFront=8]="TopLeftFront";a[a.TopLeftBack=9]="TopLeftBack";a[a.TopRightBack=10]="TopRightBack";a[a.TopBack=11]="TopBack";a[a.TopFront=12]="TopFront";a[a.TopLeft=13]="TopLeft";a[a.TopRight=14]="TopRight";a[a.BottomRightBack=15]="BottomRightBack";a[a.BottomLeftBack=16]="BottomLeftBack";a[a.BottomLeftFront=
+17]="BottomLeftFront";a[a.BottomRightFront=18]="BottomRightFront";a[a.BottomFront=19]="BottomFront";a[a.BottomBack=20]="BottomBack";a[a.BottomLeft=21]="BottomLeft";a[a.BottomRight=22]="BottomRight";a[a.RightBottomBack=23]="RightBottomBack";a[a.RightBottomFront=24]="RightBottomFront";a[a.RightTopFront=25]="RightTopFront";a[a.RightTopBack=26]="RightTopBack";a[a.RightTop=27]="RightTop";a[a.RightBottom=28]="RightBottom";a[a.RightFront=29]="RightFront";a[a.RightBack=30]="RightBack";a[a.LeftBottomFront=
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+(function(d){d=d.Internal||(d.Internal={});d=d.CameraFlags||(d.CameraFlags={});d[d.None=0]="None";d[d.Position=1]="Position";d[d.Target=2]="Target";d[d.Up=4]="Up";d[d.Width=8]="Width";d[d.Height=16]="Height";d[d.Projection=32]="Projection";d[d.NearLimit=64]="NearLimit"})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this._position=new d.Point3(0,0,1);this._target=d.Point3.zero();this._up=new d.Point3(0,1,0);this._height=this._width=0;this._projection=d.Projection.Orthographic;this._nearLimit=.01;this._cameraFlags=d.Internal.CameraFlags.None}f.prototype._clearFlags=function(){this._cameraFlags=d.Internal.CameraFlags.None};f.prototype._getFlags=function(){return this._cameraFlags};f.prototype.copy=function(){return f.create(this._position,this._target,this._up,this._projection,
+this._width,this._height,this._nearLimit)};f.prototype.setPosition=function(a){this._position.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Position};f.prototype.getPosition=function(){return this._position.copy()};f.prototype.setTarget=function(a){this._target.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Target};f.prototype.getTarget=function(){return this._target.copy()};f.prototype.setUp=function(a){this._up.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Up};f.prototype.getUp=
+function(){return this._up.copy()};f.prototype.setWidth=function(a){this._width=a;this._cameraFlags|=d.Internal.CameraFlags.Width};f.prototype.getWidth=function(){return this._width};f.prototype.setHeight=function(a){this._height=a;this._cameraFlags|=d.Internal.CameraFlags.Height};f.prototype.getHeight=function(){return this._height};f.prototype.setProjection=function(a){this._projection=a;this._cameraFlags|=d.Internal.CameraFlags.Projection};f.prototype.getProjection=function(){return this._projection};
+f.prototype.setNearLimit=function(a){this._nearLimit=a;this._cameraFlags|=d.Internal.CameraFlags.NearLimit};f.prototype.getNearLimit=function(){return this._nearLimit};f.prototype.equals=function(a){return this._position.equals(a._position)&&this._target.equals(a._target)&&this._up.equals(a._up)&&this._width===a._width&&this._height===a._height&&this._projection===a._projection&&this._nearLimit===a._nearLimit};f.prototype.dolly=function(a){this._position.subtract(a);this._target.subtract(a)};f.prototype.getCameraPlaneIntersectionPoint=
+function(a,e){var c=d.Point3.subtract(this._position,this._target).normalize();c=d.Plane.createFromPointAndNormal(this._target,c);a=e.raycastFromPoint(a);if(null===a)return null;e=d.Point3.zero();return c.intersectsRay(a,e)?e:null};f.prototype.getViewMatrix=function(a){return a._getScEngine().getViewMatrix(this)};f.prototype.getProjectionMatrix=function(a){return a._getScEngine().getProjectionMatrix(this)};f.prototype.getFullMatrix=function(a){return a._getScEngine().getFullCameraMatrix(this)};f.prototype.getMatrixFromCamera=
+function(){var a=d.Point3.subtract(this.getTarget(),this.getPosition()).normalize(),e=this.getUp().normalize();e=d.Point3.cross(e,a);var c=d.Point3.cross(a,e);return d.Matrix.createFromBasis(e,c,a)};f.create=function(a,e,c,b,g,k,d){var l=new f;l._position.assign(a);l._target.assign(e);l._up.assign(c);l._projection=b;l._width=g;l._height=k;void 0!==d&&(l._nearLimit=d);return l};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){return{position:this._position.toJson(),
+target:this._target.toJson(),up:this._up.toJson(),width:this._width,height:this._height,projection:this._projection,nearLimit:this._nearLimit,className:"Communicator.Camera"}};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){var e=d.Point3.fromJson(a.position),c=d.Point3.fromJson(a.target),b=d.Point3.fromJson(a.up);return f.create(e,c,b,a.projection,a.width,a.height,a.nearLimit)};f.construct=function(a){return f.fromJson(a)};f.prototype.transform=function(a){if(a.isIdentity())return this.copy();
+var e=Math.abs(this._width),c=Math.abs(this._height),b=this.getUp().normalize().scale(c);c=d.Point3.subtract(this._position,this._target);var g=d.Point3.cross(b,c).normalize().scale(e);e=this.getTarget();g=d.Point3.add(e,g);b=d.Point3.add(e,b);var k=d.Point3.add(e,c);a.transform(e,e);a.transform(g,g);a.transform(b,b);a.transform(k,k);a=d.Point3.subtract(g,e);c=d.Point3.subtract(b,e);b=d.Point3.subtract(k,e);b=d.Point3.add(e,b);g=c.copy().normalize();a=a.length();c=c.length();0>this._width&&(a=-a);
+0>this._height&&(c=-c);return f.create(b,e,g,this._projection,a,c,this._nearLimit)};return f}();d.Camera=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e,c,b){var g=this;this._cuttingSections=[];this._isInit=!1;this._standinGeometryPickable=!0;this._cappingFaceColor=d.Color.createFromFloat(.5,.5,.5);this._cappingLineColor=d.Color.createFromFloat(.5,.5,.5);this._cappingIdleCallbackEnabled=!1;this._cappingIdlePromise=null;this._conservativeIsCappingIdle=!1;this._viewer=a;this._model=e;this._callbackManager=c;this._engine=b;a.setCallbacks({cappingIdle:function(b){(g._conservativeIsCappingIdle=b)&&null!==g._cappingIdlePromise&&
+(g._cappingIdlePromise.resolve(),g._cappingIdlePromise=null)},_resetAssemblyTreeBegin:function(){null!==g._cappingIdlePromise&&(g._cappingIdlePromise.reject(new d.CommunicatorError("Model became reset.")),g._cappingIdlePromise=null);return Promise.resolve()}})}f.prototype.createReferenceGeometryFromAxis=function(a,e){var c=[];switch(a){case d.Axis.X:c.push(new d.Point3(0,e.max.y,e.min.z));c.push(new d.Point3(0,e.max.y,e.max.z));c.push(new d.Point3(0,e.min.y,e.max.z));c.push(new d.Point3(0,e.min.y,
+e.min.z));break;case d.Axis.Y:c.push(new d.Point3(e.min.x,0,e.min.z));c.push(new d.Point3(e.max.x,0,e.min.z));c.push(new d.Point3(e.max.x,0,e.max.z));c.push(new d.Point3(e.min.x,0,e.max.z));break;case d.Axis.Z:c.push(new d.Point3(e.min.x,e.max.y,0)),c.push(new d.Point3(e.max.x,e.max.y,0)),c.push(new d.Point3(e.max.x,e.min.y,0)),c.push(new d.Point3(e.min.x,e.min.y,0))}return c};f.prototype.createReferenceGeometryFromFaceNormal=function(a,e,c){var b=[],g=(new d.Plane).setFromPointAndNormal(e,a).d;g=
+e.copy().add(d.Point3.scale(a,g));e=c.center();e=d.Point3.add(e,d.Point3.scale(a,d.Point3.dot(a,d.Point3.subtract(g,e))));c=c.extents().length()/2;g=d.Point3.subtract(e,g);var k=d.Point3.cross(a,g),l=g.copy().scale(-1),f=k.copy().scale(-1);a=d.Point3.add(g,k).normalize().scale(c).add(e);k=d.Point3.add(l,k).normalize().scale(c).add(e);l=d.Point3.add(l,f).normalize().scale(c).add(e);e=d.Point3.add(g,f).normalize().scale(c).add(e);b.push(a);b.push(k);b.push(l);b.push(e);return b};f.prototype.activateCuttingSections=
+function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)a.push(c[e].activate());return d.Util.waitForAll(a)};f.prototype.deactivateCuttingSections=function(a){void 0===a&&(a=!1);for(var e=[],c=0,b=this._cuttingSections;c<b.length;c++){var g=b[c];a?e.push(g.clear()):e.push(g.deactivate())}return d.Util.waitForAll(e)};f.prototype.setCuttingPlaneColor=function(a){for(var e=0,c=this._cuttingSections;e<c.length;e++)c[e].setColor(a);return Promise.resolve()};f.prototype.setCappingFaceColor=function(a){this._cappingFaceColor=
+a?a.copy():null;return this._engine.setCappingFaceColor(this._cappingFaceColor)};f.prototype.getCappingFaceColor=function(){return this._cappingFaceColor?this._cappingFaceColor.copy():null};f.prototype.setCappingLineColor=function(a){this._cappingLineColor=a?a.copy():null;return this._engine.setCappingLineColor(this._cappingLineColor)};f.prototype.getCappingLineColor=function(){return this._cappingLineColor?this._cappingLineColor.copy():null};f.prototype.getCuttingSection=function(a){return this._isInit&&
+a<this._cuttingSections.length?this._cuttingSections[a]:null};f.prototype.getCuttingSectionCapacity=function(){return void 0!==this._cuttingLimits?this._cuttingLimits.maxCuttingPlanesPerSection:0};f.prototype.getCuttingSectionCount=function(){return void 0!==this._cuttingLimits?this._cuttingLimits.maxCuttingSections:0};f.prototype.getCuttingSectionFromNodeId=function(a){if(null!==a)for(var e=0,c=this._cuttingSections;e<c.length;e++){var b=c[e];if(0<=b._getInstanceNodeIds().indexOf(a))return b}return null};
+f.prototype.setStandinGeometryPickable=function(a){this._standinGeometryPickable=a;var e=this._gatherStandinGeometryIds();this._model.setInstanceModifier(d.InstanceModifier.DoNotSelect,e,!a);return Promise.resolve()};f.prototype.getStandinGeometryPickable=function(){return this._standinGeometryPickable};f.prototype._setStandinGeometryVisible=function(a){var e=this,c=this._gatherStandinGeometryIds(),b=this._model._gatherInstanceIncsFromNodeIds(c);this._engine.pauseRendering(function(){e._engine.setPartVisibility(b,
+a,!1)})};f.prototype.setCappingDelay=function(a){this._engine.setCappingDelay(a)};f.prototype.delayCapping=function(){this._engine.delayCapping()};f.prototype.enableCappingIdleCallback=function(a){a!==this._cappingIdleCallbackEnabled&&(this._cappingIdleCallbackEnabled=a,this._conservativeIsCappingIdle=!1,a||null===this._cappingIdlePromise||(this._cappingIdlePromise.reject(new d.CommunicatorError("Capping idle callback became disabled.")),this._cappingIdlePromise=null));return this._engine.enableCappingIdleCallback(a)};
+f.prototype.waitForCappingIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){if(!this._cappingIdleCallbackEnabled)throw console.assert(null===this._cappingIdlePromise),new d.CommunicatorError("Capping idle callback is not enabled.");if(this._conservativeIsCappingIdle)return[2];null===this._cappingIdlePromise&&(this._cappingIdlePromise=d.Util.OpenPromise.create());return[2,this._cappingIdlePromise]})})};f.prototype.setCappingGeometryVisibility=function(a){return this._engine.setCappingGeometryVisibility(a)};
+f.prototype.getCappingGeometryVisibility=function(){return this._engine.getCappingGeometryVisibility()};f.prototype.getActiveCuttingSectionCount=function(){var a=0;if(this._cuttingLimits)for(var e=0;e<this._cuttingLimits.maxCuttingSections;e++){var c=this.getCuttingSection(e);null!==c&&c.isActive()&&(a+=c.getCount())}return a};f.prototype._init=function(){if(!this._isInit){this._cuttingLimits=this._engine.getCuttingSectionLimits();for(var a=0;a<this._cuttingLimits.maxCuttingSections;a++){var e=new d.CuttingSection(this._viewer,
+this._model,this._callbackManager,this,this._engine);this._cuttingSections.push(e)}this._isInit=!0}};f.prototype._isInitialized=function(){return this._isInit};f.prototype.refreshPlaneGeometry=function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)for(var b=c[e],g=0;g<b.getCount();g++){var k=b.getPlane(g);null!==k&&a.push(b.updatePlane(g,k,new d.Matrix,!1,!1))}return d.Util.waitForAll(a)};f.prototype.hasActiveCuttingSection=function(){if(this._cuttingLimits)for(var a=0;a<this._cuttingLimits.maxCuttingSections;a++){var e=
+this.getCuttingSection(a);if(null!==e&&e.isActive())return!0}return!1};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){for(var a=[],e=0;e<this._cuttingSections.length;e++)a[e]=this._cuttingSections[e].toJson();return{cuttingSections:a,cappingGeometryVisibility:this.getCappingGeometryVisibility(),cappingFaceColor:this.getCappingFaceColor(),cappingLineColor:this.getCappingLineColor(),pickable:this.getStandinGeometryPickable()}};f.prototype.forJson=function(){return this.toJson()};
+f.prototype.fromJson=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:e=d.Internal.deepClone(a);c=[];b=e.cuttingSections;for(g=0;g<b.length;g++)k=b[g],l=this._cuttingSections[g],c.push(l.fromJson(k));this.setStandinGeometryPickable(e.pickable);c.push(this.setCappingGeometryVisibility(e.cappingGeometryVisibility));c.push(this.setCappingFaceColor(d.Color.fromJson(e.cappingFaceColor)));c.push(this.setCappingLineColor(d.Color.fromJson(e.cappingLineColor)));
+return[4,Promise.all(c)];case 1:return f.sent(),[2,this._callbackManager.promiseTrigger("_cuttingSectionsLoaded",null)]}})})};f.prototype._gatherStandinGeometryIds=function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)for(var b=0,g=c[e]._getInstanceNodeIds();b<g.length;b++)a.push(g[b]);return a};return f}();d.CuttingManager=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b,g,k){this._container=a;this._canvasContainerElement=c;this._markupSvgElement=b;this._redlineSvgElement=g;this._redlineElement=k}a.prototype.getCanvasContainerElement=function(){return this._canvasContainerElement};a.prototype.getMarkupSvgElement=function(){return this._markupSvgElement};a.prototype.getRedlineSvgElement=function(){return this._redlineSvgElement};a.prototype.getRedlineElement=function(){return this._redlineElement};a.prototype.shutdown=
+function(){this._container.removeChild(this._markupSvgElement);this._container.removeChild(this._redlineSvgElement);this._container.removeChild(this._redlineElement);this._container.removeChild(this._canvasContainerElement)};a.createFromElement=function(e){var c=e.id;0===c.length&&(c=d.UUID.create());var b=c+"-canvas-container",g=c+"-svg",k=c+"-redline-svg";c+="-redline";var l=document.createElement("div");l.id=b;l.style.width="100%";l.style.height="100%";l.style.position="absolute";l.tabIndex=-1;
+l.classList.add("webviewer-canvas");l.oncontextmenu=function(){return!1};e.appendChild(l);b=a._createSvgElement(g);e.appendChild(b);k=a._createSvgElement(k);e.appendChild(k);g=document.createElement("div");g.id=c;g.style.position="absolute";g.style.width="100%";g.style.height="100%";g.style.pointerEvents="none";e.appendChild(g);return new a(e,l,b,k,g)};a.createFromId=function(a){a=document.getElementById(a);return null===a?null:this.createFromElement(a)};a._createSvgElement=function(a){var c=document.createElementNS("http://www.w3.org/2000/svg",
+"svg");c.id=a;c.style.width="100%";c.style.height="100%";c.style.position="absolute";c.style.pointerEvents="none";c.style.overflow="hidden";c.setAttributeNS("http://www.w3.org/2000/xmlns/","xmlns:xlink","http://www.w3.org/1999/xlink");return c};return a}();h.DomElements=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+var __extends=this&&this.__extends||function(){var d=function(h,f){d=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(a,d){a.__proto__=d}||function(a,d){for(var c in d)d.hasOwnProperty(c)&&(a[c]=d[c])};return d(h,f)};return function(h,f){function a(){this.constructor=h}d(h,f);h.prototype=null===f?Object.create(f):(a.prototype=f.prototype,new a)}}();
+(function(d){var h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(Error);d.CommunicatorError=h;var f=function(a){function c(b){b=a.call(this,"Invalid index ("+b+").")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.InvalidIndexError=f;f=function(a){function c(){var b=a.call(this,"Selection invalidated.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.SelectionInvalidatedError=
+f;f=function(a){function c(){var b=a.call(this,"Internal logic error.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.InternalLogicError=f;f=function(a){function c(b){var g=a.call(this,"Invalid node ("+b+").")||this;Object.setPrototypeOf(g,c.prototype);g.nodeId=b;return g}__extends(c,a);return c}(h);d.InvalidNodeIdError=f;f=function(a){function c(b,g){for(var k=[],e=2;e<arguments.length;e++)k[e-2]=arguments[e];k.push(g);e=[];for(var f=0;f<k.length;f++){var m=k[f];
+switch(m){case 0:e.push(d.NodeType.DrawingSheet,d.NodeType.PartInstance,d.NodeType.AssemblyNode);break;case 1:e.push(d.NodeType.BodyInstance);e.push(d.NodeType.PmiBody);e.push(d.NodeType.ViewFrame);break;case 2:e.push(d.NodeType.BodyInstance);break;case 3:e.push(d.NodeType.CadView);break;default:d.Util.TypeAssertNever(m)}}e.sort();k=[];for(f=0;f<e.length;f++)k.push(d.NodeType[e[f]]);k=a.call(this,"Expected node ("+b+") to be of "+(1===k.length?"type ("+k[0]+")":"types "+k)+".")||this;Object.setPrototypeOf(k,
+c.prototype);k.nodeId=b;k.expectedTypes=e;return k}__extends(c,a);return c}(h);d.InvalidNodeTypeError=f;f=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.LoadError=f;var a=function(a){function c(){var b=a.call(this,"Load cancelled.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(f);d.LoadCancelledError=a;f=function(a){function c(b){b=a.call(this,"Missing model: '"+b+"'.")||this;Object.setPrototypeOf(b,
+c.prototype);return b}__extends(c,a);return c}(f);d.MissingModelError=f;h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.ParseError=h;f=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.AssemblyDataParseError=f;d.MetaDataParseError=f;h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);
+d.XmlParseError=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d,c){var b=this;this._explodeActive=!1;this._explodeMagnitude=0;this._model=a;this._engine=d;c.bind({_modelSwitched:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){this.stop();return[2]})})}})}d.prototype.start=function(a,d){this.getActive()&&this.stop();return this._doExplode(a,d)};d.prototype.setMagnitude=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return 0<
+a&&!this._explodeActive?[4,this.start()]:[3,2];case 1:return d.sent(),[3,3];case 2:0===a&&this._explodeActive&&this.stop(),d.label=3;case 3:return this._explodeActive?(this._explodeMagnitude=a,[2,this._engine.setExplodeMagnitude(a)]):[2]}})})};d.prototype.stop=function(){this._engine.stopExplode();this._explodeMagnitude=0;this._explodeActive=!1;this._engine.setExplodeMagnitude(0);return Promise.resolve()};d.prototype.getMagnitude=function(){return this._explodeMagnitude};d.prototype.getActive=function(){return this._explodeActive};
+d.prototype._doExplode=function(a,d){return __awaiter(this,void 0,void 0,function(){var c,b;return __generator(this,function(g){switch(g.label){case 0:return this._explodeActive=!0,c=void 0!==a&&0<a.length?this._model._gatherInstanceIncsFromNodeIds(a):[],d?[3,2]:[4,this._model.getModelBounding(!0,!1)];case 1:return b=g.sent(),this._engine.startExplode(c,b.center()),[3,3];case 2:this._engine.startExplode(c,d),g.label=3;case 3:return[2]}})})};return d}();d.ExplodeManager=h})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){var f=function(){function a(){this._obscuredLineColor=d.Color.black();this._obscuredLineOpacity=.2;this._visibleLineColor=d.Color.black();this._visibleLineOpacity=1;this._backgroundColor=d.Color.white()}a.prototype.getObscuredLineColor=function(){return this._obscuredLineColor.copy()};a.prototype.setObscuredLineColor=function(a){this._obscuredLineColor.assign(a)};a.prototype.getObscuredLineOpacity=function(){return this._obscuredLineOpacity};a.prototype.getObscuredLineTransparency=function(){return this.getObscuredLineOpacity()};
+a.prototype.setObscuredLineOpacity=function(a){0<=a&&1>=a&&(this._obscuredLineOpacity=a)};a.prototype.setObscuredLineTransparency=function(a){this.setObscuredLineOpacity(a)};a.prototype.getVisibleLineColor=function(){return this._visibleLineColor.copy()};a.prototype.setVisibleLineColor=function(a){this._visibleLineColor.assign(a)};a.prototype.getVisibleLineOpacity=function(){return this._visibleLineOpacity};a.prototype.getVisibleLineTransparency=function(){return this.getVisibleLineOpacity()};a.prototype.setVisibleLineOpacity=
+function(a){0<=a&&1>=a&&(this._visibleLineOpacity=a)};a.prototype.setVisibleLineTransparency=function(a){this.setVisibleLineOpacity(a)};a.prototype.getBackgroundColor=function(){return this._backgroundColor.copy()};a.prototype.setBackgroundColor=function(a){this._backgroundColor.assign(a)};return a}();h.HiddenLineSettings=f})(d.Settings||(d.Settings={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.isMouseEventType=function(a){switch(a){case d.EventType.MouseDown:return!0;case d.EventType.MouseMove:return!0;case d.EventType.MouseUp:return!0;case d.EventType.Mousewheel:return!0;case d.EventType.TouchStart:return!1;case d.EventType.TouchMove:return!1;case d.EventType.TouchEnd:return!1;case d.EventType.KeyDown:return!1;case d.EventType.KeyUp:return!1;case d.EventType.ViewOrientationChange:return!1}};var f=function(){function a(){this._date=new Date;this._handled=!1}
+a.prototype.getHandled=function(){return this._handled};a.prototype.setHandled=function(a){this._handled=a};a.prototype.getDate=function(){return this._date};return a}();h.InputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(a){function d(c,b,g){b=a.call(this)||this;b._keyCode=c;b._eventType=g;return b}__extends(d,a);d.prototype.getKeyCode=function(){return this._keyCode};d.prototype.getEventType=function(){return this._eventType};return d}(d.InputEvent);d.KeyInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function e(c,b){this._callbackManager=c;this._operatorManager=b;this._contextEventChecker=new a(this._callbackManager)}e.prototype.injectMouseDownEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,b,g,a,e,d.MouseInputType.Down);b=d.EventType.MouseDown;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onMouseDownEvent(c)};e.prototype.injectMouseMoveEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,
+b,g,a,e,d.MouseInputType.Move);b=d.EventType.MouseMove;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectMouseUpEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,b,g,a,e,d.MouseInputType.Up);b=d.EventType.MouseUp;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onMouseUpEvent(c)};e.prototype.injectMousewheelEvent=function(c,b,g,a,e){c=new d.Event.MouseWheelInputEvent(c,
+b,g,a,e,d.MouseInputType.Wheel);b=d.EventType.Mousewheel;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectKeyDownEvent=function(c,b){c=new d.Event.KeyInputEvent(c,b,d.KeyInputType.Down);b=d.EventType.KeyDown;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectKeyUpEvent=function(c,b){c=new d.Event.KeyInputEvent(c,b,d.KeyInputType.Up);b=d.EventType.KeyUp;this._callbackManager.trigger("_inputInteraction",
+c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectTouchStartEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.Start);b=d.EventType.TouchStart;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchStartEvent(c)};e.prototype.injectTouchMoveEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.Start);b=d.EventType.TouchMove;this._callbackManager.trigger("_inputInteraction",
+c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchMoveEvent(c)};e.prototype.injectTouchEndEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.End);b=d.EventType.TouchEnd;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchEndEvent(c)};e.prototype.injectViewOrientationChangeEvent=function(){this._operatorManager._injectViewOrientationChangeEvent()};return e}();h.EventDispatcher=
+f;var a=function(){function a(c){this._contextMenuMouseButton=d.Button.Right;this._contextMenuPositionStart=d.Point2.zero();this._touchTimer=new d.Util.Timer;this._activeTouchCount=0;this._initialPosition=d.Point2.zero();this._callbackManager=c}a.prototype.onMouseDownEvent=function(c){c.getHandled()||this._contextMenuPositionStart.assign(c.getPosition())};a.prototype.onMouseUpEvent=function(c){if(!c.getHandled()){var b=c.getPosition();c.getButton()===this._contextMenuMouseButton&&this._contextMenuPositionStart.equals(b)&&
+this._callbackManager.trigger("contextMenu",b,c.getModifiers())}};a.prototype.onTouchStartEvent=function(c){var b=this,g=c.getPosition().copy();0===this._activeTouchCount&&(this._initialPosition=g);++this._activeTouchCount;c.getHandled()||this._touchTimer.set(600,function(){b._callbackManager.trigger("contextMenu",g,d.KeyModifiers.None)})};a.prototype.onTouchMoveEvent=function(c){if(!this._touchTimer.isIdle(0)){c=d.Point2.subtract(this._initialPosition,c.getPosition());c=Math.abs(c.squaredLength());
+var b=.02*window.outerHeight;c>b*b&&this._touchTimer.clear()}};a.prototype.onTouchEndEvent=function(c){0<this._activeTouchCount&&--this._activeTouchCount;this._touchTimer.clear()};return a}()})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d){this.x=a;this.y=d}d.prototype.assign=function(a){this.x=a.x;this.y=a.y;return this};d.prototype.add=function(a){this.x+=a.x;this.y+=a.y;return this};d.prototype.subtract=function(a){this.x-=a.x;this.y-=a.y;return this};d.prototype.scale=function(a){this.x*=a;this.y*=a;return this};d.prototype.equals=function(a){return this.x===a.x&&this.y===a.y};d.prototype.set=function(a,d){this.x=a;this.y=d;return this};d.prototype.copy=function(){return new d(this.x,
+this.y)};d.prototype.length=function(){return Math.sqrt(this.squaredLength())};d.prototype.squaredLength=function(){return this.x*this.x+this.y*this.y};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{x:this.x,y:this.y}};d.prototype.forJson=function(){return this.toJson()};d.fromJson=function(a){return new d(a.x,a.y)};d.subtract=function(a,e){return new d(a.x-e.x,a.y-e.y)};d.add=function(a,e){return new d(a.x+e.x,a.y+e.y)};d.distance=function(a,e){return d.subtract(e,
+a).length()};d.zero=function(){return new d(0,0)};d.fromPoint3=function(a){return new d(a.x,a.y)};return d}();d.Point2=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(){this.top=this.left=0}}(),a=function(){function a(c,b){this._isFirefox=this._isIE=!1;this._canvas=null;this._canvasEventFunctions=new Map;this._documentEventFunctions=new Map;this._pointerEventsEnabled=!0;this._captureInput=this._dragStarted=this._eventsBound=this._processInput=!1;this._elementOffset=new f;this._pointerUp=!1;this._buttons=d.Buttons.None;this._eventDispatcher=c;this._timeoutMonitor=b;this._document=document;c=navigator.userAgent.toLowerCase();
+this._isIE=0<=c.indexOf("trident")||0<=c.indexOf("edge");this._isFirefox=-1<c.indexOf("firefox")}a.prototype._tryLockEventDispatcher=function(){return a._activeEventDispatcherLocked&&a._activeEventDispatcher!==this._eventDispatcher?!1:(this._calculateElementOffset(),a._activeEventDispatcher=this._eventDispatcher,a._activeOffset=this._elementOffset,a._activeEventDispatcherLocked=!0)};a.prototype._unlockEventDispatcher=function(){a._activeEventDispatcherLocked=!1};a.prototype.shutdown=function(){this.unbindEvents()};
+a.prototype.setDocument=function(c){this._unbindDocumentEvents();this._document=c;this._initDocumentEvents()};a.prototype.setOptions=function(c){c.hasOwnProperty("usePointerEvents")&&this.setPointerEventsEnabled(!!c.usePointerEvents)};a.prototype.elementResize=function(){this._calculateElementOffset()};a.prototype.setPointerEventsEnabled=function(c){this._pointerEventsEnabled=c};a.prototype.getPointerEventsEnabled=function(){return this._pointerEventsEnabled};a.prototype._browserSupportsPointerEvents=
+function(){return window.hasOwnProperty("PointerEvent")};a.prototype._usePointerEvents=function(){return this._browserSupportsPointerEvents()&&this._pointerEventsEnabled&&this._isIE};a.prototype._calculateElementOffset=function(){if(null!==this._canvas){var c=this._canvas.getBoundingClientRect();this._elementOffset.left=c.left;this._elementOffset.top=c.top}};a.prototype._initDocumentEvents=function(){var c=this;this._usePointerEvents()?(this._bindDocumentEvent("pointermove",function(b){c._processDocumentPointerMove(b)}),
+this._bindDocumentEvent("pointerup",function(b){c._processDocumentPointerUp(b)})):(this._bindDocumentEvent("mousemove",function(b){c._processDocumentMouseMove(b)}),this._bindDocumentEvent("mouseup",function(b){c._processDocumentMouseUp(b)}))};a.prototype._initCanvasEvents=function(){var c=this;this._usePointerEvents()?(this._bindCanvasEvent("pointerdown",function(b){c._processPointerDown(b)}),this._bindCanvasEvent("pointermove",function(b){c._processPointerMove(b)}),this._bindCanvasEvent("pointerup",
+function(b){c._processPointerUp(b)}),this._bindCanvasEvent("pointerenter",function(b){c._processPointerEnter(b)}),this._bindCanvasEvent("pointerleave",function(b){c._processPointerLeave(b)})):(this._bindCanvasEvent("mousedown",function(b){c._processMouseDown(b)}),this._bindCanvasEvent("mousemove",function(b){c._processMouseMove(b)}),this._bindCanvasEvent("mouseup",function(b){c._processMouseUp(b)}),this._bindCanvasEvent("mouseenter",function(b){c._processMouseEnter(b)}),this._bindCanvasEvent("mouseleave",
+function(b){c._processMouseLeave(b)}),this._bindCanvasEvent("touchstart",function(b){c._processTouchStart(b)}),this._bindCanvasEvent("touchmove",function(b){c._processTouchMove(b)}),this._bindCanvasEvent("touchend",function(b){c._processTouchEnd(b)}),this._bindCanvasEvent("touchcancel",function(b){c._processTouchEnd(b)}));this._isFirefox?this._bindCanvasEvent("DOMMouseScroll",function(b){c._processMousewheel(b)}):this._bindCanvasEvent("mousewheel",function(b){c._processMousewheel(b)});this._bindCanvasEvent("keydown",
+function(b){c._processKeyDownEvent(b)});this._bindCanvasEvent("keyup",function(b){c._processKeyUpEvent(b)})};a.prototype.bindEvents=function(c){this._eventsBound||(this._canvas=c,this._processInput=!0,this._initCanvasEvents(),this._initDocumentEvents(),this._eventsBound=!0,this._tryLockEventDispatcher())};a.prototype._bindDocumentEvent=function(c,b){if(null!==this._document){var g=this._documentEventFunctions.get(c);void 0!==g&&this._document.removeEventListener(c,g);this._documentEventFunctions.set(c,
+b);this._document.addEventListener(c,b)}};a.prototype._bindCanvasEvent=function(c,b){if(null!==this._canvas){var g=this._canvasEventFunctions.get(c);void 0!==g&&this._canvas.removeEventListener(c,g);this._canvasEventFunctions.set(c,b);this._canvas.addEventListener(c,b)}};a.prototype._unbindDocumentEvents=function(){var c=this;this._documentEventFunctions.forEach(function(b,g){c._document.removeEventListener(g,b)});this._documentEventFunctions.clear()};a.prototype._unbindCanvasEvents=function(){var c=
+this;null!==this._canvas&&(this._canvasEventFunctions.forEach(function(b,g){c._canvas.removeEventListener(g,b)}),this._canvasEventFunctions.clear());console.assert(0===this._canvasEventFunctions.size)};a.prototype.unbindEvents=function(){this._unbindCanvasEvents();this._unbindDocumentEvents();this._eventsBound=this._processInput=!1;a._activeEventDispatcher===this._eventDispatcher&&this._unlockEventDispatcher()};a.prototype._convertEventCoordsToTargetCoords=function(c,b){var g=null!==a._activeOffset?
+a._activeOffset:this._elementOffset;return new d.Point2(c-g.left,b-g.top)};a.prototype.focusInput=function(c){null!==this._canvas&&(c?this._canvas.focus():this._canvas.blur())};a.prototype._setButtons=function(c){c.buttons&&(this._buttons=c.buttons)};a.prototype._processMouseDown=function(c){if(this._tryLockEventDispatcher()){switch(c.button){case 0:this._buttons|=d.Buttons.Left;break;case 1:this._buttons|=d.Buttons.Middle;break;case 2:this._buttons|=d.Buttons.Right}c.preventDefault();this._timeoutMonitor.resetTimeout();
+if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);a._activeEventDispatcher.injectMouseDownEvent(b.x,b.y,c.button,this._buttons,g);this._dragStarted=!0}}};a.prototype._processMouseMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY);c=this._getEventModifiers(c);null!==a._activeEventDispatcher&&a._activeEventDispatcher.injectMouseMoveEvent(b.x,
+b.y,d.Button.None,this._buttons,c)}};a.prototype._processMouseUp=function(c){this._unlockEventDispatcher();switch(c.button){case 0:this._buttons&=~d.Buttons.Left;break;case 1:this._buttons&=~d.Buttons.Middle;break;case 2:this._buttons&=~d.Buttons.Right}c.preventDefault();c.stopPropagation();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);null!==a._activeEventDispatcher?a._activeEventDispatcher.injectMouseUpEvent(b.x,
+b.y,c.button,this._buttons,g):this._eventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g);this._captureInput=this._dragStarted=!1}};a.prototype._processMousewheel=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);this._eventDispatcher.injectMousewheelEvent(b.x,b.y,this._isFirefox?0<c.detail?-1:1:0<c.wheelDelta?1:-1,this._buttons,g)}};a.prototype._processDocumentMouseMove=
+function(c){this._dragStarted&&this._captureInput&&this._processMouseMove(c)};a.prototype._processDocumentMouseUp=function(c){this._dragStarted&&this._captureInput&&this._processMouseUp(c)};a.prototype._processMouseLeave=function(c){this._unlockEventDispatcher();this._dragStarted&&(this._captureInput=!0)};a.prototype._processMouseEnter=function(c){this._tryLockEventDispatcher()&&this._dragStarted&&(this._captureInput=!1)};a.prototype._isFunctionKey=function(c){return 112<=c.which&&123>=c.which};a.prototype._processKeyDownEvent=
+function(c){this._isFunctionKey(c)||c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._getEventModifiers(c);this._eventDispatcher.injectKeyDownEvent(c.which,b)}};a.prototype._processKeyUpEvent=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._getEventModifiers(c);this._eventDispatcher.injectKeyUpEvent(c.which,b)}};a.prototype._processTouchStart=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();
+if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchStartEvent(g.identifier,a.x,a.y,this._buttons)}};a.prototype._processTouchMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchMoveEvent(g.identifier,
+a.x,a.y,this._buttons)}};a.prototype._processTouchEnd=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchEndEvent(g.identifier,a.x,a.y,this._buttons)}};a.prototype._processPointerDown=function(c){if(this._tryLockEventDispatcher()&&(this._setButtons(c),c.preventDefault(),this._timeoutMonitor.resetTimeout(),
+this._processInput)){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);"mouse"===c.pointerType?a._activeEventDispatcher.injectMouseDownEvent(b.x,b.y,c.button,this._buttons,g):"touch"===c.pointerType&&a._activeEventDispatcher.injectTouchStartEvent(c.pointerId,b.x,b.y,this._buttons);this._pointerUp=!1}};a.prototype._processPointerMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();this._setButtons(c);if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,
+c.clientY),g=this._getEventModifiers(c);null!==a._activeEventDispatcher&&("mouse"===c.pointerType?a._activeEventDispatcher.injectMouseMoveEvent(b.x,b.y,c.button,this._buttons,g):"touch"===c.pointerType&&a._activeEventDispatcher.injectTouchMoveEvent(c.pointerId,b.x,b.y,this._buttons))}};a.prototype._processPointerUp=function(c){this._unlockEventDispatcher();this._setButtons(c);c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,
+c.clientY),g=this._getEventModifiers(c);"mouse"!==c.pointerType||this._pointerUp?"touch"===c.pointerType&&this._eventDispatcher.injectTouchEndEvent(c.pointerId,b.x,b.y,this._buttons):null!==a._activeEventDispatcher?a._activeEventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g):this._eventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g);this._captureInput=this._dragStarted=!1;this._pointerUp=!0}};a.prototype._processPointerEnter=function(c){this._pointerUp||(this._captureInput=
+!1)};a.prototype._processPointerLeave=function(c){this._pointerUp||(this._captureInput=!0)};a.prototype._processDocumentPointerMove=function(c){!this._pointerUp&&this._captureInput&&this._processPointerMove(c)};a.prototype._processDocumentPointerUp=function(c){!this._pointerUp&&this._captureInput&&this._processPointerUp(c)};a.prototype._getEventModifiers=function(c){var b=d.KeyModifiers.None;c.altKey&&(b|=d.KeyModifiers.Alt);c.ctrlKey&&(b|=d.KeyModifiers.Control);c.shiftKey&&(b|=d.KeyModifiers.Shift);
+c.metaKey&&(b|=d.KeyModifiers.Command);return b};a._activeEventDispatcher=null;a._activeEventDispatcherLocked=!1;a._activeOffset=null;return a}();h.InputMonitor=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.Directional=0]="Directional"})(d.LightType||(d.LightType={}));(function(d){d[d.World=0]="World";d[d.Camera=1]="Camera"})(d.LightSpace||(d.LightSpace={}));var h=function(){return function(d,a,e,c){this.type=d;this.space=a;this.position=e;this.color=c}}();d.Light=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(){}d.prototype.exportMarkup=function(){return[]};d.prototype.loadData=function(a){a;return Promise.resolve([])};return d}();d.MarkupTypeManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a,c){var b=f.call(this)||this;b._markupArray=[];b._viewer=a;b._callbackManager=c;b._callbackManager.bind({modelSwitched:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.removeAllLines()];case 1:return b.sent(),[2]}})})}});return b}__extends(a,f);a.prototype.addLine=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._markupArray.push(a),
+[4,a.updateLine()];case 1:return c.sent(),this._callbackManager.trigger("lineCreated",a),[2]}})})};a.prototype.removeLine=function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:c=0,b.label=1;case 1:return c<this._markupArray.length?this._markupArray[c].getId()!==a.getId()?[3,3]:[4,a.removeLine()]:[3,4];case 2:b.sent(),this._markupArray.splice(c,1),this._callbackManager.trigger("lineDeleted",a),b.label=3;case 3:return c++,[3,1];case 4:return[2]}})})};
+a.prototype.removeAllLines=function(){for(var a=this,c=[],b=function(b){var d=g._markupArray[b];c.push(d.removeLine().then(function(){a._callbackManager.trigger("lineDeleted",d)}));g._markupArray.splice(b,1)},g=this,k=this._markupArray.length-1;0<=k;k--)b(k);return d.Util.waitForAll(c)};a.prototype.getAllLines=function(){return this._markupArray.slice(0)};a.prototype.removeLastLine=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return 0<
+this._markupArray.length?[4,this.removeLine(this._markupArray[this._markupArray.length-1])]:[3,2];case 1:a.sent(),a.label=2;case 2:return[2]}})})};a.prototype.getLineByNodeId=function(a){for(var c=0,b=this._markupArray;c<b.length;c++){var g=b[c],d=g.getNodeId();if(null!==d&&d===a)return g}return null};a.prototype.exportMarkup=function(){for(var a=[],c=0,b=this._markupArray;c<b.length;c++)a.push(b[c].toJson());return a};a.prototype._handleLoadLine=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(c){switch(c.label){case 0:return a instanceof d.Markup.Line.LineMarkup?[4,this.addLine(a)]:[3,2];case 1:return c.sent(),this._callbackManager.trigger("lineLoaded",a),[2,!0];case 2:return[2,!1]}})})};a.prototype.loadData=function(a){for(var c=this,b=[],g=0;g<a.length;g++){var k=a[g];if(k.hasOwnProperty("className")){var e=d.Internal.classFromString(k.className);e&&(k=e.fromJson(k,this._viewer),k instanceof Promise?b.push(k.then(function(b){return c._handleLoadLine(b)})):b.push(this._handleLoadLine(k)))}}return Promise.all(b)};
+return a}(d.MarkupTypeManager);d.LineManager=h})(Communicator||(Communicator={}));var __decorate=this&&this.__decorate||function(d,h,f,a){var e=arguments.length,c=3>e?h:null===a?a=Object.getOwnPropertyDescriptor(h,f):a,b;if("object"===typeof Reflect&&"function"===typeof Reflect.decorate)c=Reflect.decorate(d,h,f,a);else for(var g=d.length-1;0<=g;g--)if(b=d[g])c=(3>e?b(c):3<e?b(h,f,c):b(h,f))||c;return 3<e&&c&&Object.defineProperty(h,f,c),c};
+(function(d){var h=function(){function f(a,e,c,b,g,k,l){this._markupTypeMap=new Map;this._domElements=a;this._callbackManager=b;this._viewer=l;this._sheetManager=g;this._sheetManager.setMarkupManager(this);this._noteTextManager=k;this._renderer=new d.Internal.SVG.SVGMarkupRenderer;this._itemManager=new d.Internal.MarkupItemManager(this._callbackManager,this._domElements,this._renderer);this._viewManager=new d.Internal.MarkupViewManager(this._viewer,this._itemManager,this._callbackManager,l.explodeManager,
+l.cuttingManager,this._sheetManager);this._measurementManager=e;this._lineManager=c}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","MarkupManager",d);return b.apply(this,c)};return c};f.prototype.registerMarkupTypeManager=function(a,d){this._markupTypeMap.set(a,d)};f.prototype.createMarkupView=function(a,d,c,b,g){void 0===d&&(d=!0);void 0===c&&(c=null);void 0===b&&(b=null);void 0===
+g&&(g=null);var k=this._viewer.sheetManager.getActiveSheetId();return this._viewManager.createView(a,d,k,c,b,g).getUniqueId()};f.prototype.getMarkupView=function(a){return this._viewManager.getView(a)};f.prototype.getMarkupViewKeys=function(){return this._viewManager.getViewKeys()};f.prototype.activateMarkupViewWithPromise=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,this._viewManager.activateView(a,
+e)]})})};f.prototype.activateMarkupView=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return this._viewManager.deprecatedActivateView(a,e)};f.prototype.getActiveMarkupView=function(){return this._itemManager.getActiveView()};f.prototype.deleteMarkupView=function(a){return this._viewManager.deleteView(a)};f.prototype.registerMarkup=function(a){a=this._itemManager.registerMarkupItem(a);this.updateLater();return a};f.prototype.unregisterMarkup=function(a){this._itemManager.unregisterMarkupItem(a);
+this.updateLater()};f.prototype.addMarkupElement=function(a){var e=d.UUID.create();a.id=e;this._domElements.getRedlineElement().appendChild(a);return e};f.prototype.removeMarkupElement=function(a){for(var d=this._domElements.getRedlineElement(),c=0;c<d.children.length;c++){var b=d.children.item(c);null!==b&&b.id===a&&d.removeChild(b)}};f.prototype.refreshMarkup=function(){this.updateLater()};f.prototype.updateLater=function(){this._itemManager.updateLater()};f.prototype.pickMarkupItem=function(a){return this._itemManager.pick(a)};
+f.prototype.getPickTolerance=function(){return this._itemManager.getPickTolerance()};f.prototype.setPickTolerance=function(a){return this._itemManager.setPickTolerance(a)};f.prototype.selectMarkup=function(a){this._itemManager.select(a)};f.prototype.getSelectedMarkup=function(){return this._itemManager.getSelected()};f.prototype.exportMarkup=function(){var a={views:this._viewManager.exportMarkup(),notes:this._noteTextManager.exportMarkup(),measurement:this._measurementManager.exportMarkup(),lines:this._lineManager.exportMarkup()};
+this._markupTypeMap.forEach(function(d,c){a[c]=d.exportMarkup()});return a};f.prototype.loadMarkupData=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){"string"===typeof a&&(a=JSON.parse(a));return[2,this._loadMarkupData(a)]})})};f.prototype._loadMarkupData=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){e=[];a.hasOwnProperty("views")&&(c=this._viewManager.loadData(a.views).then(d.Internal.all),e.push(c));
+a.hasOwnProperty("notes")&&(c=this._noteTextManager.loadData(a.notes).then(d.Internal.all),e.push(c));a.hasOwnProperty("measurement")&&(c=this._measurementManager.loadData(a.measurement).then(d.Internal.all),e.push(c));a.hasOwnProperty("lines")&&(c=this._lineManager.loadData(a.lines).then(d.Internal.all),e.push(c));this._markupTypeMap.forEach(function(b,c){a.hasOwnProperty(c)&&(b=b.loadData(a[c]).then(d.Internal.all),e.push(b))});return[2,Promise.all(e).then(d.Internal.all)]})})};f.prototype.getRenderer=
+function(){return this._renderer};f.prototype._shutdown=function(){this._itemManager.shutdown();this._renderer._clear()};f.prototype._update=function(){this._itemManager.update()};f.prototype._setActiveMarkupView=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this._itemManager.setActiveView(a)]})})};f.prototype._getItemManager=function(){return this._itemManager};__decorate([f.deprecated],f.prototype,"activateMarkupView",null);return f}();d.MarkupManager=
+h})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a,c){var b=f.call(this)||this;b._markupArray=[];b._color=new d.Color(0,0,0);b._edgeColor=new d.Color(0,0,0);b._viewer=a;b._callbackManager=c;b._callbackManager.bind({modelSwitched:function(){b.removeAllMeasurements()}});return b}__extends(a,f);a.prototype.addMeasurement=function(a){this._markupArray.push(a);var c=this._viewer.markupManager.registerMarkup(a);a._setId(c);return c};a.prototype.finalizeMeasurement=function(a){this._callbackManager.trigger("measurementCreated",a)};
+a.prototype.removeMeasurement=function(a){for(var c=0;c<this._markupArray.length;c++)if(this._markupArray[c]._getId()===a._getId()){this._markupArray.splice(c,1);this._viewer.markupManager.unregisterMarkup(a._getId());this._callbackManager.trigger("measurementDeleted",a);break}};a.prototype.removeAllMeasurements=function(){for(var a=this._markupArray.length-1;0<=a;a--){var c=this._markupArray[a];this._viewer.markupManager.unregisterMarkup(c._getId());this._markupArray.splice(a,1);this._callbackManager.trigger("measurementDeleted",
+c)}};a.prototype.getAllMeasurements=function(){return this._markupArray.slice(0)};a.prototype.removeLastMeasurement=function(){0<this._markupArray.length&&this.removeMeasurement(this._markupArray[this._markupArray.length-1])};a.prototype.setMeasurementColor=function(a){this._color.assign(a)};a.prototype.getMeasurementColor=function(){return this._color.copy()};a.prototype.setMeasurementEdgeColor=function(a){this._edgeColor.assign(a)};a.prototype.getMeasurementEdgeColor=function(){return this._edgeColor.copy()};
+a.prototype.exportMarkup=function(){for(var a=[],c=0,b=this._markupArray;c<b.length;c++)a.push(b[c].toJson());return a};a.prototype._handleLoadMeasurement=function(a){return a instanceof d.Markup.Measure.MeasureMarkup?(this.addMeasurement(a),this._callbackManager.trigger("measurementLoaded",a),!0):!1};a.prototype.loadData=function(a){for(var c=this,b=[],g=0;g<a.length;g++){var k=a[g];if(k.hasOwnProperty("className")){var e=d.Internal.classFromString(k.className);e&&(k=e.fromJson(k,this._viewer),k instanceof
+Promise?b.push(k.then(function(b){return c._handleLoadMeasurement(b)})):b.push(Promise.resolve(this._handleLoadMeasurement(k))))}}return Promise.all(b)};return a}(d.MarkupTypeManager);d.MeasureManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this._faceMeshData=[];this._pointMeshData=[];this._polylineMeshData=[];this._faceWinding=d.FaceWinding.CounterClockwise;this._isManifold=this._backfacesEnabled=!1}f.prototype.addFaces=function(a,e,c,b,g){void 0===g&&(g=0);this._faceMeshData.push(new d.Internal.FaceMeshData(a,e,c,b,g))};f.prototype.addPoints=function(a,e,c){void 0===c&&(c=0);this._pointMeshData.push(new d.Internal.PointMeshData(a,e,c))};f.prototype.addPolyline=function(a,e,c){void 0===c&&
+(c=0);this._polylineMeshData.push(new d.Internal.PolylineMeshData(a,e,c))};f.prototype.clear=function(){this._faceMeshData.length=0;this._pointMeshData.length=0;this._polylineMeshData.length=0};f.prototype.setFaceWinding=function(a){this._faceWinding=a};f.prototype.getFaceWinding=function(){return this._faceWinding};f.prototype.setBackfacesEnabled=function(a){this._backfacesEnabled=a};f.prototype.getBackfacesEnabled=function(){return this._backfacesEnabled};f.prototype.setManifold=function(a){this._isManifold=
+a};f.prototype.isManifold=function(){return this._isManifold};f.prototype._getFaceData=function(){return this._faceMeshData};f.prototype._getPointData=function(){return this._pointMeshData};f.prototype._getPolylineData=function(){return this._polylineMeshData};return f}();d.MeshData=h;h=function(){function f(a,e,c,b,g,k,l){this._instanceName=this._pointColor=this._lineColor=this._faceColor=this._matrix=this._meshId=null;this._pointOpacity=this._lineOpacity=this._faceOpacity=1;this._creationFlags=
+d.MeshInstanceCreationFlags.None;this._overlayIndex=0;a&&(this._meshId=a.slice());e&&(this._matrix=e.copy());c&&(this._instanceName=c);b&&(this._faceColor=b.copy());g&&(this._lineColor=g.copy());k&&(this._pointColor=k.copy());l&&(this._creationFlags=l)}f.prototype.copy=function(){var a=new f(this.getMeshId(),this.getMatrix(),this.getInstanceName(),this.getFaceColor(),this.getLineColor(),this.getPointColor(),this.getCreationFlags());a.setPointOpacity(this.getOpacity());a.setLineOpacity(this.getLineOpacity());
+a.setOpacity(this.getOpacity());a.setOverlayIndex(this.getOverlayIndex());return a};f.prototype.clear=function(){this._instanceName=this._pointColor=this._lineColor=this._faceColor=this._matrix=this._meshId=null;this._pointOpacity=this._lineOpacity=this._faceOpacity=1;this._creationFlags=d.MeshInstanceCreationFlags.None;this._overlayIndex=0};f.prototype.getMeshId=function(){return null!==this._meshId?this._meshId.slice():null};f.prototype.getMeshKey=function(){return this.getMeshId()};f.prototype.setMeshId=
+function(a){this._meshId=a.slice()};f.prototype.setMeshKey=function(a){this.setMeshId(a)};f.prototype.getMatrix=function(){return null!==this._matrix?this._matrix.copy():null};f.prototype.getCreationFlags=function(){return this._creationFlags};f.prototype.setCreationFlags=function(a){this._creationFlags=a};f.prototype.setMatrix=function(a){this._matrix=a.copy()};f.prototype.getInstanceName=function(){return this._instanceName};f.prototype.setInstanceName=function(a){this._instanceName=a};f.prototype.setFaceColor=
+function(a){this._faceColor=a.copy()};f.prototype.getFaceColor=function(){return null!==this._faceColor?this._faceColor.copy():null};f.prototype.setLineColor=function(a){this._lineColor=a.copy()};f.prototype.getLineColor=function(){return null!==this._lineColor?this._lineColor.copy():null};f.prototype.setPointColor=function(a){this._pointColor=a.copy()};f.prototype.getPointColor=function(){return null!==this._pointColor?this._pointColor.copy():null};f.prototype.setPointOpacity=function(a){this._pointOpacity=
+a};f.prototype.getPointOpacity=function(){return this._pointOpacity};f.prototype.setLineOpacity=function(a){this._lineOpacity=a};f.prototype.getLineOpacity=function(){return this._lineOpacity};f.prototype.setOpacity=function(a){this._faceOpacity=a};f.prototype.setTransparency=function(a){this._faceOpacity=a};f.prototype.getOpacity=function(){return this._faceOpacity};f.prototype.getTransparency=function(){return this._faceOpacity};f.prototype.setOverlayIndex=function(a){this._overlayIndex=a};f.prototype.getOverlayIndex=
+function(){return this._overlayIndex};return f}();d.MeshInstanceData=h})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){return function(a,d,c,b,g){void 0===g&&(g=0);this.vertexData=a;this.normalData=d;this.rgba32data=c;this.uvData=b;this.bits=g}}();d.FaceMeshData=f;f=function(){return function(a,d,c){void 0===c&&(c=0);this.vertexData=a;this.rgba32data=d;this.bits=c}}();d.PolylineMeshData=f;f=function(){return function(a,d,c){void 0===c&&(c=0);this.vertexData=a;this.rgba32data=d;this.bits=c}}();d.PointMeshData=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator=
+{}));(function(d){(function(d){(function(d){function a(a){console.assert(a!==d.invalidNodeId);return a>d.invalidNodeId}d.invalidNodeId=-1;d.isAuthoredId=a;d.getAuthoredId=function(d){console.assert(a(d));return d};d.getRuntimeId=function(e,c){return a(e)?d.towardInclusionContext(c).toRuntimeId(e):e}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){d.DefaultTransitionDuration=400;d.EmptyModelName="_empty";d.InvalidNodeId=d.Internal.Tree.invalidNodeId;var h=function(){function f(a,e){var c=this;this._pmiColor=d.Color.black();this._pmiColorOverride=!1;this._viewAxes=new d.ViewAxes;this._viewAxesSet=!1;this._firstModelRootId=d.InvalidNodeId;this._engine=a;this._callbackManager=e;this._callbackManager.bind({_firstModelLoaded:function(b){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(c){this._firstModelRootId=
+b[0];return[2]})})},_resetAssemblyTreeBegin:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){this._viewAxes=new d.ViewAxes;this._viewAxesSet=!1;return[2]})})}})}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","Model",d);return b.apply(this,c)};return c};f.prototype._setModelStructure=function(a){console.assert(void 0===this._modelStructure);this._modelStructure=
+a};f.prototype.getClientDimensions=function(){return this._engine.getClientDimensions()};f.prototype.setViewAxes=function(a,e){if(a.isAxis()&&e.isAxis()&&!a.equals(e))this._viewAxes.frontVector=a,this._viewAxes.upVector=e,this._callbackManager.trigger("viewAxes",a,e),this._viewAxesSet=!0;else throw new d.CommunicatorError("The upVector and frontVector must be unique, cardinal axes.");};f.prototype.viewAxesHaveBeenSet=function(){return this._viewAxesSet};f.prototype.getViewAxes=function(){return this._viewAxes};
+f.prototype.getModelBounding=function(a,e,c){void 0===c&&(c=!1);return __awaiter(this,void 0,void 0,function(){var b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:b=new d.Box,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._engine.getModelBounding(a,e,c)];case 2:return b=f.sent(),[3,4];case 3:return g=f.sent(),k=!1,SC.isError(g)&&(l=SC.getStateFailure(g),1===l&&(k=!0)),console.assert(k),[3,4];case 4:return[2,b]}})})};f.prototype._preventNodeDeletion=function(a){return this._modelStructure.preventNodeDeletion(a)};
+f.prototype._preventMeshDeletion=function(a){console.assert(0===a[0]);return this._modelStructure.preventMeshDeletion(a[1])};f.prototype._getNodeFromInstanceInc=function(a,d,c,b){return this._modelStructure.getNodeFromInstanceInc(a,d,c,b)};f.prototype.getNodesBounding=function(a,d){var c=7,b=!1,g=!1;void 0!==d&&(!1===d.bodyInstance&&(c&=-2),!1===d.pmiBody&&(c&=-3),!1===d.viewFrame&&(c&=-5),d.ignoreInvisible&&(b=!0),d.tightBounding&&(g=!0));return this._modelStructure.getBounding(a,c,b,g)};f.prototype.getNodeRealBounding=
+function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){e=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);if(0===e.length)throw new d.CommunicatorError("Cannot get bounding of node without geometry.");return[2,this._engine.getDrawnPartsBounding(e)]})})};f.prototype.setNodesVisibilities=function(a,e){void 0===e&&(e=null);a=d.Internal.fromIntegerMap(a);return this._modelStructure.setVisibilitiesByMap(a,e)};f.prototype.setNodesVisibility=
+function(a,d,c){void 0===c&&(c=null);return this._modelStructure.setVisibilitiesByValue(a,d,c)};f.prototype.resetNodesVisibility=function(){return this._modelStructure.resetAllVisibilities()};f.prototype.getVisibilityState=function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){e=this._modelStructure.lookupAnyTreeNode(a);if(null===e)throw new d.InvalidNodeIdError(a);return[2,d.Internal.Tree.getVisibilityState(e)]})})};f.prototype.resetNodesTransform=function(){return this._modelStructure.resetAllTransforms()};
+f.prototype.reset=function(){return this._modelStructure.reset()};f.prototype.clear=function(){return this._modelStructure.clear()};f.prototype.setNodesFaceColor=function(a,d){this._setNodesFaceColor(a,d);return Promise.resolve()};f.prototype._setNodesFaceColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartColor(a,d.ElementType.Faces,e)};f.prototype._unsetNodesColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.unsetPartColor(a,e)};f.prototype.unsetNodesFaceColor=function(a){this._unsetNodesColor(a,d.ElementType.Faces);return Promise.resolve()};f.prototype.setNodesLineColor=function(a,d){this._setNodesLineColor(a,d);return Promise.resolve()};f.prototype._setNodesLineColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartColor(a,d.ElementType.Lines,e)};
+f.prototype.unsetNodesLineColor=function(a){this._unsetNodesColor(a,d.ElementType.Lines);return Promise.resolve()};f.prototype.setNodesHighlighted=function(a,e){if(0===a.length)return Promise.resolve();a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightParts(a,e);return Promise.resolve()};f.prototype.getNodesHighlighted=function(a){a=this._getInstanceIncsFromLeafNodes(a);return 0<a.length?this._engine.getPartHighlighted(a):
+Promise.resolve([])};f.prototype.setNodesColors=function(a,e){var c=this;void 0===e&&(e=!1);var b=new Set,g=new Map,k=function(a,k){a=c._modelStructure.lookupAnyTreeNode(a);if(null!==a&&(a=d.Internal.Tree.gatherInstanceIncsSync(a,7,!1,b,d.Internal.Tree.WalkRestriction.None),0<a.length)){k=(k.r<<16)+(k.g<<8)+k.b;var e=g.get(k);e?g.set(k,e.concat(a)):g.set(k,a)}};if(a instanceof Map)a.forEach(function(b,c){k(c,b)});else for(var l=0,f=Object.keys(a);l<f.length;l++){var m=parseInt(f[l],10);k(m,a[m])}g.forEach(function(b,
+g){g=new d.Color(g>>16,(g&65280)>>8,g&255);c._engine.setPartColor(b,d.ElementType.Faces,g);e&&c._engine.setPartColor(b,d.ElementType.Lines,g)});return Promise.resolve()};f.prototype.getPmiTopologyReferences=function(a){var e=[],c=function(b,c,g){var a=new d.RefOnTopoItem;a.bodyId=b;a.subElementType=c;a.subElementIndex=g;return a};a=this._modelStructure.getPmiTopologyReferences(a);if(null!==a)for(var b=0;b<a.length;b++){for(var g=a[b],k=g.body.getRuntimeId(),l=0,f=g.faceIds;l<f.length;l++)e.push(c(k,
+d.PmiTopoRef.Face,f[l]));l=0;for(g=g.edgeIds;l<g.length;l++)e.push(c(k,d.PmiTopoRef.Edge,g[l]))}return 0===e.length?null:e};f.prototype.getPmis=function(){return this._modelStructure.getPmis()};f.prototype.getPMIs=function(){return this.getPmis()};f.prototype.getPmiType=function(a){return this._modelStructure.getPmiType(a)};f.prototype.getPMIType=function(a){return this.getPmiType(a)};f.prototype.getPmiSubtype=function(a){return this._modelStructure.getPmiSubType(a)};f.prototype.getPMISubtype=function(a){return this.getPmiSubtype(a)};
+f.prototype.setPmiColor=function(a){this._pmiColor.assign(a)};f.prototype.setPMIColor=function(a){this.setPmiColor(a)};f.prototype.getPmiColor=function(){return this._pmiColor.copy()};f.prototype.getPMIColor=function(){return this.getPmiColor()};f.prototype.setPmiColorOverride=function(a,d){(this._pmiColorOverride=a)?this._modelStructure.setPmiColor(this._pmiColor,d):this._modelStructure.resetPmiColor(d);return Promise.resolve()};f.prototype.setPMIColorOverride=function(a){return this.setPmiColorOverride(a)};
+f.prototype.getPmiColorOverride=function(){return this._pmiColorOverride};f.prototype.getPMIColorOverride=function(){return this.getPmiColorOverride()};f.prototype.computeMinimumBodyBodyDistance=function(a,e){var c=this._modelStructure.lookupAnyBody(a);if(null===c)throw new d.InvalidNodeTypeError(a,1);a=this._modelStructure.lookupAnyBody(e);if(null===a)throw new d.InvalidNodeTypeError(e,1);e=c.getInstanceInc();c=a.getInstanceInc();return this._engine.computeMininimumBodyBodyDistance(e,c)};f.prototype.computeMinimumFaceFaceDistance=
+function(a,e,c,b){var g=this._modelStructure.lookupAnyBody(a);if(null===g)throw new d.InvalidNodeTypeError(a,1);a=this._modelStructure.lookupAnyBody(c);if(null===a)throw new d.InvalidNodeTypeError(c,1);c=g.getInstanceInc();g=a.getInstanceInc();return this._engine.computeMininimumFaceFaceDistance([c[0],c[1]],e,[g[0],g[1]],b)};f.prototype.computeMinimumFaceRayDistance=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();return this._engine.computeMinimumFaceRayDistance(a,
+e,c)};f.prototype.computeMinimumFaceLineDistance=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();return this._engine.computeMinimumFaceLineDistance(a,e,c)};f.prototype.setNodeFaceColor=function(a,d,c){this._setNodeFaceColor(a,d,c);return Promise.resolve()};f.prototype._setNodeFaceColor=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);2===a.length&&this._engine.setElementColor(a,
+d.ElementType.Faces,e,1,c)};f.prototype._unsetElementColor=function(a,d,c){a=this._getInstanceIncFromSingleLeafNode(a);this._engine.unsetElementColor(a,d,c,1)};f.prototype.unsetNodeFaceColor=function(a,e){this._unsetElementColor(a,d.ElementType.Faces,e);return Promise.resolve()};f.prototype.setNodeFaceHighlighted=function(a,d,c){this._setNodeFaceHighlighted(a,d,c);return Promise.resolve()};f.prototype._setNodeFaceHighlighted=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],
+7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightElements(a,d.ElementType.Faces,e,1,c)};f.prototype._getElementHighlighted=function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getElementHighlighted(b,d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype.getNodeFaceHighlighted=function(a,e){return this._getElementHighlighted(a,
+d.ElementType.Faces,e)};f.prototype.setNodeLineColor=function(a,d,c){this._setNodeLineColor(a,d,c);return Promise.resolve()};f.prototype._setNodeLineColor=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();this._engine.setElementColor(a,d.ElementType.Lines,e,1,c)};f.prototype.unsetNodeLineColor=function(a,e){this._unsetElementColor(a,d.ElementType.Lines,e);return Promise.resolve()};f.prototype.setNodeLineHighlighted=function(a,
+d,c){this._setNodeLineHighlighted(a,d,c);return Promise.resolve()};f.prototype._setNodeLineHighlighted=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightElements(a,d.ElementType.Lines,e,1,c)};f.prototype.getNodeLineHighlighted=function(a,e){return this._getElementHighlighted(a,d.ElementType.Lines,e)};f.prototype.setNodePointHighlighted=function(a,d,c){this._setNodePointHighlighted(a,d,c);return Promise.resolve()};
+f.prototype._setNodePointHighlighted=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();this._engine.highlightElements(a,d.ElementType.Points,e,1,c)};f.prototype.getNodePointHighlighted=function(a,e){return this._getElementHighlighted(a,d.ElementType.Points,e)};f.prototype.resetNodesColor=function(){this._engine.resetColors();return Promise.resolve()};f.prototype.setNodesOpacity=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartOpacity(a,e)};f.prototype.setNodesTransparency=function(a,d){this.setNodesOpacity(a,d);return Promise.resolve()};f.prototype.getNodesHaveTransparency=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return 0<a.length?this._engine.getPartHasTransparency(a):Promise.resolve([])};f.prototype.setNodesOpacities=function(a){var e=this;a=d.Internal.fromIntegerMap(a);var c=new Set;
+a.forEach(function(b,g){g=e._modelStructure.lookupAnyTreeNode(g);null!==g&&(g=d.Internal.Tree.gatherInstanceIncsSync(g,1,!1,c,d.Internal.Tree.WalkRestriction.None),0<g.length&&e._engine.setPartOpacity(g,b))})};f.prototype.setNodesTransparencies=function(a){this.setNodesOpacities(a);return Promise.resolve()};f.prototype.resetModelOpacity=function(){this._engine.resetOpacity();this._callbackManager.trigger("_resetOpacity")};f.prototype.resetModelTransparency=function(){this.resetModelOpacity();return Promise.resolve()};
+f.prototype.resetModelHighlight=function(){this._engine.clearHighlight();return Promise.resolve()};f.prototype.resetNodesOpacity=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.unsetPartOpacity(a)};f.prototype.resetNodesTransparency=function(a){this.resetNodesOpacity(a);return Promise.resolve()};f.prototype._getNodesColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);
+return 0<a.length?this._engine.getPartColor(a,e):Promise.resolve([])};f.prototype._getNodesEffectiveColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return 0<a.length?this._engine.getEffectivePartColor(a,e):Promise.resolve([])};f.prototype.getNodesFaceColor=function(a){return this._getNodesColor(a,d.ElementType.Faces)};f.prototype.getNodesEffectiveFaceColor=function(a){return this._getNodesEffectiveColor(a,d.ElementType.Faces)};f.prototype.getNodesLineColor=
+function(a){return this._getNodesColor(a,d.ElementType.Lines)};f.prototype.getNodesEffectiveLineColor=function(a){return this._getNodesEffectiveColor(a,d.ElementType.Lines)};f.prototype.getNodeColorMap=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){c=this._modelStructure.lookupAnyTreeNode(a);if(null!==c)return[2,d.Internal.Tree.getNodeColorMap(c,this._engine,e)];throw new d.InvalidNodeIdError(a);})})};f.prototype.getNodesOpacity=function(a){return Promise.resolve(this._getNodesOpacity(a))};
+f.prototype.getNodesTransparency=function(a){return this.getNodesOpacity(a)};f.prototype._getNodesOpacity=function(a){a=this._getInstanceIncsFromLeafNodes(a);return 0<a.length?this._engine.getPartOpacity(a):[]};f.prototype.getNodesEffectiveOpacity=function(a,d){return(a=this._getInstanceIncsFromLeafNodes(a))&&0<a.length?this._engine.getEffectivePartOpacity(a,d):Promise.resolve([])};f.prototype.getNodesEffectiveTransparency=function(a,d){return this.getNodesEffectiveOpacity(a,d)};f.prototype._getNodeElementColor=
+function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getElementColor(b,d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype._getNodeEffectiveElementColor=function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getEffectiveElementColor(b,
+d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype.getNodeFaceColor=function(a,e){return this._getNodeElementColor(a,d.ElementType.Faces,e)};f.prototype.getNodeEffectiveFaceColor=function(a,e){return this._getNodeEffectiveElementColor(a,d.ElementType.Faces,e)};f.prototype.getNodeLineColor=function(a,e){return this._getNodeElementColor(a,d.ElementType.Lines,e)};f.prototype.getNodeEffectiveLineColor=function(a,e){return this._getNodeEffectiveElementColor(a,d.ElementType.Lines,e)};f.prototype.getOutOfHierarchy=
+function(a){return this._modelStructure.isOutOfHierarchy(a)};f.prototype.getAbsoluteRootNode=function(){return this._modelStructure.getAbsoluteRootNodeId()};f.prototype.getRootNode=function(){return this.getAbsoluteRootNode()};f.prototype.getNodeChildren=function(a,d){return this._modelStructure.getChildIds(a,d||!1)};f.prototype.getNodesInstancingSamePart=function(a){return this._modelStructure.getPartReferrers(a)};f.prototype.getUnitMultiplier=function(){var a=this._firstModelRootId!==d.InvalidNodeId?
+this._firstModelRootId:this.getAbsoluteRootNode();return this.getNodeUnitMultiplier(a)};f.prototype.getNodeUnitMultiplier=function(a){return this._modelStructure.getUnit(a)};f.prototype.createCadView=function(a,d,c,b,g,k,l,f,m){b||(b=[]);g||(g=[]);k||(k=[]);l||(l=[]);void 0===f&&(f=null);void 0===m&&(m=null);a=this._modelStructure.createCadView(a,d,c,b,g,k,l,f,m);null!==a&&this._callbackManager.trigger("cadViewCreated",a,d);return a};f.prototype.createCADView=function(a,d,c,b,g,k,l,f,m){return this.createCadView(a,
+d,c,b,g,k,l,f,m)};f.prototype.getCadViewMap=function(){return this._modelStructure.getCadViewMap()};f.prototype.getCadViews=function(){return d.Internal.toIntegerMap(this.getCadViewMap())};f.prototype.getCADViews=function(){return this.getCadViews()};f.prototype.activateCadView=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return this._modelStructure.activateCadView(a,e)};f.prototype.activateCADView=function(a,d){return this.activateCadView(a,d)};f.prototype.getCadViewPmis=function(a){return this._modelStructure.getCadViewPmis(a)};
+f.prototype.getCADViewPMIs=function(a){return this.getCadViewPmis(a)};f.prototype.cadConfigurationsEnabled=function(){return this._modelStructure.cadConfigurationsEnabled()};f.prototype.getCadConfigurations=function(){return this._modelStructure.getCadConfigurations()};f.prototype.getCADConfigurations=function(){return this.getCadConfigurations()};f.prototype.getDefaultCadConfiguration=function(){return this._modelStructure.getDefaultCadConfiguration()};f.prototype.getCADDefaultConfiguration=function(){return this.getDefaultCadConfiguration()};
+f.prototype.getActiveCadConfiguration=function(){return this._modelStructure.getActiveCadConfiguration()};f.prototype.getCADActiveConfiguration=function(){return this.getActiveCadConfiguration()};f.prototype.activateCadConfiguration=function(a){return this._modelStructure.activateCadConfiguration(a)};f.prototype.activateCADConfiguration=function(a){return this.activateCadConfiguration(a)};f.prototype.activateDefaultCadConfiguration=function(){return this._modelStructure.activateDefaultCadConfiguration()};
+f.prototype.activateCADDefaultConfiguration=function(){return this.activateDefaultCadConfiguration()};f.prototype.getEdgeCount=function(a){return this._modelStructure.getEdgeCount(a)};f.prototype.getEdgeAttributes=function(a,d){return this._modelStructure.getEdgeAttributes(a,d)};f.prototype.getEdgeProperty=function(a,d){return this._modelStructure.getEdgeProperty(a,d)};f.prototype.getFaceCount=function(a){return this._modelStructure.getFaceCount(a)};f.prototype.getFaceAttributes=function(a,d){return this._modelStructure.getFaceAttributes(a,
+d)};f.prototype.getFaceProperty=function(a,d){return this._modelStructure.getFaceProperty(a,d)};f.prototype.setEdgeProperty=function(a,d,c){this._modelStructure.setEdgeProperty(a,d,c)};f.prototype.setFaceProperty=function(a,d,c){this._modelStructure.setFaceProperty(a,d,c)};f.prototype.getNodeMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:e=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);
+if(0===e.length)throw new d.CommunicatorError("Node does not refer to a mesh instance");if(2<e.length)throw new d.CommunicatorError("Node refers to multiple mesh instances");c=e;return[4,this._engine.getInstancesMeshData(c)];case 1:return b=g.sent(),[2,this._engine.getMeshData(b)]}})})};f.prototype.getNodeMatrix=function(a){return this._modelStructure.getMatrix(a)};f.prototype.setNodeMatrix=function(a,d,c){void 0===c&&(c=!1);return this._modelStructure.setMatrix(a,d,c)};f.prototype.resetNodeMatrixToInitial=
+function(a){return this._modelStructure.resetToInitialMatrix(a)};f.prototype.getNodeNetMatrix=function(a){return this._modelStructure.getNetMatrix(a)};f.prototype.getNodeParent=function(a){return this._modelStructure.getParentId(a)};f.prototype.getNodeType=function(a){return this._modelStructure.getType(a)};f.prototype.getNodeProperties=function(a){return this._modelStructure.getProperties(a)};f.prototype.addPropertyToNode=function(a,d,c){return this._modelStructure.addProperty(a,d,c)};f.prototype.setPhysicalProperties=
+function(a,d,c,b){return this._modelStructure.setPhysicalProperties(a,d,c,b)};f.prototype.requestNodes=function(a){return this._modelStructure.requestNodes(a)};f.prototype.getNodeName=function(a){return this._modelStructure.getName(a)||null};f.prototype.getNodeExchangeId=function(a){return this._modelStructure.getNodeExchangeId(a)};f.prototype.getFilters=function(){return this._modelStructure.getFilters()};f.prototype.getFilterName=function(a){return this._modelStructure.getFilterName(a)};f.prototype.getFiltersWithNode=
+function(a){return this._modelStructure.getFiltersWithNode(a)};f.prototype.getNodesFromFiltersId=function(a){return this._modelStructure.getNodesFromFilterIds(a)};f.prototype.getLayers=function(){return this._modelStructure.getLayers()};f.prototype.getUniqueLayerNames=function(){return this._modelStructure.getUniqueLayerNames()};f.prototype.getLayerName=function(a){return this._modelStructure.getLayerName(a)};f.prototype.getLayerIdsFromName=function(a){return this._modelStructure.getLayerIdsFromName(a)};
+f.prototype.getNodeLayerId=function(a){return this._modelStructure.getNodeLayerId(a)};f.prototype.getNodesFromLayer=function(a,d){return this._modelStructure.getRuntimeNodesFromLayer(a,d)};f.prototype.getNodesFromLayers=function(a,d){return this._modelStructure.getRuntimeNodesFromLayers(a,d)};f.prototype.getNodesFromLayerName=function(a,d){return this._modelStructure.getNodesFromLayerName(a,d)};f.prototype.getNodeVisibility=function(a){return this._modelStructure.isVisible(a)};f.prototype.getBranchVisibility=
+function(a){a=this._modelStructure.getBranchVisibility(a);if(2===a)return d.BranchVisibility.Shown;if(1===a)return d.BranchVisibility.Hidden;console.assert(3===a);return d.BranchVisibility.Mixed};f.prototype.getDataFromIds=function(a){return this._engine.getDataFromIds(a)};f.prototype.getDataFromKeys=function(a){return this.getDataFromIds(a)};f.prototype.createMesh=function(a,d){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,
+this._engine.createMesh(a)];case 1:return c=b.sent(),d&&d.doNotDelete&&this._preventMeshDeletion(c),[2,c]}})})};f._flatArrayToPairArray=function(a){for(var d=[],c=0;c<a.length;c+=2)d.push([a[c],a[c+1]]);return d};f._pairArrayToFlatArray=function(a){for(var d=[],c=0;c<a.length;c++){var b=a[c];d.push(b[0],b[1])}return d};f.prototype.getMeshIds=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){switch(b.label){case 0:return e=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None),[4,this._engine.getInstancesMeshData(e)];case 1:return c=b.sent(),[2,f._flatArrayToPairArray(c)]}})})};f.prototype.replaceMesh=function(a,d){return this._engine.replaceMesh(a,d)};f.prototype.createMeshInstance=function(a,d,c,b){void 0===d&&(d=null);c||(c=!1);b||(b=!1);return this._createMeshInstance(a,d,c,b)};f.prototype._createMeshInstance=function(a,e,c,b){return __awaiter(this,void 0,void 0,function(){var g,k,l,f,m,p,h,r;return __generator(this,function(n){switch(n.label){case 0:g=
+a.getMatrix();k=null!==g||null!==e;l=a.getCreationFlags();console.assert(!e||!b,"Out of hierarchy instances should not have a parent node.");f=null===e||this.getNodeVisibility(e);m=a;if(k||!f)m=a.copy(),m.setCreationFlags(l|d.MeshInstanceCreationFlags.Invisible);return[4,this._engine.createMeshInstance(m)];case 1:p=n.sent();h=this._modelStructure.createMeshInstance(p[0],p[1],a.getInstanceName(),e,c,b);if(!k)return[3,3];r=g?g:new d.Matrix;return[4,this.setNodeMatrix(h,r,!0)];case 2:n.sent(),0===(l&
+d.MeshInstanceCreationFlags.Invisible)&&f&&this._engine.setPartVisibility(p,!0,!0),n.label=3;case 3:return null===e?[3,5]:[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[h],d.NodeSource.CreateInstance)];case 4:n.sent(),n.label=5;case 5:return[2,h]}})})};f.prototype.createPmiInstance=function(a,e,c,b,g){return __awaiter(this,void 0,void 0,function(){var k,l,f,m,p,h,r,u;return __generator(this,function(n){switch(n.label){case 0:void 0===g&&(g=null);k=[];l=0;for(f=b;l<f.length;l++){m=
+f[l];p=this._modelStructure.lookupBodyInstance(m.bodyId);if(null===p)throw new d.InvalidNodeIdError(m.bodyId);h=d.Internal.Tree.ReferenceOnTopology.fromBodyInstance(p,m.subElementType,m.subElementIndex);k.push(h)}return[4,this._engine.createMeshInstance(a)];case 1:return r=n.sent(),u=this._modelStructure.createPmiInstance(r[0],r[1],e,c,k,a.getInstanceName(),g),null===g?[3,3]:[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[u],d.NodeSource.CreatePmi)];case 2:n.sent(),n.label=
+3;case 3:return[2,u]}})})};f.prototype.createPMIInstance=function(a,d,c,b,g){return this.createPmiInstance(a,d,c,b,g)};f.prototype.createImage=function(a,d){return this._engine.createImage(a,d)};f.prototype.deleteImages=function(a){return this._engine.destroyImages(f._pairArrayToFlatArray(a))};f.prototype.setNodesTexture=function(a,d){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.setTexture(a,d)};f.prototype.unsetNodesTexture=function(a){a=this._getInstanceIncsFromLeafNodes(a);this._engine.unsetTexture(a)};
+f.prototype.deleteMeshes=function(a){return this._engine.destroyMeshes(f._pairArrayToFlatArray(a))};f.prototype.deleteMeshInstances=function(a){var e=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None),c=[];if(0<e.length){for(var b=0;b<a.length;b++)c.push(this._modelStructure.deleteNode(a[b]));c.push(this._engine.destroyLocalInstances(e))}return d.Util.waitForAll(c)};f.prototype._obtainLoadSubtreeConfig=function(a){if(a[0]instanceof d.LoadSubtreeConfig)var e=
+a[0];else e=new d.LoadSubtreeConfig,e.additionalMatrix=a[0]||null,e.allowMissingExternalModels=!!a[1];return e.copy()};f.prototype.loadSubtreeFromXmlFile=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromXmlFile(a,e,c,b)};f.prototype.loadSubtreeFromXmlBuffer=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);
+c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromXmlDoc(a,e,c,b)};f.prototype.loadSubtreeFromScsXmlFile=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromScsXmlFile(a,e,c,b)};f.prototype.loadSubtreeFromScsXmlBuffer=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);
+return this._modelStructure.loadSubtreeFromScsXmlDoc(a,e,c,b)};f.prototype.loadSubtreeFromModel=function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromStream(a,d,c)};f.prototype.loadSubtreeFromScsFile=function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromScsFile(a,d,c)};f.prototype.loadSubtreeFromScsBuffer=
+function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromScsBuffer(a,d,c)};f.prototype.loadSubtreeFromUrl=function(a,d){return this.loadSubtreeFromXmlFile(a,d)};f.prototype.loadSubtreeFromXML=function(a,d){return this.loadSubtreeFromXmlBuffer(a,d)};f.prototype.switchToModel=function(a){this._callbackManager.trigger("modelLoadBegin");return this._modelStructure.switchToModel(a)};f.prototype.createNode=function(a,
+e,c,b,g,k){void 0===a&&(a=null);void 0===c&&(c=null);void 0===b&&(b=null);if(void 0===g||null===g)g=!0;a=this._modelStructure.createNode(a,e,c,b,g,k);null!==a&&(e=this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[a],d.NodeSource.CreateNode),e);return a};f.prototype.deleteNode=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return[4,this._modelStructure.deleteNode(a)];case 1:return d.sent(),this._callbackManager.trigger("subtreeDeleted",
+[a]),[2]}})})};f.prototype.createPart=function(a){void 0===a&&(a=null);return this._modelStructure.createPart(a)};f.prototype.setPart=function(a,d){return void 0===a||null===a||void 0===d||null===d?!1:this._modelStructure.setPart(a,d)};f.prototype.createAndAddRepresentationItem=function(a,d){if(void 0===a||null===a)return null;void 0===d&&(d=null);return this._modelStructure.createAndAddRepItem(a,d)};f.prototype.createAndAddBody=function(a,d){return this.createAndAddRepresentationItem(a,d)};f.prototype.getLowestAvailableNodeId=
+function(){return this._modelStructure.getLowestAvailableNodeId()};f.prototype.getLowestAvailableNodeID=function(){return this.getLowestAvailableNodeId()};f.prototype.setInstanceModifier=function(a,d,c){this._setInstanceModifier(a,d,c,7);return Promise.resolve()};f.prototype._setInstanceModifier=function(a,e,c,b){e=this._modelStructure.gatherInstanceIncsFromNodeIds(e,b,d.Internal.Tree.WalkRestriction.None);0<e.length&&this._engine.setInstanceModifier(a,e,c)};f.prototype.getSCInstanceKey=function(a){a=
+this._modelStructure.lookupBodyInstance(a);return null!==a?a.getInstanceInc():null};f.prototype.getNodeIDFromSCInstanceKey=function(a,d){return this._modelStructure.getNodeFromInstanceInc(!1,a,d,!1)};f.prototype.getPrimaryModelKey=function(){return this._engine.getPrimaryModelKey()};f.prototype.getPrimaryModelId=function(){return this.getPrimaryModelKey()};f.prototype.getAssociatedModelKey=function(a){a=this._modelStructure.getAssociatedModelKey(a);return Promise.resolve(a)};f.prototype.hasDepthRange=
+function(a){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.hasDepthRange(a)};f.prototype.setDepthRange=function(a,d,c){this._setDepthRange(a,d,c);return Promise.resolve()};f.prototype._setDepthRange=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.setDepthRange(a,e,c)};f.prototype.unsetDepthRange=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.unsetDepthRange(a)};
+f.prototype._gatherInstanceIncsFromNodeIds=function(a,e){void 0===e&&(e=7);return this._modelStructure.gatherInstanceIncsFromNodeIds(a,e,d.Internal.Tree.WalkRestriction.None)};f.prototype._getInstanceIncsFromLeafNodes=function(a){for(var e=[],c=0;c<a.length;c++){var b=this._modelStructure.gatherInstanceIncsFromNodeIds([a[c]],7,d.Internal.Tree.WalkRestriction.None);if(2===b.length)e.push(b[0],b[1]);else throw new d.CommunicatorError("Non-leaf node encountered");}return e};f.prototype._getInstanceIncFromSingleLeafNode=
+function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);if(2===a.length)return a;throw new d.CommunicatorError("Non-leaf node encountered");};f.prototype.setMeshLevel=function(a,d){this._modelStructure.setMeshLevel(a,d);return Promise.resolve()};f.prototype.setEnableAutomaticUnitScaling=function(a){return this._modelStructure.setEnableAutomaticUnitScaling(a)};f.prototype.setBehaviorInitiallyHidden=function(a){return this._modelStructure.setBehaviorInitiallyHidden(a)};
+f.prototype.isDrawing=function(){return this._modelStructure.isACadDrawing()};f.prototype.isMeasurable=function(){return this._modelStructure.isMeasurable()};f.prototype.getModelFileNameFromNode=function(a){return this._modelStructure.getModelFileNameFromNode(a)};f.prototype.getModelFileTypeFromNode=function(a){return this._modelStructure.getModelFileTypeFromNode(a)};f.prototype.getNodeGenericType=function(a){return this._modelStructure.getNodeGenericType(a)};f.prototype.getNodeGenericId=function(a){return this._modelStructure.getNodeGenericId(a)};
+f.prototype.registerBimNodes=function(a,e,c){void 0===c&&(c=null);return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=this._modelStructure.lookupAnyTreeNode(a);if(null===b)return[2];"boolean"===typeof c&&(c=c?"TYPE":null);return[2,d.Internal.Tree.registerBimNodes(e,this._engine,this._modelStructure,b,c)]})})};f.prototype.getGenericTypeIdMap=function(){return this._modelStructure.getGenericTypeIdMap()};f.prototype.getIfcNodeIds=function(){return this.getGenericTypeIdMap()};
+f.prototype.getIfcTypeByNodeId=function(a){return this._modelStructure.getNodeGenericType(a)};f.prototype.getNodesByGenericType=function(a){return this._modelStructure.getNodesByGenericType(a)};f.prototype.getNodesByIfcType=function(a){return this.getNodesByGenericType(a)};f.prototype.getGenericTypes=function(){return this._modelStructure.getGenericTypes()};f.prototype.getIfcTypes=function(){return this.getGenericTypes()};f.prototype.hasEffectiveGenericType=function(a,d){return this._modelStructure.hasEffectiveGenericType(a,
+d)};f.prototype.registerIfcNodes=function(a,e){void 0===e&&(e=null);return this.registerBimNodes(a,d.Internal.Tree.ifcAttributeToBimMask,e)};f.prototype.isAnnotationView=function(a){return this._modelStructure.isAnnotationView(a)};f.prototype.setNodesCullingVector=function(a,d,c,b){this._setNodesCullingVector(a,d,c,b);return Promise.resolve()};f.prototype._setNodesCullingVector=function(a,e,c,b){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return this._engine.setCullingVector(a,
+e,c,b)};f.prototype.unsetNodesCullingVectors=function(a){this._unsetNodesCullingVectors(a);return Promise.resolve()};f.prototype._unsetNodesCullingVectors=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.unsetCullingVector(a)};f.prototype.getNodesCullingVectors=function(a){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.getCullingVector(a)};f.prototype.getNodeIdOffset=function(a){return this._modelStructure.getIdOffset(a)};
+f.prototype.isNodeLoaded=function(a){return this._modelStructure.isNodeLoaded(a)};f.prototype.triangulatePolygon=function(a,e){e=d.Internal.toVec3(e);return this._engine.triangulatePolygon(a,e)};f.prototype.setNodesLinePattern=function(a,d,c,b){a=this._gatherInstanceIncsFromNodeIds(a);this._engine.setLinePattern(a,d,c,b)};f.prototype.unsetNodesLinePattern=function(a){a=this._gatherInstanceIncsFromNodeIds(a);this._engine.unsetLinePattern(a)};f.prototype._hwfAwaitAssemblyTreeReady=function(){return __awaiter(this,
+void 0,void 0,function(){var a,e,c;return __generator(this,function(b){switch(b.label){case 0:a=this.getAbsoluteRootNode();e=this._modelStructure.lookupAnyTreeNode(a);if(null===e)throw new d.InternalLogicError;c=d.Internal.Tree.towardLoadContext(e);return[4,d.Internal.Tree.WalkerAsync.forceLazyPromises(c)];case 1:return b.sent(),[4,d.Internal.Tree.markContextsLoaded([c])];case 2:return b.sent(),[2]}})})};f.prototype.getNodeUserDataIndices=function(a){return this._modelStructure.getUserDataIndices(a)};
+f.prototype.getNodeUserData=function(a,d){return this._modelStructure.getUserData(a,d)};f.prototype.getNodeIdsByGenericIds=function(a){for(var d=[],c=0;c<a.length;c++){var b=this._modelStructure.getNodeByGenericId(a[c]);null!==b&&d.push(b)}return d};f.prototype.getNodeIdsByIfcGuids=function(a){return this.getNodeIdsByGenericIds(a)};f.prototype._getModelStructure=function(){return this._modelStructure};f.prototype.isWithinExternalModel=function(a){return this._modelStructure.isWithinExternalModel(a)};
+f.prototype._firstAssemblyDataHeader=function(){return this._modelStructure.firstAssemblyDataHeader()};__decorate([f.deprecated],f.prototype,"getPMIs",null);__decorate([f.deprecated],f.prototype,"getPMIType",null);__decorate([f.deprecated],f.prototype,"getPMISubtype",null);__decorate([f.deprecated],f.prototype,"setPMIColor",null);__decorate([f.deprecated],f.prototype,"getPMIColor",null);__decorate([f.deprecated],f.prototype,"setPMIColorOverride",null);__decorate([f.deprecated],f.prototype,"getPMIColorOverride",
+null);__decorate([f.deprecated],f.prototype,"setNodesTransparency",null);__decorate([f.deprecated],f.prototype,"setNodesTransparencies",null);__decorate([f.deprecated],f.prototype,"resetModelTransparency",null);__decorate([f.deprecated],f.prototype,"resetNodesTransparency",null);__decorate([f.deprecated],f.prototype,"getNodesTransparency",null);__decorate([f.deprecated],f.prototype,"getNodesEffectiveTransparency",null);__decorate([f.deprecated],f.prototype,"getRootNode",null);__decorate([f.deprecated],
+f.prototype,"getUnitMultiplier",null);__decorate([f.deprecated],f.prototype,"createCADView",null);__decorate([f.deprecated],f.prototype,"getCadViews",null);__decorate([f.deprecated],f.prototype,"getCADViews",null);__decorate([f.deprecated],f.prototype,"activateCADView",null);__decorate([f.deprecated],f.prototype,"getCADViewPMIs",null);__decorate([f.deprecated],f.prototype,"getCADConfigurations",null);__decorate([f.deprecated],f.prototype,"getCADDefaultConfiguration",null);__decorate([f.deprecated],
+f.prototype,"getCADActiveConfiguration",null);__decorate([f.deprecated],f.prototype,"activateCADConfiguration",null);__decorate([f.deprecated],f.prototype,"activateCADDefaultConfiguration",null);__decorate([f.deprecated],f.prototype,"getDataFromKeys",null);__decorate([f.deprecated],f.prototype,"createPMIInstance",null);__decorate([f.deprecated],f.prototype,"loadSubtreeFromUrl",null);__decorate([f.deprecated],f.prototype,"loadSubtreeFromXML",null);__decorate([f.deprecated],f.prototype,"createAndAddBody",
+null);__decorate([f.deprecated],f.prototype,"getLowestAvailableNodeID",null);__decorate([f.deprecated],f.prototype,"getSCInstanceKey",null);__decorate([f.deprecated],f.prototype,"getNodeIDFromSCInstanceKey",null);__decorate([f.deprecated],f.prototype,"getPrimaryModelKey",null);__decorate([f.deprecated],f.prototype,"getPrimaryModelId",null);__decorate([f.deprecated],f.prototype,"getIfcNodeIds",null);__decorate([f.deprecated],f.prototype,"getIfcTypeByNodeId",null);__decorate([f.deprecated],f.prototype,
+"getNodesByIfcType",null);__decorate([f.deprecated],f.prototype,"getIfcTypes",null);__decorate([f.deprecated],f.prototype,"getNodeIdsByIfcGuids",null);return f}();d.Model=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._position=new d.OverlayUnitPoint(0,d.OverlayUnit.Pixels,0,d.OverlayUnit.Pixels);this._viewportSize=new d.OverlayUnitPoint(200,d.OverlayUnit.Pixels,200,d.OverlayUnit.Pixels);this._anchor=d.OverlayAnchor.UpperRightCorner;this._dimension=3;this._fieldSize=8;this._instanceKeys=[];this._enabled=!1;this._textImageId=null;this._selectionFaceColor=new d.Color(76,186,240);this._outlineColor=new d.Color(17,94,133);this._lastSelectedNodes=[];this._nodeIds=
+[];this._adjacentFaces=[];this._preserveModelUp=!0;this._cameraRotation=0;this._lastFaceIndex=this._lastCamera=this._lastOrientation=null;this._textWidths=[];this._sceneReadyCompleted=d.Util.OpenPromise.create();this._firstAttachment=this._geometryCreated=this._texturesReady=!1;this._viewer=a;this._fontSize=25;this._fontInfo=this._fontSize+"px Arial";this._textureSize=512;this._viewer.setCallbacks({sceneReady:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,
+this._createViewport()];case 1:return c.sent(),this._updateVisibility(),[4,this._createGeometry()];case 2:return c.sent(),this._sceneReadyCompleted.resolve(),[2]}})})},_assemblyTreeReady:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this._sceneReadyCompleted];case 1:return c.sent(),[2,this._setTextures()]}})})},_firstAttachment:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._firstAttachment=
+!0,[4,this._onCameraUpdate()];case 1:return c.sent(),this._updateVisibility(),[2]}})})},modelSwitchStart:function(){e._firstAttachment=!1},camera:function(){e._onCameraUpdate()},overlayViewportSet:function(c){c===d.BuiltinOverlayIndex.NavCube&&e._onViewportSet()},transitionEnd:function(){e._onCameraUpdate()},viewAxes:function(){e._updateOrientationMatrices()},_resetOpacity:function(){e._viewer.model.setNodesOpacity(e._nodeIds.slice(1),0)},viewOrientation:function(c){e._lastOrientation=c;e._cameraRotation=
+0;e._lastCamera=e._viewer.view.getCamera()}})}f.prototype.setAnchor=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return this._anchor=a,[4,this._sceneReadyCompleted];case 1:return d.sent(),[2,this._updateViewport()]}})})};f.prototype.getAnchor=function(){return this._anchor};f.prototype.enable=function(){this._enabled=!0;this._updateVisibility();return Promise.resolve()};f.prototype.disable=function(){this._enabled=!1;this._updateVisibility();
+return Promise.resolve()};f.prototype.setPreserveModelUp=function(a){this._preserveModelUp=a};f.prototype.getPreserveModelUp=function(){return this._preserveModelUp};f.prototype._updateVisibility=function(){this._enabled&&this._texturesReady&&this._firstAttachment?this._showOverlay():this._hideOverlay()};f.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.NavCube,!1)};f.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.NavCube,
+!0)};f.prototype.getEnabled=function(){return this._enabled};f.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.NavCube};f.prototype._setTextures=function(){return __awaiter(this,void 0,void 0,function(){var a,d,c,b,g;return __generator(this,function(k){switch(k.label){case 0:if(!this._textImageId||0<this._nodeIds.length||0>=this._instanceKeys.length)return[2];a=this._viewer.model;d=0;for(c=this._instanceKeys;d<c.length;d++)b=c[d],g=a._getNodeFromInstanceInc(!0,0,b,!0),this._nodeIds.push(g),
+a._preventNodeDeletion(g);a.setNodesOpacity(this._nodeIds.slice(1),0);return[4,a.setNodesTexture([this._nodeIds[0]],{imageId:this._textImageId})];case 1:return k.sent(),this._texturesReady=!0,this._updateVisibility(),[2]}})})};f.prototype._updateViewport=function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.NavCube,this._anchor,this._position.x,d.OverlayUnit.Pixels,this._position.y,d.OverlayUnit.Pixels,this._viewportSize.x,d.OverlayUnit.Pixels,this._viewportSize.y,d.OverlayUnit.Pixels)};
+f.prototype._createViewport=function(){var a=this._viewer.overlayManager;this._updateViewport();var e=new d.Camera;e.setPosition(new d.Point3(0,0,10));e.setTarget(d.Point3.zero());e.setUp(new d.Point3(0,1,0));e.setWidth(this._fieldSize);e.setHeight(this._fieldSize);e.setProjection(d.Projection.Orthographic);a.setCamera(d.BuiltinOverlayIndex.NavCube,e)};f.prototype._onViewportSet=function(){var a=this._viewer.overlayManager,e=a._getViewportPosition(d.BuiltinOverlayIndex.NavCube),c=a._getViewportSize(d.BuiltinOverlayIndex.NavCube);
+a=a.getViewportAnchor(d.BuiltinOverlayIndex.NavCube);null!==e&&null!==c&&null!==a&&(this._position=e,this._viewportSize=c,this._anchor=a)};f.prototype._createGeometry=function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b,g,k,l,f,m,p,h,r,u,t,v,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I,L,M,N;return __generator(this,function(n){switch(n.label){case 0:if(this._geometryCreated)return[2];a=this._initializeTextures();e=0;c=[];c.push(this._createCube(e++,this._dimension));b=[];b.push(this._makeRotationMatrixX(-.5*
+Math.PI));b.push(this._makeRotationMatrixX(.5*Math.PI));b.push(this._makeRotationMatrixY(.5*Math.PI));b.push(this._makeRotationMatrixY(-.5*Math.PI));b.push(this._makeRotationMatrixZ(.5*Math.PI));b.push(this._makeRotationMatrixZ(-.5*Math.PI));g=this._dimension/4;k=this._dimension/2;l=[];f=new d.Point3(0,0,0);m=new d.Point3(0,0,0);p=new d.Point3(0,0,0);for(h=0;h<b.length;h++)r=this._dimension,u=b[h],t=!1,h===b.length-1&&(t=!0,f.z+=this._dimension+.02),m=new d.Point3(.5*r-g,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+
+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,.5*r,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(.5*r-g,.5*r,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,.5*r,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-g,m.z),
+c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-k,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(.5*r-g,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-k,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-k,m.z),c.push(this._createSelectionFace(e++,
+m,p,u,t,f,l));for(v=0;v<l.length;v++){w=Math.floor(v/9);z=[];x=l[v];for(y=0;y<x.length;y+=2)for(A=x[y],B=x[y+1],D=0;D<l.length;D++)if(C=Math.floor(D/9),C!==w)for(E=l[D],F=0;F<E.length;F+=2)H=E[F],G=E[F+1],this._isSameEdge(A,B,H,G)&&z.push(D);this._adjacentFaces.push(z)}return[4,Promise.all(c)];case 1:J=n.sent();this._updateOrientationMatrices();this._onCameraUpdate();K=[];I=0;for(L=J;I<L.length;I++)M=L[I],K.push(0,M);N=this._getScEngine();N.setPartVisibility(K,!0,!0);this._geometryCreated=!0;return[2,
+a]}})})};f.prototype._createTexture=function(a,e){a=a.getImageData(0,0,e,e).data;e=new ArrayBuffer(e*e*3);e=new Uint8Array(e);for(var c=0,b=0;b<a.length;b+=4)e[c]=a[b],e[c+1]=a[b],e[c+2]=a[b],c+=3;return this._viewer.model.createImage({format:d.ImageFormat.Rgb24,data:e,width:this._textureSize,height:this._textureSize})};f.prototype._geometryHasBeenCreated=function(){return this._geometryCreated};f.prototype.insideOverlay=function(a){var d=this._viewer.overlayManager._toPixelPoint(this._viewportSize),
+c=this._getOverlayOffset();return a.x>=c.x&&a.y>=c.y&&a.x<=c.x+d.x&&a.y<=c.y+d.y};f.prototype._getOverlayOffset=function(){var a=this._viewer.overlayManager._toPixelPoint(this._viewportSize);return this._viewer.overlayManager._getOverlayOffset(this._anchor,a)};f.prototype._getViewportSize=function(){return this._viewportSize};f.prototype._getViewportPixelSize=function(){return this._viewer.overlayManager._toPixelPoint(this._viewportSize)};f.prototype._onNoSelection=function(){this._enabled&&0<this._lastSelectedNodes.length&&
+(this._viewer.model.setNodesOpacity(this._lastSelectedNodes,0),this._lastSelectedNodes.length=0)};f.prototype.onClickSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){switch(c.label){case 0:console.assert(this._enabled);if(null===a||!a.isFaceSelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.NavCube)return this._onNoSelection(),[2];e=this._getFaceIndexFromNodeId(a.getNodeId());return e<this._nodeIds.length&&0<e?[4,this._setViewOrientation(e)]:
+[3,2];case 1:c.sent(),c.label=2;case 2:return[2]}})})};f.prototype.onMoveSelection=function(a){var e=this;console.assert(this._enabled);if(null!==a&&a.isFaceSelection()&&a.overlayIndex()===d.BuiltinOverlayIndex.NavCube){var c=a.getNodeId(),b=this._getFaceIndexFromNodeId(c)-1;0<=b&&c!==this._nodeIds[0]&&this._viewer.pauseRendering(function(){var g=e._viewer.model;g.setNodesOpacity(e._lastSelectedNodes,0);e._lastSelectedNodes.length=0;e._lastSelectedNodes.push(c);console.assert(b<e._adjacentFaces.length);
+for(var a=0,d=e._adjacentFaces[b];a<d.length;a++){var f=e._getNodeIdFromFaceIndex(d[a]+1);e._lastSelectedNodes.push(f)}g.setNodesOpacity(e._lastSelectedNodes,1)})}else this._onNoSelection()};f.prototype._getViewOrientationFromFaceIndex=function(a){switch(a){case 1:a=d.ViewOrientation.LeftBottomBack;break;case 2:a=d.ViewOrientation.LeftBottomFront;break;case 3:a=d.ViewOrientation.LeftTopFront;break;case 4:a=d.ViewOrientation.LeftTopBack;break;case 5:a=d.ViewOrientation.LeftTop;break;case 6:a=d.ViewOrientation.LeftBottom;
+break;case 7:a=d.ViewOrientation.LeftFront;break;case 8:a=d.ViewOrientation.LeftBack;break;case 9:a=d.ViewOrientation.Left;break;case 10:a=d.ViewOrientation.RightTopBack;break;case 11:a=d.ViewOrientation.RightTopFront;break;case 12:a=d.ViewOrientation.RightBottomFront;break;case 13:a=d.ViewOrientation.RightBottomBack;break;case 14:a=d.ViewOrientation.RightBottom;break;case 15:a=d.ViewOrientation.RightTop;break;case 16:a=d.ViewOrientation.RightFront;break;case 17:a=d.ViewOrientation.RightBack;break;
+case 18:a=d.ViewOrientation.Right;break;case 19:a=d.ViewOrientation.BackTopRight;break;case 20:a=d.ViewOrientation.BackBottomRight;break;case 21:a=d.ViewOrientation.BackBottomLeft;break;case 22:a=d.ViewOrientation.BackTopLeft;break;case 23:a=d.ViewOrientation.BackLeft;break;case 24:a=d.ViewOrientation.BackRight;break;case 25:a=d.ViewOrientation.BackBottom;break;case 26:a=d.ViewOrientation.BackTop;break;case 27:a=d.ViewOrientation.Back;break;case 28:a=d.ViewOrientation.FrontBottomRight;break;case 29:a=
+d.ViewOrientation.FrontTopRight;break;case 30:a=d.ViewOrientation.FrontTopLeft;break;case 31:a=d.ViewOrientation.FrontBottomLeft;break;case 32:a=d.ViewOrientation.FrontLeft;break;case 33:a=d.ViewOrientation.FrontRight;break;case 34:a=d.ViewOrientation.FrontTop;break;case 35:a=d.ViewOrientation.FrontBottom;break;case 36:a=d.ViewOrientation.Front;break;case 37:a=d.ViewOrientation.BottomRightFront;break;case 38:a=d.ViewOrientation.BottomLeftFront;break;case 39:a=d.ViewOrientation.BottomLeftBack;break;
+case 40:a=d.ViewOrientation.BottomRightBack;break;case 41:a=d.ViewOrientation.BottomBack;break;case 42:a=d.ViewOrientation.BottomFront;break;case 43:a=d.ViewOrientation.BottomLeft;break;case 44:a=d.ViewOrientation.BottomRight;break;case 45:a=d.ViewOrientation.Bottom;break;case 46:a=d.ViewOrientation.TopLeftBack;break;case 47:a=d.ViewOrientation.TopRightBack;break;case 48:a=d.ViewOrientation.TopRightFront;break;case 49:a=d.ViewOrientation.TopLeftFront;break;case 50:a=d.ViewOrientation.TopFront;break;
+case 51:a=d.ViewOrientation.TopBack;break;case 52:a=d.ViewOrientation.TopRight;break;case 53:a=d.ViewOrientation.TopLeft;break;case 54:a=d.ViewOrientation.Top;break;default:a=d.ViewOrientation.Front}return a};f.prototype._setViewOrientation=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,f,m,p,h,r,u,t,v;return __generator(this,function(n){switch(n.label){case 0:return e=this._viewer.view,c=this._getViewOrientationFromFaceIndex(a),[4,e.getViewOrientationCamera(c,void 0,this._preserveModelUp)];
+case 1:b=n.sent();g=!1;console.assert(0<=a-1);console.assert(a-1<this._adjacentFaces.length);k=this._adjacentFaces[a-1];l=0;for(f=k;l<f.length;l++)if(m=f[l],p=m+1,p===this._lastFaceIndex){g=!0;break}this._lastFaceIndex=a;h=null!==this._lastCamera&&this._lastCamera.equals(e.getCamera());this._cameraRotation=(r=this._lastOrientation===c||g)&&h?this._preserveModelUp?(this._cameraRotation+90)%360:90:0;this._lastOrientation=c;0<this._cameraRotation&&(u=d.Point3.subtract(b.getPosition(),b.getTarget()).normalize(),
+t=d.Matrix.createFromOffAxisRotation(u,this._cameraRotation),v=b.getUp(),t.transform(v,v),b.setUp(v));return[4,e.fitWorld(d.DefaultTransitionDuration,b)];case 2:return n.sent(),this._lastCamera=e.getCamera(),[2]}})})};f.prototype._getScEngine=function(){return this._viewer._getScEngine()};f.prototype._createInstance=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:return[4,this._viewer.model.createMesh(a)];case 1:return c=
+f.sent(),b=new d.MeshInstanceData(c),b.setCreationFlags(d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotLight|d.MeshInstanceCreationFlags.Invisible),b.setOverlayIndex(d.BuiltinOverlayIndex.NavCube),g=this._getScEngine(),[4,g.createMeshInstance(b)];case 2:return k=f.sent(),l=k[1],this._instanceKeys[e]=l,[2,l]}})})};f.prototype._createCube=function(a,e){for(var c=[],b=[],g=[],k=[],l=this._textWidths[0],
+f=0,m=this._textWidths;f<m.length;f++){var p=m[f];p>l&&(l=p)}l+=10;c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));f=22/this._textureSize;m=82/this._textureSize;
+f=1-f;m=1-m;var h=(l-this._textWidths[0])/2;p=-(h/this._textureSize);h=(this._textWidths[0]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));k.push(new d.Point3(-.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*
+e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[1])/2;p=-(h/this._textureSize);h=(this._textWidths[1]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,f));g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*
+e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[2])/2;p=-(h/this._textureSize);h=(this._textWidths[2]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));k.push(new d.Point3(-.5*e,.5*e,-.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));k.push(new d.Point3(-.5*
+e,-.5*e,-.5*e));k.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));f-=60/this._textureSize;m-=60/this._textureSize;h=
+(l-this._textWidths[3])/2;p=-(h/this._textureSize);h=(this._textWidths[3]+h)/this._textureSize;g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*
+e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[4])/2;p=-(h/this._textureSize);h=(this._textWidths[4]+h)/this._textureSize;g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,f));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));b.push(new d.Point3(0,
+0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));f-=60/this._textureSize;m-=60/this._textureSize;h=(l-this._textWidths[5])/2;p=-(h/this._textureSize);h=(this._textWidths[5]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));e=new d.MeshData;e.setFaceWinding(d.FaceWinding.CounterClockwise);
+l=[];m=[];p=[];for(f=h=0;f<c.length;f++){var r=c[f];l.push(r.x);l.push(r.y);l.push(r.z);r=b[f];m.push(r.x);m.push(r.y);m.push(r.z);r=g[f];p.push(r.x);p.push(r.y);if(18<=l.length){r=[[0,255,0,255],[0,255,0,255],[255,0,0,255],[255,0,0,255],[0,0,255,255],[0,0,255,255]][h];for(var u=[],t=0;6>t;t++)u.push(r[0]),u.push(r[1]),u.push(r[2]),u.push(r[3]);e.addFaces(l,m,new Uint8Array(u),p);l=[];m=[];p=[];++h}}l=[];c=new Uint8Array(4*k.length);for(f=0;f<k.length;f++)b=k[f],l.push(b.x),l.push(b.y),l.push(b.z),
+b=4*f,c[b]=this._outlineColor.r,c[b+1]=this._outlineColor.g,c[b+2]=this._outlineColor.b,c[b+3]=255;e.addPolyline(l,c);return this._createInstance(e,a)};f.prototype._onCameraUpdate=function(){var a=new d.Camera,e=this._viewer.view.getCamera();a.setPosition(e.getPosition().subtract(e.getTarget()).normalize());a.setTarget(d.Point3.zero());a.setUp(e.getUp());a.setProjection(d.Projection.Orthographic);a.setWidth(this._fieldSize);a.setHeight(this._fieldSize);this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.NavCube,
+a)};f.prototype._updateOrientationMatrices=function(){var a=this._viewer.model.getViewAxes(),e=a.upVector.copy(),c=a.frontVector.copy(),b=d.Point3.cross(e,c.copy().scale(-1));a=new d.Matrix;a.m[0]=-c.x;a.m[1]=-c.y;a.m[2]=-c.z;a.m[4]=b.x;a.m[5]=b.y;a.m[6]=b.z;a.m[8]=e.x;a.m[9]=e.y;a.m[10]=e.z;e=this._getScEngine();c=[];b=0;for(var g=this._instanceKeys;b<g.length;b++)c.push(0,g[b]);e.setInstancesMatrix(c,a)};f.prototype._createSelectionFace=function(a,e,c,b,g,k,l){var f=new d.MeshData;f.setFaceWinding(d.FaceWinding.CounterClockwise);
+var m=[];this._createQuad(e,c,m,b,k,g);e=[];c=[];b=[];for(k=0;k<m.length;k++){var p=m[k];e.push(p.x);e.push(p.y);e.push(p.z);c.push(0);c.push(0);c.push(-1);b.push(this._selectionFaceColor.r);b.push(this._selectionFaceColor.g);b.push(this._selectionFaceColor.b);b.push(128)}k=[];p=[this._outlineColor.r,this._outlineColor.g,this._outlineColor.b,255,this._outlineColor.r,this._outlineColor.g,this._outlineColor.b,255];f.addFaces(e,c,new Uint8Array(b));e=[];g?(e.push(m[4].x,m[4].y,m[4].z),e.push(m[5].x,
+m[5].y,m[5].z)):(e.push(m[0].x,m[0].y,m[0].z),e.push(m[1].x,m[1].y,m[1].z));f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));e=[];e.push(m[1].x,m[1].y,m[1].z);e.push(m[2].x,m[2].y,m[2].z);f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));e=[];e.push(m[3].x,m[3].y,m[3].z);e.push(m[4].x,m[4].y,m[4].z);f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));
+e=[];g?(e.push(m[3].x,m[3].y,m[3].z),e.push(m[2].x,m[2].y,m[2].z)):(e.push(m[5].x,m[5].y,m[5].z),e.push(m[3].x,m[3].y,m[3].z));f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));l.push(k);return this._createInstance(f,a)};f.prototype._createQuad=function(a,e,c,b,g,k){void 0===k&&(k=!1);a=new d.Point3(a.x,a.y,a.z);e=new d.Point3(e.x,e.y,e.z);g&&(a.x+=g.x,a.y+=g.y,a.z+=g.z,e.x+=g.x,e.y+=g.y,e.z+=g.z);g=c.length;var l=new d.Point3(e.x,e.y,a.z);l=b.transform(l);
+c.push(l);l=new d.Point3(a.x,e.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(a.x,a.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(e.x,a.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(e.x,e.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(a.x,a.y,a.z);l=b.transform(l);c.push(l);if(k)for(b=0;3>b;b++)k=g+b,a=c[g+b],a=new d.Point3(a.x,a.y,a.z),e=g+(6-b-1),c[k].x=c[e].x,c[k].y=c[e].y,c[k].z=c[e].z,c[e].x=a.x,c[e].y=a.y,c[e].z=a.z};f.prototype._makeRotationMatrixX=function(a){var e=Math.cos(a);a=
+Math.sin(a);var c=new d.Matrix;c.m[5]=e;c.m[6]=-a;c.m[9]=a;c.m[10]=e;return c};f.prototype._makeRotationMatrixY=function(a){var e=Math.cos(a);a=Math.sin(a);var c=new d.Matrix;c.m[0]=e;c.m[2]=a;c.m[8]=-a;c.m[10]=e;return c};f.prototype._makeRotationMatrixZ=function(a){var e=Math.cos(a);a=Math.sin(a);var c=new d.Matrix;c.m[0]=e;c.m[1]=-a;c.m[4]=a;c.m[5]=e;return c};f.prototype._getFaceIndexFromNodeId=function(a){for(var d=0;d<this._nodeIds.length;d++)if(this._nodeIds[d]===a)return d;return-1};f.prototype._getNodeIdFromFaceIndex=
+function(a){return this._nodeIds[a]};f.prototype._isSameEdge=function(a,e,c,b){var g=d.Point3.subtract(a,c).squaredLength()+d.Point3.subtract(e,b).squaredLength();a=d.Point3.subtract(e,c).squaredLength()+d.Point3.subtract(a,b).squaredLength();return.03>Math.min(g,a)};f.prototype._initializeTextures=function(){return __awaiter(this,void 0,void 0,function(){var a,d,c,b,g,k,l;return __generator(this,function(e){switch(e.label){case 0:a=document.createElement("canvas");a.width=this._textureSize;a.height=
+this._textureSize;d=a.getContext("2d");c=2*(this._fontSize+5);d.beginPath();d.rect(0,0,this._textureSize,this._textureSize);d.fillStyle="gray";d.fill();d.fillStyle="black";d.font=this._fontInfo;for(b=0;b<f._faceTexts.length;b++)g=f._faceTexts[b],d.fillText(g,0,c*(b+1)),k=d.measureText(g),this._textWidths.push(k.width);return[4,this._createTexture(d,this._textureSize)];case 1:return this._textImageId=l=e.sent(),[2]}})})};f._faceTexts="LEFT RIGHT FRONT BACK BOTTOM TOP".split(" ");return f}();d.NavCube=
+h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._operatorStack=[];this._operators=new Map;this._customOperatorIdCount=0;this._customOperatorIdIndex=1E4;this._eventSequencePromise=Promise.resolve();this._events=[];this._viewer=a;this._viewer.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(e,void 0,void 0,function(){var c,b=this;return __generator(this,function(g){c=[];this._operators.forEach(function(g,a){g=b._deactivateOperator(a);void 0!==g&&c.push(g);g=b._activateOperator(a);
+void 0!==g&&c.push(g)});return[2,d.Util.waitForAll(c)]})})}})}f.prototype._shutdown=function(){for(;void 0!==this.pop(););};f.prototype._registerOperator=function(a,d){this._operators.set(a,d)};f.prototype.registerCustomOperator=function(a){var d=this._customOperatorIdIndex+this._customOperatorIdCount++;this._operators.set(d,a);return d};f.prototype.unregisterCustomOperator=function(a){a>=this._customOperatorIdIndex&&this._operators.delete(a)};f.prototype.replaceOperator=function(a,d){d=this.getOperator(d);
+return null!==d?(this._operators.set(a,d),!0):!1};f.prototype.indexOf=function(a){for(var d=this.size()-1;0<=d;d--)if(this._operatorStack[d]===a)return d;return-1};f.prototype.push=function(a){return this._isValid(a)&&!this._contains(a)?(this._operatorStack.push(a),this._activateOperator(a),!0):!1};f.prototype.set=function(a,d){var c=this._operatorStack[d];return a===c?!1:this._isValid(a)&&!this._contains(a)?(this._deactivateOperator(c),this._activateOperator(a),this._operatorStack[d]=a,!0):!1};f.prototype.pop=
+function(){var a=this._operatorStack.pop();void 0!==a&&this._deactivateOperator(a);return a};f.prototype.remove=function(a){var d=this.indexOf(a);-1!==d&&(this._operatorStack.splice(d,1),this._deactivateOperator(a))};f.prototype.peek=function(){return 0<this.size()?this._operatorStack[this.size()-1]:d.OperatorId.Invalid};f.prototype.clear=function(){for(var a=this.size()-1;0<=a;a--)this.pop()};f.prototype.size=function(){return this._operatorStack.length};f.prototype.getOperator=function(a){a=this._operators.get(a);
+return void 0!==a?a:null};f.prototype._injectEvent=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g;return __generator(this,function(k){switch(k.label){case 0:c=this.size()-1,k.label=1;case 1:if(!(0<=c))return[3,37];b=this._operators.get(this._operatorStack[c]);if(void 0===b)return[3,33];g=e;switch(g){case d.EventType.KeyDown:return[3,2];case d.EventType.KeyUp:return[3,5];case d.EventType.MouseDown:return[3,8];case d.EventType.MouseMove:return[3,11];case d.EventType.MouseUp:return[3,
+14];case d.EventType.Mousewheel:return[3,17];case d.EventType.TouchStart:return[3,20];case d.EventType.TouchMove:return[3,23];case d.EventType.TouchEnd:return[3,26];case d.EventType.ViewOrientationChange:return[3,29]}return[3,32];case 2:return b.onKeyDown?[4,b.onKeyDown(a)]:[3,4];case 3:k.sent(),k.label=4;case 4:return[3,33];case 5:return b.onKeyUp?[4,b.onKeyUp(a)]:[3,7];case 6:k.sent(),k.label=7;case 7:return[3,33];case 8:return b.onMouseDown?[4,b.onMouseDown(a)]:[3,10];case 9:k.sent(),k.label=10;
+case 10:return[3,33];case 11:return b.onMouseMove?[4,b.onMouseMove(a)]:[3,13];case 12:k.sent(),k.label=13;case 13:return[3,33];case 14:return b.onMouseUp?[4,b.onMouseUp(a)]:[3,16];case 15:k.sent(),k.label=16;case 16:return[3,33];case 17:return b.onMousewheel?[4,b.onMousewheel(a)]:[3,19];case 18:k.sent(),k.label=19;case 19:return[3,33];case 20:return b.onTouchStart?[4,b.onTouchStart(a)]:[3,22];case 21:k.sent(),k.label=22;case 22:return[3,33];case 23:return b.onTouchMove?[4,b.onTouchMove(a)]:[3,25];
+case 24:k.sent(),k.label=25;case 25:return[3,33];case 26:return b.onTouchEnd?[4,b.onTouchEnd(a)]:[3,28];case 27:k.sent(),k.label=28;case 28:return[3,33];case 29:return b.onViewOrientationChange?[4,b.onViewOrientationChange()]:[3,31];case 30:k.sent(),k.label=31;case 31:return[3,33];case 32:d.Util.TypeAssertNever(e),k.label=33;case 33:return a.getHandled()?e!==d.EventType.MouseUp&&e!==d.EventType.TouchEnd?[3,35]:[4,this._stopInteraction()]:[3,36];case 34:k.sent(),k.label=35;case 35:return[3,37];case 36:return c--,
+[3,1];case 37:return[2]}})})};f.prototype.injectEvent=function(a,d){return __awaiter(this,void 0,void 0,function(){var c=this;return __generator(this,function(b){this._events.push({event:a,eventType:d});this._eventSequencePromise=this._eventSequencePromise.then(function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this._injectNextEvent()];case 1:return b.sent(),[2]}})})});return[2,this._eventSequencePromise]})})};f.prototype._injectNextEvent=
+function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b;return __generator(this,function(g){switch(g.label){case 0:a=this._events.shift();if(void 0===a)return[2];e=a.eventType;if(e===d.EventType.MouseMove||e===d.EventType.TouchMove)for(;0<this._events.length;)if(c=this._events[0],c.eventType===e)a=c,this._events.shift();else break;g.label=1;case 1:return g.trys.push([1,3,,4]),[4,this._injectEvent(a.event,a.eventType)];case 2:return g.sent(),[3,4];case 3:return b=g.sent(),console.log(b),
+[3,4];case 4:return[2]}})})};f.prototype._stopInteraction=function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b;return __generator(this,function(g){a=[];for(e=this.size()-1;0<=e;e--)(c=this._operators.get(this._operatorStack[e]))&&c.stopInteraction&&(b=c.stopInteraction(),void 0!==b&&a.push(b));return[2,d.Util.waitForAll(a)]})})};f.prototype._injectViewOrientationChangeEvent=function(){for(var a=this.size()-1;0<=a;a--){var d=this._operators.get(this._operatorStack[a]);if(void 0!==
+d&&d.onViewOrientationChange)d.onViewOrientationChange()}};f.prototype._isValid=function(a){return this._operators.has(a)||a===d.OperatorId.None};f.prototype._contains=function(a){return-1!==this.indexOf(a)};f.prototype._activateOperator=function(a){a=this._operators.get(a);if(void 0!==a&&a.onActivate)return a.onActivate()};f.prototype._deactivateOperator=function(a){a=this._operators.get(a);if(void 0!==a&&a.onDeactivate)return a.onDeactivate()};return f}();d.OperatorManager=h})(Communicator||(Communicator=
+{}));
+(function(d){var h=function(){return function(a,c,b,g){this.x=a;this.xUnit=c;this.y=b;this.yUnit=g}}();d.OverlayUnitPoint=h;var f=function(){function a(c,b,g){this._anchor=c;this._position=b;this._size=g}a.prototype.getAnchor=function(){return this._anchor};a.prototype.getPosition=function(){return this._position};a.prototype.getSize=function(){return this._size};return a}(),a=function(){function a(c,b){this._viewer=c;this._engine=b;this._viewports=[];for(c=0;c<=this.maxIndex();c++)this._viewports.push(null)}a.prototype.maxIndex=
+function(){return d.BuiltinOverlayIndex.First-1};a.prototype.setViewport=function(c,b,g,a,e,n,m,p,q,r){if(0===c)throw new d.CommunicatorError("Index 0 is reserved and may not be used to specify an overlay.");if(0>c)throw new d.CommunicatorError("Invalid index "+c+" specified when setting viewport.");if(a===d.OverlayUnit.ProportionOfOtherDimension&&n===d.OverlayUnit.ProportionOfOtherDimension)throw new d.CommunicatorError("Both x and y may not be set proportional to each other");if(p===d.OverlayUnit.ProportionOfOtherDimension&&
+r===d.OverlayUnit.ProportionOfOtherDimension)throw new d.CommunicatorError("Both width and height may not be set proportional to each other");this._validateUnit(g,a,"x");this._validateUnit(e,n,"y");this._validateUnit(m,p,"width");this._validateUnit(q,r,"height");var k=new h(g,a,e,n),l=new h(m,p,q,r);k=new f(b,k,l);this._viewports[c]=k;this._engine.setOverlayViewport(c,b,g,a,e,n,m,p,q,r);this._viewer._getCallbackManager().trigger("overlayViewportSet",c);return Promise.resolve()};a.prototype._getViewportPosition=
+function(c){c=this._viewports[c];return null===c?null:c.getPosition()};a.prototype.getViewportPixelPosition=function(c){c=this._viewports[c];if(null===c)return null;c=c.getPosition();return this._toPixelPoint(c)};a.prototype._getViewportSize=function(c){c=this._viewports[c];return null===c?null:c.getSize()};a.prototype.getViewportPixelSize=function(c){c=this._viewports[c];if(null===c)return null;c=c.getSize();return this._toPixelPoint(c)};a.prototype.getViewportAnchor=function(c){c=this._viewports[c];
+return null===c?null:c.getAnchor()};a.prototype.setVisibility=function(c,b){this._engine.setOverlayVisibility(c,b);return Promise.resolve()};a.prototype.destroy=function(c){this._engine.destroyOverlay(c);this._viewports[c]=null;return Promise.resolve()};a.prototype.addNodes=function(c,b){b=this._viewer.model._gatherInstanceIncsFromNodeIds(b);0<b.length&&this._engine.addNodesToOverlay(b,c);return Promise.resolve()};a.prototype.setCamera=function(c,b){this._engine.setOverlayCamera(c,b);return Promise.resolve()};
+a.prototype._getOverlayOffset=function(c,b){var g=this._viewer.view.getCanvasSize(),a=d.Point2.zero();if(c===d.OverlayAnchor.LowerRightCorner||c===d.OverlayAnchor.UpperRightCorner||c===d.OverlayAnchor.RightCenter)a.x=g.x-b.x;else if(c===d.OverlayAnchor.Center||c===d.OverlayAnchor.TopCenter||c===d.OverlayAnchor.BottomCenter)a.x=.5*(g.x-b.x);if(c===d.OverlayAnchor.LowerLeftCorner||c===d.OverlayAnchor.LowerRightCorner||c===d.OverlayAnchor.BottomCenter)a.y=g.y-b.y;else if(c===d.OverlayAnchor.Center||
+c===d.OverlayAnchor.LeftCenter||c===d.OverlayAnchor.RightCenter)a.y=.5*(g.y-b.y);return a};a.prototype._toPixelPoint=function(c){var b=this._viewer.view.getCanvasSize(),g=d.Point2.zero(),a=!1;switch(c.xUnit){case d.OverlayUnit.Pixels:g.x=c.x;break;case d.OverlayUnit.ProportionOfCanvas:g.x=b.x*c.x;break;case d.OverlayUnit.ProportionOfOtherDimension:a=!0}switch(c.yUnit){case d.OverlayUnit.Pixels:g.y=c.y;break;case d.OverlayUnit.ProportionOfCanvas:g.y=b.y*c.y;break;case d.OverlayUnit.ProportionOfOtherDimension:g.y=
+g.x*c.y}a&&(g.x=c.x*c.y);return g};a.prototype._validateUnit=function(c,b,g){if(b!==d.OverlayUnit.Pixels&&(0>c||1<c))throw new d.ParseError("value for "+g+" should be between 0.0 and 1.0 when specifying non pixel value");};return a}();d.OverlayManager=a})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.None=0]="None";d[d.Floor=1]="Floor";d[d.Wall=2]="Wall";d[d.Door=4]="Door"})(d.BimMask||(d.BimMask={}));var h=function(){function f(a){void 0===a&&(a=d.SelectionMask.Face);this.respectVisibility=!0;this.forceEffectiveSceneVisibilityMask=this.forceEffectiveVisibilityMask=d.SelectionMask.None;this.restrictLinesAndPointsToSelectedFaceInstances=this.oneEntityPerTypePerInstance=this.respectDepthRange=!0;this.restrictToOverlays=this.ignoreOverlays=this.ignoreCappingGeometry=
+this.enableProximityFaces=!1;this.selectionMask=a}Object.defineProperty(f.prototype,"allowFaces",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Face)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Face,a)},enumerable:!0,configurable:!0});Object.defineProperty(f.prototype,"allowLines",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Line)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Line,
+a)},enumerable:!0,configurable:!0});Object.defineProperty(f.prototype,"allowPoints",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Point)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Point,a)},enumerable:!0,configurable:!0});return f}();d.PickConfig=h;h=function(){return function(f){void 0===f&&(f=d.SelectionMask.All);this.mustBeFullyContained=!1;this.respectVisibility=!0;this.forceEffectiveSceneVisibilityMask=this.forceEffectiveVisibilityMask=
+d.SelectionMask.None;this.ignoreCuttingSections=this.allowPoints=this.allowLines=this.allowFaces=!0;this.ignoreUnrequestedInstances=this.onlyStreamedInstances=!1;this.allowFaces=0!==(f&d.SelectionMask.Face);this.allowLines=0!==(f&d.SelectionMask.Line);this.allowPoints=0!==(f&d.SelectionMask.Point)}}();d.IncrementalPickConfig=h})(Communicator||(Communicator={}));var SC;
+(function(d){d.UnspecifiedMeasurementUnit=0;d.isError=function(d){return"object"===typeof d&&null!==d&&!0};d.getStateFailure=function(d){d=d.data;return"object"===typeof d&&null!==d&&"scStateFailure"in d?d.scStateFailure:null}})(SC||(SC={}));
+(function(d){(function(h){function f(b){return null!==b?d.Color.createFromFloatArray(b):b}function a(b){return h.mapInPlace(b,f)}var e;(function(b){b[b.Add=0]="Add";b[b.Update=1]="Update"})(e||(e={}));var c=function(){return function(b){this.promise=h.OpenPromise.create();this.ids=b}}(),b=function(){function b(b,c){this._engineReadyPromise=h.OpenPromise.create();this._sessionStartedPromise=h.OpenPromise.create();this._connectionlessEmpty=!1;this._uri="ws://localhost:9999";this._streamingMode=d.StreamingMode.Default;
+this._rendererType=d.RendererType.Client;this._memoryLimit=this._meshLevel=0;this._boundingPreviewMode=d.BoundingPreviewMode.All;this._streamCutoffScale=1;this._loadFinished=!1;this._statistics=new h.StatisticMap;this._cachedElementCount=this._cachedTriangleCount=null;this._windowSize=new d.Point2(0,0);this._cuttingSectionToKeyMap=new Map;this._cappingQuantizationGranularity=-1E4;this._cappingMaterialDirty=this._cappingGeometryVisibility=this._cappingLinesEnabled=this._cappingFacesEnabled=!0;this._cappingDelayTimeoutId=
+null;this._cappingDelay=500;this._requestBatchCountByType=[];this._pendingRequestsByType=[];this._xRayMaterials=[];this._callbackManager=b;this._applyOptions(c);for(b=0;1>b;++b)this._requestBatchCountByType.push(0),this._pendingRequestsByType.push([])}b.prototype.getNetworkModelName=function(){console.assert(1===this._sessionType);if(void 0!==this._model)return this._model;throw new d.InternalLogicError;};b.prototype.logMessage=function(b){console.log(b)};b.prototype.setTimeout=function(b,c){return setTimeout(b,
+c)};b.prototype.sleep=function(b){return d.Util.sleep(b)};b.prototype.getScsInfo=function(){console.assert(2===this._sessionType);return void 0!==this._buffer?this._buffer:/^wss?:\/\//i.test(this._uri)?null:this._uri};b.prototype._applyOptions=function(b){void 0!==b.empty&&(this._connectionlessEmpty=b.empty);void 0!==b.endpointUri&&(this._uri=b.endpointUri);b.model&&(this._model=b.model);void 0!==b.sessionToken&&(this._sessionToken=b.sessionToken);void 0!==b.buffer&&(this._buffer=b.buffer);void 0!==
+b.streamingMode&&(this._streamingMode=b.streamingMode);void 0!==b.rendererType&&(this._rendererType=b.rendererType);void 0!==b.defaultMeshLevel&&(this._meshLevel=b.defaultMeshLevel);void 0!==b.memoryLimit&&(this._memoryLimit=b.memoryLimit);void 0!==b.boundingPreviewMode&&(this._boundingPreviewMode=b.boundingPreviewMode);void 0!==b.streamCutoffScale&&this._setStreamCutoffScale(b.streamCutoffScale)};b.prototype.start=function(b,c){var a=this;this._canvasContainer=b;this._initOptions=c;_SC.createInstance({container:b,
+onReady:function(b){a._onEngineReady(b)},onError:function(b){a._callbackManager.trigger("modelLoadFailure",a._model||"","failed to load engine: "+b)},enginePath:c.enginePath});return!0};b.prototype.setPickTolerance=function(b){this._scSelectionManager.setPickTolerance(b)};b.prototype.getPickTolerance=function(){return this._scSelectionManager.getPickTolerance()};b.prototype._onEngineReady=function(b){var c=this;this._sc=b;this._sessionType=0;this._matrixCache=new h.ScMatrixCache(this);this._materialCache=
+new h.ScMaterialCache(this);this._scSelectionManager=new h.ScSelectionManager(this._sc);this.resize();this._callbackManager.bind({_firstBoundingReady:function(){return c._regenerateCapping()}});this._sc.setEventHandler("session_started",function(){var b=function(){c._callbackManager.unbind(a);return c._sessionStartedPromise},a={_sessionStarted:function(){return c._onSessionStarted()},_assemblyTreeReady:b,_modelSwitched:b};c._callbackManager.bind(a);c._sessionStartedPromise.resolve(c._callbackManager.promiseTrigger("_sessionStarted",
+null))});this._sc.setEventHandler("announce_model",function(b,a,g){c._callbackManager.trigger("_announceModel",a,g)});this._sc.setEventHandler("first_instance",function(){c._callbackManager.trigger("_firstInstance")});this._sc.setEventHandler("inclusion",function(b,a,g,d){c._callbackManager.trigger("_inclusion",a,g,d)});this._sc.setEventHandler("remap_model",function(b,a,g,d){c._callbackManager.trigger("_remapModel",a,g,d)});this._sc.setEventHandler("remap_inclusion",function(b,a,g,d,k){c._callbackManager.trigger("_remapInclusion",
+a,g,d,k)});this._sc.setEventHandler("capping_idle",function(b,a,g){c._callbackManager.trigger("cappingIdle",a,g)});this._sc.setEventHandler("stream_active",this._initOptions.streamingActivated);this._sc.setEventHandler("stream_idle",this._initOptions.streamingDeactivated);this._sc.setEventHandler("open_model_failed",function(b,a){switch(a.reason){case "UNKNOWN_MODEL":b="Unknown model";break;case "BAD_NETWORK_VERSION":b="Client/Server network version mismatch";break;case "BAD_STREAM_VERSION":case "BAD_STORE_VERSION":b=
+"Unsupported file version";break;default:b="Internal Error"}c._callbackManager.trigger("modelLoadFailure",c._model||"",b)});this._sc.setEventHandler("missing_model",function(b,a,g){c._callbackManager.trigger("_missingModel",a,g);c._callbackManager.trigger("missingModel",g)});this._sc.setEventHandler("bad_data",function(b,a){switch(a.type){case "TRUNCATED_BLOCK":b="Failed to parse truncated data block.";break;case "ZFRAME_DECOMPRESS_FAILED":b="Failed to decompress data.";break;case "UNMATCHED_CODE":b=
+"Unknown opcode.";break;case "STORE_VERSION_MISMATCHED":b="Store version mismatched. Expected='"+(a.expected+"'.");b+=" Actual='"+a.actual+"'.";break;case "STREAM_VERSION_MISMATCHED":b="Stream version mismatched. Expected='"+(a.expected+"'.");b+=" Actual='"+a.actual+"'.";break;case "PARSE_BOUNDING_TREE_FAILED":b="Failed to parse bounding tree.";break;default:b="Unknown error."}c._callbackManager.trigger("modelLoadFailure",c._model||"",b)});this._sc.setEventHandler("socket_open_failed",function(){c._callbackManager.trigger("modelLoadFailure",
+c._model||"","WebSocket connection failed.")});this._sc.setEventHandler("post_draw",function(b,a,g,d){c._syncedCamera=g;c._statistics=a;c._initOptions.renderComplete();c._fillStatTotalCounts();b=c._fromScCamera(g);c._callbackManager.trigger("frameDrawn",b,d)});this._sc.setEventHandler("priority_meta_data_sent",function(b,a,g){c._initOptions.priorityMetaDataSent(a,g)});this.setAllowHighDpi(!0);this._sc.setEventHandler("meta_data",function(b,a,g,d){0>a&&(a+=4294967296);c._callbackManager.trigger("_metaData",
+a,g,d)});this._sc.setEventHandler("draw_complete",function(){c._callbackManager.trigger("_drawComplete")});this._sc.setEventHandler("webgl_context_lost",function(){c._callbackManager.trigger("webGlContextLost")});this._sc.setEventHandler("websocket_connection_closed",function(){c._callbackManager.trigger("websocketConnectionClosed")});this._initOptions.engineReady(this._sessionStartedPromise);this._engineReadyPromise.resolve()};b.prototype.loadFinished=function(){return this._loadFinished};b.prototype.resetCachedStatistics=
+function(){this._cachedTriangleCount=this._cachedElementCount=null};b.prototype.setAmbientOcclusionEnabled=function(b){this._sc.setAmbientOcclusionEnabled(b)};b.prototype.setAmbientOcclusionRadius=function(b){this._sc.setAmbientOcclusionRadius(b)};b.prototype.setLightingEnabled=function(b){this._sc.setLightingEnabled(b)};b.prototype._fillStatTotalCounts=function(){null!==this._cachedElementCount&&null!==this._cachedTriangleCount&&(this._statistics.total_element_count=this._cachedElementCount,this._statistics.total_triangle_count=
+this._cachedTriangleCount)};b.prototype._updateCachedStats=function(){return __awaiter(this,void 0,void 0,function(){var b,c,a;return __generator(this,function(g){switch(g.label){case 0:return b=this._sc.getElementCount(),c=this._sc.getTriangleCount(),[4,Promise.all([b,c])];case 1:return a=g.sent(),this._cachedElementCount=a[0],this._cachedTriangleCount=a[1],this._fillStatTotalCounts(),[2]}})})};b.prototype._toVector3=function(b){var c=[0,0,0];b.toArray(c);return c};b.prototype.startExplode=function(b,
+c){this.delayCapping();this._sc.startExplode(b,this._toVector3(c))};b.prototype.setExplodeMagnitude=function(b){this._callbackManager.trigger("explode",b);this.delayCapping();this._sc.explode(b)};b.prototype.stopExplode=function(){this.delayCapping();this._sc.resetExplode()};b.prototype.getStatistics=function(b){void 0===b&&(b=!1);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return!b||this.loadFinished()?[3,2]:[4,this._updateCachedStats()];
+case 1:return c.sent(),this._fillStatTotalCounts(),[2,this._statistics];case 2:return this.loadFinished()&&null===this._cachedTriangleCount?[4,this._updateCachedStats()]:[3,4];case 3:return c.sent(),this._fillStatTotalCounts(),[2,this._statistics];case 4:return this._fillStatTotalCounts(),[2,this._statistics]}})})};b.prototype.setStreamIdleMarker=function(){return this._sc.setStreamIdleMarker()};b.prototype.hasDepthRange=function(b){return this._sc.MeshInstance.hasDepthRange(b)};b.prototype.setDepthRange=
+function(b,c,a){this._sc.MeshInstance.setDepthRange(b,c,a)};b.prototype.unsetDepthRange=function(b){this._sc.MeshInstance.unsetDepthRange(b)};b.prototype.setDefaultDepthRange=function(b,c){this._sc.setDefaultDepthRange(b,c)};b.prototype._getScPlaneArray=function(b){for(var c=[],a=0;a<b.getCount();a++){var g=b.getPlane(a);if(null!==g){var d=[];g.normal.toArray(d);d[3]=g.d;c.push(d)}}return c};b.prototype.getCuttingSectionLimits=function(){return this._sc.cuttingSectionLimits()};b.prototype._addCuttingSection=
+function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,k;return __generator(this,function(l){switch(l.label){case 0:return console.assert(!this._cuttingSectionToKeyMap.has(b)),a=4294967295,g=this._getScPlaneArray(b),0<g.length?[4,this._sc.addCuttingSection(g)]:[3,2];case 1:a=l.sent();if(4294967295===a)throw k=c===e.Add?"add":"update",new d.CommunicatorError("Failed to "+k+" cutting section.");l.label=2;case 2:return console.assert(!this._cuttingSectionToKeyMap.has(b)),this._cuttingSectionToKeyMap.set(b,
+a),c===e.Add&&this._callbackManager.trigger("addCuttingSection",b),[2]}})})};b.prototype.addCuttingSection=function(b){return this._addCuttingSection(b,e.Add)};b.prototype.removeCuttingSection=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._cuttingSectionToKeyMap.get(b);if(void 0===c)return console.assert(!1),[2];this._cuttingSectionToKeyMap.delete(b);this._callbackManager.trigger("removeCuttingSection");return 4294967295===c?[2]:[2,this._sc.removeCuttingSections([c])]})})};
+b.prototype.removeAllCuttingSections=function(){this._cuttingSectionToKeyMap.clear();this._callbackManager.trigger("removeCuttingSection");return this._sc.removeAllCuttingSections()};b.prototype.updateCuttingSection=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){c=this._cuttingSectionToKeyMap.get(b);if(void 0===c)return console.assert(!1),[2];if(4294967295===c)return[2,this._addCuttingSection(b,e.Update)];a=this._getScPlaneArray(b);return[2,
+this._sc.replaceCuttingSection(a,c)]})})};b.prototype.setCappingDelay=function(b){this._cappingDelay=b};b.prototype.enableCappingIdleCallback=function(b){return this._sc.setCappingIdleHookEnabled(b)};b.prototype.delayCapping=function(){var b=this;null===this._cappingDelayTimeoutId?this._sc.pauseCapping():clearTimeout(this._cappingDelayTimeoutId);this._cappingDelayTimeoutId=setTimeout(function(){b._cappingDelayTimeoutId=null;b._sc.resumeCapping()},this._cappingDelay)};b.prototype.setCappingGeometryVisibility=
+function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){console.assert(void 0!==this._cappingLineMaterialId);console.assert(void 0!==this._cappingFaceMaterialId);if(this._cappingGeometryVisibility!==b||this._cappingMaterialDirty){null!==this._cappingDelayTimeoutId&&(clearTimeout(this._cappingDelayTimeoutId),this._cappingDelayTimeoutId=null);this._cappingMaterialDirty=!1;if(this._cappingGeometryVisibility=b)return c=this._cappingLinesEnabled?this._cappingLineMaterialId:
+[0,4294967295],a=this._cappingFacesEnabled?this._cappingFaceMaterialId:[0,4294967295],[2,this._sc.enableCapping(c,a,this._cappingQuantizationGranularity)];this._sc.disableCapping()}return[2]})})};b.prototype._regenerateCapping=function(){this._cappingMaterialDirty=!0;return this.setCappingGeometryVisibility(this._cappingGeometryVisibility)};b.prototype.getCappingGeometryVisibility=function(){return this._cappingGeometryVisibility};b.prototype.setDiffuseColor=function(b,c){return this._sc.Material.setDiffuseColor(b,
+c)};b.prototype._toRgb=function(b){var c=[0,0,0];b.toFloatArray(c);return c};b.prototype._toRgba=function(b,c){c=[0,0,0,c];b.toFloatArray(c);return c};b.prototype.setCappingFaceColor=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._cappingMaterialDirty=!0,this._cappingFacesEnabled=!!b,b?[4,this.setDiffuseColor(this._cappingFaceMaterialId,this._toRgba(b,1))]:[3,2];case 1:c.sent(),c.label=2;case 2:return[2,this._regenerateCapping()]}})})};
+b.prototype.setCappingLineColor=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._cappingMaterialDirty=!0,this._cappingLinesEnabled=!!b,b?[4,this.setDiffuseColor(this._cappingLineMaterialId,this._toRgba(b,1))]:[3,2];case 1:c.sent(),c.label=2;case 2:return[2,this._regenerateCapping()]}})})};b.prototype._onSessionStarted=function(){return __awaiter(this,void 0,void 0,function(){var b,c,a,g,e,f,h,u,t=this;return __generator(this,
+function(k){switch(k.label){case 0:this._sc.suspendDrawing();this._sc.setDrawMode(1);this._sc.setHighlightedInstanceFilter(3);this._sc.setUnhighlightedFilter(0);this._sc.setHighlightMode(1);this._sc.setAntiAliasingMode(1);b=[];b.push(this._matrixCache.init());c=[.5,.5,.5,1];a=function(){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(b){this._cappingMaterialDirty=!0;return void 0!==this._cappingFaceMaterialId&&void 0!==this._cappingLineMaterialId?[2,this.setCappingGeometryVisibility(this.getCappingGeometryVisibility())]:
+[2]})})};b.push(this.createMaterial().then(function(b){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this.setDiffuseColor(b,c)];case 1:return g.sent(),this._cappingFaceMaterialId=b,[2,a()]}})})}));b.push(this.createMaterial().then(function(b){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this.setDiffuseColor(b,c)];case 1:return g.sent(),this._cappingLineMaterialId=b,
+[2,a()]}})})}));g=function(c){e._xRayMaterials[c]=[];for(var a=function(a){b.push(e.createMaterial().then(function(b){t._xRayMaterials[c][a]={id:b,color:null}}))},g=0,k=[d.ElementType.Faces,d.ElementType.Lines,d.ElementType.Points];g<k.length;g++)a(k[g])};e=this;f=0;for(h=[d.XRayGroup.Selected,d.XRayGroup.Unselected];f<h.length;f++)u=h[f],g(u);return[4,Promise.all(b)];case 1:return k.sent(),this._initOptions.sceneReady(),this._sc.resumeDrawing(),[2]}})})};b.prototype.isInit=function(){return void 0!==
+this._sc};b.prototype.setRemoteEndpoint=function(b,c){this._uri=b;this._model=c};b.prototype.getSessionType=function(){return this._sessionType};b.prototype._awaitEmptyLoad=function(){var b=this,c=h.OpenPromise.create(),a={_attached:function(g){b._callbackManager.unbind(a);0===g?c.resolve():c.reject(new d.InternalLogicError)}};this._callbackManager.bind(a);return c};b.prototype.loadEmpty=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,
+this._engineReadyPromise];case 1:c.sent();try{if(0!==this._sessionType)throw new d.LoadError("Incompatible load types.");b=this._awaitEmptyLoad();this._sessionType=this._connectionlessEmpty||void 0!==this._buffer||void 0===this._model?this._loadEmptyScs():this._loadEmptyNetwork();return[2,b]}catch(n){throw this._callbackManager.trigger("modelLoadFailure",this._model||"",n.message),n;}}})})};b.prototype._loadEmpty=function(b){var c=this;console.assert(void 0===b.XHRonprogress);console.assert(void 0===
+b.XHRonerror);console.assert(void 0===b.XHRonloadend);b.XHRonprogress=function(b){c._callbackManager.trigger("XHRonprogress",b)};b.XHRonerror=function(b){c._callbackManager.trigger("XHRonerror",b)};b.XHRonloadend=function(b,a,g){c._callbackManager.trigger("XHRonloadend",b,a,g)};return this._sc.load(b)};b.prototype._loadEmptyScs=function(){console.assert(void 0===this._model);var b={empty:!0};this._streamingMode===d.StreamingMode.OnDemand&&(b.streamInstancesOnDemand=!0);return this._loadEmpty(b)};
+b.prototype._loadEmptyNetwork=function(){console.assert(void 0!==this._model);var b={model:d.EmptyModelName,uri:this._uri,serverSideRendering:this._rendererType===d.RendererType.Server,meshLevel:this._meshLevel,streamCutoffScale:this._streamCutoffScale};void 0!==this._sessionToken&&(b.sessionToken=this._sessionToken);0<this._memoryLimit&&(b.limitMiB=this._memoryLimit);(this._boundingPreviewMode&d.BoundingPreviewMode.Model)===d.BoundingPreviewMode.Model&&(b.streamModelBoundingPreviews=!0);(this._boundingPreviewMode&
+d.BoundingPreviewMode.Instance)===d.BoundingPreviewMode.Instance&&(b.streamInstanceBoundingPreviews=!0);(this._boundingPreviewMode&d.BoundingPreviewMode.Ejected)===d.BoundingPreviewMode.Ejected&&(b.streamEjectedBoundingPreviews=!0);switch(this._streamingMode){case d.StreamingMode.OnDemand:b.streamInstancesOnDemand=!0;break;case d.StreamingMode.All:b.streamCulled=!0,b.streamMetaDataOnIdle=!0}return this._loadEmpty(b)};b.prototype.setProjection=function(b){var c=this.getCamera();c.getProjection()!==
+b&&(c.setProjection(b),this.setCamera(c))};b.prototype.getViewMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.viewMatrix())};b.prototype.getProjectionMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.projectionMatrix())};b.prototype.getFullCameraMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.fullMatrix())};b.prototype.getSynchedViewMatrix=
+function(){return this._syncedCamera?d.Matrix.createFromArray(this._syncedCamera.viewMatrix()):new d.Matrix};b.prototype.getSynchedProjectionMatrix=function(){return this._syncedCamera?d.Matrix.createFromArray(this._syncedCamera.projectionMatrix()):new d.Matrix};b.prototype.getPrimaryModelKey=function(){return this._sc.primaryModelKey()};b.prototype.getPartsBounding=function(b,c,a){return this.getBounding(b,c,!1,a)};b.prototype.getDrawnPartsBounding=function(b){return __awaiter(this,void 0,void 0,
+function(){var c,a;return __generator(this,function(g){switch(g.label){case 0:return[4,this._sc.MeshInstance.getDrawnWorldSpaceBounding(b)];case 1:return c=g.sent(),a=new d.Box,a.min.fromArray(c.min),a.max.fromArray(c.max),[2,a]}})})};b.prototype.getBounding=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var k,e;return __generator(this,function(l){switch(l.label){case 0:return[4,this._sc.MeshInstance.getWorldSpaceBounding(b,c,a,g)];case 1:return k=l.sent(),e=new d.Box,e.min.fromArray(k.min),
+e.max.fromArray(k.max),[2,e]}})})};b.prototype.getClientDimensions=function(){var b=this._sc.container;return[b.clientWidth,b.clientHeight]};b.prototype.getModelBounding=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this.getBounding([],b,c,a)]})})};b.prototype.pickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.pickFromScreen(b,c,a)]})})};b.prototype.pickAllFromScreen=
+function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.pickAllFromScreen(b,c,a)]})})};b.prototype.compositePickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.compositePickFromScreen(b,c,a)]})})};b.prototype.beginScreenAreaSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,
+this._scSelectionManager.beginScreenAreaSelection(b,c,a)]})})};b.prototype.beginRayDrillSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginRayDrillSelection(b,c,a)]})})};b.prototype.beginConvexPolyhedronSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginConvexPolyhedronSelection(b,c,a)]})})};b.prototype.beginSphereSelection=
+function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginSphereSelection(b,c,a)]})})};b.prototype.endIncrementalSelection=function(b){this._scSelectionManager.endIncrementalSelection(b)};b.prototype.advanceIncrementalSelection=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,this._scSelectionManager.advanceIncrementalSelection(b,!1)]})})};b.prototype.flushMetaDataCache=
+function(){this._sc.flushMetaDataCache()};b.prototype.safeGetMetaDatas=function(b,c){for(var a=[],g=0;g<c.length;g++)a.push(b,c[g]);return this.getDataFromIds(a).then(h.identity,function(){return null})};b.prototype.safeGetMetaData=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return[4,this.safeGetMetaDatas(b,[c])];case 1:return a=g.sent(),null!==a?[2,a[0]]:[2,null]}})})};b.prototype.safeLoadMetaDatas=function(b){return this.getDataFromIds(b).then(h.nop,
+h.nop)};b.prototype.getDataFromIds=function(b){if(0===this._requestBatchCountByType[0])return this._getDataFromIds(b);b=new c(b);this._pendingRequestsByType[0].push(b);return b.promise};b.prototype._getDataFromIds=function(b){return this._sc.getMetaData(b)};b.prototype.pickFromRay=function(b,c){return this._scSelectionManager.pickFromRay(b,c)};b.prototype.pickAllFromRay=function(b,c){return this._scSelectionManager.pickAllFromRay(b,c)};b.prototype.updateCamera=function(b){var c=b._getFlags(),a=this._sc.getCamera();
+(c&h.CameraFlags.Position)===h.CameraFlags.Position&&a.setPosition(this._toVector3(b.getPosition()));(c&h.CameraFlags.Target)===h.CameraFlags.Target&&a.setTarget(this._toVector3(b.getTarget()));(c&h.CameraFlags.Up)===h.CameraFlags.Up&&a.setUpVector(this._toVector3(b.getUp()));this._setCamera(a);return this.getCamera()};b.prototype._toProjection=function(b){switch(b){default:case d.Projection.Orthographic:return 1;case d.Projection.Perspective:return 0}};b.prototype._toCamera=function(b){var c=this._sc.getCamera();
+c.reset(this._toProjection(b.getProjection()),this._toVector3(b.getPosition()),this._toVector3(b.getTarget()),this._toVector3(b.getUp()),b.getWidth(),b.getHeight());c.setNearLimit(b.getNearLimit());return c};b.prototype.setCamera=function(b){b=this._toCamera(b);this._setCamera(b)};b.prototype._setCamera=function(b){this.delayCapping();this._sc.setCamera(b)};b.prototype.setInstancesMatrix=function(b,c){this._sc.MeshInstance.setAnonymousMatrix(b,c.m)};b.prototype.setMatrices=function(b,c){this._sc.requestMeshInstances(b,
+!1,!0);for(var a=0;a<c.length;a++)this._sc.MeshInstance.setAnonymousMatrix([b[2*a],b[2*a+1]],c[a].m)};b.prototype.highlightParts=function(b,c){this._sc.MeshInstance.setHighlighted(b,c);this._sc.MeshInstance.setXRay(b,c)};b.prototype.highlightElements=function(b,c,a,g,d){c=this._toElementType(c);this._sc.MeshInstance.setElementHighlighted(b,c,a,g,d);this._sc.MeshInstance.setElementXRay(b,c,a,g,d)};b.prototype.getPartHighlighted=function(b){return this._sc.MeshInstance.getHighlighted(b)};b.prototype.getElementHighlighted=
+function(b,c,a){return this._sc.MeshInstance.getElementHighlighted(b,this._toElementType(c),a)};b.prototype.setNodeHighlightColor=function(b,c){b?(this._sc.setHighlightedInstanceFilter(3),b=this._toRgba(b,1),this._sc.setHiddenLineHighlightedInstanceFillColor(b),this._sc.setHighlightedInstanceColor(b)):this._sc.setHighlightedInstanceFilter(0);b=c?this._toRgba(c,1):[0,0,0,0];this._sc.setHiddenLineHighlightedInstanceOutlineColor(b);this._sc.setHighlightedInstanceOutlineColor(b)};b.prototype.setElementHighlightColor=
+function(b,c){b?(this._sc.setHighlightedElementFilter(3),b=this._toRgba(b,1),this._sc.setHighlightedElementColor(b),this._sc.setHiddenLineHighlightedElementFillColor(b)):this._sc.setHighlightedElementFilter(0);b=c?this._toRgba(c,1):[0,0,0,0];this._sc.setHighlightedElementOutlineColor(b);this._sc.setHiddenLineHighlightedElementOutlineColor(b)};b.prototype.setHighlightColorizeCompression=function(b){this._sc.setHighlightColorizeCompression(b)};b.prototype.computeMininimumBodyBodyDistance=function(b,
+c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:if(2!==b.length||2!==c.length)throw new d.CommunicatorError("Invalid instance inc.");return[4,this._sc.MeshInstance.computeMinimalBodyBodyDistance(b,c)];case 1:return a=g.sent(),[2,h.makeFaceFaceDistanceItem(a)]}})})};b.prototype.computeMininimumFaceFaceDistance=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var k;return __generator(this,function(e){switch(e.label){case 0:if(2!==
+b.length||2!==a.length)throw new d.CommunicatorError("Invalid instance inc.");return[4,this._sc.MeshInstance.computeMinimalFaceFaceDistance(b,c,a,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.computeMinimumFaceRayDistance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(e){switch(e.label){case 0:if(2!==b.length)throw new d.CommunicatorError("Invalid instance inc.");g=h.toScRay(a);return[4,this._sc.MeshInstance.computeMinimalFaceRayDistance(b,
+c,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.computeMinimumFaceLineDistance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(e){switch(e.label){case 0:if(2!==b.length)throw new d.CommunicatorError("Invalid instance inc.");g=h.toScRay(a);return[4,this._sc.MeshInstance.computeMinimalFaceLineDistance(b,c,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.pauseRendering=function(b){this._sc.suspendDrawing();
+if("function"===typeof b)try{b()}finally{this._sc.resumeDrawing()}};b.prototype.resumeRendering=function(){this._sc.resumeDrawing()};b.prototype.beginRequestBatch=function(b){++this._requestBatchCountByType[b]};b.prototype.endRequestBatch=function(b){0<this._requestBatchCountByType[b]&&--this._requestBatchCountByType[b];this._flushBatchedRequests(b)};b.prototype._flushBatchedRequests=function(b){var c=this._pendingRequestsByType[b];this._pendingRequestsByType[b]=[];for(var a=[],g=0;g<c.length;g++)for(var k=
+0,e=c[g].ids;k<e.length;k++)a.push(e[k]);switch(b){case 0:return this._flushBatchedMetaDataRequests(c,a);default:return d.Util.TypeAssert(b),console.assert(!1),Promise.resolve()}};b.prototype._flushBatchedMetaDataRequests=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,d,k,e,l,f,h,w;return __generator(this,function(n){switch(n.label){case 0:return[4,this._getDataFromIds(c)];case 1:a=n.sent();d=g=0;for(k=b;d<k.length;d++){e=k[d];l=[];f=e.ids.length/2;for(h=0;h<f;++h)w=a[g++],l.push(w);
+e.promise.resolve(l)}console.assert(g===a.length);return[2]}})})};b.prototype.clearHighlight=function(){this._sc.unsetAllHighlighted();this._sc.unsetAllXRay()};b.prototype.resetColors=function(){this._sc.unsetAllColors()};b.prototype.resetOpacity=function(){this._sc.unsetAllOpacity()};b.prototype.setPartOpacity=function(b,c){var a=this;this.pauseRendering(function(){a._sc.MeshInstance.setOpacity(b,0,c);a._sc.MeshInstance.setOpacity(b,1,c)})};b.prototype.unsetPartOpacity=function(b){var c=this;this.pauseRendering(function(){c._sc.MeshInstance.unsetOpacity(b,
+0);c._sc.MeshInstance.unsetOpacity(b,1)})};b.prototype.getPartOpacity=function(b){return this._sc.MeshInstance.getOpacity(b,0)};b.prototype.getEffectivePartOpacity=function(b,c){return this._sc.MeshInstance.getEffectiveOpacity(b,this._toElementType(c))};b.prototype.getPartHasTransparency=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,d,k;return __generator(this,function(e){switch(e.label){case 0:return c=[],c.push(this._sc.MeshInstance.hasTransparency(b,0)),c.push(this._sc.MeshInstance.hasTransparency(b,
+1)),[4,Promise.all(c)];case 1:a=e.sent();g=a[0];d=a[1];for(k=0;k<g.length;++k)g[k]||(g[k]=d[k]);return[2,g]}})})};b.prototype.setPartColor=function(b,c,a){this._sc.MeshInstance.setColor(b,this._toElementType(c),a.getFloatArray())};b.prototype.unsetPartColor=function(b,c){this._sc.MeshInstance.unsetColor(b,this._toElementType(c))};b.prototype.getPartColor=function(b,c){return this._sc.MeshInstance.getColor(b,this._toElementType(c)).then(a)};b.prototype.getEffectivePartColor=function(b,c){return __awaiter(this,
+void 0,void 0,function(){var g,d;return __generator(this,function(k){switch(k.label){case 0:return g=this._toElementType(c),[4,this._sc.MeshInstance.getEffectiveColor(b,g)];case 1:return d=k.sent(),[2,a(d)]}})})};b.prototype.setElementColor=function(b,c,a,g,d){this._sc.MeshInstance.setElementColor(b,this._toElementType(c),a,g,d.getFloatArray())};b.prototype.unsetElementColor=function(b,c,a,g){this._sc.MeshInstance.unsetElementColor(b,this._toElementType(c),a,g)};b.prototype.getElementColor=function(b,
+c,g){return this._sc.MeshInstance.getElementColor(b,this._toElementType(c),g).then(a)};b.prototype.getEffectiveElementColor=function(b,c,g){return __awaiter(this,void 0,void 0,function(){var d,k;return __generator(this,function(e){switch(e.label){case 0:return d=this._toElementType(c),[4,this._sc.MeshInstance.getEffectiveElementColor(b,d,g)];case 1:return k=e.sent(),[2,a(k)]}})})};b.prototype.synchronizeVisibilities=function(b,c){0<b.length&&this._sc.MeshInstance.synchronizeVisibilities(b,c)};b.prototype.setPartVisibility=
+function(b,c,a){0<b.length&&this._sc.MeshInstance.setVisible(b,c,a)};b.prototype.setVisibilityByAttachment=function(b,c){this._sc.setVisibilityByAttachment(b,c)};b.prototype.requestMeshInstances=function(b){this._sc.demandMeshInstances(b)};b.prototype.getRendererType=function(){return this._rendererType};b.prototype._toMeshDataBuilder=function(b){for(var c=b._getFaceData(),a=b._getPointData(),g=b._getPolylineData(),k=new this._sc.MeshDataBuilder,e=0;e<c.length;e++){var f=c[e];k.addFace(f.vertexData,
+{normals:f.normalData,rgba32s:f.rgba32data,uvs:f.uvData,bits:f.bits})}for(c=0;c<a.length;c++)f=a[c],k.addPoints(f.vertexData,{rgba32s:f.rgba32data,bits:f.bits});for(a=0;a<g.length;a++)f=g[a],k.addPolyline(f.vertexData,{rgba32s:f.rgba32data,bits:f.bits});switch(b.getFaceWinding()){case d.FaceWinding.Clockwise:g=1;break;case d.FaceWinding.CounterClockwise:g=2;break;default:g=0}f=b.getBackfacesEnabled()?4:0;b=b.isManifold()?65536:0;k.formatBits=k.formatBits|g|f|b;return k};b.prototype.createMesh=function(b){b=
+this._toMeshDataBuilder(b);return this._sc.MeshData.create(b)};b.prototype.replaceMesh=function(b,c){c=this._toMeshDataBuilder(c);return this._sc.MeshData.replace(b,c)};b.prototype.destroyMeshes=function(b){return this._sc.MeshData.destroy(b)};b.prototype._toImageFormat=function(b){switch(b){case d.ImageFormat.Gray8:return 2;case d.ImageFormat.GrayAlpha16:return 3;case d.ImageFormat.Rgb24:return 1;case d.ImageFormat.Rgba32:return 0;case d.ImageFormat.Jpeg:return 4;case d.ImageFormat.Png:return 5}};
+b.prototype._validateImage=function(b){if(void 0===b.format)throw new d.ParseError("missing 'format' property");if(void 0===b.data)throw new d.ParseError("missing 'data' property");if((b.format===d.ImageFormat.Gray8||b.format===d.ImageFormat.GrayAlpha16||b.format===d.ImageFormat.Rgb24||b.format===d.ImageFormat.Rgba32)&&(void 0===b.width||0>=b.width||void 0===b.height||0>=b.height))throw new d.ParseError("uncompressed format requested but missing width or height");};b.prototype.createImage=function(b,
+c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){this._validateImage(b);return void 0!==c?(this._validateImage(c),[2,this._sc.Image.create(this._toImageFormat(b.format),b.data,b.width,b.height,this._toImageFormat(c.format),c.data,c.width,c.height)]):[2,this._sc.Image.create(this._toImageFormat(b.format),b.data,b.width,b.height)]})})};b.prototype.destroyImages=function(b){return this._sc.Image.destroy(b)};b.prototype._toTextureTiling=function(b){switch(b){default:case d.TextureTiling.Repeat:return 0;
+case d.TextureTiling.Clamp:return 1}};b.prototype._toTextureInterpolation=function(b){return!1===b?1:0};b.prototype._toTextureMipMapping=function(b){return!1===b?1:0};b.prototype._toTextureParameterization=function(b){switch(b){default:case d.TextureParameterization.UV:return 0}};b.prototype._toTextureModifier=function(b){switch(b){default:case 0:return 0;case d.TextureModifier.Decal:return 1}};b.prototype.setTexture=function(b,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(a){if(void 0===c.imageId)throw new d.ParseError("missing 'imageId' property");return[2,this._sc.MeshInstance.setTexture(b,0,c.imageId,void 0!==c.matrix?c.matrix.m:(new d.Matrix).m,this._toTextureTiling(c.tiling),this._toTextureInterpolation(c.interpolation),this._toTextureMipMapping(c.mipMapping),this._toTextureParameterization(c.parameterization),this._toTextureModifier(c.modifiers))]})})};b.prototype.unsetTexture=function(b){this._sc.MeshInstance.unsetTexture(b,0)};b.prototype.createMaterial=
+function(){return this._sc.Material.create()};b.prototype._getMaterialPromiseWithDiffuseColor=function(b,c,a,g){var d=new h.MaterialInfo;d.setDiffuseColor(null!==b?b:a);d.setDiffuseTransparency(null!==c?c:g);return this._materialCache.getOrCreateMaterial(d)};b.prototype.createMatrix=function(b){return this._sc.Matrix.create(b)};b.prototype.createIdentityMatrix=function(){return this._sc.Matrix.create()};b.prototype.createMeshInstance=function(b){return __awaiter(this,void 0,void 0,function(){var c,
+a,g,k,e,f,h,t,v,w;return __generator(this,function(l){switch(l.label){case 0:c=b.getMeshId();if(null===c)throw new d.CommunicatorError("MeshId is not set");e=this._matrixCache.getIdentityInc();f=[];if(h=b.getMatrix())t=this.createMatrix(h.m).then(function(b){e=b}),f.push(t);v=new d.Color(255,0,0);f.push(this._getMaterialPromiseWithDiffuseColor(b.getFaceColor(),b.getOpacity(),v,1).then(function(b){a=b}));f.push(this._getMaterialPromiseWithDiffuseColor(b.getLineColor(),b.getLineOpacity(),v,1).then(function(b){g=
+b}));f.push(this._getMaterialPromiseWithDiffuseColor(b.getPointColor(),b.getPointOpacity(),v,1).then(function(b){k=b}));return[4,Promise.all(f)];case 1:return l.sent(),[4,this._sc.MeshInstance.create(c,e,a,g,k,b.getCreationFlags(),b.getOverlayIndex())];case 2:return w=l.sent(),this._callbackManager.trigger("_geometryCreated",w),[2,w]}})})};b.prototype.destroyLocalInstances=function(b){return this._sc.MeshInstance.destroy(b)};b.prototype._fromScCamera=function(b){var c=d.Projection.Orthographic;0===
+b.projection()&&(c=d.Projection.Perspective);return d.Camera.create(d.Point3.createFromArray(b.position()),d.Point3.createFromArray(b.target()),d.Point3.createFromArray(b.upVector()),c,b.fieldWidth(),b.fieldHeight(),b.nearLimit())};b.prototype.getCameraPromise=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,this._sc.getCameraPromise()];case 1:return b=c.sent(),[2,this._fromScCamera(b)]}})})};b.prototype.getCamera=
+function(){var b=this._sc.getCamera();return this._fromScCamera(b)};b.prototype.resize=function(){this._sc.onResize();this._windowSize.set(this._canvasContainer.offsetWidth,this._canvasContainer.offsetHeight)};b.prototype.setFaceVisibility=function(b){this._sc.setFacesVisible(b)};b.prototype.setLineVisibility=function(b){this._sc.setLinesVisible(b)};b.prototype.getCanvasSize=function(){return this._windowSize.copy()};b.prototype.setBackgroundGradient=function(b,c){this._sc.setBackgroundGradient(b?
+this._toRgba(b,1):[0,0,0,0],c?this._toRgba(c,1):[0,0,0,0])};b.prototype.setServerRenderQuality=function(b,c,a,g){this._sc.setSsrQuality({jpegQualityLow:b,jpegQualityHigh:c,scaleLow:a,scaleHigh:g})};b.prototype.setMinimumFramerate=function(b){this._sc.setMinFrameRate(b)};b.prototype.getMinimumFramerate=function(){return this._sc.getMinFrameRate()};b.prototype.setBackFacesVisible=function(b){this._sc.setBackFacesVisible(b)};b.prototype.setDrawMode=function(b){this._sc.setDrawMode(b)};b.prototype.enableHiddenLineRendering=
+function(b){this.setDrawMode(2);this._sc.setHiddenLineVisibleLineColor(this._toRgba(b.getVisibleLineColor(),b.getVisibleLineOpacity()));this._sc.setHiddenLineHiddenLineColor(this._toRgba(b.getObscuredLineColor(),b.getObscuredLineOpacity()))};b.prototype.setAntiAliasingMode=function(b){switch(b){case d.AntiAliasingMode.None:this._sc.setAntiAliasingMode(0);break;case d.AntiAliasingMode.SMAA:this._sc.setAntiAliasingMode(1)}};b.prototype.setInstanceModifier=function(b,c,a){switch(b){case d.InstanceModifier.DoNotCut:this._sc.MeshInstance.setDoNotCut(c,
+a);break;case d.InstanceModifier.DoNotExplode:this._sc.MeshInstance.setDoNotExplode(c,a);break;case d.InstanceModifier.DoNotSelect:this._sc.MeshInstance.setDoNotSelect(c,a);break;case d.InstanceModifier.SuppressCameraScale:this._sc.MeshInstance.setSuppressCameraScale(c,a);break;case d.InstanceModifier.OverrideSceneVisibility:this._sc.MeshInstance.setOverrideSceneVisibility(c,a);break;case d.InstanceModifier.DoNotLight:this._sc.MeshInstance.setDoNotLight(c,a);break;case d.InstanceModifier.DoNotOutlineHighlight:this._sc.MeshInstance.setDoNotOutlineHighlight(c,
+a);break;case d.InstanceModifier.ExcludeBounding:this._sc.MeshInstance.setExcludeBounding(c,a);break;case d.InstanceModifier.DoNotUseVertexColors:this._sc.MeshInstance.setDoNotUseVertexColors(c,a);break;case d.InstanceModifier.AlwaysDraw:this._sc.MeshInstance.setAlwaysDraw(c,a);break;case d.InstanceModifier.DoNotXRay:this._sc.MeshInstance.setDoNotXRay(c,a);break;case d.InstanceModifier.ScreenOriented:this._sc.MeshInstance.setScreenOriented(c,a);break;case d.InstanceModifier.ScreenSpace:this._sc.MeshInstance.setScreenSpace(c,
+a);break;case d.InstanceModifier.ScreenSpaceStretched:this._sc.MeshInstance.setScreenSpaceStretched(c,a)}};b.prototype.attachModel=function(b,c,a,g,d){return this._attachModels(b,[[c,a]],g,d)};b.prototype.attachScsModelByKey=function(b,c,a,g,d){console.assert(2===this._sessionType);return this._sc.attachScsModelByKey(b,a,c,g,d)};b.prototype._attachModels=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return[4,this._sc.attachModels(b,
+c,a,g)];case 1:return d.sent(),this._callbackManager.trigger("_attached",b),[2]}})})};b.prototype.attachScsBuffer=function(b,c,a,g,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(k){switch(k.label){case 0:return[4,this._sc.attachScsBuffer(b,c,a,g,d,e)];case 1:return k.sent(),this._callbackManager.trigger("_attached",b),[2]}})})};b.prototype.feedScsBuffer=function(b,c){this._sc.feedScsBuffer(b,c)};b.prototype._parseKeyInfo=function(b,c,a){if(b||c)return a;b=new Map;
+for(c=0;c<a.length;++c){for(var g=a[c++],d=[];c<a.length&&4294967295!==a[c];++c)d.push(a[c]);b.set(g,d)}return b};b.prototype.instanceKeyInfo=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,d,e;return __generator(this,function(k){switch(k.label){case 0:return g=1===c,d=1===a,[4,this._sc.meshInstanceKeyInfo(b,g,d)];case 1:return e=k.sent(),[2,this._parseKeyInfo(g,d,e)]}})})};b.prototype.metaDataKeyInfo=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._sc.metaDataKeyInfo(b,c,a)];case 1:return g=d.sent(),[2,this._parseKeyInfo(c,a,g)]}})})};b.prototype.modelKeysFromInclusionKeys=function(b){return this._sc.modelKeysFromInclusionKeys(b)};b.prototype.detachInclusions=function(b){return this._sc.detachInclusions(b)};b.prototype.resetToEmpty=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,d,e;return __generator(this,function(k){switch(k.label){case 0:for(a=0;a<this._requestBatchCountByType.length;++a){g=
+this._requestBatchCountByType[a]=0;for(d=this._pendingRequestsByType[a];g<d.length;g++)e=d[g],e.promise.reject(e.ids);this._pendingRequestsByType[a].length=0}return[4,this._sc.resetToEmpty(b,c)];case 1:return k.sent(),this.flushMetaDataCache(),[2]}})})};b.prototype.redraw=function(){this._sc.queueRedraw()};b.prototype.disconnectNetwork=function(){this._sc.disconnectNetwork()};b.prototype.shutdown=function(){null!==this._cappingDelayTimeoutId&&(clearTimeout(this._cappingDelayTimeoutId),this._cappingDelayTimeoutId=
+null);this._sessionType=0;this._sc.shutDown()};b.prototype.getVersionString=function(){return this._sc.getStreamVersion().toString()};b.prototype.setAllowHighDpi=function(b){this._sc.allowHighDpi=b;this.resize()};b.prototype.getAllowHighDpi=function(){return this._sc.allowHighDpi};b.prototype.setMeshLevel=function(b,c){this._sc.MeshInstance.setMeshLevel(b,c)};b.prototype.setOverlayVisibility=function(b,c){this._sc.Overlay.setVisible(b,c)};b.prototype.setOverlayCamera=function(b,c){c=this._toCamera(c);
+this._sc.Overlay.setCamera(b,c)};b.prototype.destroyOverlay=function(b){this._sc.Overlay.destroy(b)};b.prototype._overlayUnit=function(b){switch(b){case d.OverlayUnit.ProportionOfCanvas:return 1;case d.OverlayUnit.ProportionOfOtherDimension:return 2;default:return 0}};b.prototype.getMaxOverlayIndex=function(){return this._sc.Overlay.maxIndex()};b.prototype._overlayAnchor=function(b){switch(b){case d.OverlayAnchor.BottomCenter:return 7;case d.OverlayAnchor.Center:return 8;case d.OverlayAnchor.LeftCenter:return 5;
+case d.OverlayAnchor.LowerLeftCorner:return 1;case d.OverlayAnchor.LowerRightCorner:return 2;case d.OverlayAnchor.RightCenter:return 6;case d.OverlayAnchor.TopCenter:return 4;case d.OverlayAnchor.UpperRightCorner:return 3;default:return 0}};b.prototype.setOverlayViewport=function(b,c,a,g,d,e,f,h,t,v){this._sc.Overlay.setViewport(b,this._overlayAnchor(c),a,this._overlayUnit(g),d,this._overlayUnit(e),f,this._overlayUnit(h),t,this._overlayUnit(v))};b.prototype.addNodesToOverlay=function(b,c){this._sc.MeshInstance.setOverlayIndex(b,
+c)};b.prototype.getInstancesMeshData=function(b){return this._sc.MeshInstance.getMeshData(b)};b.prototype.getMeshData=function(b){return this._sc.MeshData.getData(b)};b.prototype._toElementType=function(b){switch(b){case d.ElementType.Faces:return 0;case d.ElementType.Lines:return 1;case d.ElementType.Points:return 2}};b.prototype._toXRayGroup=function(b){switch(b){case d.XRayGroup.Selected:return 0;case d.XRayGroup.Unselected:return 1}};b.prototype.setXRayColor=function(b,c,a){var g=this._xRayMaterials[b][c];
+if(g.color&&g.color.equals(a))return Promise.resolve();g.color=a;this.setDiffuseColor(g.id,this._toRgba(a,1));return this._sc.setXRayMaterial(this._toXRayGroup(b),this._toElementType(c),g.id)};b.prototype.unsetXRayColor=function(b,c){if(!this._xRayMaterials[b][c].color)return Promise.resolve();this._xRayMaterials[b][c].color=null;return this._sc.unsetXRayMaterial(this._toXRayGroup(b),this._toElementType(c))};b.prototype.setXRayOpacity=function(b,c){void 0!==c?this._sc.setXRayOpacity(this._toElementType(c),
+b):(this._sc.setXRayOpacity(0,b),this._sc.setXRayOpacity(1,b),this._sc.setXRayOpacity(2,b))};b.prototype._xRayTransparencyMode=function(b){switch(b){case d.XRayTransparencyMode.Unsorted:return 0;case d.XRayTransparencyMode.SingleLayer:return 1}};b.prototype.setXRayTransparencyMode=function(b){this._sc.setXRayTransparencyMode(this._xRayTransparencyMode(b))};b.prototype._transparencyMode=function(b){switch(b){case d.TransparencyMode.Unsorted:return 0;case d.TransparencyMode.SingleLayer:return 1}};b.prototype.setTransparencyMode=
+function(b){this._sc.setTransparencyMode(this._transparencyMode(b))};b.prototype._toPointSizeUnit=function(b){switch(b){case d.PointSizeUnit.ScreenPixels:return 0;case d.PointSizeUnit.CSSPixels:return 1;case d.PointSizeUnit.World:return 2;case d.PointSizeUnit.ProportionOfScreenWidth:return 3;case d.PointSizeUnit.ProportionOfScreenHeight:return 4;case d.PointSizeUnit.ProportionOfBoundingDiagonal:return 5}};b.prototype._toPointShape=function(b){switch(b){case d.PointShape.Square:return 0;case d.PointShape.Disk:return 1;
+case d.PointShape.Sphere:return 2}};b.prototype._fromPointSizeUnit=function(b){switch(b){default:case 0:return d.PointSizeUnit.ScreenPixels;case 1:return d.PointSizeUnit.CSSPixels;case 2:return d.PointSizeUnit.World;case 3:return d.PointSizeUnit.ProportionOfScreenWidth;case 4:return d.PointSizeUnit.ProportionOfScreenHeight;case 5:return d.PointSizeUnit.ProportionOfBoundingDiagonal}};b.prototype._fromPointShape=function(b){switch(b){default:case 0:return d.PointShape.Square;case 1:return d.PointShape.Disk;
+case 2:return d.PointShape.Sphere}};b.prototype.setPointSize=function(b,c){this._sc.setPointSize(b,this._toPointSizeUnit(c))};b.prototype.getPointSize=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,Promise.all([this._sc.getPointSize(),this._sc.getPointSizeUnit()])];case 1:return b=c.sent(),[2,[b[0],this._fromPointSizeUnit(b[1])]]}})})};b.prototype.setPointShape=function(b){this._sc.setPointShape(this._toPointShape(b))};
+b.prototype.getPointShape=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._fromPointShape,[4,this._sc.getPointShape()];case 1:return[2,b.apply(this,[c.sent()])]}})})};b.prototype.setEyeDomeLightingEnabled=function(b){this._sc.setEyeDomeLightingEnabled(b)};b.prototype.getEyeDomeLightingEnabled=function(){return this._sc.getEyeDomeLightingEnabled()};b.prototype.setEyeDomeLightingBlurSamples=function(b){this._sc.setEyeDomeLightingBlurSamples(b)};
+b.prototype.getEyeDomeLightingBlurSamples=function(){return this._sc.getEyeDomeLightingBlurSamples()};b.prototype.setEyeDomeLightingBlurInterval=function(b){this._sc.setEyeDomeLightingBlurInterval(b)};b.prototype.getEyeDomeLightingBlurInterval=function(){return this._sc.getEyeDomeLightingBlurInterval()};b.prototype.setEyeDomeLightingBlurEdgeDistance=function(b){this._sc.setEyeDomeLightingBlurEdgeDistance(b)};b.prototype.getEyeDomeLightingBlurEdgeDistance=function(){return this._sc.getEyeDomeLightingBlurEdgeDistance()};
+b.prototype.setEyeDomeLightingShadingEdgeDistance=function(b){this._sc.setEyeDomeLightingShadingEdgeDistance(b)};b.prototype.getEyeDomeLightingShadingEdgeDistance=function(){return this._sc.getEyeDomeLightingShadingEdgeDistance()};b.prototype.setEyeDomeLightingOpacity=function(b){this._sc.setEyeDomeLightingOpacity(b)};b.prototype.getEyeDomeLightingOpacity=function(){return this._sc.getEyeDomeLightingOpacity()};b.prototype.setDisplayIncompleteFrames=function(b){this._sc.setDisplayIncompleteFrames(b)};
+b.prototype.setInteractiveDrawDelay=function(b){this._sc.setPostInputDelay(b)};b.prototype.setInteractiveDrawLimitIncreaseEnabled=function(b){this._sc.setInteractiveDrawLimitIncreaseEnabled(b)};b.prototype.getInteractiveDrawLimitIncreaseEnabled=function(){return this._sc.getInteractiveDrawLimitIncreaseEnabled()};b.prototype._toCullingVectorSpace=function(b){switch(b){case d.CullingVectorSpace.Object:return 0;case d.CullingVectorSpace.World:return 1}};b.prototype._fromCullingVectorSpace=function(b){switch(b){default:case 0:return d.CullingVectorSpace.Object;
+case 1:return d.CullingVectorSpace.World}};b.prototype.setCullingVector=function(b,c,a,g){this._sc.MeshInstance.setCullingVector(b,this._toCullingVectorSpace(c),[a.x,a.y,a.z],g)};b.prototype.unsetCullingVector=function(b){this._sc.MeshInstance.unsetCullingVector(b)};b.prototype.getCullingVector=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,k;return __generator(this,function(l){switch(l.label){case 0:return[4,this._sc.MeshInstance.getCullingVector(b)];case 1:c=l.sent();a=[];
+g=0;for(e=c;g<e.length;g++)k=e[g],0===k.vector[0]&&0===k.vector[1]&&0===k.vector[2]?a.push(null):a.push({space:this._fromCullingVectorSpace(k.space),vector:d.Point3.createFromArray(k.vector),toleranceDegrees:k.toleranceDegrees});return[2,a]}})})};b.prototype._setStreamCutoffScale=function(b){this._streamCutoffScale=Math.max(0,Math.min(b,2))};b.prototype.setStreamCutoffScale=function(b){this._setStreamCutoffScale(b);this._sc.setStreamCutoffScale(this._streamCutoffScale)};b.prototype.getStreamCutoffScale=
+function(){return this._streamCutoffScale};b.prototype.loseWebGlContext=function(){return this._sc._loseWebGlContext()};b.prototype.triangulatePolygon=function(b,c){b=this._sc.triangulatePolygon(b,c);return new Float32Array(b)};b.prototype.debug_log=function(b){return this._sc.debug_log(b)};b.prototype.debug_stateFailure=function(b){return this._sc.debug_stateFailure(b)};b.prototype.debug_sync=function(){return this._sc.debug_sync()};b.prototype._toLinePatternLengthUnit=function(b){switch(b){case d.LinePatternLengthUnit.Object:return 0;
+case d.LinePatternLengthUnit.World:return 1;case d.LinePatternLengthUnit.ProportionOfScreenWidth:return 2;case d.LinePatternLengthUnit.ProportionOfScreenHeight:return 3}};b.prototype.setLinePattern=function(b,c,a,g){this._sc.MeshInstance.setLinePattern(b,c,a,this._toLinePatternLengthUnit(g))};b.prototype.unsetLinePattern=function(b){this._sc.MeshInstance.unsetLinePattern(b)};b.prototype.exportToSvg=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){switch(g.label){case 0:return[4,
+this._sc.exportToSvg(b)];case 1:return c=g.sent(),a=c.map(function(b){return String.fromCharCode(b)}),[2,a.join("")]}})})};b.prototype.waitForImageDecoding=function(){return this._sc.waitForImageDecoding()};b.prototype.registerBimInstances=function(b,c){return this._sc.registerBimInstances(b,c)};b.prototype.setAmbientLightColor=function(b){this._sc.setAmbientLightColor(this._toRgb(b))};b.prototype.clearLights=function(){this._sc.clearLights()};b.prototype._toLightType=function(b){switch(b){default:case d.LightType.Directional:return 0}};
+b.prototype._toLightSpace=function(b){switch(b){case d.LightSpace.World:return 0;default:case d.LightSpace.Camera:return 1}};b.prototype.addLight=function(b){return this._sc.addLight(this._toLightType(b.type),this._toLightSpace(b.space),this._toVector3(b.position),this._toRgb(b.color))};b.prototype.removeLight=function(b){this._sc.removeLight(b)};b.prototype.updateLight=function(b,c){this._sc.updateLight(b,this._toLightType(c.type),this._toLightSpace(c.space),this._toVector3(c.position),this._toRgb(c.color))};
+b.prototype.setBloomEnabled=function(b){this._sc.setBloomEnabled(b)};b.prototype.setBloomThreshold=function(b){this._sc.setBloomThreshold(b)};b.prototype.setBloomThresholdRampWidth=function(b){this._sc.setBloomThresholdRampWidth(b)};b.prototype.setBloomIntensityScale=function(b){this._sc.setBloomIntensityScale(b)};b.prototype._toBlurIntervalUnit=function(b){switch(b){default:case d.BlurIntervalUnit.Pixels:return 0;case d.BlurIntervalUnit.ProportionOfWidth:return 1;case d.BlurIntervalUnit.ProportionOfHeight:return 2}};
+b.prototype.setBloomLayers=function(b){for(var c=0;c<b.length;c++){var a=b[c];if(void 0!==a.blurInterval&&2!==a.blurInterval.length)throw new d.CommunicatorError("'blurInterval' must be an array containing a number followed by a BlurIntervalUnit");}this._sc.suspendDrawing();this._sc.setBloomLayerCount(b.length);for(c=0;c<b.length;++c)a=b[c],void 0!==a.intensity&&this._sc.setBloomIntensity(c,a.intensity),void 0!==a.blurSamples&&this._sc.setBloomBlurSamples(c,a.blurSamples),void 0!==a.blurInterval&&
+this._sc.setBloomBlurInterval(c,a.blurInterval[0],this._toBlurIntervalUnit(a.blurInterval[1]));this._sc.resumeDrawing()};b.prototype.startComparison=function(b,c,a){var g=a&&a.sameColor?this._toRgb(a.sameColor):[0,0,0],d=a&&a.only1Color?this._toRgb(a.only1Color):[1,0,0];a=a&&a.only2Color?this._toRgb(a.only2Color):[0,1,0];this._sc.setComparisonColors(g,d,a);this._sc.startComparison(b,c)};b.prototype.endComparison=function(){this._sc.endComparison()};b.prototype.setSimpleShadowColor=function(b){this._sc.setSimpleShadowColor(this._toRgb(b))};
+b.prototype.setSimpleShadowEnabled=function(b){this._sc.setSimpleShadowEnabled(b)};b.prototype.setSimpleShadowOpacity=function(b){this._sc.setSimpleShadowOpacity(b)};b.prototype.setGroundPlane=function(b,c){void 0!==c?this._sc.setGroundPlaneWithPosition(this._toVector3(b),this._toVector3(c)):this._sc.setGroundPlane(this._toVector3(b))};b.prototype.setSimpleShadowResolution=function(b){this._sc.setSimpleShadowResolution(b)};b.prototype.setSimpleShadowBlurSamples=function(b){this._sc.setSimpleShadowBlurSamples(b)};
+b.prototype.setSimpleShadowBlurInterval=function(b){this._sc.setSimpleShadowBlurInterval(b)};b.prototype.setSimpleShadowInteractiveUpdateEnabled=function(b){void 0===b&&(b=!0);this._sc.setSimpleShadowInteractiveUpdateEnabled(b)};b.prototype.setSilhouetteColor=function(b){this._sc.setSilhouetteColor(this._toRgb(b))};b.prototype.setSilhouetteEnabled=function(b){void 0===b&&(b=!0);this._sc.setSilhouetteEnabled(b)};b.prototype.setSilhouetteOpacity=function(b){this._sc.setSilhouetteOpacity(b)};b.prototype.setSilhouetteThreshold=
+function(b){this._sc.setSilhouetteThreshold(b)};b.prototype.setSilhouetteThresholdRampWidth=function(b){this._sc.setSilhouetteThresholdRampWidth(b)};b.prototype.setHardEdgeColor=function(b){this._sc.setHardEdgeColor(this._toRgb(b))};b.prototype.setHardEdgesEnabled=function(b){void 0===b&&(b=!0);this._sc.setHardEdgesEnabled(b)};b.prototype.setHardEdgeOpacity=function(b){this._sc.setHardEdgeOpacity(b)};b.prototype.setHardEdgeThreshold=function(b){this._sc.setHardEdgeThreshold(b)};b.prototype.setHardEdgeThresholdRampWidth=
+function(b){this._sc.setHardEdgeThresholdRampWidth(b)};b.prototype.setSimpleReflectionEnabled=function(b){void 0===b&&(b=!0);this._sc.setSimpleReflectionEnabled(b)};b.prototype.setSimpleReflectionBlurInterval=function(b,c){this._sc.setSimpleReflectionBlurInterval(b,this._toBlurIntervalUnit(c))};b.prototype.setSimpleReflectionBlurSamples=function(b){this._sc.setSimpleReflectionBlurSamples(b)};b.prototype.setSimpleReflectionFadeAngle=function(b){this._sc.setSimpleReflectionFadeAngle(b)};b.prototype.setSimpleReflectionOpacity=
+function(b){this._sc.setSimpleReflectionOpacity(b)};b.prototype.setSimpleReflectionAttenuation=function(b,c,a){void 0===a&&(a=d.SimpleReflectionAttenuationUnit.World);this._sc.setSimpleReflectionAttenuation(b,c,a)};b.prototype.throttleLoad=function(b,c){this._sc.throttleLoad(b,c)};b.prototype._toVector3Array=function(b){for(var c=[],a=0;a<b.length;a++){var g=b[a];c.push([g.x,g.y,g.z])}return c};b.prototype.testPointVisibility=function(b){return this._sc.testPointVisibility(this._toVector3Array(b))};
+b.prototype.setPointVisibilityTest=function(b){this._sc.setPointVisibilityTest(this._toVector3Array(b))};return b}();h.ScEngine=b})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function b(b,c,a,d,e,f,h){this._position=b.copy();this._normal=c.copy();this._elementIndex=a;this._elementBits=e;this._bounding=f.copy();this._overlayIndex=d;this._isProximityFace=h}b.prototype.isProximityFace=function(){return this._isProximityFace};b.prototype.isCappingGeometry=function(){return-1===this._elementIndex};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){return{position:this._position.toJson(),normal:this._normal.toJson(),
+cadFaceIndex:this._elementIndex,cadFaceBits:this._elementBits,bounding:this._bounding.toJson(),overlayIndex:this._overlayIndex,isProximityFace:this._isProximityFace}};b.prototype.forJson=function(){return this.toJson()};b.fromJson=function(c){var a=d.Point3.fromJson(c.position),g=d.Point3.fromJson(c.normal),e=d.Box.fromJson(c.bounding);return new b(a,g,c.cadFaceIndex,c.overlayIndex,c.cadFaceBits,e,!0===c.isProximityFace)};b.construct=function(c){return b.fromJson(c)};b.prototype.getPosition=function(){return this._position.copy()};
+b.prototype.getNormal=function(){return this._normal.copy()};b.prototype.getCadFaceIndex=function(){return this._elementIndex};b.prototype.getCadFaceBits=function(){return this._elementBits};b.prototype.getBounding=function(){return this._bounding.copy()};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.FaceEntity=f;var a=function(){function b(b,c,a,e,f,p,h){this._lineSegmentVertices=[];this._elementIndex=b;this._elementBits=h;this._position=c.copy();this._bounding=f.copy();
+this._overlayIndex=p;if(a)for(0<=e&&(b=3*e,this._bestLineSegmentVertexIndex=new d.Point3(a[b],a[b+1],a[b+2])),this._lineSegmentVertices.push(new d.Point3(a[0],a[1],a[2])),b=3;b<a.length;b+=6)this._lineSegmentVertices.push(new d.Point3(a[b],a[b+1],a[b+2]))}b.prototype.isCappingGeometry=function(){return-1===this._elementIndex};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){for(var b=[],c=0,a=this._lineSegmentVertices;c<a.length;c++)b.push(a[c].toJson());return{lineId:this._elementIndex,
+lineBits:this._elementBits,position:this._position.toJson(),linePoints:b,bounding:this._bounding.copy(),overlayIndex:this._overlayIndex}};b.prototype.forJson=function(){return this.toJson()};b.fromJson=function(c){var a=d.Point3.fromJson(c.position),g=d.Box.fromJson(c.bounding);a=new b(c.lineId,a,null,-1,g,c.overlayIndex,0);g=0;for(c=c.linePoints;g<c.length;g++){var e=d.Point3.fromJson(c[g]);a._lineSegmentVertices.push(e)}return a};b.construct=function(c){return b.fromJson(c)};b.prototype.getLineId=
+function(){return this._elementIndex};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.getPoints=function(){return this._lineSegmentVertices};b.prototype.getBestVertex=function(){return this._bestLineSegmentVertexIndex?this._bestLineSegmentVertexIndex.copy():null};b.prototype.getLineBits=function(){return this._elementBits};b.prototype.getBounding=function(){return this._bounding.copy()};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.LineEntity=
+a;var e=function(){function b(b,c,a,d){this._position=b.copy();this._elementIndex=c;this._overlayIndex=a;this._elementBits=d}b.fromJson=function(c){var a=d.Point3.fromJson(c.position);return new b(a,c.pointId,c.pointBits,c.overlayIndex)};b.construct=function(c){return b.fromJson(c)};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){return{pointId:this._elementIndex,pointBits:this._elementBits,position:this._position.toJson(),overlayIndex:this._overlayIndex}};b.prototype.forJson=
+function(){return this.toJson()};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.getPointBits=function(){return this._elementBits};b.prototype.getPointId=function(){return this._elementIndex};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.PointEntity=e;var c=function(){return function(b){this._handle=b}}();h.IncrementalSelectionId=c;c=function(){function b(b,c,a,d,e){void 0===b&&(b=null);void 0===c&&(c=null);void 0===a&&(a=null);void 0===
+d&&(d=null);void 0===e&&(e=null);this._nodeId=b;this._inclusionKey=c;this._faceEntity=a;this._lineEntity=d;this._pointEntity=e}b.create=function(c,a,d,e,f){return new b(c,a,d,e,f)};b.prototype.getSelectionType=function(){return null===this._nodeId?d.SelectionType.None:null!==this._faceEntity?d.SelectionType.Face:null!==this._lineEntity?d.SelectionType.Line:null!==this._pointEntity?d.SelectionType.Point:d.SelectionType.Part};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=
+function(){return{nodeId:this._nodeId,includeId:this._inclusionKey,faceEntity:this._faceEntity?this._faceEntity.toJson():null,lineEntity:this._lineEntity?this._lineEntity.toJson():null,pointEntity:this._pointEntity?this._pointEntity.toJson():null}};b.prototype.forJson=function(){return this.toJson()};b._fromJson=function(c){return new b(c.nodeId,c.includeId,c.faceEntity?f.fromJson(c.faceEntity):null,c.lineEntity?a.fromJson(c.lineEntity):null,c.pointEntity?e.fromJson(c.pointEntity):null)};b.prototype.getFaceEntity=
+function(){return this._faceEntity};b.prototype.getLineEntity=function(){return this._lineEntity};b.prototype.getPointEntity=function(){return this._pointEntity};b.prototype.getNodeId=function(){return this._nodeId};b.prototype.getInclusionKey=function(){return this._inclusionKey};b.prototype.getIncludeId=function(){return this.getInclusionKey()};b.prototype.getPosition=function(){return null!==this._faceEntity?this._faceEntity.getPosition():null!==this._lineEntity?this._lineEntity.getPosition():
+null!==this._pointEntity?this._pointEntity.getPosition():null};b.prototype.overlayIndex=function(){return this._faceEntity?this._faceEntity.overlayIndex():this._lineEntity?this._lineEntity.overlayIndex():this._pointEntity?this._pointEntity.overlayIndex():null};b.prototype._setNodeId=function(b){this._nodeId=b};b.prototype.equals=function(b){return this._nodeId!==b._nodeId||this.getSelectionType()!==b.getSelectionType()?!1:this._faceEntity&&b._faceEntity?this._faceEntity.getCadFaceIndex()===b._faceEntity.getCadFaceIndex():
+this._lineEntity&&b._lineEntity?this._lineEntity.getLineId()===b._lineEntity.getLineId():this._pointEntity&&b._pointEntity?this._pointEntity.getPointId()===b._pointEntity.getPointId():!0};b.prototype._hash=function(){var b=null!==this._nodeId?this._nodeId.toString(36):"";b+=";"+this.getSelectionType()+";";this._faceEntity&&(b+=this._faceEntity.getCadFaceIndex().toString(36));b+=";";this._lineEntity&&(b+=this._lineEntity.getLineId().toString(36));b+=";";this._pointEntity&&(b+=this._pointEntity.getPointId().toString(36));
+return b};b.prototype.isEntitySelection=function(){return null!==this._faceEntity||null!==this._lineEntity||null!==this._pointEntity};b.prototype.isNodeSelection=function(){return null!==this._nodeId};b.prototype.isNodeEntitySelection=function(){return null!==this._nodeId&&this.isEntitySelection()};b.prototype.isFaceSelection=function(){return null!==this._nodeId&&null!==this._faceEntity};b.prototype.isLineSelection=function(){return null!==this._nodeId&&null!==this._lineEntity};b.prototype.isPointSelection=
+function(){return null!==this._nodeId&&null!==this._pointEntity};return b}();h.SelectionItem=c;c=function(){function b(b,c,a){this.faceItem=b;this.lineItem=c;this.pointItem=a}b.prototype.fetchMostRelevant=function(b){return null!==this.pointItem&&0!==(b&d.SelectionMask.Point)?this.pointItem:null!==this.lineItem&&0!==(b&d.SelectionMask.Line)?this.lineItem:null!==this.faceItem&&0!==(b&d.SelectionMask.Face)?this.faceItem:null};return b}();h.CompositeSelectionItem=c})(d.Selection||(d.Selection={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){d.sleep=function(d){return new Promise(function(a){setTimeout(a,d)})}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.hasBits=function(d,a){return(d&a)===a};h.setBit=function(d,a,e){return e?d|a:d&~a};h.classFromString=function(d){d=d.split(".");for(var a=window||this,e=0;e<d.length;e++){if(void 0===a)return null;a=a[d[e]]}return"function"!==typeof a?null:a};h.projectOnto=function(f,a){f=d.Point3.dot(a,f);var e=a.squaredLength();return d.Point3.scale(a,f/e)};h.majorAxis=function(f){var a=Math.abs(f.x),e=Math.abs(f.y);f=Math.abs(f.z);a=+a.toFixed(6);e=+e.toFixed(6);f=+f.toFixed(6);return a>
+e&&a>f?new d.Point3(1,0,0):e>a&&e>f?new d.Point3(0,1,0):f>a&&f>e?new d.Point3(0,0,1):null};h.deepClone=function(d){return JSON.parse(JSON.stringify(d))};h.getWithDefault=function(d,a){return void 0===d?a:d};h.versionAtLeast=function(d,a){for(var e=d.length>a.length?d.length:a.length,c=0;c<e;++c){var b=d[c]||0,g=a[c]||0;if(b>g)break;else if(b<g)return!1}return!0}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){return function(a){this.futureItemHash=null;this.pastItemHash=a}}(),f=function(){function a(){this.part=this.point=this.line=this.face=this.none=0}a.prototype.update=function(c,b){switch(c.getSelectionType()){case d.SelectionType.None:0===b?--this.none:++this.none;break;case d.SelectionType.Face:0===b?--this.face:++this.face;break;case d.SelectionType.Line:0===b?--this.line:++this.line;break;case d.SelectionType.Point:0===b?--this.point:++this.point;break;case d.SelectionType.Part:0===
+b?--this.part:++this.part}};a.prototype.sum=function(){return this.none+this.face+this.line+this.point+this.part};return a}(),a=function(){function a(c,b,a,e,l){var g=this;this._selectedItemsPruned=new Map;this._selectedItemsFull=new Map;this._selectedNodeCounts=new Map;this._temporalLinks=new Map;this._newestItemHash=this._oldestItemHash=null;this._selectedLayers=new Set;this._selectedTypes=new Set;this._nodeSelectionColor=new d.Color(255,255,0);this._nodeSelectionOutlineColor=new d.Color(255,255,
+0);this._elementSelectionColor=d.Color.red();this._elementSelectionOutlineColor=d.Color.red();this._nodeElementHighlightMode=this._nodeHighlightMode=d.SelectionHighlightMode.HighlightAndOutline;this._pruneSelectionDescendants=this._selectParentIfSelected=this._highlightPointElementSelection=this._highlightLineElementSelection=this._highlightFaceElementSelection=this._highlightNodeSelection=!0;this._selectionFilter=null;this._incrementalBlacklistedInstanceNodes=new Set;this._engine=b;this._view=a;
+this._model=e;this._modelStructure=l;this._callbackManager=c;this._callbackManager.bind({_subtreeLoaded:function(b){for(var c=0;c<b.length;c++)g._onSubtreeLoaded(b[c]);return Promise.resolve()}})}a.deprecated=function(c,b,a){var g=a.value;a.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","SelectionManager",b);return g.apply(this,c)};return a};a.prototype._init=function(){this._updateHighlightingMode();this._engine.setHighlightColorizeCompression(.7)};
+a.prototype.setSelectionFilter=function(c){this._selectionFilter=c};a.prototype.getSelectionFilter=function(){return this._selectionFilter};a.prototype.setPruneSelectionDescendants=function(c){this._pruneSelectionDescendants=c;this.clear()};a.prototype.getPruneSelectionDescendants=function(){return this._pruneSelectionDescendants};a.prototype.setSelectParentIfSelected=function(c){this._selectParentIfSelected=c};a.prototype.getSelectParentIfSelected=function(){return this._selectParentIfSelected};
+a.prototype.selectFromPoint=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickFromPoint(c,b)];case 1:return g=d.sent(),this._onSelectionItem(g,a),[2]}})})};a.prototype.selectAllFromPoint=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickAllFromPoint(c,
+b)];case 1:return g=d.sent(),this._onSelectionItems(g,a),[2]}})})};a.prototype.selectFromRay=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickFromRay(c,b)];case 1:return g=d.sent(),this._onSelectionItem(g,a),[2]}})})};a.prototype.selectAllFromRay=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._view.pickAllFromRay(c,b)];case 1:return g=d.sent(),this._onSelectionItems(g,a),[2]}})})};a.prototype._onSelectionItem=function(c,b){c.isNodeEntitySelection()?this._processSelection(c,b):this._triggerNullSelection()};a.prototype._onSelectionItems=function(c,b){b===d.SelectionMode.Set&&this.clear(!1);if(0===c.length)this._triggerNullSelection();else switch(b){case d.SelectionMode.Add:case d.SelectionMode.Set:this.add(c);break;case d.SelectionMode.Toggle:for(b=
+0;b<c.length;b++)this.toggle(c[b]);break;default:d.Util.TypeAssertNever(b)}};a.prototype.beginScreenSelectByArea=function(c,b,a){return this._view.beginScreenSelectByArea(c,b,a)};a.prototype.beginRayDrillSelection=function(c,b,a){return this._view.beginRayDrillSelection(c,b,a)};a.prototype.beginConvexPolyhedronSelection=function(c,b,a){return this._view.beginConvexPolyhedronSelection(c,b,a)};a.prototype.beginSphereSelection=function(c,b,a){return this._view.beginSphereSelection(c,b,a)};a.prototype.endIncrementalSelection=
+function(c){this._callbackManager.trigger("incrementalSelectionEnd");this._view.endIncrementalSelection(c);return Promise.resolve()};a.prototype.endVolumeSelection=function(c){return this.endIncrementalSelection(c)};a.prototype.advanceIncrementalSelection=function(c,b){void 0===b&&(b=null);return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._view.advanceIncrementalSelection(c)];case 1:return a=g.sent(),null===a?[2,!1]:null===
+b?[3,3]:[4,Promise.all(a.map(b))];case 2:d=g.sent(),a=a.filter(function(b,c){return d[c]}),g.label=3;case 3:return this.add(a),[2,!0]}})})};a.prototype.advanceVolumeSelection=function(c,b){void 0===b&&(b=null);return this.advanceIncrementalSelection(c,b)};a.prototype.isSelected=function(c){return this.contains(c)?!0:c.isNodeSelection()?null!==this._findAncestor(c):!1};a.prototype.contains=function(c){return this._selectedItemsPruned.has(c._hash())};a.prototype.containsParent=function(c){return this._findAncestor(c)};
+a.prototype._findAncestor=function(c){if(0<this._selectedItemsPruned.size)for(;;){c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c);var b=c._hash();if(this._selectedItemsPruned.has(b))return c}return null};a.prototype.selectLayer=function(c,b){b===d.SelectionMode.Set&&this.clear();var a=[],e=this._model.getLayerIdsFromName(c);if(null!==e)for(var l=0;l<e.length;l++){var f=this._model.getNodesFromLayer(e[l],!0);if(null!==f)for(var m=0;m<f.length;m++)a.push(d.Selection.SelectionItem.create(f[m]))}e=
+this._selectedLayers.has(c);b===d.SelectionMode.Toggle&&e?this.remove(a):(this.add(a),this._selectedLayers.add(c))};a.prototype.getSelectedLayers=function(){var c=[];this._selectedLayers.forEach(function(b){c.push(b)});return c};a.prototype.selectType=function(c,b){b===d.SelectionMode.Set&&this.clear();var a=[],e=this._model.getNodesByGenericType(c);null!==e&&e.forEach(function(b){a.push(d.Selection.SelectionItem.create(b))});e=this._selectedTypes.has(c);if(b===d.SelectionMode.Toggle&&e)for(c=0;c<
+a.length;c++)this.remove(a[c]);else this.add(a),this._selectedTypes.add(c)};a.prototype.getSelectedTypes=function(){var c=[];this._selectedTypes.forEach(function(b){c.push(b)});return c};a.prototype.selectNode=function(c,b){void 0===b&&(b=d.SelectionMode.Set);if(null!==c&&this._modelStructure.isIdValid(c))return c=d.Selection.SelectionItem.create(c),this._processSelection(c,b),c.getSelectionType();this._processSelection(null,b);return d.SelectionType.None};a.prototype._triggerNullSelection=function(){this._callbackManager.trigger("selectionArray",
+[],!1)};a.prototype._isInAxisOverlay=function(c){var b=c.getFaceEntity();return b||(b=c.getLineEntity())?1===b.overlayIndex():(c=c.getPointEntity())?1===c.overlayIndex():!1};a.prototype._getNodeCounts=function(c){c=c.getNodeId();var b=this._selectedNodeCounts.get(c);b||(b=new f,this._selectedNodeCounts.set(c,b));return b};a.prototype._addToFull=function(c,b){for(;this._selectedItemsFull.set(b,c);){c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c);b=
+c._hash()}};a.prototype._addItems=function(c){var b=c.length;if(0!==b){this._callbackManager.trigger("incrementalSelectionBatchBegin");for(var a=[],e=0;e<b;++e){var l=this._filterItem(c[e]);null!==l&&this._addImpl(l,l._hash())&&(l=new d.Event.NodeSelectionEvent(l),a.push(l))}0===a.length?this._triggerNullSelection():this._callbackManager.trigger("selectionArray",a,!1);this._callbackManager.trigger("incrementalSelectionBatchEnd")}};a.prototype._addItem=function(c){c=this._filterItem(c);null!==c&&this._addImpl(c,
+c._hash())?(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!1)):this._triggerNullSelection()};a.prototype.add=function(c){null===c?this._triggerNullSelection():Array.isArray(c)?this._addItems(c):this._addItem(c)};a.prototype._filterItem=function(c){if(null===this._selectionFilter)return c;var b=c.getNodeId(),a=this._selectionFilter(b,this._model);return a===b?c:null===a?null:d.Selection.SelectionItem.create(a)};a.prototype._addImpl=function(c,b){if(c.getSelectionType()===
+d.SelectionType.None)return!1;if(this._isInAxisOverlay(c))return!0;if(this._selectedItemsPruned.has(b))return!1;if(this._pruneSelectionDescendants){if(null!==this._findAncestor(c))return!1;this._removeDescendants(c)}this._selectedItemsPruned.set(b,c);this._addToFull(c,b);this._getNodeCounts(c).update(c,1);var a=this._newestItemHash;this._newestItemHash=b;this._oldestItemHash||(this._oldestItemHash=b);if(null!==a){var e=this._temporalLinks.get(a);e&&(e.futureItemHash=b)}a=new h(a);this._temporalLinks.set(b,
+a);this._updateItemHighlight(c,!0,!0);if(this._modelStructure.getType(c.getNodeId())===d.NodeType.Pmi&&(c=this._modelStructure.getPmiTopologyReferences(c.getNodeId()),null!==c))for(b=0;b<c.length;b++){e=c[b];a=e.body.getRuntimeId();for(var l=0,f=e.faceIds;l<f.length;l++)this._model.setNodeFaceHighlighted(a,f[l],!0);l=0;for(e=e.edgeIds;l<e.length;l++)this._model.setNodeLineHighlighted(a,e[l],!0)}return!0};a.prototype._removeUpdateLayers=function(c){0<this._selectedLayers.size&&(c=c.getNodeId(),null!==
+c&&(c=this._model.getNodeLayerId(c),null!==c&&(c=this._model.getLayerName(c),null!==c&&this._selectedLayers.delete(c))))};a.prototype._removeUpdateTypes=function(c){0<this._selectedTypes.size&&(c=c.getNodeId(),null!==c&&(c=this._model.getNodeGenericType(c),null!==c&&this._selectedTypes.delete(c)))};a.prototype._removeFromFull=function(c,b){this._removeUpdateLayers(c);this._removeUpdateTypes(c);if(this._selectedItemsFull.delete(b))for(b=0,c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=
+d.Selection.SelectionItem.create(c[b]);this._removeFromFull(a,a._hash())}};a.prototype._removeItems=function(c){var b=this,a=[];c.forEach(function(c){b._removeImpl(c,c._hash())&&a.push(new d.Event.NodeSelectionEvent(c))});this._callbackManager.trigger("selectionArray",a,!0)};a.prototype._removeItem=function(c){this._removeImpl(c,c._hash())&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!0))};a.prototype.remove=function(c){Array.isArray(c)?this._removeItems(c):
+this._removeItem(c)};a.prototype._removeImpl=function(c,b){if(!this._selectedItemsPruned.delete(b))return!1;this._removeFromFull(c,b);var a=this._getNodeCounts(c);a.update(c,0);var d=this._temporalLinks.get(b);if(void 0!==d){this._temporalLinks.delete(b);if(null!==d.pastItemHash){var e=this._temporalLinks.get(d.pastItemHash);e&&(e.futureItemHash=d.futureItemHash)}null!==d.futureItemHash&&(e=this._temporalLinks.get(d.futureItemHash))&&(e.pastItemHash=d.pastItemHash);this._oldestItemHash===b&&(this._oldestItemHash=
+d.futureItemHash);this._newestItemHash===b&&(this._newestItemHash=d.pastItemHash)}b=!0;0===a.sum()&&(b=!1,a=c.getNodeId(),this._selectedNodeCounts.delete(a));this._updateItemHighlight(c,b,!1);return!0};a.prototype.toggle=function(c){var b=this._findAncestor(c);null!==b?null===c.getFaceEntity()&&null===c.getLineEntity()&&null===c.getPointEntity()&&this._removeImplicit(c,b):(b=c._hash(),this._selectedItemsPruned.has(b)?this._removeImpl(c,b)&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",
+[c],!0)):(c=this._filterItem(c),null!==c&&this._addImpl(c,c._hash())&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!1))))};a.prototype.set=function(c){this.clear(!1);this.add(c)};a.prototype.getResults=function(){var c=[];this.each(function(b){c.push(b)});return c};a.prototype.getResult=function(c){var b=this.size();if(0>c||c>=b)return null;b=b-c-1;return c<=b?this._getItemFromOldest(c):this._getItemFromNewest(b)};a.prototype._getItemFromOldest=function(c){for(var b=
+this._oldestItemHash;b;){if(0===c--)return this._selectedItemsPruned.get(b)||null;b=this._temporalLinks.get(b).futureItemHash}return null};a.prototype._getItemFromNewest=function(c){for(var b=this._newestItemHash;b;){if(0===c--)return this._selectedItemsPruned.get(b)||null;b=this._temporalLinks.get(b).pastItemHash}return null};a.prototype.getFirst=function(){return null!==this._oldestItemHash?this._selectedItemsPruned.get(this._oldestItemHash)||null:null};a.prototype.getLast=function(){return null!==
+this._newestItemHash?this._selectedItemsPruned.get(this._newestItemHash)||null:null};a.prototype.size=function(){return this._selectedItemsPruned.size};a.prototype.each=function(c){for(var b=this._oldestItemHash;b;){var a=this._selectedItemsPruned.get(b);c(a);b=this._temporalLinks.get(b).futureItemHash}};a.prototype.clear=function(c){void 0===c&&(c=!0);this._selectedLayers.clear();this._selectedTypes.clear();this._clearHighlight();this._selectedItemsPruned.clear();this._selectedItemsFull.clear();
+this._selectedNodeCounts.clear();this._temporalLinks.clear();this._newestItemHash=this._oldestItemHash=null;c&&this._triggerNullSelection()};a.prototype.setNodeSelectionColor=function(c){this._setNodeSelectionColor(c);return Promise.resolve()};a.prototype._setNodeSelectionColor=function(c){this._nodeSelectionColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeSelectionColor=function(){return this._nodeSelectionColor.copy()};a.prototype.setNodeSelectionOutlineColor=function(c){this._setNodeSelectionOutlineColor(c);
+return Promise.resolve()};a.prototype._setNodeSelectionOutlineColor=function(c){this._nodeSelectionOutlineColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeSelectionOutlineColor=function(){return this._nodeSelectionOutlineColor.copy()};a.prototype.setNodeElementSelectionColor=function(c){this._setNodeElementSelectionColor(c);return Promise.resolve()};a.prototype._setNodeElementSelectionColor=function(c){this._elementSelectionColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeElementSelectionColor=
+function(){return this._elementSelectionColor.copy()};a.prototype.setNodeElementSelectionOutlineColor=function(c){this._setNodeElementSelectionOutlineColor(c);return Promise.resolve()};a.prototype._setNodeElementSelectionOutlineColor=function(c){this._elementSelectionOutlineColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeElementSelectionOutlineColor=function(){return this._elementSelectionOutlineColor.copy()};a.prototype.getHighlightFaceElementSelection=function(){return this._highlightFaceElementSelection};
+a.prototype.setHighlightFaceElementSelection=function(c){this._highlightFaceElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setNodeSelectionHighlightMode=function(c){this._setNodeSelectionHighlightMode(c);return Promise.resolve()};a.prototype._setNodeSelectionHighlightMode=function(c){this._nodeHighlightMode=c;this._updateHighlightingMode()};a.prototype.getNodeSelectionHighlightMode=function(){return this._nodeHighlightMode};a.prototype.setNodeElementSelectionHighlightMode=
+function(c){this._setNodeElementSelectionHighlightMode(c);return Promise.resolve()};a.prototype._setNodeElementSelectionHighlightMode=function(c){this._nodeElementHighlightMode=c;this._updateHighlightingMode()};a.prototype.getNodeElementSelectionHighlightMode=function(){return this._nodeElementHighlightMode};a.prototype.setHighlightNodeSelection=function(c){this._highlightNodeSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.getHighlightNodeSelection=function(){return this._highlightNodeSelection};
+a.prototype.getHighlightLineElementSelection=function(){return this._highlightLineElementSelection};a.prototype.getHighlightPointElementSelection=function(){return this._highlightPointElementSelection};a.prototype.setHighlightLineElementSelection=function(c){this._highlightLineElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setHighlightPointElementSelection=function(c){this._highlightPointElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setPickTolerance=
+function(c){this._engine.setPickTolerance(c)};a.prototype.getPickTolerance=function(){return this._engine.getPickTolerance()};a.prototype.exportSelectionData=function(){for(var c=[],b=0,a=this.getResults();b<a.length;b++)c.push(a[b].toJson());return c};a.prototype.loadSelectionData=function(c){this.clear(!1);if("string"===typeof c&&(c=JSON.parse(c),!Array.isArray(c)))throw new d.ParseError("Expected JSON depicting an Array.");for(var b=[],a=0;a<c.length;a++){var e=d.Selection.SelectionItem._fromJson(c[a]);
+e.isNodeSelection()&&b.push(e)}this.add(b)};a.prototype._pathToParent=function(c,b){for(var a=[];!c.equals(b);){a.push(c);c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c)}return a};a.prototype._removeImplicit=function(c,b){for(var a=this._pathToParent(c,b),e=b;0<a.length;){this.remove(e);b=[];var l=0;for(e=this._model.getNodeChildren(e.getNodeId());l<e.length;l++){var f=d.Selection.SelectionItem.create(e[l]);b.push(f)}this.add(b);e=a.pop()}console.assert(c===
+e);this.remove(c)};a.prototype._removeDescendants=function(c){var b=0;for(c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=d.Selection.SelectionItem.create(c[b]);this._removeDescendantsRecursive(a)}};a.prototype._removeDescendantsRecursive=function(c){var b=c._hash();if(this._selectedItemsFull.delete(b))for(this._removeImpl(c,b),b=0,c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=d.Selection.SelectionItem.create(c[b]);this._removeDescendantsRecursive(a)}};a.prototype._processSelection=
+function(c,b){switch(b){case d.SelectionMode.Add:this.add(c);break;case d.SelectionMode.Set:this.set(c);break;case d.SelectionMode.Toggle:null!==c&&this.toggle(c)}};a.prototype._clearHighlight=function(){0<this._selectedItemsPruned.size&&this._engine.clearHighlight()};a.prototype._updateHighlight=function(){var c=this;this._clearHighlight();this._selectedItemsPruned.forEach(function(b){b&&c._updateItemHighlight(b,!0,!0)});this._highlightNodeSelection&&this._model.setNodesHighlighted([],!0)};a.prototype._updateItemHighlight=
+function(c,b,a){var g=c.getNodeId();this._highlightNodeSelection&&this._model.setNodesHighlighted([g],b);this._model.getNodeType(g)!==d.NodeType.Pmi&&(b=c.getFaceEntity(),this._highlightFaceElementSelection&&null!==b&&!b.isCappingGeometry()&&this._model.setNodeFaceHighlighted(g,b.getCadFaceIndex(),a),b=c.getLineEntity(),this._highlightLineElementSelection&&null!==b&&!b.isCappingGeometry()&&this._model.setNodeLineHighlighted(g,b.getLineId(),a),c=c.getPointEntity(),this._highlightPointElementSelection&&
+null!==c&&this._model.setNodePointHighlighted(g,c.getPointId(),a))};a.prototype._updateHighlightingMode=function(){switch(this._nodeHighlightMode){case d.SelectionHighlightMode.HighlightOnly:this._engine.setNodeHighlightColor(this._nodeSelectionColor,null);break;case d.SelectionHighlightMode.OutlineOnly:this._engine.setNodeHighlightColor(null,this._nodeSelectionOutlineColor);break;case d.SelectionHighlightMode.HighlightAndOutline:this._engine.setNodeHighlightColor(this._nodeSelectionColor,this._nodeSelectionOutlineColor)}switch(this._nodeElementHighlightMode){case d.SelectionHighlightMode.HighlightOnly:this._engine.setElementHighlightColor(this._elementSelectionColor,
+null);break;case d.SelectionHighlightMode.OutlineOnly:this._nodeHighlightMode===d.SelectionHighlightMode.OutlineOnly?this._engine.setElementHighlightColor(null,this._elementSelectionOutlineColor):this._engine.setElementHighlightColor(this._nodeSelectionColor,this._elementSelectionOutlineColor);break;case d.SelectionHighlightMode.HighlightAndOutline:this._engine.setElementHighlightColor(this._elementSelectionColor,this._elementSelectionOutlineColor)}};a.prototype._onSubtreeLoaded=function(c){c=d.Selection.SelectionItem.create(c);
+if(this.isSelected(c))return this._updateItemHighlight(c,!0,!0)};a.ifcSelectionFilter=function(c,b){if(b.getNodeType(c)===d.NodeType.BodyInstance)for(var a=c;null!==a;){if(null!==b.getNodeGenericId(a))return a;a=b.getNodeParent(a)}return c};__decorate([a.deprecated],a.prototype,"endVolumeSelection",null);__decorate([a.deprecated],a.prototype,"advanceVolumeSelection",null);return a}();d.SelectionManager=a})(Communicator||(Communicator={}));
+(function(d){var h;(function(a){a[a.Background=0]="Background";a[a.Shadow=1]="Shadow";a[a.Selection=2]="Selection"})(h||(h={}));var f=function(){function a(a,c,b,g){var e=this;this._backgroundSheetMeshId=this._activeSheetId=null;this._sheetIds=[null,null,null];this._backgroundSelectionEnabled=this._backgroundSheetEnabled=!1;this._backgroundColor=new d.Color(180,180,180);this._sheetColor=d.Color.white();this._sheetShadowColor=new d.Color(75,75,75);this._viewer=a;this._engine=c;this._callbackManager=
+b;var l=function(){return __awaiter(e,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:if(!this._viewer.model.isDrawing())return[2];b=this._viewer.sheetManager.getActiveSheetId();return null!=b?[3,4]:[4,this.deactivateSheets(!1)];case 1:return a.sent(),c=this.getSheetIds(),0===this.get3DNodes().length&&0<c.length?[4,this.setActiveSheetId(c[0],!0,!0)]:[3,3];case 2:a.sent(),a.label=3;case 3:return[3,6];case 4:return[4,this._activateSheetId(b,!0,!0)];case 5:a.sent(),
+a.label=6;case 6:return[2]}})})};this._viewer.setCallbacks({_modelStructureHeaderParsed:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){return this._viewer.model.isDrawing()&&!g?[2,this.setBackgroundSheetEnabled(!0)]:[2]})})},_firstModelLoaded:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,l()];case 1:return b.sent(),[2]}})})},_resetAssemblyTreeBegin:function(){return __awaiter(e,
+void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return[4,this.setBackgroundSheetEnabled(!1)];case 1:return a.sent(),[4,this.setBackgroundSelectionEnabled(!1)];case 2:return a.sent(),this._backgroundSheetMeshId=this._activeSheetId=null,b=this._viewer.view,c=b.getBackgroundColor(),b.setBackgroundColor(c.top,c.bottom),[2]}})})},_resetDrawing:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+l()];case 1:return b.sent(),[2]}})})}})}a.prototype.getSheetIds=function(){var a=this._viewer.model,c=a.getAbsoluteRootNode();c=a.getNodeChildren(c);var b=a.getNodeChildren(c[0]);c=[];var g=0;for(b=a.getNodeChildren(b[0]);g<b.length;g++){var k=b[g];a.getNodeType(k)===d.NodeType.DrawingSheet&&c.push(k)}return c};a.prototype.get3DNodes=function(){var a=this._viewer.model,c=a.getAbsoluteRootNode();c=a.getNodeChildren(c);var b=a.getNodeChildren(c[0]);c=[];var g=0;for(b=a.getNodeChildren(b[0]);g<b.length;g++){var k=
+b[g];a.getNodeType(k)!==d.NodeType.DrawingSheet&&c.push(k)}return c};a.prototype.deactivateSheets=function(a){void 0===a&&(a=!0);return __awaiter(this,void 0,void 0,function(){var c,b,g,d;return __generator(this,function(e){switch(e.label){case 0:return this._activeSheetId=null,this._viewer.pauseRendering(),c=this.get3DNodes(),b=0<c.length,[4,this._viewer.view.isolateNodes(c,0,b)];case 1:return e.sent(),[4,this._refreshBackgroundSheets()];case 2:return e.sent(),g=this._viewer.view,d=g.getBackgroundColor(),
+g.setBackgroundColor(d.top,d.bottom),this._viewer.resumeRendering(),a&&this._callbackManager.trigger("sheetDeactivated"),[2]}})})};a.prototype.setActiveSheetId=function(a,c,b){void 0===c&&(c=!0);void 0===b&&(b=!0);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:if(this._activeSheetId===a)return[2];this._activeSheetId=a;return[4,this._activateSheetId(a,c,b)];case 1:return g.sent(),[2]}})})};a.prototype._activateSheetId=function(a,c,b){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this._markupManager._setActiveMarkupView(null)];case 1:g.sent();if(!c)return[3,4];this._viewer.pauseRendering();return[4,this._viewer.view.isolateNodes([a],0,b)];case 2:return g.sent(),[4,this._refreshBackgroundSheets()];case 3:g.sent(),this._viewer.resumeRendering(),g.label=4;case 4:return this._callbackManager.trigger("sheetActivated",this._activeSheetId),[2]}})})};a.prototype.getActiveSheetId=function(){return this._activeSheetId};
+a.prototype.isDrawingSheetActive=function(){return this._viewer.model.isDrawing()&&null!==this._activeSheetId};a.prototype.setMarkupManager=function(a){this._markupManager=a};a.prototype._createBackgroundSheetMesh=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b;return __generator(this,function(g){a=[0,0,0,1,0,0,0,1,0,0,1,0,1,0,0,1,1,0];c=[0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1];b=new d.MeshData;b.addFaces(a,c);b.setBackfacesEnabled(!0);return[2,this._viewer.model.createMesh(b)]})})};
+a.prototype._createBackgroundSheetMatrix=function(a,c){var b=a.min,g=a.max,e=this._viewer.view.getCamera();a=e.getPosition();var l=e.getTarget(),f=d.Point3.subtract(l,a);a=g.x-b.x;l=g.y-b.y;var m=Math.max(.1*a,.1*(g.z-b.z)),p=b.x+.5*a,h=b.y+.5*l,r=Math.max(.05*a,.05*l);a+=r;l+=r;p-=.5*a;h-=.5*l;b=0<f.z?g.z+m:b.z-m;c&&(c=e.getUp(),e=.3*r,p+=e,0<c.y&&(e=-e),h+=e,b+=0<f.z?m:-m);c=new d.Matrix;c.setTranslationComponent(p,h,b);c.setScaleComponent(a,l,1);return c};a.prototype._createBackgroundSheetInstance=
+function(a,c,b,g,k,l){return __awaiter(this,void 0,void 0,function(){var e,f,p;return __generator(this,function(n){switch(n.label){case 0:return e=d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.DoNotLight|d.MeshInstanceCreationFlags.DoNotOutlineHighlight|d.MeshInstanceCreationFlags.AlwaysDraw|d.MeshInstanceCreationFlags.ExcludeBounding,l||(e|=d.MeshInstanceCreationFlags.DoNotSelect),f=new d.MeshInstanceData(a,
+b,c,g,null,null,e),[4,this._viewer.model.createMeshInstance(f,null,!1,!0)];case 1:return p=n.sent(),this._viewer.model.setNodesOpacity([p],k),[2,p]}})})};a.prototype._deleteBackgroundSheetInstances=function(a){void 0===a&&(a=[h.Background,h.Selection,h.Shadow]);return __awaiter(this,void 0,void 0,function(){var c,b,g,d,e;return __generator(this,function(k){c=[];b=0;for(g=a;b<g.length;b++)d=g[b],e=this._sheetIds[d],null!==e&&(this._sheetIds[d]=null,c.push(e));return 0<c.length?[2,this._viewer.model.deleteMeshInstances(c)]:
+[2]})})};a.prototype._createOrUpdateSheet=function(a,c,b,g,k,l){return __awaiter(this,void 0,void 0,function(){var e,f,p,h;return __generator(this,function(n){switch(n.label){case 0:e=this._viewer.model;if(null!==this._sheetIds[a])return[3,2];f=this._sheetIds;p=a;return[4,this._createBackgroundSheetInstance(this._backgroundSheetMeshId,c,b,g,k,l)];case 1:return f[p]=n.sent(),[2,Promise.resolve()];case 2:return h=this._sheetIds[a],e.setNodesFaceColor([h],g),e.setNodesOpacity([h],k),null!==l&&e.setInstanceModifier(d.InstanceModifier.DoNotSelect,
+[h],!l),[2,e.setNodeMatrix(h,b,!0)]}})})};a.prototype._refreshBackgroundSheets=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b,g,k,l;return __generator(this,function(e){switch(e.label){case 0:a=this._viewer.model;if(!this.isDrawingSheetActive())return this._backgroundSelectionEnabled=!1,[2,this._deleteBackgroundSheetInstances()];if(null!==this._backgroundSheetMeshId)return[3,2];c=this;return[4,this._createBackgroundSheetMesh()];case 1:c._backgroundSheetMeshId=e.sent(),e.label=
+2;case 2:return[4,a.getModelBounding(!0,!1)];case 3:return b=e.sent(),g=this._createBackgroundSheetMatrix(b,!1),k=[],this._backgroundSelectionEnabled?[4,this._createOrUpdateSheet(h.Selection,"2d_drawing_background_selection_sheet",g,d.Color.black(),0,!0)]:[3,5];case 4:return e.sent(),[3,6];case 5:k.push(h.Selection),e.label=6;case 6:this._engine.setBackgroundGradient(this._backgroundColor,this._backgroundColor);if(!this._backgroundSheetEnabled)return[3,9];l=this._createBackgroundSheetMatrix(b,!0);
+return[4,this._createOrUpdateSheet(h.Background,"2d_drawing_background_sheet",g,this._sheetColor,1,!1)];case 7:return e.sent(),[4,this._createOrUpdateSheet(h.Shadow,"2d_drawing_background_shadow_sheet",l,this._sheetShadowColor,1,!1)];case 8:return e.sent(),[3,10];case 9:k.push(h.Background,h.Shadow),e.label=10;case 10:return 0<k.length?[2,this._deleteBackgroundSheetInstances(k)]:[2]}})})};a.prototype.setSheetColors=function(a,c,b){this._backgroundColor=a.copy();this._sheetColor=c.copy();this._sheetShadowColor=
+b.copy();return this._refreshBackgroundSheets()};a.prototype.getSheetBackgroundColor=function(){return this._backgroundColor};a.prototype.getSheetColor=function(){return this._sheetColor};a.prototype.getSheetShadowColor=function(){return this._sheetShadowColor};a.prototype.setBackgroundSheetEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:if(a===this._backgroundSheetEnabled)return[2];this._backgroundSheetEnabled=a;this._viewer.pauseRendering();
+return[4,this._refreshBackgroundSheets()];case 1:return c.sent(),this._viewer.resumeRendering(),[2]}})})};a.prototype.getBackgroundSheetEnabled=function(){return this._backgroundSheetEnabled};a.prototype.setBackgroundSelectionEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:this.isDrawingSheetActive()||(a=!1);if(a===this._backgroundSelectionEnabled)return[2];this._backgroundSelectionEnabled=a;this._viewer.pauseRendering();
+return[4,this._refreshBackgroundSheets()];case 1:return c.sent(),this._viewer.resumeRendering(),[2]}})})};a.prototype.getBackgroundSelectionEnabled=function(){return this._backgroundSelectionEnabled};a.prototype.startComparison=function(a,c,b){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return g=this._viewer.view,g.startComparison([a],[c],b),[4,this.setActiveSheetId(a,!1,!1)];case 1:return d.sent(),[4,g.isolateNodes([a,c],0,!0)];
+case 2:return d.sent(),[4,this._refreshBackgroundSheets()];case 3:return d.sent(),[2]}})})};a.prototype.endComparison=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._activeSheetId?[2]:[4,this.setActiveSheetId(this._activeSheetId,!0,!1)];case 1:return a.sent(),this._viewer.view.endComparison(),[2]}})})};return a}();d.SheetManager=f})(Communicator||(Communicator={}));
+(function(d){var h;(function(a){a[a.Model=1]="Model";a[a.Svg=2]="Svg";a[a.Html=4]="Html";a[a.All=7]="All"})(h=d.SnapshotLayer||(d.SnapshotLayer={}));var f=function(){return function(a,d,c){void 0===a&&(a=0);void 0===d&&(d=0);void 0===c&&(c=h.All);this.width=a;this.height=d;this.layers=c}}();d.SnapshotConfig=f})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(b){var c=document.createElement("canvas");c.width=b.width;c.height=b.height;c.getContext("2d").drawImage(b,0,0);return c}function a(b){if(b instanceof HTMLCanvasElement&&0<b.clientWidth&&0<b.clientHeight)return b;for(var c=0;c<b.childNodes.length;c++){var d=b.childNodes.item(c);if(d=a(d))return d}return null}function e(b,c){var a=b.getContext("2d");if(null===a)throw new d.CommunicatorError("failed to create 2D canvas context");for(var g=0;g<c.length;g++)a.drawImage(c[g],
+0,0);var e=h.OpenPromise.create(),f=new Image;f.src=b.toDataURL();f.onload=function(){e.resolve(f)};return e}var c=function(){function b(b,c){this._domElements=b;this._config=c}b.prototype._extractMarkupSvgAsCanvas=function(){var b=this._domElements.getMarkupSvgElement(),c=(new XMLSerializer).serializeToString(b);b=c;var a=(new DOMParser).parseFromString(b,"text/xml");c=a.getElementsByTagName("defs");for(var d=[],e=0;e<c.length;e++)for(var p=c.item(e).getElementsByTagName("marker"),h=0;h<p.length;h++){var r=
+p.item(h);d.push(r)}c=[];p=a.getElementsByTagName("line");for(e=0;e<p.length;e++)if(a=p.item(e),null!==a.style.marker&&0<a.style.marker.length){h=a.style.marker.indexOf("#")+1;r=a.style.marker.indexOf('"',h+1);r=a.style.marker.substring(h,r);var u=null,t=null;for(h=0;h<d.length;h++)if(d[h].id===r){u=d[h];t=d[h+1];break}c.push({line:a,start:u,end:t})}for(d=b.indexOf("marker: url");0<=d;){e=b.indexOf(")",d)+1;a=b.substring(d,e);h=a.indexOf("#")+1;p=a.indexOf('"',h);r=a.indexOf("&quot",h+11+1);u=p;if(0>
+p||r<p)u=r;h=a.substring(h,u);p=0;for(r=c;p<r.length;p++)if(a=r[p],u=a.start,a=a.end,null!==u&&null!==a&&u.id===h){h="marker-start: url('#"+u.id+"');";h+="marker-end: url('#"+a.id+"')";b=b.slice(0,d)+h+b.slice(e);break}d=b.indexOf("marker: url",e+1)}c=b;b=document.createElement("canvas");document.body.appendChild(b);canvg(b,c);c=f(b);document.body.removeChild(b);return c};b.prototype._extractRedlineSvgAsCanvas=function(b,c){var a=this._domElements.getRedlineSvgElement();a.setAttribute("width",""+
+b);a.setAttribute("height",""+c);a=(new XMLSerializer).serializeToString(a);a=a.replace("width: 100%;","width: "+b+";");a=a.replace("height: 100%;","height: "+c+";");b=document.createElement("canvas");document.body.appendChild(b);canvg(b,a);c=f(b);document.body.removeChild(b);return c};b.prototype._extractRedlineAsCanvas=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){b=this._domElements.getRedlineElement();return[2,html2canvas(b,{background:void 0})]})})};
+b.prototype.capture=function(b){return __awaiter(this,void 0,void 0,function(){var c,g,n,m,p;return __generator(this,function(k){switch(k.label){case 0:c=a(b);if(null===c)throw new d.CommunicatorError("failed to find canvas");g=document.createElement("canvas");g.width=this._config.width||b.clientWidth;g.height=this._config.height||b.clientHeight;g.style.width="100%";g.style.height="100%";n=[];this._config.layers&d.SnapshotLayer.Model&&n.push(f(c));this._config.layers&d.SnapshotLayer.Svg&&(n.push(this._extractMarkupSvgAsCanvas()),
+n.push(this._extractRedlineSvgAsCanvas(g.width,g.height)));if(!(this._config.layers&d.SnapshotLayer.Html))return[3,2];p=(m=n).push;return[4,this._extractRedlineAsCanvas()];case 1:p.apply(m,[k.sent()]),k.label=2;case 2:return[2,e(g,n)]}})})};return b}();h.Snapshot=c})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function b(){this._strokeWidth=1;this._strokeColor=d.Color.black()}b.prototype._assign=function(b){this._strokeWidth=b._strokeWidth;this._strokeColor.assign(b._strokeColor)};b.prototype.setStrokeColor=function(b){this._strokeColor.assign(b)};b.prototype.getStrokeColor=function(){return this._strokeColor.copy()};b.prototype.setStrokeWidth=function(b){this._strokeWidth=b};b.prototype.getStrokeWidth=function(){return this._strokeWidth};return b}();
+f.StrokedShape=a;var e=function(b){function c(){var c=null!==b&&b.apply(this,arguments)||this;c._fillColor=d.Color.black();c._fillOpacity=1;return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._fillColor.assign(c._fillColor);this._fillOpacity=c._fillOpacity};c.prototype.getFillOpacity=function(){return this._fillOpacity};c.prototype.setFillOpacity=function(b){this._fillOpacity=b};c.prototype.setFillColor=function(b){this._fillColor.assign(b)};c.prototype.getFillColor=
+function(){return this._fillColor.copy()};return c}(a);f.FilledShape=e;var c;(function(b){b[b.None=0]="None";b[b.Arrowhead=1]="Arrowhead";b[b.Circle=2]="Circle"})(c=f.EndcapType||(f.EndcapType={}));a=function(b){function a(){var a=null!==b&&b.apply(this,arguments)||this;a._startEndcapType=c.None;a._startEndcapColor=d.Color.black();a._startEndcapSize=9;a._endEndcapType=c.None;a._endEndcapColor=d.Color.black();a._endEndcapSize=9;a._endcapsInverted=!1;return a}__extends(a,b);a.prototype._assign=function(c){b.prototype._assign.call(this,
+c);this._startEndcapType=c._startEndcapType;this._startEndcapColor.assign(c._startEndcapColor);this._startEndcapSize=c._startEndcapSize;this._endEndcapType=c._endEndcapType;this._endEndcapColor.assign(c._endEndcapColor);this._endEndcapSize=c._endEndcapSize;this._endcapsInverted=c._endcapsInverted};a.prototype.getStartEndcapType=function(){return this._startEndcapType};a.prototype.setStartEndcapType=function(b){this._startEndcapType=b};a.prototype.getStartEndcapColor=function(){return this._startEndcapColor.copy()};
+a.prototype.setStartEndcapColor=function(b){this._startEndcapColor.assign(b)};a.prototype.getStartEndcapSize=function(){return this._startEndcapSize};a.prototype.setStartEndcapSize=function(b){this._startEndcapSize=b};a.prototype.getEndEndcapType=function(){return this._endEndcapType};a.prototype.setEndEndcapType=function(b){this._endEndcapType=b};a.prototype.setEndcapType=function(b){this._endEndcapType=this._startEndcapType=b};a.prototype.getEndEndcapSize=function(){return this._endEndcapSize};
+a.prototype.setEndEndcapSize=function(b){this._endEndcapSize=b};a.prototype.getEndEndcapColor=function(){return this._endEndcapColor.copy()};a.prototype.setEndEndcapColor=function(b){this._endEndcapColor.assign(b)};a.prototype.getEndcapsInverted=function(){return this._endcapsInverted};a.prototype.setEndcapsInverted=function(b){this._endcapsInverted=b};return a}(a);f.EndcapShape=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function c(){var c=null!==b&&b.apply(this,arguments)||this;c._borderRadius=0;return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._borderRadius=c._borderRadius};c.prototype.getBorderRadius=function(){return this._borderRadius};c.prototype.setBorderRadius=function(b){this._borderRadius=b};return c}(f.FilledShape);f.RectangleBase=a;var e=function(b){function c(c,a){var g=b.call(this)||this;g._position=
+d.Point2.zero();g._size=d.Point2.zero();c&&g._position.assign(c);a&&g._size.assign(a);return g}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._position.assign(c._position);this._size.assign(c._size)};c.prototype.setPosition=function(b){this._position.assign(b)};c.prototype.getPosition=function(){return this._position.copy()};c.prototype.setSize=function(b){this._size.assign(b)};c.prototype.getSize=function(){return this._size.copy()};return c}(a);f.Rectangle=
+e;var c=function(){return function(b,c){this.position=b.copy();this.size=c.copy()}}();f._MarkupRectangleData=c;a=function(b){function a(){var c=null!==b&&b.apply(this,arguments)||this;c._rectangles=[];return c}__extends(a,b);a.prototype.clear=function(){this._rectangles=[]};a.prototype.addRectangle=function(b,a){this._rectangles.push(new c(b,a))};a.prototype.getRectangles=function(){return this._rectangles};return a}(a);f.RectangleCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function c(){var c=b.call(this)||this;c._fontFamily=null;c._fontSize=12;c.setStrokeWidth(0);return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._fontFamily=c._fontFamily;this._fontSize=c._fontSize};c.prototype.getFontFamily=function(){return this._fontFamily};c.prototype.setFontFamily=function(b){this._fontFamily=b};c.prototype.setFontSize=function(b){this._fontSize=b};c.prototype.getFontSize=function(){return this._fontSize};
+return c}(f.FilledShape);f.TextMarkupBase=a;var e=function(b){function c(c,a){var g=b.call(this)||this;g._position=d.Point2.zero();g._text="";a&&(g._position=a.copy());c&&g.setText(c);return g}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._text=c._text;this._position.assign(c._position)};c.prototype.setPosition=function(b){this._position.assign(b)};c.prototype.getPosition=function(){return this._position};c.prototype.setText=function(b){this._text=b};c.prototype.getText=
+function(){return this._text};return c}(a);f.Text=e;var c=function(){return function(b,c){this.text=b;this.position=c.copy()}}();f._MarkupTextData=c;a=function(b){function a(){var c=null!==b&&b.apply(this,arguments)||this;c._textStrings=[];return c}__extends(a,b);a.prototype.clear=function(){this._textStrings=[]};a.prototype.addString=function(b,a){this._textStrings.push(new c(b,a))};a.prototype.getStrings=function(){return this._textStrings};return a}(a);f.TextCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||
+(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._behindView=!1}a.prototype.remove=function(){};a.prototype.draw=function(){};a.prototype.hit=function(a){a;return!1};a.prototype.hitWithTolerance=function(a,c){a;c;return!1};a.prototype.onSelect=function(){};a.prototype.onDeselect=function(){};a.prototype.toJson=function(){return{}};a.prototype.forJson=function(){return this.toJson()};a.prototype.getClassName=function(){return"Communicator.Markup.MarkupItem"};return a}();d.MarkupItem=f})(d.Markup||
+(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(c){function b(b){var a=c.call(this)||this;a._position=new d.Point2(10,10);a._nextItemPosition=d.Point2.zero();a._statItemOffset=new d.Point2(5,5);a._maxStatWidth=0;a._viewer=b;a._backgroundPanel=new d.Markup.Shape.Rectangle(a._position,new d.Point2(300,100));a._backgroundPanel.setFillColor(d.Color.white());a._backgroundPanel.setStrokeWidth(0);a._statsText=new d.Markup.Shape.TextCollection;return a}__extends(b,c);b.prototype.draw=function(){this._updateBackgroundSize();
+var b=this._viewer.markupManager.getRenderer();b.drawRectangle(this._backgroundPanel);b.drawTexts(this._statsText)};b.prototype.clearStatsText=function(){this._statsText.clear();this._nextItemPosition.assign(this._position)};b.prototype.setPosition=function(b){this._position.assign(b);this._backgroundPanel.setPosition(this._position)};b.prototype.addStatistic=function(b,c){var a=d.Point2.add(this._nextItemPosition,this._statItemOffset);this._statsText.addString(b+": "+c,a);this._nextItemPosition.y+=
+this._statsText.getFontSize()};b.prototype._updateBackgroundSize=function(){for(var b=this._viewer.markupManager.getRenderer(),c=this._statsText.getStrings(),a=this._statsText.getFontSize(),e=0;e<c.length;e++){var f=b.measureText(c[e].text,this._statsText);this._maxStatWidth=Math.max(this._maxStatWidth,f.x)}this._backgroundPanel.setSize(new d.Point2(2*this._statItemOffset.x+this._maxStatWidth,c.length*(a+this._statItemOffset.y)))};return b}(d.Markup.MarkupItem),a=function(){return function(){this.total_triangle_count=
+this.total_element_count=0}}();h.StatisticMap=a;var e=function(){function c(b,c){var g=this;this._statisticsDisplayHandle=null;this._statistics=new a;this._viewer=c;this._callbackManager=b;this._callbackManager.bind({frameDrawn:function(){return __awaiter(g,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.update()];case 1:return b.sent(),[2]}})})}});this._statisticsDisplay=new f(this._viewer)}c.prototype.update=function(){return __awaiter(this,void 0,
+void 0,function(){var b,c,a,d,e,f,p;return __generator(this,function(g){switch(g.label){case 0:return[4,this._viewer.getStatistics()];case 1:this._statistics=b=g.sent();this._statisticsDisplay.clearStatsText();c=Object.keys(this._statistics);a=0;for(d=c;a<d.length;a++)f=e=d[a],p=this._statistics[f],this._statisticsDisplay.addStatistic(f,p.toString());return[2]}})})};c.prototype.isShown=function(){return null!==this._statisticsDisplayHandle};c.prototype.getStatistics=function(){return this._statistics};
+c.prototype.showDisplay=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this.isShown()?[3,2]:[4,this.update()];case 1:b.sent(),this._statisticsDisplayHandle=this._viewer.markupManager.registerMarkup(this._statisticsDisplay),b.label=2;case 2:return[2]}})})};c.prototype.hideDisplay=function(){this.isShown()&&(this._viewer.markupManager.unregisterMarkup(this._statisticsDisplayHandle),this._statisticsDisplayHandle=null)};return c}();
+h.Statistics=e})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){var h=function(){return function(){this.svgXmlPrologEnabled=!0;this.svgBackgroundCssColor="";this.linesDrawModelLinesEnabled=this.silhouettesEnabled=!0;this.linesStrokeWidth=20;this.linesCssColor="#000000";this.linesClipZNudgeFactor=this.linesClipProximityToPlane=5.5;this.polygonsForceDrawCssColor="";this.logDiagnostics=this.logProgress=!1}}();d.SvgConfig=h})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.Rgba32=0]="Rgba32";d[d.Rgb24=1]="Rgb24";d[d.Gray8=2]="Gray8";d[d.GrayAlpha16=3]="GrayAlpha16";d[d.Jpeg=4]="Jpeg";d[d.Png=5]="Png"})(d.ImageFormat||(d.ImageFormat={}));(function(d){d[d.Clamp=0]="Clamp";d[d.Repeat=1]="Repeat"})(d.TextureTiling||(d.TextureTiling={}));(function(d){d[d.UV=0]="UV"})(d.TextureParameterization||(d.TextureParameterization={}));(function(d){d[d.Decal=1]="Decal"})(d.TextureModifier||(d.TextureModifier={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._timeoutDurationMinutes=15;this._timeoutWarningMinutes=14;this._timer=new d.Util.Timer;this._enabled=!0;this._callbackManager=a;this.resetTimeout()}a.prototype.setTimeoutDurations=function(a,c){this._timeoutDurationMinutes=a;this._timeoutWarningMinutes=c;this.resetTimeout();return!0};a.prototype.shutdown=function(){this._enabled=!1;this._timer.clear()};a.prototype.resetTimeout=function(){var a=this;this._enabled&&this._timer.set(Math.round(6E4*
+this._timeoutWarningMinutes),function(){a._warn()})};a.prototype._warn=function(){var a=this;console.assert(this._timer.isIdle(0));var c=this._timeoutDurationMinutes-this._timeoutWarningMinutes,b=Math.round(6E4*c);this._callbackManager.trigger("timeoutWarning",c);this._timer.set(b,function(){a._timeout()})};a.prototype._timeout=function(){this._callbackManager.trigger("timeout");this._callbackManager.trigger("_timeout")};return a}();h.TimeoutMonitor=f})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){d.create=function(){return"xxxxxxxx-xxxx-4xxx-yxxx-xxxxxxxxxxxx".replace(/[xy]/g,function(d){var a=16*Math.random()|0;return("x"===d?a:a&3|8).toString(16)})}})(d.UUID||(d.UUID={}))})(Communicator||(Communicator={}));(function(d){(function(h){h.create=function(){return d.UUID.create()}})(d.GUID||(d.GUID={}))})(Communicator||(Communicator={}));
+var __assign=this&&this.__assign||function(){__assign=Object.assign||function(d){for(var h,f=1,a=arguments.length;f<a;f++){h=arguments[f];for(var e in h)Object.prototype.hasOwnProperty.call(h,e)&&(d[e]=h[e])}return d};return __assign.apply(this,arguments)};
+(function(d){var h=function(){function f(a,e,c,b,g,k,l,f){this._backfacesVisible=!1;this._initialCamera=null;this._boundingCalculationIgnoresInvisible=this._faceVisibility=this._lineVisibility=!0;this._backgroundColorBottom=this._backgroundColorTop=null;this._drawMode=d.DrawMode.WireframeOnShaded;this._ambientOcclusionEnabled=!1;this._ambientOcclusionRadius=.03;this._antiAliasingMode=d.AntiAliasingMode.SMAA;this._lightingEnabled=!0;this._ambientLightColor=d.Color.black();this._bloomEnabled=!1;this._bloomIntensityScale=
+this._bloomThresholdRampWidth=this._bloomThreshold=0;this._bloomLayers=[];this._hardEdgesEnabled=this._silhouetteEnabled=this._simpleReflectionEnabled=this._simpleShadowEnabled=!1;this._hiddenLineSettings=new d.Settings.HiddenLineSettings;this._projectionMode=d.Projection.Orthographic;var n=a.getCreationParameters();this._viewer=a;this._engine=e;this._callbackManager=c;this._interpolationManager=g;this._eventDispatcher=b;this._model=a.model;this._statistics=k;this._navCube=l;this._axisTriad=f;this._determineInitialAxes=
+d.Internal.getWithDefault(n.calculateDefaultViewAxes,!0);this._initEvents()}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","View",d);return b.apply(this,c)};return c};f.prototype._initEvents=function(){var a=this;this._callbackManager.bind({_resetAssemblyTreeBegin:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){this._initialCamera=null;return[2]})})},
+_firstAttachment:function(e){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(c){return e===d.Internal.AttachType.Direct?[2,this._massageInitialCamera(!1)]:[2]})})},_firstModelLoaded:function(){return a._massageInitialCamera(!1)},_modelSwitched:function(d){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return d?[3,2]:[4,this._massageInitialCamera(!1)];case 1:return c.sent(),[2,this._setInitialView(0)];case 2:return[2]}})})},
+hwfParseComplete:function(){return a._massageInitialCamera(!0)},_modelStructureHeaderParsed:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){return this._viewer.sheetManager.isDrawingSheetActive()?(this._model.setViewAxes(new d.Point3(0,0,1),new d.Point3(0,1,0)),[2,this.setViewOrientation(d.ViewOrientation.Front,0)]):[2]})})},_sessionStarted:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){this.clearLights();this.setAmbientLightColor(d.Color.createFromFloatArray([.075,
+.075,.075]));this.addLight(new d.Light(d.LightType.Directional,d.LightSpace.Camera,new d.Point3(.5,.5,1),d.Color.createFromFloatArray([.925,.925,.925])));this.addLight(new d.Light(d.LightType.Directional,d.LightSpace.Camera,new d.Point3(-.5,-.5,1),d.Color.createFromFloatArray([.1,.1,.2])));this.setBloomIntensityScale(1);this.setBloomThreshold(.65);this.setBloomThresholdRampWidth(.1);this.setBloomLayers([{intensity:.5,blurSamples:5,blurInterval:[.0025,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:.5,
+blurSamples:5,blurInterval:[.005,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:.5,blurSamples:9,blurInterval:[.01,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:1,blurSamples:9,blurInterval:[.02,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:2,blurSamples:11,blurInterval:[.04,d.BlurIntervalUnit.ProportionOfHeight]}]);this.setGroundPlane({normal:new d.Point3(0,0,1),followViewAxes:!0});this.setSimpleShadowColor(d.Color.black());this.setSimpleShadowOpacity(.65);this.setSimpleShadowResolution(512);
+this.setSimpleShadowBlurSamples(5);this.setSimpleShadowBlurInterval(1);this.setSimpleShadowInteractiveUpdateEnabled();this.setSimpleReflectionOpacity(.65);this.setSimpleReflectionFadeAngle(10);this.setSimpleReflectionBlurSamples(9);this.setSimpleReflectionBlurInterval(1,d.BlurIntervalUnit.Pixels);this.setSimpleReflectionAttenuation(0,1,d.SimpleReflectionAttenuationUnit.ProportionOfBoundingHeight);this.setSilhouetteColor(d.Color.black());this.setSilhouetteOpacity(1);this.setSilhouetteThreshold(.05);
+this.setSilhouetteThresholdRampWidth(.025);this.setHardEdgeColor(d.Color.black());this.setHardEdgeOpacity(1);this.setHardEdgeThreshold(30);this.setHardEdgeThresholdRampWidth(20);return[2]})})},viewAxes:function(d,c){a._updateGroundPlane(d,c)}})};f.prototype._massageInitialCamera=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:if(null!==this._initialCamera)return[2];d=this;return[4,this._engine.getCameraPromise()];case 1:return d._initialCamera=
+c.sent(),this._projectionMode=this._initialCamera.getProjection(),!this._determineInitialAxes||this._viewer.sheetManager.isDrawingSheetActive()||this._model.viewAxesHaveBeenSet()||this._determineViewAxes(this._initialCamera),a?[4,this.fitWorld()]:[3,3];case 2:c.sent(),this._initialCamera=this.getCamera(),c.label=3;case 3:return[2]}})})};f.prototype.setLineVisibility=function(a){this._setLineVisibility(a);return Promise.resolve()};f.prototype._setLineVisibility=function(a){a!==this._lineVisibility&&
+(this._lineVisibility=a,this._engine.setLineVisibility(a))};f.prototype.getLineVisibility=function(){return this._lineVisibility};f.prototype.setFaceVisibility=function(a){this._setFaceVisibility(a);return Promise.resolve()};f.prototype._setFaceVisibility=function(a){a!==this._faceVisibility&&(this._faceVisibility=a,this._engine.setFaceVisibility(a));return Promise.resolve()};f.prototype.getFaceVisibility=function(){return this._faceVisibility};f.prototype.setProjectionMode=function(a){this._projectionMode!==
+a&&(this._projectionMode=a,this._engine.isInit()&&this._engine.setProjection(a),this._eventDispatcher.injectViewOrientationChangeEvent())};f.prototype.getProjectionMode=function(){return this._projectionMode};f.prototype.getViewMatrix=function(){return this._engine.getViewMatrix()};f.prototype.getProjectionMatrix=function(){return this._engine.getProjectionMatrix()};f.prototype.getFullCameraMatrix=function(){return this._engine.getFullCameraMatrix()};f.prototype.raycastFromPoint=function(a){var e=
+this.getCanvasSize(),c=this._engine.getViewMatrix(),b=this._engine.getProjectionMatrix(),g=new d.Point3(a.x,e.y-a.y,0);a=this._unproject(g,b,c,e);if(null===a)return null;g.z=.5;e=this._unproject(g,b,c,e);if(null===e)return null;e=d.Point3.subtract(e,a).normalize();return new d.Ray(a,e)};f.prototype._unproject=function(a,e,c,b){e=d.Matrix.multiply(c,e);e=d.Matrix.inverse(e);if(null===e)return null;a=new d.Point4(a.x,a.y,a.z,1);a.x/=b.x;a.y/=b.y;a.x=2*a.x-1;a.y=2*a.y-1;a.z=2*a.z-1;b=e.transform4(a);
+if(0===b.w)return null;b.scale(1/b.w);return new d.Point3(b.x,b.y,b.z)};f.prototype._rectifySelectionItem=function(a){var d=a.getInclusionKey(),c=a.getNodeId();d=this._model._getNodeFromInstanceInc(!1,d,c,!0);a._setNodeId(d)};f.prototype.isOutsideCanvasArea=function(a){var d=this.getCanvasSize();return 0>a.x||0>a.y||a.x>=d.x||a.y>=d.y};f.prototype.pickFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");
+return[4,this._engine.pickFromScreen(a,e,this._viewer.sheetManager.isDrawingSheetActive())];case 1:return(c=b.sent())?(this._rectifySelectionItem(c),[2,c]):[2,d.Selection.SelectionItem.create()]}})})};f.prototype.pickAllFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k;return __generator(this,function(l){switch(l.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[4,this._engine.pickAllFromScreen(a,
+e,this._viewer.sheetManager.isDrawingSheetActive())];case 1:c=l.sent();b=0;for(g=c;b<g.length;b++)k=g[b],this._rectifySelectionItem(k);return[2,c]}})})};f.prototype.compositePickFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[4,this._engine.compositePickFromScreen(a,e,this._viewer.sheetManager.isDrawingSheetActive())];
+case 1:return c=b.sent(),null!==c.faceItem&&this._rectifySelectionItem(c.faceItem),null!==c.lineItem&&this._rectifySelectionItem(c.lineItem),null!==c.pointItem&&this._rectifySelectionItem(c.pointItem),[2,c]}})})};f.prototype.pickFromRay=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,this._engine.pickFromRay(a,e)];case 1:return(c=b.sent())?(this._rectifySelectionItem(c),[2,c]):[2,d.Selection.SelectionItem.create()]}})})};
+f.prototype.pickAllFromRay=function(a,d){return __awaiter(this,void 0,void 0,function(){var c,b,g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._engine.pickAllFromRay(a,d)];case 1:c=k.sent();b=0;for(g=c;b<g.length;b++)e=g[b],this._rectifySelectionItem(e);return[2,c]}})})};f.prototype.beginScreenSelectByArea=function(a,e,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(this.isOutsideCanvasArea(a)||this.isOutsideCanvasArea(e))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");
+return[2,this._engine.beginScreenAreaSelection(a,e,c)]})})};f.prototype.beginRayDrillSelection=function(a,e,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[2,this._engine.beginRayDrillSelection(a,e,c)]})})};f.prototype.beginConvexPolyhedronSelection=function(a,d,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){return[2,
+this._engine.beginConvexPolyhedronSelection(a,d,c)]})})};f.prototype.beginSphereSelection=function(a,e,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=d.Internal.toVec3(a);return[2,this._engine.beginSphereSelection(b,e,c)]})})};f.prototype.endIncrementalSelection=function(a){this._endIncrementalSelection(a);return Promise.resolve()};f.prototype._endIncrementalSelection=function(a){this._engine.endIncrementalSelection(a)};f.prototype.endVolumeSelection=
+function(a){return this.endIncrementalSelection(a)};f.prototype.advanceIncrementalSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,f,m,p,h;return __generator(this,function(n){switch(n.label){case 0:return n.trys.push([0,2,,3]),[4,this._engine.advanceIncrementalSelection(a)];case 1:e=n.sent();if(null===e)return[2,null];c=this._viewer.selectionManager;b=[];g=0;for(k=e;g<k.length;g++)l=k[g],this._rectifySelectionItem(l),f=l,m=f.getNodeId(),(p=c._incrementalBlacklistedInstanceNodes.has(m))||
+b.push(f);return[2,b];case 2:h=n.sent();if("advanceVolumeSelection"===h.scFunction)throw new d.SelectionInvalidatedError;throw h;case 3:return[2]}})})};f.prototype.advanceVolumeSelection=function(a){return this.advanceIncrementalSelection(a)};f.prototype.projectPoint=function(a,d){if(void 0!==d){var c=d.getProjectionMatrix(this._viewer);var b=d.getViewMatrix(this._viewer)}else c=this._engine.getSynchedProjectionMatrix(),b=this._engine.getSynchedViewMatrix();d=this.getCanvasSize();a=this._project(a,
+c,b,d);a.y=d.y-a.y;return a};f.prototype._project=function(a,e,c,b){a=new d.Point4(a.x,a.y,a.z,1);c.transform4(a,a);e.transform4(a,a);e=0>=a.w;c=a.w;0>=a.w&&(a.w=.001);a.scale(1/a.w);a.x=.5*a.x+.5;a.y=.5*a.y+.5;a.z=.5*a.z+.5;a.x*=b.x;a.y*=b.y;e&&(a.z=c);return new d.Point3(a.x,a.y,a.z)};f.prototype.unprojectPoint=function(a,e){var c=this.getCanvasSize(),b=this.getProjectionMatrix(),g=this.getViewMatrix();a=new d.Point3(a.x,c.y-a.y,e);return this._unproject(a,b,g,c)};f.prototype.pointToWindowPosition=
+function(a){var e=this._engine.getCanvasSize();return new d.Point2(a.x/e.x*2-1,1-a.y/e.y*2)};f.prototype.setCamera=function(a,d){void 0===d&&(d=0);return null===a?!1:this._setCameraImpl(a,d).unsafeValue};f.prototype._setCameraPromise=function(a,d){return this._setCameraImpl(a,d).readyPromise};f.prototype._setCameraImpl=function(a,e){return 0<e?this._interpolateCamera(a,e):this._engine.isInit()?(e=a.getProjection(),this._projectionMode!==e&&this.setProjectionMode(e),this._engine.setCamera(a),e=this._markupManager?
+this._markupManager._setActiveMarkupView(null):Promise.resolve(),this._callbackManager.trigger("camera",a),d.Internal.UnsafePromise.create(!0,e)):d.Internal.UnsafePromise.create(!1,Promise.resolve())};f.prototype._interpolateCamera=function(a,e){var c=this;if(this._engine.isInit()){var b=this.getCamera();if(b.equals(a))return this._markupManager&&this._markupManager._update(),d.Internal.UnsafePromise.create(!1,Promise.resolve());this._callbackManager.trigger("transitionBegin",e);var g=d.Util.OpenPromise.create();
+this._interpolationManager.start(new d.Internal.CameraInterpolation(b,a,e,function(){c._eventDispatcher.injectViewOrientationChangeEvent();c._callbackManager.trigger("transitionEnd");g.resolve()},this));return d.Internal.UnsafePromise.create(!0,g)}return d.Internal.UnsafePromise.create(!1,Promise.resolve())};f.prototype.updateCamera=function(a){a=this._engine.updateCamera(a);this._callbackManager.trigger("camera",a);return a};f.prototype.resetCamera=function(a){void 0===a&&(a=d.DefaultTransitionDuration);
+return this._setInitialView(a)};f.prototype.getCamera=function(){if(this._engine.isInit())return this._engine.getCamera();throw new d.CommunicatorError("getCamera() called before sceneReady");};f.prototype.getViewOrientationCamera=function(a,e,c){void 0===c&&(c=!0);return __awaiter(this,void 0,void 0,function(){var b,g,k,l,f,m,p,h,r,u,t,v,w,z,x,y,A,B,D,C,E,F;return __generator(this,function(n){switch(n.label){case 0:return b=this.getCamera(),g=b.getUp().copy().normalize(),k=this._model.getViewAxes(),
+l=k.upVector.copy(),f=k.frontVector.copy(),void 0!==e?[3,2]:[4,this._model.getModelBounding(this._boundingCalculationIgnoresInvisible,!1)];case 1:return e=n.sent(),[3,3];case 2:this._fitCameraToBounding(b,e),n.label=3;case 3:m=e.center();p=m.copy();h=m.copy();r=d.Point3.subtract(b.getPosition(),b.getTarget()).length();u=d.Point3.subtract(b.getPosition(),m).length();t=new d.Point3(0,0,1);v=new d.Point3(-1,0,0);null!==l&&(t=l.copy());null!==f&&(v=f.copy());w=v.copy().scale(-1);z=v.copy();x=t.copy();
+y=t.copy().scale(-1);A=d.Point3.cross(x,w);B=A.copy().scale(-1);D=function(b){b=d.Point3.subtract(h,b);var c=t,a=d.Util.computeAngleBetweenVector(b,t);if(0===a||180===a)c=v;var e=d.Point3.cross(b,c),k=e.copy().negate(),l=d.Point3.cross(b,e),f=l.copy().negate();b=Infinity;c=e;a=0;for(e=[e,k,l,f];a<e.length;a++)k=e[a],l=d.Util.computeAngleBetweenVector(g,k),l<=b&&(b=l,c=k);return c.normalize()};C=null;switch(a){case d.ViewOrientation.Front:p=d.Point3.add(h,z);break;case d.ViewOrientation.Back:p=d.Point3.add(h,
+w);break;case d.ViewOrientation.Left:p=d.Point3.add(h,A);break;case d.ViewOrientation.Right:p=d.Point3.add(h,B);break;case d.ViewOrientation.Bottom:p=d.Point3.add(h,y);C=w.copy();break;case d.ViewOrientation.Top:p=d.Point3.add(h,x);C=w.copy();break;case d.ViewOrientation.FrontTop:case d.ViewOrientation.TopFront:p=d.Point3.add(h,d.Point3.add(z,x));C=d.Point3.add(w,x).normalize();break;case d.ViewOrientation.FrontTopLeft:case d.ViewOrientation.LeftTopFront:case d.ViewOrientation.TopLeftFront:p=d.Point3.add(h,
+d.Point3.add(z,d.Point3.add(A,x)));C=d.Point3.add(w,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.Iso:case d.ViewOrientation.FrontTopRight:case d.ViewOrientation.RightTopFront:case d.ViewOrientation.TopRightFront:p=d.Point3.add(h,d.Point3.add(z,d.Point3.add(B,x)));C=d.Point3.add(w,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.FrontLeft:case d.ViewOrientation.LeftFront:p=d.Point3.add(h,d.Point3.add(z,A));break;case d.ViewOrientation.FrontRight:case d.ViewOrientation.RightFront:p=
+d.Point3.add(h,d.Point3.add(z,B));break;case d.ViewOrientation.FrontBottom:case d.ViewOrientation.BottomFront:p=d.Point3.add(h,d.Point3.add(z,y));C=d.Point3.add(z,x).normalize();break;case d.ViewOrientation.FrontBottomLeft:case d.ViewOrientation.LeftBottomFront:case d.ViewOrientation.BottomLeftFront:p=d.Point3.add(h,d.Point3.add(z,d.Point3.add(A,y)));C=d.Point3.add(z,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.FrontBottomRight:case d.ViewOrientation.RightBottomFront:case d.ViewOrientation.BottomRightFront:p=
+d.Point3.add(h,d.Point3.add(z,d.Point3.add(B,y)));C=d.Point3.add(z,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.BackTop:case d.ViewOrientation.TopBack:p=d.Point3.add(h,d.Point3.add(w,x));C=d.Point3.add(z,x).normalize();break;case d.ViewOrientation.BackTopLeft:case d.ViewOrientation.LeftTopBack:case d.ViewOrientation.TopLeftBack:p=d.Point3.add(h,d.Point3.add(w,d.Point3.add(A,x)));C=d.Point3.add(z,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.BackTopRight:case d.ViewOrientation.RightTopBack:case d.ViewOrientation.TopRightBack:p=
+d.Point3.add(h,d.Point3.add(w,d.Point3.add(B,x)));C=d.Point3.add(z,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.BackLeft:case d.ViewOrientation.LeftBack:p=d.Point3.add(h,d.Point3.add(w,A));break;case d.ViewOrientation.BackRight:case d.ViewOrientation.RightBack:p=d.Point3.add(h,d.Point3.add(w,B));break;case d.ViewOrientation.BackBottom:case d.ViewOrientation.BottomBack:p=d.Point3.add(h,d.Point3.add(w,y));C=d.Point3.add(w,x).normalize();break;case d.ViewOrientation.BackBottomLeft:case d.ViewOrientation.LeftBottomBack:case d.ViewOrientation.BottomLeftBack:p=
+d.Point3.add(h,d.Point3.add(w,d.Point3.add(A,y)));C=d.Point3.add(w,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.BackBottomRight:case d.ViewOrientation.RightBottomBack:case d.ViewOrientation.BottomRightBack:p=d.Point3.add(h,d.Point3.add(w,d.Point3.add(B,y)));C=d.Point3.add(w,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.LeftBottom:case d.ViewOrientation.BottomLeft:p=d.Point3.add(h,d.Point3.add(A,y));C=d.Point3.add(A,x).normalize();break;case d.ViewOrientation.LeftTop:case d.ViewOrientation.TopLeft:p=
+d.Point3.add(h,d.Point3.add(A,x));C=d.Point3.add(B,x).normalize();break;case d.ViewOrientation.RightBottom:case d.ViewOrientation.BottomRight:p=d.Point3.add(h,d.Point3.add(B,y));C=d.Point3.add(B,x).normalize();break;case d.ViewOrientation.RightTop:case d.ViewOrientation.TopRight:p=d.Point3.add(h,d.Point3.add(B,x));C=d.Point3.add(A,x).normalize();break;default:d.Util.TypeAssertNever(a)}c||(C=D(p));null===C&&(C=t);E=d.Point3.add(d.Point3.subtract(p,m).normalize().scale(u),m);F=d.Point3.add(d.Point3.subtract(p,
+m).normalize().scale(u-r),m);b.setPosition(E);b.setTarget(F);b.setUp(C);return[2,b]}})})};f.prototype.setViewOrientation=function(a,e,c,b){void 0===e&&(e=d.DefaultTransitionDuration);void 0===b&&(b=!0);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this.getViewOrientationCamera(a,c,b)];case 1:return g=d.sent(),void 0!==c?[3,3]:[4,this.fitWorld(e,g)];case 2:return d.sent(),[3,5];case 3:return[4,this.fitBounding(c,e,g)];case 4:d.sent(),
+d.label=5;case 5:return this._callbackManager.trigger("viewOrientation",a),[2]}})})};f.prototype.centerCameraOnNode=function(a,e,c){void 0===e&&(e=0);void 0===c&&(c=this.getCamera());return __awaiter(this,void 0,void 0,function(){var b,g,k,l,f;return __generator(this,function(n){switch(n.label){case 0:return[4,this._model.getNodesBounding([a])];case 1:b=n.sent();g=b.center();k=c.getPosition();l=c.getTarget();f=d.Point3.subtract(l,g);k.subtract(f);c.setPosition(k);c.setTarget(g);if(0<e)return[2,this._setCameraPromise(c,
+e)];this.setCamera(c);return[2]}})})};f.prototype._setInitialView=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){if(!this._initialCamera)return[2,this.fitWorld(a)];if(0<a)return[2,this._setCameraPromise(this._initialCamera,a)];this.setCamera(this._initialCamera);this._eventDispatcher.injectViewOrientationChangeEvent();return[2]})})};f.prototype.getCanvasSize=function(){return this._engine.getCanvasSize()};f.prototype._setMarkupManager=function(a){this._markupManager=
+a};f.prototype.setStatisticsDisplayVisibility=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return a?[4,this._statistics.showDisplay()]:[3,2];case 1:return d.sent(),[3,3];case 2:this._statistics.hideDisplay(),d.label=3;case 3:return[2]}})})};f.prototype.getBackgroundColor=function(){var a=null!==this._backgroundColorTop?this._backgroundColorTop.copy():null,e=null!==this._backgroundColorBottom?this._backgroundColorBottom.copy():
+null;return new d.VerticalGradient(a,e)};f.prototype.setBackgroundColor=function(a,e){void 0===a&&(a=null);void 0===e&&(e=null);this._backgroundColorTop=null!==a?a.copy():null;this._backgroundColorBottom=null!==e?e.copy():null;this._drawMode===d.DrawMode.HiddenLine||this._viewer.sheetManager.isDrawingSheetActive()||this._engine.setBackgroundGradient(this._backgroundColorTop,this._backgroundColorBottom);return Promise.resolve()};f.prototype.isolateNodes=function(a,e,c,b){void 0===e&&(e=d.DefaultTransitionDuration);
+void 0===c&&(c=!0);void 0===b&&(b=null);return __awaiter(this,void 0,void 0,function(){var g,d,l,f,m;return __generator(this,function(k){switch(k.label){case 0:g=this._model.getAbsoluteRootNode();d=new Map;d.set(g,!1);l=0;for(f=a;l<f.length;l++)m=f[l],d.set(m,!0);return[4,this._model.setNodesVisibilities(d,b)];case 1:return k.sent(),c?[2,this.fitNodes(a,e)]:[2]}})})};f.prototype.fitNodes=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){var c;
+return __generator(this,function(b){switch(b.label){case 0:return[4,this._model.getNodesBounding(a)];case 1:return c=b.sent(),[2,this.fitBounding(c,e)]}})})};f.prototype.fitWorld=function(a,d){void 0===a&&(a=0);return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return d||(d=this.getCamera()),[4,this._model.getModelBounding(this._boundingCalculationIgnoresInvisible,!1)];case 1:return c=b.sent(),[2,this.fitBounding(c,a,d)]}})})};f.prototype._fitCameraToBounding=
+function(a,e){var c=e.extents().length(),b=a.getWidth(),g=d.Point3.subtract(a.getPosition(),a.getTarget()),k=g.length();b=c*k/b;e=e.center();g=d.Point3.add(e,g.normalize().scale(b));a.setTarget(e);a.setPosition(g);a.setWidth(c);a.setHeight(c)};f.prototype.fitBounding=function(a,e,c){void 0===e&&(e=d.DefaultTransitionDuration);void 0===c&&(c=this.getCamera());return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(a){this._fitCameraToBounding(c,a);if(0<e)return[2,this._setCameraPromise(c,
+e)];this.setCamera(c)}return[2]})})};f.prototype.setBackfacesVisible=function(a){this._backfacesVisible=a;this._engine.setBackFacesVisible(a);return Promise.resolve()};f.prototype.getBackfacesVisible=function(){return this._backfacesVisible};f.prototype.setDrawMode=function(a){this._setDrawMode(a);return Promise.resolve()};f.prototype._setDrawMode=function(a){this._drawMode=a;this._drawMode!==d.DrawMode.HiddenLine&&this.setBackgroundColor(this._backgroundColorTop,this._backgroundColorBottom);switch(a){case d.DrawMode.Wireframe:this._engine.setDrawMode(1);
+this._setLineVisibility(!0);this._setFaceVisibility(!1);break;case d.DrawMode.Shaded:this._engine.setDrawMode(1);this._setLineVisibility(!1);this._setFaceVisibility(!0);break;case d.DrawMode.WireframeOnShaded:this._engine.setDrawMode(1);this._setLineVisibility(!0);this._setFaceVisibility(!0);break;case d.DrawMode.HiddenLine:a=this._hiddenLineSettings.getBackgroundColor();this._setLineVisibility(!0);this._setFaceVisibility(!0);this._engine.enableHiddenLineRendering(this._hiddenLineSettings);this._engine.setBackgroundGradient(a,
+a);break;case d.DrawMode.XRay:this._engine.setDrawMode(3),this._setLineVisibility(!0),this._setFaceVisibility(!0)}};f.prototype.getDrawMode=function(){return this._drawMode};f.prototype.setAntiAliasingMode=function(a){this._setAntiAliasingMode(a);return Promise.resolve()};f.prototype._setAntiAliasingMode=function(a){this._antiAliasingMode=a;this._engine.setAntiAliasingMode(a)};f.prototype.getAntiAliasingMode=function(){return this._antiAliasingMode};f.prototype.getHiddenLineSettings=function(){return this._hiddenLineSettings};
+f.prototype.setAmbientOcclusionEnabled=function(a){void 0===a&&(a=!0);this._setAmbientOcclusionEnabled(a);return Promise.resolve()};f.prototype._setAmbientOcclusionEnabled=function(a){void 0===a&&(a=!0);this._ambientOcclusionEnabled=a;this._engine.setAmbientOcclusionEnabled(a)};f.prototype.getAmbientOcclusionEnabled=function(){return this._ambientOcclusionEnabled};f.prototype.setAmbientOcclusionRadius=function(a){this._setAmbientOcclusionRadius(a);return Promise.resolve()};f.prototype._setAmbientOcclusionRadius=
+function(a){this._ambientOcclusionRadius=a;this._engine.setAmbientOcclusionRadius(a)};f.prototype.getAmbientOcclusionRadius=function(){return this._ambientOcclusionRadius};f.prototype.setLightingEnabled=function(a){void 0===a&&(a=!0);this._setLightingEnabled(a);return Promise.resolve()};f.prototype._setLightingEnabled=function(a){void 0===a&&(a=!0);this._lightingEnabled=a;this._engine.setLightingEnabled(a)};f.prototype.getLightingEnabled=function(){return this._lightingEnabled};f.prototype.setTransparencyMode=
+function(a){this._engine.setTransparencyMode(a)};f.prototype.setXRayOpacity=function(a,d){this._setXRayOpacity(a,d);return Promise.resolve()};f.prototype._setXRayOpacity=function(a,d){this._engine.setXRayOpacity(a,d)};f.prototype.setXRayTransparencyMode=function(a){this._setXRayTransparencyMode(a);return Promise.resolve()};f.prototype._setXRayTransparencyMode=function(a){this._engine.setXRayTransparencyMode(a)};f.prototype.setXRayColor=function(a,e,c){void 0===c&&(c=d.XRayGroup.Selected);return this._engine.setXRayColor(c,
+a,e)};f.prototype.unsetXRayColor=function(a,e){void 0===e&&(e=d.XRayGroup.Selected);return this._engine.unsetXRayColor(e,a)};f.prototype.setPointSize=function(a,d){this._setPointSize(a,d);return Promise.resolve()};f.prototype._setPointSize=function(a,d){this._engine.setPointSize(a,d)};f.prototype.getPointSize=function(){return this._engine.getPointSize()};f.prototype.setPointShape=function(a){this._setPointShape(a);return Promise.resolve()};f.prototype._setPointShape=function(a){this._engine.setPointShape(a)};
+f.prototype.getPointShape=function(){return this._engine.getPointShape()};f.prototype.setEyeDomeLightingEnabled=function(a){void 0===a&&(a=!0);this._setEyeDomeLightingEnabled(a);return Promise.resolve()};f.prototype._setEyeDomeLightingEnabled=function(a){void 0===a&&(a=!0);this._engine.setEyeDomeLightingEnabled(a)};f.prototype.getEyeDomeLightingEnabled=function(){return this._engine.getEyeDomeLightingEnabled()};f.prototype.setEyeDomeLightingBlurSamples=function(a){this._setEyeDomeLightingBlurSamples(a);
+return Promise.resolve()};f.prototype._setEyeDomeLightingBlurSamples=function(a){this._engine.setEyeDomeLightingBlurSamples(a)};f.prototype.getEyeDomeLightingBlurSamples=function(){return this._engine.getEyeDomeLightingBlurSamples()};f.prototype.setEyeDomeLightingBlurInterval=function(a){this._setEyeDomeLightingBlurInterval(a);return Promise.resolve()};f.prototype._setEyeDomeLightingBlurInterval=function(a){this._engine.setEyeDomeLightingBlurInterval(a)};f.prototype.getEyeDomeLightingBlurInterval=
+function(){return this._engine.getEyeDomeLightingBlurInterval()};f.prototype.setEyeDomeLightingBlurEdgeDistance=function(a){this._setEyeDomeLightingBlurEdgeDistance(a);return Promise.resolve()};f.prototype._setEyeDomeLightingBlurEdgeDistance=function(a){this._engine.setEyeDomeLightingBlurEdgeDistance(a)};f.prototype.getEyeDomeLightingBlurEdgeDistance=function(){return this._engine.getEyeDomeLightingBlurEdgeDistance()};f.prototype.setEyeDomeLightingShadingEdgeDistance=function(a){this._setEyeDomeLightingShadingEdgeDistance(a);
+return Promise.resolve()};f.prototype._setEyeDomeLightingShadingEdgeDistance=function(a){this._engine.setEyeDomeLightingShadingEdgeDistance(a)};f.prototype.getEyeDomeLightingShadingEdgeDistance=function(){return this._engine.getEyeDomeLightingShadingEdgeDistance()};f.prototype.setEyeDomeLightingOpacity=function(a){this._setEyeDomeLightingOpacity(a);return Promise.resolve()};f.prototype._setEyeDomeLightingOpacity=function(a){this._engine.setEyeDomeLightingOpacity(a)};f.prototype.getEyeDomeLightingOpacity=
+function(){return this._engine.getEyeDomeLightingOpacity()};f.prototype.setBoundingCalculationIgnoresInvisible=function(a){this._boundingCalculationIgnoresInvisible=a};f.prototype.getBoundingCalculationIgnoresInvisible=function(){return this._boundingCalculationIgnoresInvisible};f.prototype.setDisplayIncompleteFrames=function(a){this._setDisplayIncompleteFrames(a);return Promise.resolve()};f.prototype._setDisplayIncompleteFrames=function(a){this._engine.setDisplayIncompleteFrames(a)};f.prototype.setInteractiveDrawDelay=
+function(a){this._setInteractiveDrawDelay(a);return Promise.resolve()};f.prototype._setInteractiveDrawDelay=function(a){this._engine.setInteractiveDrawDelay(a)};f.prototype.setInteractiveDrawLimitIncreaseEnabled=function(a){this._engine.setInteractiveDrawLimitIncreaseEnabled(a)};f.prototype.getInteractiveDrawLimitIncreaseEnabled=function(){return this._engine.getInteractiveDrawLimitIncreaseEnabled()};f.prototype.getNavCube=function(){return this._navCube};f.prototype.getAxisTriad=function(){return this._axisTriad};
+f.prototype._determineViewAxes=function(a){var e=a.getUp().normalize();a=d.Point3.subtract(a.getTarget(),a.getPosition()).normalize();e=d.Internal.majorAxis(e);a=d.Internal.majorAxis(a);null===e&&null===a?(e=new d.Point3(0,1,0),a=new d.Point3(0,0,1)):null===e?e=0===a.y?new d.Point3(0,1,0):new d.Point3(0,0,1):null===a&&(a=0===e.z?new d.Point3(0,0,1):new d.Point3(0,1,0));this._model.setViewAxes(a,e)};f.prototype.setAmbientLightColor=function(a){this._ambientLightColor=a;this._engine.setAmbientLightColor(a)};
+f.prototype.getAmbientLightColor=function(){return this._ambientLightColor};f.prototype.clearLights=function(){this._engine.clearLights()};f.prototype.addLight=function(a){return this._engine.addLight(a)};f.prototype.removeLight=function(a){this._engine.removeLight(a)};f.prototype.updateLight=function(a,d){this._engine.updateLight(a,d)};f.prototype.setBloomEnabled=function(a){void 0===a&&(a=!0);this._engine.setBloomEnabled(a);this._bloomEnabled=a};f.prototype.getBloomEnabled=function(){return this._bloomEnabled};
+f.prototype.setBloomThreshold=function(a){this._engine.setBloomThreshold(a);this._bloomThreshold=a};f.prototype.getBloomThreshold=function(){return this._bloomThreshold};f.prototype.setBloomThresholdRampWidth=function(a){this._engine.setBloomThresholdRampWidth(a);this._bloomThresholdRampWidth=a};f.prototype.getBloomThresholdRampWidth=function(){return this._bloomThresholdRampWidth};f.prototype.setBloomIntensityScale=function(a){this._engine.setBloomIntensityScale(a);this._bloomIntensityScale=a};f.prototype.getBloomIntensityScale=
+function(){return this._bloomIntensityScale};f.prototype.setBloomLayers=function(a){a=d.Internal.deepClone(a);for(var e=0;e<a.length;e++){var c=a[e];void 0===c.intensity&&(c.intensity=1);void 0===c.blurSamples&&(c.blurSamples=9);void 0===c.blurInterval&&(c.blurInterval=[1,d.BlurIntervalUnit.Pixels])}this._engine.setBloomLayers(a);this._bloomLayers=a};f.prototype.getBloomLayers=function(){return d.Internal.deepClone(this._bloomLayers)};f.prototype.startComparison=function(a,e,c){var b=this._model._getModelStructure();
+a=b.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);e=b.gatherInstanceIncsFromNodeIds(e,7,d.Internal.Tree.WalkRestriction.None);this._engine.startComparison(a,e,c)};f.prototype.endComparison=function(){this._engine.endComparison()};f.prototype.setSimpleShadowEnabled=function(a){void 0===a&&(a=!0);this._simpleShadowEnabled=a;this._engine.setSimpleShadowEnabled(a)};f.prototype.getSimpleShadowEnabled=function(){return this._simpleShadowEnabled};f.prototype.setSimpleShadowColor=
+function(a){this._simpleShadowColor=a.copy();this._engine.setSimpleShadowColor(a)};f.prototype.getSimpleShadowColor=function(){return this._simpleShadowColor.copy()};f.prototype.setSimpleShadowOpacity=function(a){this._simpleShadowOpacity=a;this._engine.setSimpleShadowOpacity(a)};f.prototype.getSimpleShadowOpacity=function(){return this._simpleShadowOpacity};f.prototype.setGroundPlane=function(a){this._groundPlane=__assign({},a);this._updateGroundPlane()};f.prototype._updateGroundPlane=function(a,
+e){if(this._groundPlane.followViewAxes&&(void 0!==a&&void 0!==e||this._model.viewAxesHaveBeenSet())){if(void 0===a||void 0===e)e=this._model.getViewAxes(),a=e.frontVector,e=e.upVector;a=a.copy().negate();var c=d.Point3.cross(e,a);a=d.Matrix.createFromBasis(a,c,e);e=new d.Point3(0,0,0);a.transform(this._groundPlane.normal,e);this._engine.setGroundPlane(e,this._groundPlane.position)}else this._engine.setGroundPlane(this._groundPlane.normal,this._groundPlane.position)};f.prototype.getGroundPlane=function(){return __assign({},
+this._groundPlane)};f.prototype.setSimpleShadowResolution=function(a){this._simpleShadowResolution=a;this._engine.setSimpleShadowResolution(a)};f.prototype.getSimpleShadowResolution=function(){return this._simpleShadowResolution};f.prototype.setSimpleShadowBlurSamples=function(a){this._simpleShadowBlurSamples=a;this._engine.setSimpleShadowBlurSamples(a)};f.prototype.getSimpleShadowBlurSamples=function(){return this._simpleShadowBlurSamples};f.prototype.setSimpleShadowBlurInterval=function(a){this._simpleShadowBlurInterval=
+a;this._engine.setSimpleShadowBlurInterval(a)};f.prototype.getSimpleShadowBlurInterval=function(){return this._simpleShadowBlurInterval};f.prototype.setSimpleShadowInteractiveUpdateEnabled=function(a){void 0===a&&(a=!0);this._simpleShadowInteractiveUpdateEnabled=a;this._engine.setSimpleShadowInteractiveUpdateEnabled(a)};f.prototype.getSimpleShadowInteractiveUpdateEnabled=function(){return this._simpleShadowInteractiveUpdateEnabled};f.prototype.setSilhouetteEnabled=function(a){void 0===a&&(a=!0);this._silhouetteEnabled=
+a;this._engine.setSilhouetteEnabled(a)};f.prototype.getSilhouetteEnabled=function(){return this._silhouetteEnabled};f.prototype.setSilhouetteColor=function(a){this._silhouetteColor=a.copy();this._engine.setSilhouetteColor(a)};f.prototype.getSilhouetteColor=function(){return this._silhouetteColor.copy()};f.prototype.setSilhouetteOpacity=function(a){this._silhouetteOpacity=a;this._engine.setSilhouetteOpacity(a)};f.prototype.getSilhouetteOpacity=function(){return this._silhouetteOpacity};f.prototype.setSilhouetteThreshold=
+function(a){this._silhouetteThreshold=a;this._engine.setSilhouetteThreshold(a)};f.prototype.getSilhouetteThreshold=function(){return this._silhouetteThreshold};f.prototype.setSilhouetteThresholdRampWidth=function(a){this._silhouetteThresholdRampWidth=a;this._engine.setSilhouetteThresholdRampWidth(a)};f.prototype.getSilhouetteThresholdRampWidth=function(){return this._silhouetteThresholdRampWidth};f.prototype.setHardEdgesEnabled=function(a){void 0===a&&(a=!0);this._hardEdgesEnabled=a;this._engine.setHardEdgesEnabled(a)};
+f.prototype.getHardEdgesEnabled=function(){return this._hardEdgesEnabled};f.prototype.setHardEdgeColor=function(a){this._hardEdgeColor=a.copy();this._engine.setHardEdgeColor(a)};f.prototype.getHardEdgeColor=function(){return this._hardEdgeColor.copy()};f.prototype.setHardEdgeOpacity=function(a){this._hardEdgeOpacity=a;this._engine.setHardEdgeOpacity(a)};f.prototype.getHardEdgeOpacity=function(){return this._hardEdgeOpacity};f.prototype.setHardEdgeThreshold=function(a){this._hardEdgeThreshold=a;this._engine.setHardEdgeThreshold(a)};
+f.prototype.getHardEdgeThreshold=function(){return this._hardEdgeThreshold};f.prototype.setHardEdgeThresholdRampWidth=function(a){this._hardEdgeThresholdRampWidth=a;this._engine.setHardEdgeThresholdRampWidth(a)};f.prototype.getHardEdgeThresholdRampWidth=function(){return this._hardEdgeThresholdRampWidth};f.prototype.setSimpleReflectionEnabled=function(a){void 0===a&&(a=!0);this._simpleReflectionEnabled=a;this._engine.setSimpleReflectionEnabled(a)};f.prototype.getSimpleReflectionEnabled=function(){return this._simpleReflectionEnabled};
+f.prototype.setSimpleReflectionBlurInterval=function(a,e){void 0===e&&(e=d.BlurIntervalUnit.Pixels);this._simpleReflectionBlurInterval=[a,e];this._engine.setSimpleReflectionBlurInterval(a,e)};f.prototype.getSimpleReflectionBlurInterval=function(){return[this._simpleReflectionBlurInterval[0],this._simpleReflectionBlurInterval[1]]};f.prototype.setSimpleReflectionBlurSamples=function(a){this._simpleReflectionBlurSamples=a;this._engine.setSimpleReflectionBlurSamples(a)};f.prototype.getSimpleReflectionBlurSamples=
+function(){return this._simpleReflectionBlurSamples};f.prototype.setSimpleReflectionFadeAngle=function(a){this._simpleReflectionFadeAngle=a;this._engine.setSimpleReflectionFadeAngle(a)};f.prototype.getSimpleReflectionFadeAngle=function(){return this._simpleReflectionFadeAngle};f.prototype.setSimpleReflectionOpacity=function(a){this._simpleReflectionOpacity=a;this._engine.setSimpleReflectionOpacity(a)};f.prototype.getSimpleReflectionOpacity=function(){return this._simpleReflectionOpacity};f.prototype.setSimpleReflectionAttenuation=
+function(a,e,c){void 0===c&&(c=d.SimpleReflectionAttenuationUnit.World);this._simpleReflectionAttenuation={nearDistance:a,farDistance:e,unit:c};this._engine.setSimpleReflectionAttenuation(a,e,c)};f.prototype.getSimpleReflectionAttenuation=function(){return __assign({},this._simpleReflectionAttenuation)};f.prototype.testPointVisibility=function(a){return this._engine.testPointVisibility(a)};f.prototype.setPointVisibilityTest=function(a){this._engine.setPointVisibilityTest(a)};__decorate([f.deprecated],
+f.prototype,"endVolumeSelection",null);__decorate([f.deprecated],f.prototype,"advanceVolumeSelection",null);return f}();d.View=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._callbackManager=new d.Internal.CallbackManager;this._interpolationManager=new d.Internal.InterpolationManager;this._streamingMode=d.StreamingMode.Interactive;this._rendererType=d.RendererType.Client;this._alreadyShutDown=!1;this._sceneReadyPromise=d.Util.OpenPromise.create();this._seenPriorityMetaDataSent=!1;this._params=__assign({},a);this._contextMenuActiveFlag=!1;if(void 0!==this._params.containerId){a=d.Internal.DomElements.createFromId(this._params.containerId);
+if(null===a)throw new d.ParseError("'containerId' is invalid");this._domElements=a}else if(void 0!==this._params.container)this._domElements=d.Internal.DomElements.createFromElement(this._params.container);else throw new d.ParseError("must supply 'container' or 'containerId'");this.operatorManager=new d.OperatorManager(this);this._eventDispatcher=new d.Internal.EventDispatcher(this._callbackManager,this.operatorManager);this._timeoutMonitor=new d.Internal.TimeoutMonitor(this._callbackManager);this._inputMonitor=
+new d.Internal.InputMonitor(this._eventDispatcher,this._timeoutMonitor);this._setInitialOptions(this._params);this._engine=new d.Internal.ScEngine(this._callbackManager,this._params);this._statistics=new d.Internal.Statistics(this._callbackManager,this);a=new d.NavCube(this);var c=new d.AxisTriad(this);this.model=new d.Model(this._engine,this._callbackManager);this.view=new d.View(this,this._engine,this._callbackManager,this._eventDispatcher,this._interpolationManager,this._statistics,a,c);this.cuttingManager=
+new d.CuttingManager(this,this.model,this._callbackManager,this._engine);a={disableAutomaticFitWorld:d.Internal.getWithDefault(this._params.disableAutomaticFitWorld,!1),markImplicitNodesOutOfHierarchy:d.Internal.getWithDefault(this._params._markImplicitNodesOutOfHierarchy,!0),streamingMode:d.Internal.getWithDefault(this._params.streamingMode,d.StreamingMode.Default)};this._modelStructure=d.Internal.Tree.ModelStructure.unsafeCreate(a,this._engine,this._callbackManager,this.cuttingManager,this.view,
+this.model,this._params._maxConcurrentAttachments||null);this.model._setModelStructure(this._modelStructure);this.measureManager=new d.MeasureManager(this,this._callbackManager);this.lineManager=new d.LineManager(this,this._callbackManager);this.explodeManager=new d.ExplodeManager(this.model,this._engine,this._callbackManager);this.overlayManager=new d.OverlayManager(this,this._engine);this.BCFManager=new d.BCFManager(this);this.selectionManager=new d.SelectionManager(this._callbackManager,this._engine,
+this.view,this.model,this._modelStructure);a=d.Internal.getWithDefault(this._params.disableAutomaticBackgroundSheets,!1);this.sheetManager=new d.SheetManager(this,this._engine,this._callbackManager,a);this.noteTextManager=new d.Markup.Note.NoteTextManager(this);this.markupManager=new d.MarkupManager(this._domElements,this.measureManager,this.lineManager,this._callbackManager,this.sheetManager,this.noteTextManager,this);this.view._setMarkupManager(this.markupManager);this._initEventDispatcher();var b=
+function(b){if(!e.sheetManager.isDrawingSheetActive()){e.model._setInstanceModifier(d.InstanceModifier.OverrideSceneVisibility,b,!0,6);for(var c=0;c<b.length;c++)e.model.setPmiColorOverride(!0,b[c])}},g=function(b){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return b?[4,Promise.all([this.view.setPointSize(.003,d.PointSizeUnit.ProportionOfBoundingDiagonal),this.view.setEyeDomeLightingEnabled(!0),this.view.setPointShape(d.PointShape.Disk)])]:
+[3,2];case 1:return c.sent(),[3,4];case 2:return[4,Promise.all([this.view.setPointSize(1,d.PointSizeUnit.ScreenPixels),this.view.setEyeDomeLightingEnabled(!1),this.view.setPointShape(d.PointShape.Square)])];case 3:c.sent(),c.label=4;case 4:return[2]}})})},k=function(b){return __awaiter(e,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return c=this.model.getModelFileTypeFromNode(b[0]),null===c||c===d.FileType.Unknown?[3,2]:[4,g(!1)];case 1:a.sent(),a.label=
+2;case 2:return[2]}})})},l=function(b){return __awaiter(e,void 0,void 0,function(){var c,a,g,e,k;return __generator(this,function(l){switch(l.label){case 0:c=[];if(this.model.getModelFileTypeFromNode(b[0])===d.FileType.Ifc)for(a=0,g=b;a<g.length;a++)e=g[a],k=this.model.registerIfcNodes(e),c.push(k);return[4,Promise.all(c)];case 1:return l.sent(),[2]}})})},f=function(b){var c=e.selectionManager.getSelectionFilter();b=e.model.getModelFileTypeFromNode(b[0])===d.FileType.Ifc;!c&&b?e.selectionManager.setSelectionFilter(d.SelectionManager.ifcSelectionFilter):
+c!==d.SelectionManager.ifcSelectionFilter||b||e.selectionManager.setSelectionFilter(null)};this.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){e.model.setPmiColor(d.Color.black());return[2]})})},_sessionStarted:function(){return g(!0)},_firstModelLoaded:function(c){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return e.model.setPmiColor(d.Color.black()),f(c),b([this.model.getAbsoluteRootNode()]),
+[4,Promise.all([l(c),k(c)])];case 1:return a.sent(),[2]}})})},_modelSwitched:function(c,a){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return f(a),b(a),[4,Promise.all([l(a),k(a)])];case 1:return c.sent(),[2]}})})},_subtreeLoaded:function(c){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return b(c),[4,l(c)];case 1:return a.sent(),[2]}})})},subtreeLoaded:function(b,c){e._callbackManager.trigger("modelLoaded",
+b,c)}})}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","WebViewer",d);return b.apply(this,c)};return c};f.prototype.setContextMenuStatus=function(a){this._contextMenuActiveFlag=a};f.prototype.getContextMenuStatus=function(){return this._contextMenuActiveFlag};f.prototype.deactivateSheets=function(){return this.sheetManager.deactivateSheets()};f.prototype.setActiveSheetId=function(a){return this.sheetManager.setActiveSheetId(a,
+!0,!0)};f.prototype.getActiveSheetId=function(){return this.sheetManager.getActiveSheetId()};f.prototype.getSheetIds=function(){return this.sheetManager.getSheetIds()};f.prototype.isDrawingSheetActive=function(){return this.sheetManager.isDrawingSheetActive()};f.prototype.setBackgroundSheetEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this.sheetManager.setBackgroundSheetEnabled(a)]})})};f.prototype.getBackgroundSheetEnabled=function(){return this.sheetManager.getBackgroundSheetEnabled()};
+f.prototype.setBackgroundSelectionEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this.sheetManager.setBackgroundSelectionEnabled(a)]})})};f.prototype.getBackgroundSelectionEnabled=function(){return this.sheetManager.getBackgroundSelectionEnabled()};f.prototype.setSheetColors=function(a,d,c){return this.sheetManager.setSheetColors(a,d,c)};f.prototype.getSheetBackgroundColor=function(){return this.sheetManager.getSheetBackgroundColor()};
+f.prototype.getSheetColor=function(){return this.sheetManager.getSheetColor()};f.prototype.getSheetShadowColor=function(){return this.sheetManager.getSheetShadowColor()};f.prototype.getCreationParameters=function(){return __assign({},this._params)};f.prototype._setInitialOptions=function(a){this._inputMonitor.setOptions(a);void 0!==a.streamingMode?this._streamingMode=a.streamingMode:a.streamingMode=this._streamingMode;void 0!==a.rendererType?this._rendererType=a.rendererType:a.rendererType=this._rendererType};
+f.prototype._initEventDispatcher=function(){var a=new d.Operator.CameraOrbitOperator(this),e=new d.Operator.CameraPanOperator(this),c=new d.Operator.CameraZoomOperator(this),b=new d.Operator.CameraNavigationOperator(this,a,e,c),g=new d.Operator.CameraWalkOperator(this),k=new d.Operator.CameraKeyboardWalkOperator(this),l=new d.Operator.CameraWalkModeOperator(this,g,k),f=new d.Operator.CameraTurntableOperator(this),m=new d.Operator.SelectionOperator(this,this.noteTextManager),p=new d.Operator.AreaSelectionOperator(this),
+h=new d.Operator.RayDrillSelectionOperator(this),r=new d.Operator.RedlineCircleOperator(this),u=new d.Operator.RedlineTextOperator(this),t=new d.Operator.RedlineRectangleOperator(this),v=new d.Operator.RedlinePolylineOperator(this),w=new d.Operator.MeasureEdgeLengthOperator(this,this.measureManager),z=new d.Operator.MeasureFaceFaceDistanceOperator(this,this.measureManager),x=new d.Operator.MeasurePointPointDistanceOperator(this,this.measureManager),y=new d.Operator.MeasureFaceFaceAngleOperator(this,
+this.measureManager),A=new d.Operator.NoteOperator(this,this.noteTextManager),B=new d.Operator.CuttingPlaneOperator(this,this.cuttingManager),D=new d.Operator.HandleOperator(this),C=new d.Operator.NavCubeOperator(this),E=new d.Operator.AxisTriadOperator(this);this.operatorManager._registerOperator(d.OperatorId.Navigate,b);this.operatorManager._registerOperator(d.OperatorId.Orbit,a);this.operatorManager._registerOperator(d.OperatorId.Pan,e);this.operatorManager._registerOperator(d.OperatorId.Zoom,
+c);this.operatorManager._registerOperator(d.OperatorId.Walk,g);this.operatorManager._registerOperator(d.OperatorId.KeyboardWalk,k);this.operatorManager._registerOperator(d.OperatorId.WalkMode,l);this.operatorManager._registerOperator(d.OperatorId.Turntable,f);this.operatorManager._registerOperator(d.OperatorId.Select,m);this.operatorManager._registerOperator(d.OperatorId.AreaSelect,p);this.operatorManager._registerOperator(d.OperatorId.RayDrillSelect,h);this.operatorManager._registerOperator(d.OperatorId.RedlineCircle,
+r);this.operatorManager._registerOperator(d.OperatorId.RedlineText,u);this.operatorManager._registerOperator(d.OperatorId.RedlineRectangle,t);this.operatorManager._registerOperator(d.OperatorId.RedlinePolyline,v);this.operatorManager._registerOperator(d.OperatorId.MeasureEdgeLength,w);this.operatorManager._registerOperator(d.OperatorId.MeasureFaceFaceDistance,z);this.operatorManager._registerOperator(d.OperatorId.MeasurePointPointDistance,x);this.operatorManager._registerOperator(d.OperatorId.MeasureFaceFaceAngle,
+y);this.operatorManager._registerOperator(d.OperatorId.Note,A);this.operatorManager._registerOperator(d.OperatorId.Cutting,B);this.operatorManager._registerOperator(d.OperatorId.Handle,D);this.operatorManager._registerOperator(d.OperatorId.NavCube,C);this.operatorManager._registerOperator(d.OperatorId.AxisTriad,E);b.setBimNavigationEnabled(!1);w.addMapping(d.Button.Left);z.addMapping(d.Button.Left);x.addMapping(d.Button.Left);x.addMapping(d.Button.Left,d.KeyModifiers.Alt);y.addMapping(d.Button.Left);
+B.addMapping(d.Button.Left);p.addMapping(d.Button.Left);p.addMapping(d.Button.Left,d.KeyModifiers.Control);this.operatorManager.set(d.OperatorId.Navigate,0);this.operatorManager.set(d.OperatorId.Select,1);this.operatorManager.push(d.OperatorId.Cutting);this.operatorManager.push(d.OperatorId.Handle);this.operatorManager.push(d.OperatorId.NavCube);this.operatorManager.push(d.OperatorId.AxisTriad)};f.prototype.getViewerVersionString=function(){return f.VIEWER_VERSION_STRING};f.prototype.getFormatVersionString=
+function(){return this._engine.getVersionString()};f.prototype.getView=function(){return this.view};f.prototype.getModel=function(){return this.model};f.prototype.getOverlayManager=function(){return this.overlayManager};f.prototype.getMeasureManager=function(){return this.measureManager};f.prototype.getLineManager=function(){return this.lineManager};f.prototype.getCuttingManager=function(){return this.cuttingManager};f.prototype.getMarkupManager=function(){return this.markupManager};f.prototype.getSelectionManager=
+function(){return this.selectionManager};f.prototype.getExplodeManager=function(){return this.explodeManager};f.prototype.getOperatorManager=function(){return this.operatorManager};f.prototype._getNoteTextManager=function(){return this.noteTextManager};f.prototype.start=function(){var a=this,d=this._domElements.getCanvasContainerElement();return this._engine.start(d,{enginePath:this._params.enginePath,engineReady:function(c){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+c];case 1:return b.sent(),[4,this._modelStructure.waitForReady()];case 2:return b.sent(),[4,this._scEngineReady()];case 3:return b.sent(),[2]}})})},sceneReady:function(){a._sceneReady()},renderComplete:function(){a._renderComplete()},streamingActivated:function(){a._streamingActivated()},streamingDeactivated:function(){a._streamingDeactivated()},priorityMetaDataSent:function(c,b){a._priorityMetaDataSent(c,b)}})};f.prototype.registerCustomOperator=function(a){return this.operatorManager.registerCustomOperator(a)};
+f.prototype.unregisterCustomOperator=function(a){this.operatorManager.unregisterCustomOperator(a)};f.prototype.focusInput=function(a){this._inputMonitor.focusInput(a)};f.prototype.setCallbacks=function(a){this._callbackManager.bind(a)};f.prototype.unsetCallbacks=function(a){this._callbackManager.unbind(a)};f.prototype.resizeCanvas=function(){this._alreadyShutDown||(this._engine.resize(),this._inputMonitor.elementResize())};f.prototype.moveToWindow=function(a){this._inputMonitor.setDocument(a.document)};
+f.prototype.redraw=function(a){var d=this;if(a){var c=function(){d._callbackManager.unbind({_drawComplete:c});a()};this._callbackManager.bind({_drawComplete:c})}this._engine.redraw()};f.prototype.selectPart=function(a,e){void 0===e&&(e=d.SelectionMode.Set);return this.selectionManager.selectNode(a,e)};f.prototype.trigger=function(a){for(var d=[],c=1;c<arguments.length;c++)d[c-1]=arguments[c];this._callbackManager.unsafeTrigger(a,d)};f.prototype.triggerEvent=function(a,d){this._callbackManager.unsafeTrigger(a,
+d)};f.prototype._getCallbackManager=function(){return this._callbackManager};f.prototype._setStreamIdleMarker=function(){return this._engine.setStreamIdleMarker()};f.prototype.getStatistics=function(a){void 0===a&&(a=!1);return this._engine.getStatistics(a)};f.prototype.setMinimumFramerate=function(a){this._setMinimumFramerate(a);return Promise.resolve()};f.prototype._setMinimumFramerate=function(a){this._engine.setMinimumFramerate(a)};f.prototype.getMinimumFramerate=function(){return this._engine.getMinimumFramerate()};
+f.prototype.setServerRenderQuality=function(a,d,c,b){return this._engine.setServerRenderQuality(a,d,c,b)};f.prototype.getStreamingMode=function(){return this._streamingMode};f.prototype.getRendererType=function(){return this._engine.getRendererType()};f.prototype.getViewElement=function(){return this._domElements.getCanvasContainerElement()};f.prototype.shutdown=function(){this._alreadyShutDown||(console.assert(this._modelStructure.isReady()),this._callbackManager.trigger("_shutdownBegin"),this.operatorManager._shutdown(),
+this._inputMonitor.shutdown(),this.markupManager._shutdown(),this._timeoutMonitor.shutdown(),this._modelStructure.shutdown(),this._domElements.shutdown(),this._engine.shutdown(),this._alreadyShutDown=!0)};f.prototype.setClientTimeout=function(a,d){return this._timeoutMonitor.setTimeoutDurations(a,d)};f.prototype.resetClientTimeout=function(){this._timeoutMonitor.resetTimeout()};f.prototype.pauseRendering=function(a){this._pauseRendering(a);return Promise.resolve()};f.prototype._pauseRendering=function(a){this._engine.pauseRendering(a)};
+f.prototype.resumeRendering=function(){this._resumeRendering();return Promise.resolve()};f.prototype._resumeRendering=function(){this._engine.resumeRendering()};f.prototype.delayCapping=function(){this.cuttingManager.delayCapping()};f.prototype.reset=function(a){void 0===a&&(a=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return(d=null!==this.model.getDefaultCadConfiguration())?[4,this._modelStructure.cadConfigurationsEnabled()]:
+[3,2];case 1:d=c.sent(),c.label=2;case 2:return d?[4,this.model.activateDefaultCadConfiguration()]:[3,4];case 3:return c.sent(),[3,7];case 4:return[4,this.model.reset()];case 5:return c.sent(),this.sheetManager.isDrawingSheetActive()?[3,7]:[4,this.view.resetCamera(a)];case 6:c.sent(),c.label=7;case 7:return[2]}})})};f.prototype.closeConnection=function(){this.view.setCamera(this.view.getCamera());this._engine.disconnectNetwork();this._timeoutMonitor.shutdown()};f.prototype.setAllowHighDpi=function(a){this._engine.setAllowHighDpi(a)};
+f.prototype.setAllowHighDPI=function(a){this.setAllowHighDpi(a)};f.prototype.getAllowHighDpi=function(){return this._engine.getAllowHighDpi()};f.prototype.getAllowHighDPI=function(){return this.getAllowHighDpi()};f.prototype.takeSnapshot=function(a){var e=this;void 0===a&&(a=new d.SnapshotConfig);var c=d.Util.OpenPromise.create(),b=new d.Internal.Snapshot(this._domElements,a),g=this._domElements.getCanvasContainerElement(),k=this._domElements.getRedlineElement(),l=0<a.width&&0<a.height;if(l){var f=
+a.width/g.clientWidth*100+"%";a=a.height/g.clientHeight*100+"%";g.style.width=f;g.style.height=a;k.style.width=f;k.style.height=a}var m=this.getAllowHighDpi();this._engine.setAllowHighDpi(!1);this._engine.resize();this.redraw(function(){return __awaiter(e,void 0,void 0,function(){var a;return __generator(this,function(d){switch(d.label){case 0:return[4,b.capture(g)];case 1:return a=d.sent(),l&&(g.style.width="100%",g.style.height="100%",k.style.width="100%",k.style.height="100%"),this._engine.setAllowHighDpi(m),
+this._engine.resize(),c.resolve(a),[2]}})})});return c};f.prototype.fitWorld=function(a){void 0===a&&(a=d.DefaultTransitionDuration);return this.view.fitWorld(a)};f.prototype.setViewOrientation=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this.view.setViewOrientation(a,e)];case 1:return c.sent(),this._eventDispatcher.injectViewOrientationChangeEvent(),[2]}})})};f.prototype._scEngineReady=
+function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b,g,k;return __generator(this,function(l){switch(l.label){case 0:console.assert(this._modelStructure.isReady()),a=this.model.getAbsoluteRootNode(),e=this._engine.getSessionType(),l.label=1;case 1:return l.trys.push([1,,17,18]),this.cuttingManager._init(),[4,this._sceneReadyPromise];case 2:return l.sent(),[4,this._callbackManager.promiseTrigger("_assemblyTreeReady","assemblyTreeReady")];case 3:l.sent(),c="",l.label=4;case 4:l.trys.push([4,
+15,,16]);b=new d.LoadSubtreeConfig;b._allowSubtreeLoadedCallback=!1;if(1!==e)return[3,8];c=this._engine.getNetworkModelName();return c!==d.EmptyModelName?[3,5]:[3,7];case 5:return[4,this.model.loadSubtreeFromModel(a,c,b)];case 6:l.sent(),l.label=7;case 7:return[3,14];case 8:if(2!==e)return[3,13];this._timeoutMonitor.shutdown();g=this._engine.getScsInfo();return"string"!==typeof g?[3,10]:[4,this.model.loadSubtreeFromScsFile(a,g,b)];case 9:return l.sent(),[3,12];case 10:return null===g?[3,12]:[4,this.model.loadSubtreeFromScsBuffer(a,
+g,b)];case 11:return l.sent(),[3,12];case 12:return[3,14];case 13:throw new d.InternalLogicError;case 14:return[3,16];case 15:throw k=l.sent(),this._callbackManager.trigger("modelLoadFailure",c,""+k,k),k;case 16:return[3,18];case 17:return console.assert(this._modelStructure.isReady()),[2,this._callbackManager.promiseTrigger("_modelStructureReady","modelStructureReady")];case 18:return[2]}})})};f.prototype._sceneReady=function(){var a=this;this._inputMonitor.bindEvents(this._domElements.getCanvasContainerElement());
+this.selectionManager._init();this._callbackManager.bind({_timeout:function(){a.shutdown()}});this._callbackManager.trigger("sceneReady");this._sceneReadyPromise&&this._sceneReadyPromise.resolve()};f.prototype._priorityMetaDataSent=function(a,e){this._callbackManager.trigger("_priorityMetaDataSent",a,e);if(!this._seenPriorityMetaDataSent){if(0!==a||0!==e)throw new d.InternalLogicError;this._seenPriorityMetaDataSent=!0;this._callbackManager.trigger("_attached",0)}};f.prototype._renderComplete=function(){this.markupManager._update()};
+f.prototype._streamingActivated=function(){this._callbackManager.trigger("streamingActivated")};f.prototype._streamingDeactivated=function(){this._callbackManager.trigger("streamingDeactivated")};f.prototype.setStreamCutoffScale=function(a){this._setStreamCutoffScale(a);return Promise.resolve()};f.prototype._setStreamCutoffScale=function(a){this._engine.setStreamCutoffScale(a)};f.prototype.getStreamCutoffScale=function(){return this._engine.getStreamCutoffScale()};f.prototype._loseWebGlContext=function(){return this._engine.loseWebGlContext()};
+f.prototype._getScEngine=function(){return this._engine};f.prototype._debug_log=function(a){return this._engine.debug_log(a)};f.prototype._debug_stateFailure=function(a){return this._engine.debug_stateFailure(a)};f.prototype._debug_sync=function(){return this._engine.debug_sync()};f.prototype.exportToSvg=function(a){void 0===a&&(a=new d.SvgConfig);return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return[4,this.cuttingManager._setStandinGeometryVisible(!1)];
+case 1:c.sent(),c.label=2;case 2:return c.trys.push([2,,5,7]),[4,this.waitForIdle({redraw:!1})];case 3:return c.sent(),[4,this._engine.exportToSvg(a)];case 4:return d=c.sent(),[3,7];case 5:return[4,this.cuttingManager._setStandinGeometryVisible(!0)];case 6:return c.sent(),[7];case 7:return[2,d]}})})};f.prototype.waitForIdle=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:return this._alreadyShutDown?[2]:[4,this._setStreamIdleMarker()];
+case 1:return g.sent(),e=[],this.cuttingManager.hasActiveCuttingSection()?[4,this.cuttingManager.enableCappingIdleCallback(!0)]:[3,3];case 2:(c=g.sent())||e.push(this.cuttingManager.waitForCappingIdle()),g.label=3;case 3:return e.push(this._engine.waitForImageDecoding()),[4,Promise.all(e)];case 4:g.sent();if(!a||!1===a.redraw)return[3,6];b=d.Util.OpenPromise.create();this.redraw(function(){b.resolve()});return[4,b];case 5:g.sent(),g.label=6;case 6:return[2]}})})};f.prototype.startSheetComparison=
+function(a,d,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.sheetManager.startComparison(a,d,c)];case 1:return b.sent(),[2]}})})};f.prototype.endSheetComparison=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.sheetManager.endComparison()];case 1:return a.sent(),[2]}})})};f.BUILD_ID="b9b36e1";f.VIEWER_VERSION_STRING="8.3 Build "+f.BUILD_ID;__decorate([f.deprecated],
+f.prototype,"deactivateSheets",null);__decorate([f.deprecated],f.prototype,"setActiveSheetId",null);__decorate([f.deprecated],f.prototype,"getActiveSheetId",null);__decorate([f.deprecated],f.prototype,"getSheetIds",null);__decorate([f.deprecated],f.prototype,"isDrawingSheetActive",null);__decorate([f.deprecated],f.prototype,"setBackgroundSheetEnabled",null);__decorate([f.deprecated],f.prototype,"getBackgroundSheetEnabled",null);__decorate([f.deprecated],f.prototype,"setBackgroundSelectionEnabled",
+null);__decorate([f.deprecated],f.prototype,"getBackgroundSelectionEnabled",null);__decorate([f.deprecated],f.prototype,"setSheetColors",null);__decorate([f.deprecated],f.prototype,"getSheetBackgroundColor",null);__decorate([f.deprecated],f.prototype,"getSheetColor",null);__decorate([f.deprecated],f.prototype,"getSheetShadowColor",null);__decorate([f.deprecated],f.prototype,"getView",null);__decorate([f.deprecated],f.prototype,"getModel",null);__decorate([f.deprecated],f.prototype,"getOverlayManager",
+null);__decorate([f.deprecated],f.prototype,"getMeasureManager",null);__decorate([f.deprecated],f.prototype,"getLineManager",null);__decorate([f.deprecated],f.prototype,"getCuttingManager",null);__decorate([f.deprecated],f.prototype,"getMarkupManager",null);__decorate([f.deprecated],f.prototype,"getSelectionManager",null);__decorate([f.deprecated],f.prototype,"getExplodeManager",null);__decorate([f.deprecated],f.prototype,"getOperatorManager",null);__decorate([f.deprecated],f.prototype,"setAllowHighDPI",
+null);__decorate([f.deprecated],f.prototype,"getAllowHighDPI",null);__decorate([f.deprecated],f.prototype,"startSheetComparison",null);__decorate([f.deprecated],f.prototype,"endSheetComparison",null);return f}();d.WebViewer=h})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(c){for(var b=2*Math.PI/c,a=[],d=0;d<c;d++){var e=d*b,f=Math.sin(e);a.push(Math.cos(e));a.push(f)}return a}function a(c,b,a,e){void 0===e&&(e=1);var g=d.Point3.cross(a,new d.Point3(0,1,0));.001>g.length()&&(g=d.Point3.cross(a,new d.Point3(0,0,1)));a=d.Point3.cross(g,a);for(var k=2*Math.PI/c,f=[],p=0;p<c;p++){var h=p*k,r=Math.sin(h);h=Math.cos(h);r=g.copy().scale(r).add(a.copy().scale(h)).scale(e).add(b);f.push(r)}return f}function e(c,b,a,e,l){for(var g=[],k=[],
+f=0;f<a.length;f++){var h=(f+1)%a.length;g.push(a[f]);g.push(a[h]);g.push(e[f]);g.push(a[h]);g.push(e[h]);g.push(e[f]);k.push(d.Point3.subtract(a[f],c));k.push(d.Point3.subtract(a[h],c));k.push(d.Point3.subtract(e[f],b));k.push(d.Point3.subtract(a[h],c));k.push(d.Point3.subtract(e[h],b));k.push(d.Point3.subtract(e[f],b))}if(l)for(c=d.Point3.subtract(c,b),b=0;b<k.length;b++)k[b].add(c).normalize();return[g,k]}h.generateSphereMeshData=function(){var c=(1+Math.sqrt(5))/2,b=Math.sqrt(10+2*Math.sqrt(5))/
+(4*c),a=b/2;c=b/(2*c);var e=[];e[0]=new d.Point3(-c,a,0);e[1]=new d.Point3(c,a,0);e[2]=new d.Point3(-c,-a,0);e[3]=new d.Point3(c,-a,0);e[4]=new d.Point3(0,-c,a);e[5]=new d.Point3(0,c,a);e[6]=new d.Point3(0,-c,-a);e[7]=new d.Point3(0,c,-a);e[8]=new d.Point3(a,0,-c);e[9]=new d.Point3(a,0,c);e[10]=new d.Point3(-a,0,-c);e[11]=new d.Point3(-a,0,c);for(a=0;a<e.length;a++)e[a].normalize();var l=[[0,11,5],[0,5,1],[0,1,7],[0,7,10],[0,10,11],[1,5,9],[5,11,4],[11,10,2],[10,7,6],[7,1,8],[3,9,4],[3,4,2],[3,2,
+6],[3,6,8],[3,8,9],[4,9,5],[2,4,11],[6,2,10],[8,6,7],[9,8,1]],f=12;a=function(b){var c=[];l.map(function(b){var a=e[b[0]],g=e[b[1]],k=e[b[2]];e[f++]=(new d.Point3(a.x+g.x,a.y+g.y,a.z+g.z)).scale(.5).normalize();e[f++]=(new d.Point3(g.x+k.x,g.y+k.y,g.z+k.z)).scale(.5).normalize();e[f++]=(new d.Point3(k.x+a.x,k.y+a.y,k.z+a.z)).scale(.5).normalize();c.push([b[0],f-3,f-1]);c.push([f-3,f-2,f-1]);c.push([f-3,b[1],f-2]);c.push([f-2,b[2],f-1])});l=c};for(c=0;2>c;c++)a(c);a=[];c=[];b=0;for(var m=l;b<m.length;b++)for(var h=
+m[b],q=0;3>q;q++){var r=h[q];a.push(e[r].x);a.push(e[r].y);a.push(e[r].z);r=e[r].normalize();c.push(r.x);c.push(r.y);c.push(r.z)}b=new d.MeshData;b.addFaces(a,c);b.setFaceWinding(d.FaceWinding.CounterClockwise);return b};h.generateConeCylinderMeshData=function(c,b,g,k,l,n){var m=new d.Matrix,h,q=g+n,r=f(b);for(h=0;h<r.length;h++)r[h]*=k;l=new d.Point3(0,q+l,0);h=new d.Point3(0,q,0);var u=m.transform(l),t=m.transform(h);l=[];var v=[];for(h=0;h<r.length;h+=2){var w=r[h],z=r[h+1],x=(h+2)%r.length,y=
+r[x],A=r[x+1],B=r[h],D=r[h+1],C=r[x];x=r[x+1];var E=new d.Point3(w,q,z),F=new d.Point3(y,q,A);E=m.transform(E);F=m.transform(F);l.push(u);l.push(E);l.push(F);F=new d.Point3(0,1,0);B=new d.Point3(B,0,D);C=new d.Point3(C,0,x);D=m.transform(F);B=m.transform(B);C=m.transform(C);v.push(D);v.push(B);v.push(C);w=new d.Point3(w,q,z);y=new d.Point3(y,q,A);A=m.transform(w);y=m.transform(y);l.push(t);l.push(y);l.push(A);y=new d.Point3(0,-1,0);y=m.transform(y);v.push(y);v.push(y);v.push(y)}q=[];r=[];for(h=0;h<
+l.length;h++)u=l[h],q.push(u.x),q.push(u.y),q.push(u.z),u=v[h],r.push(u.x),r.push(u.y),r.push(u.z);h=[q,r];l=[];v=[];r=f(b);for(q=0;q<r.length;q++)r[q]*=c;u=[];t=[];for(q=0;q<r.length;q+=2){y=r[q];A=r[q+1];x=(q+2)%r.length;w=r[x];z=r[x+1];C=r[q];B=r[q+1];D=r[x];x=r[x+1];u[0]=new d.Point3(y,g,A);u[1]=new d.Point3(y,0,A);u[2]=new d.Point3(w,0,z);u[3]=new d.Point3(w,0,z);u[4]=new d.Point3(w,g,z);u[5]=new d.Point3(y,g,A);t[0]=new d.Point3(C,0,B);t[1]=new d.Point3(C,0,B);t[2]=new d.Point3(D,0,x);t[3]=
+new d.Point3(D,0,x);t[4]=new d.Point3(D,0,x);t[5]=new d.Point3(C,0,B);for(C=0;C<u.length;C++)B=m.transform(u[C]),l.push(B),B=m.transform(t[C]),v.push(B);u[0]=new d.Point3(w,0,z);u[1]=new d.Point3(y,0,A);u[2]=d.Point3.zero();t[0]=new d.Point3(0,-1,0);t[1]=new d.Point3(0,-1,0);t[2]=new d.Point3(0,-1,0);for(C=0;3>C;C++)B=m.transform(u[C]),l.push(B),B=m.transform(t[C]),v.push(B)}m=[];r=[];for(q=0;q<l.length;q++)u=l[q],m.push(u.x),m.push(u.y),m.push(u.z),u=v[q],r.push(u.x),r.push(u.y),r.push(u.z);m=[m,
+r];l=new d.Point3(0,0,g);g=new d.Point3(0,0,g+n);n=new d.Point3(0,0,1);c=a(b,l,n,c);b=a(b,g,n,k);b=e(l,g,c,b,!0);k=[];c=[];for(g=0;g<b[0].length;g++)k.push(b[0][g].x),k.push(b[0][g].z),k.push(b[0][g].y),c.push(b[1][g].x),c.push(b[1][g].z),c.push(b[1][g].y);k=[k,c];b=h[0].concat(m[0]).concat(k[0]);k=h[1].concat(m[1]).concat(k[1]);c=new d.MeshData;c.setFaceWinding(d.FaceWinding.Clockwise);c.addFaces(b,k);return c};h.createCylinderMeshDataFromArc=function(c,b,g,k){for(var f=[],n=[],m,h=0;h<c.length-
+3;h+=3){var q=new d.Point3(c[h],c[h+1],c[h+2]),r=new d.Point3(c[h+3],c[h+4],c[h+5]),u=a(g,q,b,k),t=a(g,r,b,k);m=e(q,r,u,t,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1])}q=c.length;h=new d.Point3(c[q-3],c[q-2],c[q-1]);t=h.copy().subtract(new d.Point3(c[q-6],c[q-5],c[q-4])).normalize();q=a(2*g,h,b,k);r=h.copy().add(t.copy().scale(2/3));u=a(2*g,r,b,2*k);t=r.copy().add(t.copy().scale(2));m=e(h,r,q,u,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1]);for(h=
+0;h<q.length;h++)m=(h+1)%q.length,f.push(t),f.push(u[h]),f.push(u[m]),m=u[h].copy().subtract(r).normalize().add(t.copy().normalize()).normalize(),n.push(m),n.push(m),n.push(m);h=new d.Point3(c[0],c[1],c[2]);t=h.copy().subtract(new d.Point3(c[3],c[4],c[5])).normalize();q=a(2*g,h,b,k);r=h.copy().add(t.copy().scale(2/3));u=a(2*g,r,b,2*k);t=r.copy().add(t.copy().scale(2));m=e(r,h,u,q,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1]);for(h=0;h<q.length;h++)m=(h+1)%q.length,f.push(t),
+f.push(u[m]),f.push(u[h]),m=u[h].copy().subtract(r).normalize().add(t.copy().normalize()).normalize(),n.push(m),n.push(m),n.push(m);c=[];b=[];for(h=0;h<f.length;h++)g=f[h],c.push(g.x),c.push(g.y),c.push(g.z),m=n[h],b.push(m.x),b.push(m.y),b.push(m.z);f=new d.MeshData;f.setFaceWinding(d.FaceWinding.CounterClockwise);f.addFaces(c,b);return f}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c){this._mode=a;this._impl=new d.Internal.IncrementalSelectionImpl(c)}a.create=function(d,c){return new a(d,c)};a.prototype.performSelection=function(a,c,b){var d=this._impl.viewer;"View"===this._mode?(d=d.view,void 0===b&&(b=[])):(h.TypeAssert(this._mode),d=d.selectionManager);void 0===c&&(c=null);return this._impl.performSelection(d,a,c,b)};a.prototype.isIdle=function(){return this._impl.isIdle()};a.prototype.waitForIdle=function(){return this._impl.waitForIdle()};
+a.prototype.stopSelection=function(){return this._impl.stopSelection()};a.prototype.clearSelection=function(){return this._impl.clearSelection()};return a}();h.IncrementalSelection=f;(function(a){a.isScreenByAreaConfig=function(a){return"areaCssMin"in a};a.isRayDrillConfig=function(a){return"rayCssBoxRadius"in a};a.isConvexPolyhedronConfig=function(a){return"volumePlanes"in a};a.isSphereConfig=function(a){return"sphereRadius"in a}})(f=h.IncrementalSelection||(h.IncrementalSelection={}))})(d.Util||
+(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._killHandles=[];this._activeSelectionCount=0;this._inactivityPromise=null;this.viewer=a}a.prototype.isIdle=function(){return 0===this._activeSelectionCount};a.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){if(0===this._activeSelectionCount)return console.assert(null===this._inactivityPromise),[2,Promise.resolve()];null===this._inactivityPromise&&(this._inactivityPromise=
+h.OpenPromise.create());return[2,this._inactivityPromise]})})};a.prototype.stopSelection=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b,g;return __generator(this,function(e){console.assert(this._killHandles.length===this._activeSelectionCount);a=[];c=0;for(b=this._killHandles;c<b.length;c++)g=b[c],a.push(g());return[2,d.Util.waitForAll(a)]})})};a.prototype.clearSelection=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return a=
+this.viewer.selectionManager,a.clear(),[4,this.stopSelection()];case 1:return c.sent(),a.clear(),[2]}})})};a.prototype._advanceBySelectionManager=function(a,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(d){b=this.viewer.selectionManager;return[2,b.advanceIncrementalSelection(a,c)]})})};a.prototype._advanceByView=function(a,c,b){return __awaiter(this,void 0,void 0,function(){var d,e,f,n,m,h;return __generator(this,function(g){switch(g.label){case 0:return d=
+this.viewer.view,[4,d.advanceIncrementalSelection(a)];case 1:return e=g.sent(),null===e?[2,!1]:c?[4,Promise.all(e.map(c))]:[3,3];case 2:f=g.sent(),e=e.filter(function(b,c){return f[c]}),g.label=3;case 3:n=0;for(m=e;n<m.length;n++)h=m[n],b.push(h);return[2,!0]}})})};a.prototype._wrapBeginSelection=function(a,c){return d.Util.IncrementalSelection.isScreenByAreaConfig(c)?a.beginScreenSelectByArea(c.areaCssMin,c.areaCssMax,c.pickConfig):d.Util.IncrementalSelection.isRayDrillConfig(c)?a.beginRayDrillSelection(c.rayCssOrigin,
+c.rayCssBoxRadius,c.pickConfig):d.Util.IncrementalSelection.isConvexPolyhedronConfig(c)?a.beginConvexPolyhedronSelection(c.volumePlanes,c.heuristicOrigin,c.pickConfig):d.Util.IncrementalSelection.isSphereConfig(c)?a.beginSphereSelection(c.sphereCenter,c.sphereRadius,c.pickConfig):d.Util.TypeAssertNever(c)};a.prototype.performSelection=function(a,c,b,d){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return void 0!==d?[3,1]:[2,this._performSelection(a,
+c,b,null)];case 1:return[4,this._performSelection(a,c,b,d)];case 2:return g.sent(),[2,d]}})})};a.prototype._performSelection=function(a,c,b,g){return __awaiter(this,void 0,void 0,function(){var e,f,n,m,p,q,r,u,t=this;return __generator(this,function(k){switch(k.label){case 0:e=this._wrapBeginSelection(a,c);if(null===e)return[2];++this._activeSelectionCount;f=this.viewer.selectionManager;n=null===g;m=!1;p=h.Lazy.create(function(){return __awaiter(t,void 0,void 0,function(){var b,c;return __generator(this,
+function(a){switch(a.label){case 0:m=!0,a.label=1;case 1:return a.trys.push([1,,7,8]),[4,e];case 2:return b=a.sent(),n?[4,f.endIncrementalSelection(b)]:[3,4];case 3:return a.sent(),[3,6];case 4:return[4,this.viewer.view.endIncrementalSelection(b)];case 5:a.sent(),a.label=6;case 6:return[3,8];case 7:return c=this._killHandles.indexOf(q),console.assert(0<=c),this._killHandles.splice(c,1),--this._activeSelectionCount,0===this._activeSelectionCount&&null!==this._inactivityPromise&&(this._inactivityPromise.resolve(),
+this._inactivityPromise=null),[7];case 8:return[2]}})})});q=function(){return p.get()};this._killHandles.push(q);k.label=1;case 1:return k.trys.push([1,,11,13]),[4,e];case 2:r=k.sent(),u=!0,k.label=3;case 3:return!u||m?[3,10]:n?[4,this._advanceBySelectionManager(r,b)]:[3,5];case 4:return u=k.sent(),[3,7];case 5:return[4,this._advanceByView(r,b,g)];case 6:u=k.sent(),k.label=7;case 7:return!u||m?[3,9]:[4,d.Util.sleep(1)];case 8:k.sent(),k.label=9;case 9:return[3,3];case 10:return[3,13];case 11:return[4,
+q()];case 12:return k.sent(),[7];case 13:return[2]}})})};return a}();h.IncrementalSelectionImpl=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this.diffuseColor=[1,1,1,1]}a.prototype.setDiffuseTransparency=function(a){this.diffuseColor[3]=a};a.prototype.setDiffuseColor=function(a){a.toFloatArray(this.diffuseColor)};a.prototype.setDiffuseColorFromArray=function(a){this.diffuseColor[0]=a[0];this.diffuseColor[1]=a[1];this.diffuseColor[2]=a[2]};a.prototype.hash=function(){return this.diffuseColor.join(",")};return a}();d.MaterialInfo=f;f=function(){function a(a){this._materials=new Map;
+this._engine=a}a.prototype.getOrCreateMaterial=function(a){var c=this,b=a.hash(),d=this._materials.get(b);if(void 0!==d)return d;d=this._engine.createMaterial().then(function(b){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this._engine.setDiffuseColor(b,a.diffuseColor)];case 1:return c.sent(),[2,b]}})})});this._materials.set(b,d);return d};return a}();d.ScMaterialCache=f;f=function(){function a(a){this._engine=a}a.prototype.getIdentityInc=
+function(){return this._identityInc};a.prototype.init=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return[4,this._engine.createIdentityMatrix()];case 1:return this._identityInc=a=c.sent(),[2]}})})};return a}();d.ScMatrixCache=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(b,c,a){if(b.selectionMask===d.SelectionMask.None)throw new d.CommunicatorError("selectionMask is None");return __assign({},b,{cullSuboptimalEntities:c,enableOcclusionChecks:c,restrictLinesAndPointsToSelectedFaceInstances:a?!1:b.restrictLinesAndPointsToSelectedFaceInstances})}function a(b,c){var a=d.Point3.createFromArray(b.rayPoint),g=d.Point3.createFromArray(b.normal),e=new d.Point3(b.bounding.min[0],b.bounding.min[1],b.bounding.min[2]),k=new d.Point3(b.bounding.max[0],
+b.bounding.max[1],b.bounding.max[2]);e=new d.Box(e,k);c=new d.Selection.FaceEntity(a,g,b.elementIndex,b.overlayIndex,b.elementBits,e,c);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],c,null,null)}function e(b){var c=new d.Point3(b.bounding.min[0],b.bounding.min[1],b.bounding.min[2]),a=new d.Point3(b.bounding.max[0],b.bounding.max[1],b.bounding.max[2]);c=new d.Box(c,a);c=new d.Selection.LineEntity(b.elementIndex,d.Point3.createFromArray(b.point),b.lineSegmentVertices,b.bestLineSegmentVertexIndex,
+c,b.overlayIndex,b.elementBits);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],null,c,null)}function c(b){var c=new d.Selection.PointEntity(d.Point3.createFromArray(b.point),b.elementIndex,b.overlayIndex,b.elementBits);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],null,null,c)}function b(b){return null!==b.point?(b=b.point.entities[0],c(b)):null!==b.line?(b=b.line.entities[0],e(b)):null!==b.face?(b=b.face.entities[0],a(b,!1)):null!==b.proximityFace?(b=b.proximityFace.entities[0],
+a(b,!0)):null}function g(b){var g=null;if(null!==b.face){var k=b.face.entities[0];g=a(k,!1)}else null!==b.proximityFace&&(k=b.proximityFace.entities[0],g=a(k,!0));var f=null;null!==b.line&&(k=b.line.entities[0],f=e(k));k=null;null!==b.point&&(k=b.point.entities[0],k=c(k));return new d.Selection.CompositeSelectionItem(g,f,k)}function k(b){var d=[];if(null!==b.face)for(var g=0,k=b.face.entities;g<k.length;g++){var f=a(k[g],!1);d.push(f)}a:for(f=b.line,g=b.point,k=b.proximityFace,b=null!==f?f.entities:
+[],g=null!==g?g.entities:[],k=null!==k?k.entities:[],f=[b,g,k];;){for(var l,n=l=Number.POSITIVE_INFINITY,m=null,h=0;h<f.length;h++){var x=f[h];if(0<x.length){var y=x[0];y.radialMetric<l?(l=y.radialMetric,n=y.zMetric,m=x):y.radialMetric===l&&y.zMetric<n&&(n=y.zMetric,m=x)}}l=m;if(null===l){console.assert(0===b.length);console.assert(0===g.length);console.assert(0===k.length);break a}console.assert(0<l.length);l===b?(l=b.pop(),l=e(l)):l===g?(l=g.pop(),l=c(l)):(console.assert(l===k),l=k.pop(),l=a(l,
+!0));d.push(l)}return d}var l;(function(b){b[b.Batch=1E3]="Batch";b[b.Chunk=100]="Chunk"})(l=h.AdvanceSelectionCapacity||(h.AdvanceSelectionCapacity={}));var n=function(){function c(b){this._pickTolerance=20;this._incrementalChunkedItems=new Map;this._sc=b}c.prototype.setPickTolerance=function(b){this._pickTolerance=b};c.prototype.getPickTolerance=function(){return this._pickTolerance};c.prototype.beginScreenAreaSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k;return __generator(this,
+function(f){switch(f.label){case 0:g=a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginScreenAreaSelection(b.x,b.y,c.x,c.y,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginScreenAreaSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.beginRayDrillSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k;return __generator(this,function(f){switch(f.label){case 0:g=
+a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginRayDrillSelection(b.x,b.y,c,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginRayDrillSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.beginConvexPolyhedronSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k,f,l,n,m,h;return __generator(this,function(p){switch(p.label){case 0:g=
+a;e=[];k=0;for(f=b;k<f.length;k++)l=f[k],e.push(l.getCoefficients());n=[c.x,c.y,c.z];p.label=1;case 1:return p.trys.push([1,3,,4]),[4,this._sc.beginConvexPolyhedronSelection(e,n,g)];case 2:return m=p.sent(),[3,4];case 3:h=p.sent();if(SC.isError(h)&&"beginConvexPolyhedronSelection"===h.scFunction)throw new d.SelectionInvalidatedError;throw h;case 4:return[2,new d.Selection.IncrementalSelectionId(m)]}})})};c.prototype.beginSphereSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,
+e,k;return __generator(this,function(f){switch(f.label){case 0:g=a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginSphereSelection(b,c,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginSphereSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.endIncrementalSelection=function(b){this._incrementalChunkedItems.delete(b._handle);this._sc.endVolumeSelection(b._handle)};
+c.prototype.advanceIncrementalSelection=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,e,k,f,n,m,p;return __generator(this,function(q){switch(q.label){case 0:if((a=this._incrementalChunkedItems.get(b._handle))&&a.length)return[2,a.pop()];q.label=1;case 1:return q.trys.push([1,3,,4]),[4,this._sc.advanceVolumeSelection(b._handle,l.Batch)];case 2:return g=q.sent(),[3,4];case 3:e=q.sent();if(SC.isError(e)&&"advanceVolumeSelection"===e.scFunction)throw new d.SelectionInvalidatedError;
+throw e;case 4:return 2!==g.length||4294967295!==g[1]?[3,7]:c?[4,this._sc.setStreamIdleMarker()]:[3,6];case 5:return q.sent(),[2,this.advanceIncrementalSelection(b,!1)];case 6:return[2,null];case 7:k=[];for(f=0;f<g.length;f+=2)n=g[f],m=g[f+1],k.push(d.Selection.SelectionItem.create(m,n));if(k.length<=l.Chunk)return[2,k];p=h.chunkify(k,l.Chunk).reverse();this._incrementalChunkedItems.set(b._handle,p);return[2,p.pop()]}})})};c.prototype._screenSelectByRay=function(b,c,a,g){return __awaiter(this,void 0,
+void 0,function(){var e,k,l,n;return __generator(this,function(m){e=f(c,a,g);k=c.selectionMask;n=(l=c.selectionMask!==d.SelectionMask.Face||c.enableProximityFaces)?this._pickTolerance:-1;return[2,this._sc.screenSelectByRay(k,b.x,b.y,n,e)]})})};c.prototype._worldSelectByRay=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){d=f(c,a,!1);g=h.toScRay(b);return[2,this._sc.worldSelectByRay(g,d)]})})};c.prototype.pickFromScreen=function(c,a,d){return __awaiter(this,
+void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._screenSelectByRay(c,a,!0,d)];case 1:return g=e.sent(),[2,b(g)]}})})};c.prototype.pickAllFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._screenSelectByRay(b,c,!1,a)];case 1:return d=g.sent(),[2,k(d)]}})})};c.prototype.compositePickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,
+function(){var d;return __generator(this,function(e){switch(e.label){case 0:return[4,this._screenSelectByRay(b,c,!0,a)];case 1:return d=e.sent(),[2,g(d)]}})})};c.prototype.pickFromRay=function(c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._worldSelectByRay(c,a,!0)];case 1:return d=g.sent(),[2,b(d)]}})})};c.prototype.pickAllFromRay=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._worldSelectByRay(b,c,!1)];case 1:return a=d.sent(),[2,k(a)]}})})};c.prototype.pickCompositeFromRay=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d,e;return __generator(this,function(k){switch(k.label){case 0:return a=f(c,!0,!1),d=h.toScRay(b),[4,this._sc.worldSelectByRay(d,a)];case 1:return e=k.sent(),[2,g(e)]}})})};return c}();h.ScSelectionManager=n})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){d=d.Internal||(d.Internal={});(d.Test||(d.Test={})).AdvanceSelectionCapacity=d.AdvanceSelectionCapacity})(Communicator||(Communicator={}));
+(function(d){(function(h){h.toScRay=function(d){var a={origin:[],direction:[]};d.origin.toArray(a.origin);d.direction.toArray(a.direction);return a};h.makeFaceFaceDistanceItem=function(f){var a=new d.FaceFaceDistanceItem;a.pos1.fromArray(f.point1);a.pos2.fromArray(f.point2);a.distance=f.distance;return a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a){this.attributes=a}d.prototype.copy=function(){return new d(this.attributes.map(function(a){return a.copy()}))};return d}();d.SubentityAttributes=h})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){a.isFace=function(a){return a instanceof d.SubentityProperties.CylinderElement||a instanceof d.SubentityProperties.PlaneElement||a instanceof d.SubentityProperties.ConeElement||a instanceof d.SubentityProperties.SphereElement||a instanceof d.SubentityProperties.TorusElement||a instanceof d.SubentityProperties.Blend01Element||a instanceof d.SubentityProperties.Blend02Element||a instanceof d.SubentityProperties.Blend03Element||a instanceof d.SubentityProperties.NurbsElement||
+a instanceof d.SubentityProperties.CylindricalElement||a instanceof d.SubentityProperties.OffsetElement||a instanceof d.SubentityProperties.PipeElement||a instanceof d.SubentityProperties.RuledElement||a instanceof d.SubentityProperties.RevolutionElement||a instanceof d.SubentityProperties.ExtrusionElement||a instanceof d.SubentityProperties.FromCurvesElement||a instanceof d.SubentityProperties.TransformElement||a instanceof d.SubentityProperties.OtherFaceElement};a.isEdge=function(a){return a instanceof
+d.SubentityProperties.LineElement||a instanceof d.SubentityProperties.CircleElement||a instanceof d.SubentityProperties.OtherEdgeElement}})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){(function(a){a.parseBinary=function(a){var k=d.SubentityProperties.FaceType,l=a.parseFaceType();switch(l){case k.Cylinder:return c.parseBinary(a);case k.Plane:return b.parseBinary(a);case k.Cone:return g.parseBinary(a);case k.Other:return n.parseBinary(a);case k.Sphere:return e.parseBinary(a);case k.Torus:return f.parseBinary(a);case k.Blend01:return m.parseBinary(a);case k.Blend02:return h.parseBinary(a);case k.Blend03:return q.parseBinary(a);case k.Nurbs:return r.parseBinary(a);
+case k.Cylindrical:return u.parseBinary(a);case k.Offset:return t.parseBinary(a);case k.Pipe:return v.parseBinary(a);case k.Ruled:return w.parseBinary(a);case k.Revolution:return z.parseBinary(a);case k.Extrusion:return x.parseBinary(a);case k.FromCurves:return y.parseBinary(a);case k.Transform:return A.parseBinary(a);default:throw d.Util.TypeAssert(l),new d.AssemblyDataParseError("Unexpected measurement face type.");}};var c=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),
+a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.CylinderElement(c,a,b)};return b}();a.Cylinder=c;var b=function(){function b(){}b.parseBinary=function(b){var c=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.PlaneElement(c,b)};return b}();a.Plane=b;var g=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32(),g=b.parsePoint3_32();b=b.parseFloat_32();return new d.SubentityProperties.ConeElement(c,a,g,b)};return b}();
+a.Cone=g;var e=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.SphereElement(c,a,b)};return b}();a.Sphere=e;var f=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parseFloat_32(),g=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.TorusElement(c,a,g,b)};return b}();a.Torus=f;var n=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.OtherFaceElement};
+return b}();a.Other=n;var m=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend01Element};return b}();a.Blend01=m;var h=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend02Element};return b}();a.Blend02=h;var q=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend03Element};return b}();a.Blend03=q;var r=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.NurbsElement};
+return b}();a.Nurbs=r;var u=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.CylindricalElement};return b}();a.Cylindrical=u;var t=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.OffsetElement};return b}();a.Offset=t;var v=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.PipeElement};return b}();a.Pipe=v;var w=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.RuledElement};
+return b}();a.Ruled=w;var z=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.RevolutionElement};return b}();a.Revolution=z;var x=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.ExtrusionElement};return b}();a.Extrusion=x;var y=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.FromCurvesElement};return b}();a.FromCurves=y;var A=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.TransformElement};
+return b}();a.Transform=A})(a.Face||(a.Face={}))})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){(function(a){a.parseBinary=function(a){var e=d.SubentityProperties.EdgeType,k=a.parseEdgeType();switch(k){case e.Line:return c.parseBinary(a);case e.Circle:return b.parseBinary(a);case e.Other:return g.parseBinary(a);default:throw d.Util.TypeAssert(k),new d.AssemblyDataParseError("Unexpected measurement edge type.");}};var c=function(){function b(){}b.parseBinary=function(b){b=b.parseFloat_32();return new d.SubentityProperties.LineElement(b)};return b}();
+a.Line=c;var b=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.CircleElement(c,a,b)};return b}();a.Circle=b;var g=function(){function b(){}b.parseBinary=function(b){b=b.parseFloat_32();return new d.SubentityProperties.OtherEdgeElement(b)};return b}();a.Other=g})(a.Edge||(a.Edge={}))})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(d){var f;(function(c){c[c.Undefined=0]="Undefined";c[c.Line=1]="Line";c[c.Circle=2]="Circle";c[c.Other=6]="Other"})(f=d.EdgeType||(d.EdgeType={}));var a;(function(c){c[c.Undefined=0]="Undefined";c[c.Cylinder=3]="Cylinder";c[c.Plane=4]="Plane";c[c.Cone=5]="Cone";c[c.Other=6]="Other";c[c.Sphere=7]="Sphere";c[c.Torus=8]="Torus";c[c.Blend01=9]="Blend01";c[c.Blend02=10]="Blend02";c[c.Blend03=11]="Blend03";c[c.Nurbs=12]="Nurbs";c[c.Cylindrical=13]="Cylindrical";c[c.Offset=14]="Offset";
+c[c.Pipe=15]="Pipe";c[c.Ruled=16]="Ruled";c[c.Revolution=17]="Revolution";c[c.Extrusion=18]="Extrusion";c[c.FromCurves=19]="FromCurves";c[c.Transform=20]="Transform"})(a=d.FaceType||(d.FaceType={}));var e=function(){function c(b){this.length=b}c.prototype.copy=function(){return new c(this.length)};c.prototype.type=function(){return f.Line};return c}();d.LineElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}c.prototype.copy=function(){return new c(this.radius,
+this.origin,this.normal)};c.prototype.type=function(){return f.Circle};return c}();d.CircleElement=e;e=function(){function c(b){this.length=b}c.prototype.copy=function(){return new c(this.length)};c.prototype.type=function(){return f.Other};return c}();d.OtherEdgeElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Other};return c}();d.OtherFaceElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}
+c.prototype.copy=function(){return new c(this.radius,this.origin,this.normal)};c.prototype.type=function(){return a.Cylinder};return c}();d.CylinderElement=e;e=function(){function c(b,c){this.origin=b.copy();this.normal=c.copy()}c.prototype.copy=function(){return new c(this.origin,this.normal)};c.prototype.type=function(){return a.Plane};return c}();d.PlaneElement=e;e=function(){function c(b,c,a,d){this.radius=b;this.origin=c.copy();this.normal=a.copy();this.halfAngle=d}c.prototype.copy=function(){return new c(this.radius,
+this.origin,this.normal,this.halfAngle)};c.prototype.type=function(){return a.Cone};return c}();d.ConeElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}c.prototype.copy=function(){return new c(this.radius,this.origin,this.normal)};c.prototype.type=function(){return a.Sphere};return c}();d.SphereElement=e;e=function(){function c(b,c,a,d){this.majorRadius=b;this.minorRadius=c;this.origin=a.copy();this.normal=d.copy()}c.prototype.copy=function(){return new c(this.majorRadius,
+this.minorRadius,this.origin,this.normal)};c.prototype.type=function(){return a.Torus};return c}();d.TorusElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend01};return c}();d.Blend01Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend02};return c}();d.Blend02Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend03};
+return c}();d.Blend03Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Nurbs};return c}();d.NurbsElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Cylindrical};return c}();d.CylindricalElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Offset};return c}();d.OffsetElement=e;e=function(){function c(){}c.prototype.copy=
+function(){return new c};c.prototype.type=function(){return a.Pipe};return c}();d.PipeElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Ruled};return c}();d.RuledElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Revolution};return c}();d.RevolutionElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Extrusion};
+return c}();d.ExtrusionElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.FromCurves};return c}();d.FromCurvesElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Transform};return c}();d.TransformElement=e})(d.SubentityProperties||(d.SubentityProperties={}))})(Communicator||(Communicator={}));
+(function(d){d=d.StaticGenericType||(d.StaticGenericType={});d.IfcColumn="IFCCOLUMN";d.IfcCovering="IFCCOVERING";d.IfcCurtainWall="IFCCURTAINWALL";d.IfcDoor="IFCDOOR";d.IfcRamp="IFCRAMP";d.IfcRoof="IFCROOF";d.IfcSlab="IFCSLAB";d.IfcSpace="IFCSPACE";d.IfcStair="IFCSTAIR";d.IfcStairFlight="IFCSTAIRFLIGHT";d.IfcTransportElement="IFCTRANSPORTELEMENT";d.IfcWall="IFCWALL";d.IfcWallStandardCase="IFCWALLSTANDARDCASE";d.IfcWindow="IFCWINDOW"})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,m,h,w,z;return __generator(this,function(p){switch(p.label){case 0:return[4,c.getNodeOrRepItem(a)];case 1:e=p.sent();if(null===e||e instanceof f.RepresentationItem||e instanceof f.PartDefinition)return[2,d.BimMask.None];k=f.getNodeGenericType(e);return null!==k?[3,3]:null===g?[2,d.BimMask.None]:[4,e.getAttributes()];case 2:l=p.sent();n=0;for(m=l;n<m.length;n++)if(h=m[n],w=h.getTitle(),
+w===g){k=h.getValue();break}if(null===k)return[2,d.BimMask.None];p.label=3;case 3:return z=b(k),z!==d.BimMask.None?[2,z]:[2,d.BimMask.None]}})})}function e(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){switch(d.label){case 0:return c=[],a={enterAnyBody:function(b){b instanceof f.BodyInstance&&c.push(b)}},[4,f.WalkerAsync.walk(a,b,f.WalkRestriction.None)];case 1:return d.sent(),[2,c]}})})}function c(b){return __awaiter(this,void 0,void 0,function(){var c,
+a,g,k,f,h;return __generator(this,function(l){switch(l.label){case 0:return[4,e(b)];case 1:c=l.sent();a=new Set;g=0;for(k=c;g<k.length;g++)f=k[g],h=f.getParent(),a.add(h);return[2,d.Util.setToArray(a)]}})})}function b(b,c,g,e){return __awaiter(this,void 0,void 0,function(){var k,f,l,n,m,h,w,z,x,y,A;return __generator(this,function(p){switch(p.label){case 0:k=[];f=0;for(l=g;f<l.length;f++)n=l[f],m=a(b,c,n,e),k.push(m);return[4,Promise.all(k)];case 1:h=p.sent();w=[];z=[];x=[];for(y=0;y<g.length;++y)n=
+g[y],A=h[y],A!==d.BimMask.None&&(0!==(A&d.BimMask.Floor)&&w.push(n),0!==(A&d.BimMask.Wall)&&z.push(n),0!==(A&d.BimMask.Door)&&x.push(n));return[2,{floors:w,walls:z,doors:x}]}})})}function g(b){for(var c=[],a=0;a<b.length;a++)for(var d=0,g=b[a].getBodyInstances();d<g.length;d++){var e=g[d].getInstanceInc();c.push(e[0],e[1])}return c}f.hasEffectiveGenericType=function(b,c){for(;null!==b;){if(b.getName()===c||f.getNodeGenericType(b)===c)return!0;b=f.towardProductOccurrence(b.getParent())}return!1};f.ifcAttributeToBimMask=
+function(b){switch(b){case d.StaticGenericType.IfcColumn:case d.StaticGenericType.IfcCurtainWall:case d.StaticGenericType.IfcStair:case d.StaticGenericType.IfcStairFlight:case d.StaticGenericType.IfcWall:case d.StaticGenericType.IfcWallStandardCase:case d.StaticGenericType.IfcWindow:return d.BimMask.Wall|d.BimMask.Floor;case d.StaticGenericType.IfcCovering:case d.StaticGenericType.IfcRamp:case d.StaticGenericType.IfcRoof:case d.StaticGenericType.IfcSlab:return d.BimMask.Floor;case d.StaticGenericType.IfcDoor:case d.StaticGenericType.IfcTransportElement:return d.BimMask.Door|
+d.BimMask.Floor}return d.BimMask.None};f.registerBimNodes=function(a,d,e,f,h){return __awaiter(this,void 0,void 0,function(){var k,l,n,m,p;return __generator(this,function(q){switch(q.label){case 0:return[4,c(f)];case 1:return k=q.sent(),[4,b(a,e,k,h)];case 2:return l=q.sent(),n=g(l.floors),d.registerBimInstances(n,0),m=g(l.walls),d.registerBimInstances(m,1),p=g(l.doors),d.registerBimInstances(p,2),[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function c(b,c,a,d,e,f){this.headerVersion=b;this._rootAssemblyDataKey=c;this.isDrawing=a;this.isMeasurable=d;this.originalFileName=e;this.originalFileType=f}c.prototype.rootAssemblyDataKey=function(){console.assert(4294967295!==this._rootAssemblyDataKey);return this._rootAssemblyDataKey};c.parseBinary=function(b){if(0===b.length)return null;b=new f.AssemblyDataParser(new e(null,b));var a=new f.NodeParseBits;a.parseBits1(b);if(!a.hasBits1(8388608))return null;
+var k=b.parseAssemblyDataHeaderVersion();if(k>c._maxHeaderVersion)throw new d.AssemblyDataParseError("Unknown header version: "+k);a.parseBits2(b);var l=b.parseDataKey(),n=b.parseBoolean(),m="",h=d.FileType.Unknown;var q=1<=k?b.parseBoolean():!0;3<=k&&(a.hasBits2(4)&&(m=b.parseCString()),h=b.parseIndex_32());return new c(k,l,n,q,m,h)};c._maxHeaderVersion=3;c.dynamic=new c(c._maxHeaderVersion,4294967295,!1,!1,"",d.FileType.Unknown);return c}();f.AssemblyDataHeader=a;var e=function(){return function(c,
+b){this.header=c;this.bytes=b}}();f.AssemblyData=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){return function(){this.prototypes=new Map;this.partDefinitions=new Map}}(),e=function(){return function(){this.bodies=new Map;this.contexts=[]}}(),c=function(){function b(b,c,a,e,m,p){this._centralQueueClock=new h.Clock;this._productOccurrences=new Map;this._pmis=new Map;this._cadViews=new Map;this._bodyInstances=new Map;this._pmiBodies=new Map;this._viewFrames=new Map;this._partDefinitions=new Map;this._representationItems=new Map;this._partToInstance=
+new Map;this._filters=[];this._layers=new Map;this._layersIds=new Map;this._nextLayerId=0;this._genericTypeToNodes=new Map;this._genericIdToNode=new Map;this._cadConfigurations=new Set;this._modelContents=new Map;this._inclusionContents=new Map;this._nodeDeletionBlackList=new Set;this._meshDeletionBlackList=new Set;this._dynamicNodeIdSeed=f.invalidNodeId;this._currentNodeIdOffset=0;this._initialEmptyNodeIdOffsetObtained=!1;this._firstProductOccurrenceWithView=this._defaultCadConfiguration=this._activeCadConfiguration=
+this._activeCadView=null;this._isMeasurable=this._containsDrawings=!1;this._initiallyHiddenStayHidden=this._automaticMeasurementUnitScaling=!0;this._completedLoadTimestamp=this._activeLoadTimestamp=0;this._requestedNodes=new Map;this._unnamedDrawingViewCount=this._unnamedDrawingSheetCount=this._unnamedGroupCount=this._unnamedProductCount=0;this._seenExternalModel=this._isInitialized=!1;this._config=__assign({},b);this._engine=c;this._callbackManager=a;this._cuttingManager=e;this._view=m;this._model=
+p;this._isScs=2===this._engine.getSessionType();console.assert(!this._isScs||this._engine.getRendererType()===d.RendererType.Client)}b.prototype.initialize=function(b){var c=this;console.assert(void 0===this._rootLoadContext);console.assert(void 0===this._rootNode);console.assert(!this._isInitialized);this._isInitialized=!0;console.assert(void 0===this._centralQueue);this._centralQueue=new h.PromiseQueue(b.maxConcurrentAttachments(),!1);this._callbackManager.bind({_inputInteraction:function(b,a){c._onUserInteraction(b,
+a)}});this._rootLoadContext=new f.LoadContext(null,d.EmptyModelName,null);b=new f.AttachContext(new f.ScKeyRemapper,0,!1,0,this._rootLoadContext);this._rootLoadContext.addAttachContext(b);var a=new f.InclusionContext(this,b,0,0);b.addInclusionContext(a);this._rootNode=f.ProductOccurrence.createDynamic(this,a,"Models",null,null,!0);a.addProductOccurrence(this._rootNode);console.assert(this._rootNode.isAbsoluteRoot());this.preventNodeDeletion(this._rootLoadContext);this.preventNodeDeletion(b);this.preventNodeDeletion(a);
+this.preventNodeDeletion(this._rootNode);this._rootNode.markLoaded()};b.prototype.isInitialized=function(){return this._isInitialized};b.prototype.getRootNode=function(){return this._rootNode};b.prototype.getAbstractScEngine=function(){return this._engine};b.prototype.generateDynamicNodeId=function(){return--this._dynamicNodeIdSeed};b.prototype.newNodeIdOffset=function(){if(!this._initialEmptyNodeIdOffsetObtained)return this._initialEmptyNodeIdOffsetObtained=!0,console.assert(0===this._currentNodeIdOffset),
+0;var b=this._currentNodeIdOffset;this._currentNodeIdOffset+=4294967296;return b};b.prototype.getLowestAvailableNodeId=function(){return this._currentNodeIdOffset};b.prototype.tryParseHeader=function(b){var c=this,a=f.AssemblyDataHeader.parseBinary(b);if(null===a)return null;this._containsDrawings=this._containsDrawings||a.isDrawing;this._isMeasurable=this._isMeasurable||a.isMeasurable;return this._callbackManager.promiseTrigger("_modelStructureHeaderParsed",null,a).then(function(){c._callbackManager.trigger("modelStructureHeaderParsed",
+a.originalFileName,a.originalFileType);return a})};b.prototype._isRegistered=function(b){return this._productOccurrences.has(b)||this._pmis.has(b)||this._cadViews.has(b)||this._bodyInstances.has(b)||this._pmiBodies.has(b)||this._viewFrames.has(b)||this._partDefinitions.has(b)||this._representationItems.has(b)};b.prototype.registerProductOccurrence=function(b){if(!b.isMissing()){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._productOccurrences.set(c,b);c=f.getNodeGenericType(b);
+null!==c&&this.registerGenericType(b,c);c=b.getGenericId();null!==c&&this.registerGenericGlobalId(b,c);b.isAConfigurationNode()&&this._registerCadConfiguration(b);if(b.isADrawingSheetNode()||b.isADrawingViewNode())this._containsDrawings=!0}};b.prototype.lookupProductOccurrence=function(b){b=this._productOccurrences.get(b);return void 0!==b?b:null};b.prototype.registerPmi=function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._pmis.set(c,b)};b.prototype.lookupPmi=function(b){b=
+this._pmis.get(b);return void 0!==b?b:null};b.prototype.registerCadView=function(b){null===this._firstProductOccurrenceWithView&&(this._firstProductOccurrenceWithView=b.getParent());var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._cadViews.set(c,b)};b.prototype.getFirstProductOccurrenceWithView=function(){return this._firstProductOccurrenceWithView};b.prototype.lookupCadView=function(b){b=this._cadViews.get(b);return void 0!==b?b:null};b.prototype.registerBodyInstance=function(b){var c=
+b.getRuntimeId();console.assert(!this._isRegistered(c));this._bodyInstances.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupBodyInstance=function(b){b=this._bodyInstances.get(b);return void 0!==b?b:null};b.prototype.registerPmiBody=function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._pmiBodies.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupPmiBody=function(b){b=this._pmiBodies.get(b);return void 0!==b?b:null};b.prototype.registerViewFrame=
+function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._viewFrames.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupViewFrame=function(b){b=this._viewFrames.get(b);return void 0!==b?b:null};b.prototype.registerPartDefinition=function(b){if(!b.isMissing()){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._partDefinitions.set(c,b)}};b.prototype.lookupPartDefinition=function(b){b=this._partDefinitions.get(b);return void 0!==b?b:null};b.prototype.registerRepresentationItem=
+function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._representationItems.set(c,b)};b.prototype.lookupRepresentationItem=function(b){b=this._representationItems.get(b);return void 0!==b?b:null};b.prototype.lookupAnyBody=function(b){return this.lookupBodyInstance(b)||this.lookupPmiBody(b)||this.lookupViewFrame(b)};b.prototype.lookupAnyTreeNode=function(b){return this.lookupProductOccurrence(b)||this.lookupPmi(b)||this.lookupCadView(b)||this.lookupAnyBody(b)};b.prototype.lookupAnyNonTreeNode=
+function(b){return this.lookupRepresentationItem(b)||this.lookupPartDefinition(b)};b.prototype.lookupAnyNode=function(b){return this.lookupAnyTreeNode(b)||this.lookupAnyNonTreeNode(b)};b.prototype._registerCadConfiguration=function(b){console.assert(b.isAConfigurationNode());console.assert(!this._cadConfigurations.has(b));this._cadConfigurations.add(b);b.isADefaultNode()&&null===this._defaultCadConfiguration&&(this._defaultCadConfiguration=b)};b.prototype.getInstanceCountByInclusion=function(b){return this._getInclusionContent(b).bodies.size};
+b.prototype.lookupAnyBodyByInstanceInc=function(b,c){b=this._getInclusionContent(b).bodies.get(c);return void 0!==b?b:null};b.prototype._registerAnyBodyByInstanceInc=function(b){var c=b.getInstanceInc(),a=this._getInclusionContent(c[0]),g=a.bodies.get(c[1]);if(void 0!==g){console.assert(b.hasAuthoredId());if(g.hasAuthoredId()){console.assert(g.constructor===b.constructor);h.CompileTime.disable&&console.assert(!1);return}console.assert(g.constructor===f.BodyInstance);g=g.getRuntimeId();b instanceof
+f.BodyInstance?this._bodyInstances.set(g,b):b instanceof f.PmiBody?this._pmiBodies.set(g,b):(d.Util.TypeAssert(b),this._viewFrames.set(g,b))}a.bodies.set(c[1],b)};b.prototype._getInclusionContent=function(b){console.assert(4294967295!==b);var c=this._inclusionContents.get(b);void 0===c&&(c=new e,this._inclusionContents.set(b,c));return c};b.prototype._getModelContent=function(b,c){console.assert(4294967295!==c);var d=this._modelContents.get(b);void 0===d&&(d=new Map,this._modelContents.set(b,d));
+b=d.get(c);void 0===b&&(b=new a,d.set(c,b));return b};b.prototype.registerPrototypeByDataId=function(b,c,a,d){b=this._getModelContent(b,c);console.assert(!b.prototypes.has(a));b.prototypes.set(a,d)};b.prototype.registerPartDefinitionByDataId=function(b,c,a,d){b=this._getModelContent(b,c);console.assert(!b.partDefinitions.has(a));b.partDefinitions.set(a,d)};b.prototype.lookupPrototypeByDataId=function(b,c,a){b=this._getModelContent(b,c).prototypes.get(a);return void 0!==b?b:null};b.prototype.lookupPartDefinitionByDataId=
+function(b,c,a){b=this._getModelContent(b,c).partDefinitions.get(a);return void 0!==b?b:null};b.prototype.registerInclusionContext=function(b){var c=b.getInclusionKey();this._getInclusionContent(c).contexts.push(b)};b.prototype.getInclusionContexts=function(b){return this._getInclusionContent(b).contexts};b.prototype._createLayer=function(b,c,a,d){a=new f.Layer(b,c,a,d);console.assert(!this._layers.has(b));this._layers.set(b,a);null!==c&&this._updateNameToLayersMap(c,b);return a};b.prototype._updateNameToLayersMap=
+function(b,c){var a=this._layersIds.get(b);void 0!==a?a.push(c):this._layersIds.set(b,[c])};b.prototype.createLayer=function(b,c,a){var d=this._nextLayerId++;c=this._createLayer(d,c,[],[]);a.addLayerIdToMap(d,b);return c};b.prototype.updateLayerName=function(b,c){var a=this._layers.get(b);void 0!==a&&(a.name=c,this._updateNameToLayersMap(c,b))};b.prototype._registerNodeInLayer=function(b,c,a){var d=f.towardLoadContext(b),g=d.getRuntimeLayerId(c);null===g&&(g=this._nextLayerId++,this._createLayer(g,
+null,[b],[]),d.addLayerIdToMap(g,c));var e=this._layers.get(g);void 0!==e?a(e).push(b):(console.assert(!1,"Layer has mapping in LoadContext but not represented in AssemblyTree"),this._createLayer(g,null,[b],[]),d.addLayerIdToMap(g,c))};b.prototype.registerNodeInLayer=function(b,c){return this._registerNodeInLayer(b,c,function(b){return b.nodes})};b.prototype.registerTreeNodeInLayer=function(b,c){return this._registerNodeInLayer(b,c,function(b){return b.treeNodes})};b.prototype.addFilter=function(b,
+c){this._filters.push({filter:b,loadContext:c})};b.prototype.getFilters=function(){for(var b=new Map,c=0;c<this._filters.length;c++){var a=this.getFilterName(c)||"";b.set(c,a)}return b};b.prototype.getFilterName=function(b){return b<this._filters.length?this._filters[b].filter.name||"":null};b.prototype.getFiltersWithNode=function(b){for(var c=b.getAuthoredId(),a=this._filters,d=[],g=0;g<a.length;g++){var e=a[g],f=e.filter;e=e.loadContext;if(null!==f.layers)for(var h=0,u=f.layers.authoredIds;h<u.length;h++){var t=
+e.getRuntimeLayerId(u[h]);if(null!==t){var v=this.getNodesFromLayer(t);if(null!==v)for(t=0;t<v.length;t++)b===v[t]&&d.push(g)}}if(null!==f.entities)for(e=0,f=f.entities.ids;e<f.length;e++)c===f[e]&&d.push(g)}return d};b.prototype.getNodesFromFilterIds=function(b){for(var c=new Set,a=new Set,g=null,e=0;e<b.length;e++){var f=this._filters[b[e]],h=f.filter,r=f.loadContext,u=h.layers;if(null!==u){f=u.isInclusive;null===g&&(g=f);var t=0;for(u=u.authoredIds;t<u.length;t++){var v=r.getRuntimeLayerId(u[t]);
+if(null!==v&&(v=this._layers.get(v))&&null!==v.nodes)for(var w=0,z=v.nodes;w<z.length;w++)v=z[w].getRuntimeId(),f?(c.add(v),a.delete(v)):(c.delete(v),a.add(v))}}r=h.entities;if(null!==r)for(f=r.isInclusive,null===g&&(g=f),h=0,r=r.ids;h<r.length;h++)v=r[h],f?(c.add(v),a.delete(v)):(c.delete(v),a.add(v))}return null===g?null:g?new d.FilteredNodes(!0,c):new d.FilteredNodes(!1,a)};b.prototype.getLayers=function(){var b=new Map;this._layers.forEach(function(c,a){b.set(a,c.name||"")});return b};b.prototype.getUniqueLayerNames=
+function(){var b=new Set,c=[];this._layers.forEach(function(a){a=a.name;null===a||b.has(a)||(b.add(a),c.push(a))});return c};b.prototype.getLayerName=function(b){b=this._layers.get(b);return void 0!==b?b.name||"":null};b.prototype.getLayersIdFromName=function(b){b=this._layersIds.get(b);return void 0!==b?b:null};b.prototype.getNodesFromLayer=function(b,c){b=this._layers.get(b);return void 0!==b?c?b.treeNodes:b.nodes:null};b.prototype.getNodesFromLayers=function(b,c){for(var a=[],d=0;d<b.length;d++){var g=
+this.getNodesFromLayer(b[d],c);if(null!==g)for(var e=0;e<g.length;e++)a.push(g[e])}return a};b.prototype.getNodesFromLayerName=function(b,c){b=this._layersIds.get(b);return void 0!==b?this.getNodesFromLayers(b,c):null};b.prototype.generateProductName=function(){return"Product "+this._unnamedProductCount++};b.prototype.generateGroupName=function(){return"Product "+this._unnamedGroupCount++};b.prototype.generateDrawingSheetName=function(){return"Product "+this._unnamedDrawingSheetCount++};b.prototype.generateDrawingViewName=
+function(){return"Product "+this._unnamedDrawingViewCount++};b.prototype.forEachCadView=function(b){this._cadViews.forEach(b)};b.prototype.forEachPmi=function(b){this._pmis.forEach(b)};b.prototype.forEachCadConfiguration=function(b){this._cadConfigurations.forEach(b)};b.prototype.hasActiveCadView=function(){return null!==this._activeCadView};b.prototype.activateCadView=function(b,c){console.assert(null===this._activeCadView);this._activeCadView=b;return b.activate(this,this._engine,this._callbackManager,
+this._cuttingManager,this._view,c,this._activeCadConfiguration)};b.prototype.deactivateActiveCadView=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return null===this._activeCadView?[2]:[4,this._activeCadView.deactivate(this._cuttingManager)];case 1:return b.sent(),console.assert(null!==this._activeCadView),this._activeCadView=null,[2]}})})};b.prototype.getCadViewPmis=function(b){var c=[];this._pmis.forEach(function(a){b.hasPmi(a)&&
+c.push(a)});return c};b.prototype.isMeasureable=function(){return this._isMeasurable};b.prototype.containsDrawings=function(){return this._containsDrawings};b.prototype.getDefaultCadConfiguration=function(){return this._defaultCadConfiguration};b.prototype.getActiveCadConfiguration=function(){return this._activeCadConfiguration};b.prototype.activateCadConfiguration=function(b){console.assert(b.isAConfigurationNode());this._activeCadConfiguration=b;b=b.getRuntimeId();return this._view.isolateNodes([b],
+d.DefaultTransitionDuration,!0)};b.prototype.massageAuthoredUserId=function(b,c){if(null===c)return this.generateDynamicNodeId();b=b.toRuntimeId(c);return null!==this.lookupAnyNode(b)?this.generateDynamicNodeId():c};b.prototype.createNode=function(b,c,a,d,e,h){void 0===h&&(h=null);c=f.ProductOccurrence.createDynamic(this,b,c,a,d,e,!1,h);b.addProductOccurrence(c);c.markLoaded();return c};b.prototype.createPart=function(b){b=f.PartDefinition.createDynamic(this,b,null);b.markLoaded();return b};b.prototype.setPart=
+function(b,c){c.addReferrer(b);var a=this._partToInstance.get(c);if(void 0===a){a=f.towardInclusionContext(this._rootNode);var d=h.LazyObject.create(function(){console.assert(void 0!==g);return new f.SharedPrototypeContext(h.LazyPromise.create(g))});a=new f.PrototypeContext(d,a);var g=f.ProductOccurrence.createDynamic(this,a,null,null,null,!0);g.setPartDefinition(c);g.markLoaded()}b.setPrototype(a)};b.prototype._createCadView=function(b,c,a,d,e,h,q,r){c=f.CadView.createDynamic(this,b,c,a,d,e,h,q,
+r);b.addCadView(c);c.markLoaded();return c};b.prototype._createCadViewInstance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,h,t,v,w;return __generator(this,function(n){switch(n.label){case 0:return null===a?[3,2]:[4,b.createMeshInstance(a)];case 1:d=n.sent(),g=d[0],e=d[1],k=this.generateDynamicNodeId(),l={nodeId:k,bits:786432,name:null,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},h={nodeInfo:l,inclusionKey:g,instanceKey:e,bits:0},t=f.towardAttachContext(c),v=t.getMasterModelKey(),console.assert(c.isLoaded()),w=f.ViewFrame.reify(this,v,c,h),c.setViewFrame(w),w.markLoaded(),n.label=2;case 2:return[2]}})})};b.prototype.createCadView=function(b,c,a,d,e,f,h,r,u,t){c=this._createCadView(c,a,d,e,f,h,r,u);null!==t&&(b=this._createCadViewInstance(b,c,t),b);return c};b.prototype.createMeshInstance=function(b,c,a,d,e,h,q,r){var g=0;q&&(g|=16384);r&&(g|=268435456);c=f.BodyInstance.createDynamic(this,
+c,a,d,e,h,g);h.addBodyInstance(c);b&&c.markLoaded();return c};b.prototype.createPmiInstance=function(b,c,a,d,e,h,q,r){var g=f.towardInclusionContext(e);b={nodeInfo:{nodeId:this.massageAuthoredUserId(g,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},inclusionKey:b,instanceKey:c,bits:0};d=f.Pmi.createDynamic(this,g,e,d,h,q,[b],r);e.addPmi(d);d.markLoaded();return d};b.prototype.getAutomaticMeasurementUnitScaling=
+function(){return this._automaticMeasurementUnitScaling};b.prototype.setAutomaticMeasurementUnitScaling=function(b){this._automaticMeasurementUnitScaling=b};b.prototype.getInitiallyHiddenStayHidden=function(){return this._initiallyHiddenStayHidden};b.prototype.setInitiallyHiddenStayHidden=function(b){this._initiallyHiddenStayHidden=b};b.prototype._removeIdMappingsRecursive=function(b){var c=this;return f.WalkerAsync.walk({enterProductOccurrence:function(b){c._productOccurrences.delete(b.getRuntimeId())},
+enterAnyBody:function(b){var a=b.getRuntimeId();b instanceof f.BodyInstance?c._bodyInstances.delete(a):b instanceof f.PmiBody?c._pmiBodies.delete(a):(d.Util.TypeAssert(b),c._viewFrames.delete(a))},enterCadView:function(b){c._cadViews.delete(b.getRuntimeId())},enterPmi:function(b){c._pmis.delete(b.getRuntimeId())}},b,f.WalkRestriction.None)};b.prototype.deleteNode=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,h,q,r;return __generator(this,function(k){switch(k.label){case 0:if(!this._canDeleteNode(b))throw c=
+b.getRuntimeId(),new d.CommunicatorError("Cannot delete node ("+c+")");a=f.gatherInstanceIncsSync(b,7,!0,new Set,f.WalkRestriction.None);this._engine.setPartVisibility(a,!1,!1);this._engine.setInstanceModifier(d.InstanceModifier.DoNotSelect,a,!0);if(!(b instanceof f.ProductOccurrence))return[3,2];this._cadConfigurations.delete(b)&&(b===this._activeCadConfiguration&&(this._activeCadConfiguration=null),b===this._defaultCadConfiguration&&(this._defaultCadConfiguration=null));g=b.getParent();console.assert(null!==
+g);null!==g&&(e=void 0,e=g instanceof f.PrototypeContext?g.removeReferrer(b):g.removeProductOccurrence(b),console.assert(e));this._productOccurrences.delete(b.getRuntimeId());return[4,this._removeIdMappingsRecursive(b)];case 1:return k.sent(),[2,b.purgeContents()];case 2:d.Util.TypeAssert(b),h=b.getParent(),h.removeBodyInstance(b),q=b.getInstanceInc(),r=this._getInclusionContent(q[0]),r.bodies.delete(q[1]),this._bodyInstances.delete(b.getRuntimeId()),k.label=3;case 3:return[2]}})})};b.prototype._canDeleteNode=
+function(b){return!this._nodeDeletionBlackList.has(b)};b.prototype.preventNodeDeletion=function(b){var c=b.getParent();if(c instanceof f.PrototypeContext)throw new d.InternalLogicError;null!==c&&(console.assert(null===c||this._nodeDeletionBlackList.has(c)),b instanceof f.ProductOccurrence?(console.assert(!b.hasAuthoredId()),console.assert(!b.isOutOfHierarchy())):b instanceof f.BodyInstance&&(c=b.getInstanceInc(),console.assert(!b.hasAuthoredId()),console.assert(0===c[0]),console.assert(b.isOutOfHierarchy())));
+this._nodeDeletionBlackList.add(b)};b.prototype.preventMeshDeletion=function(b){this._meshDeletionBlackList.add(b)};b.prototype._resetContents=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(c){switch(c.label){case 0:return this.hasActiveCadView()?[4,this.deactivateActiveCadView()]:[3,2];case 1:return c.sent(),[2,this._resetContents()];case 2:return[4,this._rootLoadContext.purgeContents()];case 3:return c.sent(),this._productOccurrences.clear(),
+this._pmis.clear(),this._cadViews.clear(),this._bodyInstances.clear(),this._pmiBodies.clear(),this._viewFrames.clear(),this._partDefinitions.clear(),this._representationItems.clear(),this._partToInstance.clear(),this._filters.length=0,this._layers.clear(),this._layersIds.clear(),this._genericTypeToNodes.clear(),this._genericIdToNode.clear(),this._cadConfigurations.clear(),this._modelContents.clear(),this._inclusionContents.clear(),this._currentNodeIdOffset=0,this._firstProductOccurrenceWithView=this._defaultCadConfiguration=
+this._activeCadConfiguration=this._activeCadView=null,this._isMeasurable=this._containsDrawings=!1,this._completedLoadTimestamp=this._activeLoadTimestamp=0,this._requestedNodes.clear(),this._unnamedDrawingViewCount=this._unnamedDrawingSheetCount=this._unnamedGroupCount=this._unnamedProductCount=0,this._seenExternalModel=!1,this._rootNode.unsetMeasurementUnit(),this._nodeDeletionBlackList.forEach(function(c){if(c instanceof f.ProductOccurrence){var a=c.getRuntimeId();b._productOccurrences.set(a,c);
+a=c.getParent();a instanceof f.PrototypeContext?console.assert(!1):a.addProductOccurrence(c);c.setVisibility(!0);c.unsetMeasurementUnit();c.hasLocalTransformOverride()&&c.removeLocalTransformOverride()}else if(c instanceof f.BodyInstance){a=c.getRuntimeId();b._bodyInstances.set(a,c);a=c.getInstanceInc();var g=a[0];console.assert(0===g);g=b._getInclusionContent(g);g.bodies.set(a[1],c);c.getParent().addBodyInstance(c)}else c instanceof f.LoadContext?(a=c.getParent(),null!==a&&a.addLoadContext(c)):c instanceof
+f.AttachContext?c.getParent().addAttachContext(c):(d.Util.TypeAssert(c),g=c.getInclusionKey(),console.assert(0===g),g=b._getInclusionContent(g),g.contexts.push(c),c.getParent().addInclusionContext(c))}),[2]}})})};b.prototype.reset=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._callbackManager.promiseTrigger("_resetAssemblyTreeBegin",null)];case 1:return a.sent(),[4,this._resetContents()];case 2:return a.sent(),
+b=[],this._nodeDeletionBlackList.forEach(function(c){c instanceof f.BodyInstance&&(c=c.getInstanceInc(),console.assert(0===c[0]),b.push(c[1]))}),c=[],this._meshDeletionBlackList.forEach(function(b){c.push(b)}),[4,this._engine.resetToEmpty(b,c)];case 3:return a.sent(),[4,this._resetContents()];case 4:return a.sent(),[2]}})})};b.prototype.setViewAxes=function(b,c){this._model.setViewAxes(b,c)};b.prototype._requestIncsOfNodes=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,h,q,
+r,u,t;return __generator(this,function(k){switch(k.label){case 0:if(this._config.streamingMode!==d.StreamingMode.OnDemand)return[2];c=new Set;a=[];g=[];e=0;for(h=b;e<h.length;e++)q=h[e],r=f.gatherInstanceIncs(q,7,!1,c).then(function(b){for(var c=0;c<b.length;c++)a.push(b[c])}),g.push(r);return[4,d.Util.waitForAll(g)];case 1:return k.sent(),u=[],t=[],c.forEach(function(b){if(!b.isRequested()){b.setRequested();var c=b.isInitiallyShown();c!==b.isVisible()&&(c?(b.setVisibility(!0),u.push(b.getRuntimeId())):
+(b.setVisibility(!1),t.push(b.getRuntimeId())))}}),0<u.length+t.length&&this._callbackManager.trigger("visibilityChanged",u,t),this._engine.requestMeshInstances(a),[2]}})})};b.prototype._requestExternalModelsLocal=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,c.loadPendingExternalModels(b)];case 1:return d=g.sent(),0===d.length?[3,4]:[4,f.markContextsLoaded(d)];case 2:return g.sent(),[4,this._requestNodes(b,
+[c],a)];case 3:g.sent(),g.label=4;case 4:return[2,d]}})})};b.prototype._requestExternalModelsNonLocal=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,u,t,v;return __generator(this,function(n){switch(n.label){case 0:return[4,f.gatherParentsOfPendingExternalModels(c)];case 1:d=n.sent();if(0===d.length)return[2,[]];g=[];e=0;for(k=d;e<k.length;e++)l=k[e],u=this._requestExternalModelsLocal(b,l,a),g.push(u);v=h.concatAll;return[4,Promise.all(g)];case 2:return t=v.apply(void 0,
+[n.sent()]),[2,t]}})})};b.prototype._requestExternalModelsOfNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,f,l,t;return __generator(this,function(n){switch(n.label){case 0:d=[];g=0;for(e=c;g<e.length;g++)k=e[g],f=this._requestExternalModelsNonLocal(b,k,a),d.push(f);t=h.concatAll;return[4,Promise.all(d)];case 1:return l=t.apply(void 0,[n.sent()]),[2,l]}})})};b.prototype._requestNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,h,t;
+return __generator(this,function(n){switch(n.label){case 0:if(!a)for(d=0,g=c;d<g.length;d++)e=g[d],this._activeLoadTimestamp!==this._completedLoadTimestamp&&this._requestedNodes.set(e,this._activeLoadTimestamp),e instanceof f.ProductOccurrence&&b.notifyDirectRequest(e);k=this._requestIncsOfNodes(c);l=this._requestExternalModelsOfNodes(b,c,a);h=[k,l];return[4,Promise.all(h)];case 1:return t=n.sent()[1],[2,t]}})})};b.prototype.requestNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,
+e,k,f,l,u,t;return __generator(this,function(n){switch(n.label){case 0:return[4,this._requestNodes(b,c,a)];case 1:g=n.sent();e=[];k=0;for(f=g;k<f.length;k++)l=f[k],u=l.getChildren(),h.concatInPlace(e,u);if(!(0<e.length))return[3,3];t=e.map(function(b){return b.getRuntimeId()});return[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",t,d.NodeSource.LoadModel)];case 2:n.sent(),n.label=3;case 3:return[2]}})})};b.prototype.isBeingRequested=function(b){for(;;)if(b instanceof f.NodeMixin){if(this._requestedNodes.has(b))return!0;
+b=b.getParent()}else if(b instanceof f.AttachContext)b=b.getParent();else if(b instanceof f.InclusionContext)b=b.getParent();else if(b instanceof f.LoadContext){if(b=b.getParent(),null===b)return!1}else return d.Util.TypeAssert(b),console.assert(!1),!1};b.prototype.onDemandRequestsActive=function(){return 0!==this._requestedNodes.size};b.prototype.onLoadBegin=function(){++this._activeLoadTimestamp};b.prototype.onLoadEnd=function(){var b=this;console.assert(this._completedLoadTimestamp<this._activeLoadTimestamp);
+++this._completedLoadTimestamp;console.assert(this._completedLoadTimestamp===this._activeLoadTimestamp);var c=[];this._requestedNodes.forEach(function(a,d){a<=b._completedLoadTimestamp&&(console.assert(a===b._completedLoadTimestamp),c.push(d))});for(var a=0;a<c.length;a++)this._requestedNodes.delete(c[a])};b.prototype.markSeenExternalModel=function(){this._seenExternalModel=!0};b.prototype.seenExternalModel=function(){return this._seenExternalModel};b.prototype.getNodeByGenericId=function(b){return this._genericIdToNode.get(b)||
+null};b.prototype.getNodesByGenericType=function(b){return this._genericTypeToNodes.get(b)||null};b.prototype.genericTypeToNodes=function(){return this._genericTypeToNodes};b.prototype.registerGenericGlobalId=function(b,c){this._genericIdToNode.set(c,b)};b.prototype.registerGenericType=function(b,c){var a=this._genericTypeToNodes.get(c);void 0===a&&(a=new Set);a.add(b);this._genericTypeToNodes.set(c,a)};b.prototype.disableAutomaticFitWorld=function(){return this._config.disableAutomaticFitWorld};
+b.prototype.markImplicitNodesOutOfHierarchy=function(){return this._config.markImplicitNodesOutOfHierarchy};b.prototype._throttleLoad=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._engine.throttleLoad(200,200),[4,this._engine.sleep(20)];case 1:return b.sent(),[2]}})})};b.prototype.enqueue=function(b){var c=this,a="function"===typeof b?h.Lazy.create(b):b;return this._centralQueue.push(function(){return __awaiter(c,void 0,
+void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:return(b=this._isScs&&this._centralQueueClock.isTicking())?[4,this._throttleLoad()]:[3,2];case 1:d.sent(),d.label=2;case 2:return[4,a.get()];case 3:return c=d.sent(),b?[4,this._throttleLoad()]:[3,5];case 4:d.sent(),d.label=5;case 5:return[2,c]}})})})};b.prototype._onUserInteraction=function(b,c){if(this._isScs){var a=!1;switch(c){case d.EventType.MouseDown:case d.EventType.MouseUp:case d.EventType.Mousewheel:case d.EventType.TouchStart:case d.EventType.TouchMove:case d.EventType.TouchEnd:case d.EventType.KeyDown:case d.EventType.KeyUp:case d.EventType.ViewOrientationChange:a=
+!0;break;case d.EventType.MouseMove:a=b.getButtons()!==d.Buttons.None;break;default:d.Util.TypeAssertNever(c)}a&&this._centralQueueClock.tickFor(1E3)}};return b}();f.AssemblyTree=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(c){var b=this;return function(a,d){return __awaiter(b,void 0,void 0,function(){var b,g;return __generator(this,function(e){switch(e.label){case 0:return b=h.versionAtLeast(d,[7,3])?a+".scs":a,[4,c(b)];case 1:return g=e.sent(),"string"===typeof g?h.FetchApi.isSupported()?[2,h.FetchApi.request(g)]:[2,h.httpRequestBuffer(g)]:[2,g]}})})}}var e=function(){function c(b,c,a,d,e,m){this._clearQueue=new h.PromiseQueue(1,!1);this._clearInProgress=!1;this._cadConfigurationsEnabled=
+!0;this._engine=c;this._callbackManager=a;this._cuttingManager=d;this._view=e;this._model=m;this._assemblyTree=new f.AssemblyTree(b,this._engine,this._callbackManager,this._cuttingManager,this._view,this._model);this._readyPromise=h.TrackedOpenPromise.create()}c.unsafeCreate=function(b,c,a,d,e,f,h){return this._create(b,c,a,d,e,f,h).unsafeValue};c.create=function(b,c,a,d,e,f,h){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._create(b,c,a,d,e,f,h)]})})};
+c._create=function(b,a,d,e,f,m,p){b=new c(b,a,d,e,f,m);p=b._init(p);return h.UnsafePromise.create(b,p)};c.prototype._init=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){switch(d.label){case 0:return[4,f.ScAttacher.createWithEmptyModel(this._engine,this._view,this._callbackManager,b)];case 1:return c=d.sent(),this._assemblyTree.initialize(c),a=new f.TreeLoader(this._assemblyTree,c,this._engine,this._view,this._callbackManager),this._callbackManager.trigger("modelStructureLoadBegin"),
+this._callbackManager.trigger("modelStructureLoadEnd"),this._callbackManager.trigger("modelStructureParseBegin"),console.assert(void 0===this._treeLoader),this._treeLoader=a,this._readyPromise.resolve(),[2]}})})};c.prototype._loadSubtreePrologue=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:if(this._engine.getSessionType()!==b)throw new d.LoadError("Incompatible load types.");return a?[4,this._clearQueue.waitOnLatest()]:
+[3,2];case 1:e.sent(),e.label=2;case 2:if(this._clearInProgress)throw new d.LoadCancelledError;g=this._assemblyTree.lookupProductOccurrence(c);if(null===g)throw new d.InvalidNodeTypeError(c,0);return[2,g]}})})};c.prototype._loadSubtreeEpilogue=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g;return __generator(this,function(e){switch(e.label){case 0:return b.isFirstLoad()&&2===this._engine.getSessionType()?[4,this._callbackManager.promiseTrigger("_firstBoundingReady",null)]:[3,
+2];case 1:e.sent(),e.label=2;case 2:return a=b.getChildren(),g=a.map(function(b){return b.getRuntimeId()}),c?[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",g,d.NodeSource.LoadModel)]:[3,4];case 3:e.sent(),e.label=4;case 4:return[2,g]}})})};c.prototype.loadSubtreeFromXmlFile=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._disableCadConfigurations()];case 1:return k.sent(),[4,
+this._loadSubtreePrologue(1,b,!0)];case 2:return g=k.sent(),[4,this._treeLoader.loadByXmlFile(d,g,c,a)];case 3:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,!1)]}})})};c.prototype.loadSubtreeFromXmlDoc=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._disableCadConfigurations()];case 1:return k.sent(),[4,this._loadSubtreePrologue(1,b,!0)];case 2:return g=k.sent(),[4,this._treeLoader.loadByXmlDoc(d,
+g,c,a)];case 3:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,!1)]}})})};c.prototype.loadSubtreeFromScsXmlFile=function(b,c,d,e){return __awaiter(this,void 0,void 0,function(){var g,k,f;return __generator(this,function(l){switch(l.label){case 0:return[4,this._disableCadConfigurations()];case 1:return l.sent(),[4,this._loadSubtreePrologue(2,b,!0)];case 2:return g=l.sent(),k=a(d),[4,this._treeLoader.loadByXmlFile(e,g,c,k)];case 3:return f=l.sent(),[2,this._loadSubtreeEpilogue(f,!1)]}})})};c.prototype.loadSubtreeFromScsXmlDoc=
+function(b,c,d,e){return __awaiter(this,void 0,void 0,function(){var g,k,f;return __generator(this,function(l){switch(l.label){case 0:return[4,this._disableCadConfigurations()];case 1:return l.sent(),[4,this._loadSubtreePrologue(2,b,!0)];case 2:return g=l.sent(),k=a(d),[4,this._treeLoader.loadByXmlDoc(e,g,c,k)];case 3:return f=l.sent(),[2,this._loadSubtreeEpilogue(f,!1)]}})})};c.prototype._loadSubtreeFromStream=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,
+function(k){switch(k.label){case 0:return[4,this._loadSubtreePrologue(1,b,a)];case 1:return g=k.sent(),[4,this._treeLoader.loadByStream(d,g,c)];case 2:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,d._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromStream=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this._loadSubtreeFromStream(b,c,!0,a)]})})};c.prototype.loadSubtreeFromScsFile=function(b,c,a){return __awaiter(this,void 0,
+void 0,function(){var d,g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._loadSubtreePrologue(2,b,!0)];case 1:return d=e.sent(),[4,this._treeLoader.loadByScsFile(a,d,c)];case 2:return g=e.sent(),[2,this._loadSubtreeEpilogue(g,a._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromScsBuffer=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._loadSubtreePrologue(2,b,!0)];
+case 1:return d=e.sent(),[4,this._treeLoader.loadByScsBuffer(a,d,c)];case 2:return g=e.sent(),[2,this._loadSubtreeEpilogue(g,a._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromAssemblyData=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._loadSubtreePrologue(1,b,!0)];case 1:return g=k.sent(),[4,this._treeLoader.loadByAssemblyData(d,g,c,a)];case 2:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,
+d._allowSubtreeLoadedCallback)]}})})};c.prototype._clearImpl=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:console.assert(!this._clearInProgress),this._clearInProgress=!0,c.label=1;case 1:return c.trys.push([1,5,,6]),[4,this._treeLoader.cancelPendingLoads()];case 2:return c.sent(),console.assert(this._treeLoader.isIdle()),console.assert(this._clearInProgress),[4,this._treeLoader.reset()];case 3:return c.sent(),console.assert(this._treeLoader.isIdle()),
+console.assert(this._clearInProgress),[4,this._assemblyTree.reset()];case 4:return c.sent(),console.assert(this._treeLoader.isIdle()),console.assert(this._clearInProgress),this._clearInProgress=!1,[3,6];case 5:throw b=c.sent(),console.assert(this._clearInProgress),this._clearInProgress=!1,b;case 6:return[2]}})})};c.prototype.clear=function(){var b=this;return this._clearQueue.push(function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._callbackManager.trigger("modelSwitchStart",
+!0),[4,this._clearImpl()];case 1:return b.sent(),[2,this._callbackManager.promiseTrigger("_modelSwitched","modelSwitched",!0,[],h.AttachType.Direct)]}})})})};c.prototype.switchToModel=function(b){var c=this,a=b===d.EmptyModelName;return this._clearQueue.push(function(){return __awaiter(c,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return this._callbackManager.trigger("modelSwitchStart",!1),[4,this._clearImpl()];case 1:g.sent();if(!a)return[3,2];c=[];return[3,
+4];case 2:return[4,this._loadSubtreeFromStream(this.getAbsoluteRootNodeId(),b,!1,new d.LoadSubtreeConfig)];case 3:c=g.sent(),g.label=4;case 4:return[4,this._callbackManager.promiseTrigger("_modelSwitched","modelSwitched",a,c,h.AttachType.Direct)];case 5:return g.sent(),[2,c]}})})})};c.prototype.getAbsoluteRootNodeId=function(){return this._assemblyTree.getRootNode().getRuntimeId()};c.prototype.isIdValid=function(b){return null!==this._assemblyTree.lookupAnyNode(b)};c.prototype._getNodeChildren=function(b,
+c){var a=b.getChildrenSync();c||(a=a.filter(function(b){return!b.isOutOfHierarchy()}));for(var d=0,g=b.getBodyInstances();d<g.length;d++){var e=g[d];e.isOutOfHierarchy()&&!c||a.push(e)}c=0;for(b=b.getPmis();c<b.length;c++)a.push(b[c]);return a};c.prototype.getChildIds=function(b,c){var a=this._assemblyTree.lookupProductOccurrence(b);if(null===a)return[];b=[];var d=0;for(c=this._getNodeChildren(a,c);d<c.length;d++)b.push(c[d].getRuntimeId());return b};c.prototype.isOutOfHierarchy=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+return null!==b&&f.isOutOfHierarchy(b)};c.prototype.getParentId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);if(null===b)return null;b=f.towardContainerNode(b.getParent());return null===b?null:b.getRuntimeId()};c.prototype.getPartReferrers=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,m,h,q,r,u,t,v,w,z;return __generator(this,function(g){switch(g.label){case 0:c=this._assemblyTree.lookupProductOccurrence(b);if(null===c)return[2,null];a=this._assemblyTree.getRootNode();
+return[4,f.forcePrototypes(a)];case 1:return g.sent(),[4,f.forcePartDefinitions(a)];case 2:g.sent();d=c.getPartDefinitionSync();if(null===d)return[2,null];e=d.getReferrers();m=new Set;h=0;for(q=e;h<q.length;h++)for(r=q[h],u=r.getParent(),t=u.getReferrers(),v=0,w=t;v<w.length;v++)z=w[v],m.add(z.getRuntimeId());return[2,Array.from(m)]}})})};c.prototype.getAttributes=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];
+case 1:return c=a.sent(),null===c?[2,[]]:[2,c.getAttributes()]}})})};c.prototype.getProperties=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,e,n,m,p,q=this;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:c=g.sent();if(null===c)return[2,null];a=null;e=[];n=c.getAttributes().then(function(b){null===a&&(a={});for(var c=0;c<b.length;c++){var d=b[c],g=d.getTitle();d=d.getValue();a[g]=d}});e.push(n);m=function(c){null===a&&
+(a={});var g=q.getNetMatrix(b),e=new d.Point3(g.m[0],g.m[1],g.m[2]),k=q.getUnit(b),f=e.length()/k;e=c.volume*f*f*f;f=d.Util.formatWithUnit(c.surfaceArea*f*f,k);a["Surface Area"]=""+f+h.Unicode.Subscript2;e=d.Util.formatWithUnit(e,k);a.Volume=""+e+h.Unicode.Subscript3;c=g.transform(c.centerOfGravity);g=d.Point3.scale(c,1/k);k=g.x.toLocaleString();c=g.y.toLocaleString();g=g.z.toLocaleString();a.COG="x:"+k+" y:"+c+" z:"+g};c instanceof f.RepresentationItem?(p=c.getPhysicalProperties(),null!==p&&m(p)):
+c instanceof f.ProductOccurrence&&(n=Promise.resolve(f.forcePartDefinition(c)).then(function(){return __awaiter(q,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,c.getPhysicalProperties()];case 1:return b=a.sent(),null!==b&&m(b),[2]}})})}),e.push(n));return[4,d.Util.waitForAll(e)];case 2:return g.sent(),[2,a]}})})};c.prototype.addProperty=function(b,c,a){b=this._assemblyTree.lookupAnyNode(b);if(null===b)return!1;c=new f.Attribute(d.AttributeType.String,
+c,a);b.addAttribute(c);return!0};c.prototype.setPhysicalProperties=function(b,c,a,d){b=this._assemblyTree.lookupRepresentationItem(b);if(null===b)return!1;c=new f.PhysicalProperties(a,d,c);b.setPhysicalProperties(c);return!0};c.prototype.getUserDataIndices=function(b){var c=this._assemblyTree.lookupAnyTreeNode(b);if(null===c)throw new d.InvalidNodeIdError(b);return c.getUserDataIndices()};c.prototype.getUserData=function(b,c){var a=this._assemblyTree.lookupAnyTreeNode(b);if(null===a)throw new d.InvalidNodeIdError(b);
+return a.getUserData(c)};c.prototype.getInstanceIncs=function(b,c){b=this._assemblyTree.lookupAnyTreeNode(b);if(null===b)return console.assert(!1),[];var a=f.isOutOfHierarchy(b),d=new Set;return f.gatherInstanceIncsSync(b,c,a,d,f.WalkRestriction.None)};c.prototype.getNodeFromInstanceInc=function(b,c,a,d){var g=this._assemblyTree.lookupAnyBodyByInstanceInc(c,a);null===g?(g=b?this._rectifyParent(c,null):this._assemblyTree.getRootNode(),g=this._assemblyTree.createMeshInstance(b,c,a,null,null,g,!1,d)):
+g instanceof f.PmiBody?g=g.getParent():g instanceof f.ViewFrame&&(b=g.getParent(),b);return g.getRuntimeId()};c.prototype._getAssociatedModelKey=function(b){if(b instanceof f.PartDefinition)return b.getModelKey();d.Util.TypeAssert(b);return this._getAssociatedModelKey(b.getParent())};c.prototype.getAssociatedModelKey=function(b){var c=this._assemblyTree.lookupAnyTreeNode(b);return null===c?(c=this._assemblyTree.lookupAnyNonTreeNode(b),null===c?null:this._getAssociatedModelKey(c)):f.towardAttachContext(c).getMasterModelKey()};
+c.prototype.getMatrix=function(b){b=this._assemblyTree.lookupAnyNode(b);if(null===b)return new d.Matrix;b=b.getLocalTransform();return null===b?new d.Matrix:b.copy()};c.prototype.setMatrix=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){d=this._assemblyTree.lookupAnyTreeNode(b);if(null===d)return[2];a?d.setLocalTransformAsInitial(c):d.overrideLocalTransform(c);g=f.isOutOfHierarchy(d);return[2,f.updateScMatrices(this._engine,this._callbackManager,
+[d],g)]})})};c.prototype.resetToInitialMatrix=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){c=this._assemblyTree.lookupAnyTreeNode(b);return null===c?[2]:c.hasLocalTransformOverride()?(c.removeLocalTransformOverride(),a=f.isOutOfHierarchy(c),[2,f.updateScMatrices(this._engine,this._callbackManager,[c],a)]):[2]})})};c.prototype.getNetMatrix=function(b){b=this._assemblyTree.lookupAnyNode(b);return null===b?new d.Matrix:f.getNetMatrix(b)};c.prototype._getBodyInstanceIndexFrom=
+function(b,c,a){void 0===a&&(a={});for(var d=0,g=b.getBodyInstances();d<g.length;d++){var e=g[d];void 0!==a.value?a.value++:a.value=0;if(e===c)return a.value}d=0;for(g=b.getChildrenSync();d<g.length;d++)if(b=this._getBodyInstanceIndexFrom(g[d],c,a),void 0!==b)return b};c.prototype.getNodeOrRepItem=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,m,h;return __generator(this,function(g){switch(g.label){case 0:if(!(b instanceof f.BodyInstance))return[3,8];c=void 0;a=b.getParent();
+d=void 0;e=a;g.label=1;case 1:return e instanceof f.ProductOccurrence?[4,f.forcePartDefinition(e)]:[2,null];case 2:return g.sent(),[4,e.getPartDefinition()];case 3:return m=g.sent(),null===m?[3,5]:[4,m.value];case 4:return d=g.sent(),[3,7];case 5:e=e.getParent(),g.label=6;case 6:return[3,1];case 7:return c=this._getBodyInstanceIndexFrom(e,b),h=d.getRepresentationItems(),void 0!==c&&c<h.length?[2,h[c]]:[2,null];case 8:if(b instanceof f.ProductOccurrence||b instanceof f.Pmi||b instanceof f.CadView||
+b instanceof f.PartDefinition||b instanceof f.RepresentationItem)return[2,b];g.label=9;case 9:return[2,null]}})})};c.prototype._getNodeOrRepItemFromId=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupAnyNode(b);return null===c?[2,null]:[2,this.getNodeOrRepItem(c)]})})};c.prototype.getEdgeCount=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,
+this._getNodeOrRepItemFromId(b)];case 1:return c=a.sent(),c instanceof f.RepresentationItem?[2,c.getEdgeCount()]:[2,0]}})})};c.prototype.getEdgeAttributes=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getEdgeAttributes(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.getEdgeProperty=function(b,c){return __awaiter(this,
+void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getEdgeMeasurementProperty(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.getFaceCount=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return c=a.sent(),c instanceof f.RepresentationItem?
+[2,c.getFaceCount()]:[2,0]}})})};c.prototype.getFaceAttributes=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getFaceAttributes(c),null!=d)?[2,d.copy()]:[2,null]}})})};c.prototype.getFaceProperty=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,
+this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getFaceMeasurementProperty(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.setEdgeProperty=function(b,c,a){b=this._assemblyTree.lookupRepresentationItem(b);null!==b&&f.MeasurementProperty.isEdge(a)&&b.setEdgeMeasurementProperty(c,a)};c.prototype.setFaceProperty=function(b,c,a){b=this._assemblyTree.lookupRepresentationItem(b);null!==b&&f.MeasurementProperty.isFace(a)&&b.setFaceMeasurementProperty(c,
+a)};c.prototype.getName=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.getName():null};c.prototype.getNodeExchangeId=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.getExchangeId():null};c.prototype.getFilters=function(){return this._assemblyTree.getFilters()};c.prototype.getFilterName=function(b){return this._assemblyTree.getFilterName(b)};c.prototype.getFiltersWithNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null===b?[]:this._assemblyTree.getFiltersWithNode(b)};
+c.prototype.getNodesFromFilterIds=function(b){return this._assemblyTree.getNodesFromFilterIds(b)};c.prototype.getLayers=function(){return this._assemblyTree.getLayers()};c.prototype.getUniqueLayerNames=function(){return this._assemblyTree.getUniqueLayerNames()};c.prototype.getLayerName=function(b){return this._assemblyTree.getLayerName(b)};c.prototype.getLayerIdsFromName=function(b){return this._assemblyTree.getLayersIdFromName(b)};c.prototype.getNodeLayerId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+if(null===b)return null;var c=b.getAuthoredLayerId();return null===c?null:f.towardLoadContext(b).getRuntimeLayerId(c)};c.prototype.getAuthoredNodesFromLayer=function(b,c){b=this._assemblyTree.getNodesFromLayer(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.getAuthoredNodesFromLayers=function(b,c){b=this._assemblyTree.getNodesFromLayers(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.getRuntimeNodesFromLayer=function(b,c){b=this._assemblyTree.getNodesFromLayer(b,
+c);return null===b?null:b.map(function(b){return b.getRuntimeId()})};c.prototype.getRuntimeNodesFromLayers=function(b,c){b=this._assemblyTree.getNodesFromLayers(b,c);return null===b?null:b.map(function(b){return b.getRuntimeId()})};c.prototype.getNodesFromLayerName=function(b,c){b=this._assemblyTree.getNodesFromLayerName(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.createCadView=function(b,c,a,d,e,f,h,q,r){if(null===this._assemblyTree.lookupProductOccurrence(b))return null;
+b=this._assemblyTree.lookupProductOccurrence(b);if(null===b)return null;for(var g=[],k=0;k<d.length;k++){var l=this._assemblyTree.lookupPmi(d[k]);null!==l&&g.push(l)}d=new Map;for(k=0;k<h.length;k++)l=h[k],d.set(l[0],l[1]);return this._assemblyTree.createCadView(this._engine,b,c,a,g,e,f,d,q,r).getRuntimeId()};c.prototype.getCadViewMap=function(){var b=this._assemblyTree.getFirstProductOccurrenceWithView(),c=new Map;this._assemblyTree.forEachCadView(function(a){var d=a.getRuntimeId(),g=a.getParent();
+a=g===b?a.getName()||"(null)":g.getName()+" - "+a.getName();c.set(d,a)});return c};c.prototype.activateCadView=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(d){switch(d.label){case 0:return this._assemblyTree.hasActiveCadView()?[4,this._assemblyTree.deactivateActiveCadView()]:[3,2];case 1:return d.sent(),[2,this.activateCadView(b,c)];case 2:return a=this._assemblyTree.lookupCadView(b),null===a?[2]:[2,this._assemblyTree.activateCadView(a,c)]}})})};
+c.prototype.getCadViewPmis=function(b){var c=this._assemblyTree.lookupCadView(b);if(null===c)return[];b=[];var a=0;for(c=this._assemblyTree.getCadViewPmis(c);a<c.length;a++)b.push(c[a].getRuntimeId());return b};c.prototype._disableCadConfigurations=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._cadConfigurationsEnabled=!1,[4,this._assemblyTree.deactivateActiveCadView()];case 1:return b.sent(),[2]}})})};c.prototype.cadConfigurationsEnabled=
+function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._cadConfigurationsEnabled&&this._assemblyTree.seenExternalModel()?[4,this._disableCadConfigurations()]:[3,2];case 1:b.sent(),b.label=2;case 2:return[2,this._cadConfigurationsEnabled]}})})};c.prototype.getCadConfigurations=function(){var b={};this._assemblyTree.forEachCadConfiguration(function(c){var a=c.getRuntimeId();c=c.getName()||"(null)";b[a]=c});return b};c.prototype.getDefaultCadConfiguration=
+function(){var b=this._assemblyTree.getDefaultCadConfiguration();return null!==b?b.getRuntimeId():null};c.prototype.getActiveCadConfiguration=function(){var b=this._assemblyTree.getActiveCadConfiguration();return null!==b?b.getRuntimeId():null};c.prototype._activateCadConfiguration=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._assemblyTree.activateCadConfiguration(b)];case 1:return a.sent(),c=b.getRuntimeId(),
+this._callbackManager.trigger("configurationActivated",c),[2]}})})};c.prototype.activateCadConfiguration=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupProductOccurrence(b);return null===c?[2]:[2,this._activateCadConfiguration(c)]})})};c.prototype.activateDefaultCadConfiguration=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._assemblyTree.getDefaultCadConfiguration(),
+null===b?[3,2]:[4,this._activateCadConfiguration(b)];case 1:c.sent(),c.label=2;case 2:return[2]}})})};c.prototype.getPmis=function(){var b={};this._assemblyTree.forEachPmi(function(c){var a=c.getRuntimeId();c=c.getName()||"(null)";b[a]=c});return b};c.prototype.getPmiType=function(b){b=this._assemblyTree.lookupPmi(b);return null===b?f.PmiType.Unknown:b.getPmiType()};c.prototype.getPmiSubType=function(b){b=this._assemblyTree.lookupPmi(b);return null===b?d.PmiSubType.Unknown:b.getPmiSubType()};c.prototype.getUnit=
+function(b){b=this._assemblyTree.lookupAnyNode(b);return b instanceof f.ProductOccurrence?b.getMeasurementUnit():b instanceof f.BodyInstance?b.getParent().getMeasurementUnit():1};c.prototype._rectifyParent=function(b,c){if(null!==c){c=this._assemblyTree.lookupProductOccurrence(c);if(null!==c)return c;console.assert(!1)}b=this._assemblyTree.getInclusionContexts(b);return 0<b.length?(b=b[0].getChildren(),console.assert(0<b.length),b[0]):this._assemblyTree.getRootNode()};c.prototype.createMeshInstance=
+function(b,c,a,d,e,f){d=this._rectifyParent(b,d);return this._assemblyTree.createMeshInstance(!0,b,c,null,a,d,e,f).getRuntimeId()};c.prototype.createPmiInstance=function(b,c,a,d,e,f,h){h=this._rectifyParent(b,h);return this._assemblyTree.createPmiInstance(b,c,null,f,h,a,d,e).getRuntimeId()};c.prototype.setVisibilitiesByMap=function(b,c){var a=this,d=new Map;b.forEach(function(b,c){c=a._assemblyTree.lookupAnyTreeNode(c);null!==c&&d.set(c,b)});b=this._assemblyTree.getRootNode();return f.updateVisibilities(this._assemblyTree,
+this._engine,this._callbackManager,b,d,!1,c,null)};c.prototype.setVisibilitiesByValue=function(b,c,a){for(var d=new Map,g=0;g<b.length;g++){var e=this._assemblyTree.lookupAnyTreeNode(b[g]);null!==e&&d.set(e,c)}c=this._assemblyTree.getRootNode();1===b.length&&(b=this._assemblyTree.lookupAnyTreeNode(b[0]),b instanceof f.ProductOccurrence&&(c=b));return f.updateVisibilities(this._assemblyTree,this._engine,this._callbackManager,c,d,!1,a,null)};c.prototype.resetAllVisibilities=function(){var b=new Map,
+c=this._assemblyTree.getRootNode(),a=this._assemblyTree.getActiveCadConfiguration();return f.updateVisibilities(this._assemblyTree,this._engine,this._callbackManager,c,b,!0,null,a)};c.prototype.resetAllTransforms=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return b=this._assemblyTree.getRootNode(),[4,f.resetTransforms(b)];case 1:return(c=a.sent())?[2,f.updateScMatrices(this._engine,this._callbackManager,[b],!1)]:[2]}})})};
+c.prototype.reset=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return this._cadConfigurationsEnabled=!0,this.isACadDrawing()?[2,this._callbackManager.promiseTrigger("_resetDrawing",null)]:this._assemblyTree.hasActiveCadView()?[4,this._assemblyTree.deactivateActiveCadView()]:[3,2];case 1:c.sent(),c.label=2;case 2:return b=[this.resetAllVisibilities(),this.resetAllTransforms()],[4,d.Util.waitForAll(b)];case 3:return c.sent(),
+[2]}})})};c.prototype.setPmiColor=function(b,c){void 0===c&&(c=this.getAbsoluteRootNodeId());c=this.getInstanceIncs(c,6);0<c.length&&(this._engine.setPartColor(c,d.ElementType.Faces,b),this._engine.setPartColor(c,d.ElementType.Lines,b))};c.prototype.resetPmiColor=function(b){void 0===b&&(b=this.getAbsoluteRootNodeId());b=this.getInstanceIncs(b,6);0<b.length&&(this._engine.unsetPartColor(b,d.ElementType.Faces),this._engine.unsetPartColor(b,d.ElementType.Lines))};c.prototype.getPmiTopologyReferences=
+function(b){b=this._assemblyTree.lookupPmi(b);return null===b?null:b.getPmiTopologyReferences(this._assemblyTree)};c.prototype.createNode=function(b,c,a,e,n,m){void 0===e&&(e=null);void 0===n&&(n=!0);void 0===m&&(m=null);var g=null;null!==b&&(g=this._assemblyTree.lookupProductOccurrence(b));null===g&&(g=this._assemblyTree.getRootNode());null===a||f.isAuthoredId(a)||(a=null);m&&(b=m/g.getMeasurementUnit(),b=(new d.Matrix).setScaleComponent(b,b,b),e=e?d.Matrix.multiply(e,b):b);return this._assemblyTree.createNode(g,
+c,a,e,n,m).getRuntimeId()};c.prototype.deleteNode=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupAnyTreeNode(b);if(null!==c){if(c instanceof f.ProductOccurrence||c instanceof f.BodyInstance)return[2,this._assemblyTree.deleteNode(c)];throw new d.InvalidNodeTypeError(b,0,2);}return[2]})})};c.prototype.createPart=function(b){return this._assemblyTree.createPart(b).getRuntimeId()};c.prototype.setPart=function(b,c){b=this._assemblyTree.lookupProductOccurrence(b);
+if(null===b)return!1;c=this._assemblyTree.lookupPartDefinition(c);if(null===c)return!1;this._assemblyTree.setPart(b,c);return!0};c.prototype.createAndAddRepItem=function(b,c){b=this._assemblyTree.lookupPartDefinition(b);return null===b?null:b.createRepItem(this._assemblyTree,c).getRuntimeId()};c.prototype.getLowestAvailableNodeId=function(){return this._assemblyTree.getLowestAvailableNodeId()};c.prototype.getType=function(b){b=this._assemblyTree.lookupAnyNode(b);return null===b?d.NodeType.Unknown:
+f.getNodeType(b)};c.prototype.isVisible=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.isVisible():!1};c.prototype.getBranchVisibility=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.getBranchVisibility(b):1};c.prototype.setMeshLevel=function(b,c){for(var a=[],d=0;d<b.length;d++){var g=this._assemblyTree.lookupAnyTreeNode(b[d]);null!==g&&a.push(g)}return f.setMeshLevels(this._engine,a,c)};c.prototype.setEnableAutomaticUnitScaling=function(b){this._assemblyTree.setAutomaticMeasurementUnitScaling(b)};
+c.prototype.setBehaviorInitiallyHidden=function(b){this._assemblyTree.setInitiallyHiddenStayHidden(b)};c.prototype.isACadDrawing=function(){return this._assemblyTree.containsDrawings()};c.prototype.isMeasurable=function(){return this._assemblyTree.isMeasureable()};c.prototype.getModelFileNameFromNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.towardAttachContext(b).getOriginalFileName():null};c.prototype.getModelFileTypeFromNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+return null!==b?f.towardAttachContext(b).getOriginalFileType():null};c.prototype.isAnnotationView=function(b){var c=this._assemblyTree.lookupCadView(b);if(null!==c)return c.isAnnotationView();throw new d.InvalidNodeTypeError(b,3);};c.prototype.preventNodeDeletion=function(b){b=this._assemblyTree.lookupBodyInstance(b);if(null===b)throw new d.InternalLogicError;this._assemblyTree.preventNodeDeletion(b)};c.prototype.preventMeshDeletion=function(b){this._assemblyTree.preventMeshDeletion(b)};c.prototype.getBounding=
+function(b,c,a,d){return f.getBoundingByNodeId(this._assemblyTree,this._engine,b,c,a,d)};c.prototype.getIdOffset=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?(b instanceof f.PartDefinition?b.getInclusionContextForNodeId():b instanceof f.RepresentationItem?b.getParent().getInclusionContextForNodeId():f.towardInclusionContext(b)).getIdOffset():0};c.prototype.isNodeLoaded=function(b){var c=this._assemblyTree.lookupAnyNode(b);if(null===c)throw new d.InvalidNodeIdError(b);return c.isLoaded()};
+c.prototype.shutdown=function(){var b=this._treeLoader.cancelPendingLoads();b};c.prototype.isReady=function(){console.assert(2!==this._readyPromise.state);return 0!==this._readyPromise.state};c.prototype.waitForReady=function(){return this._readyPromise};c.prototype.lookupAnyTreeNode=function(b){return this._assemblyTree.lookupAnyTreeNode(b)};c.prototype.lookupAnyBody=function(b){return this._assemblyTree.lookupAnyBody(b)};c.prototype.lookupBodyInstance=function(b){return this._assemblyTree.lookupBodyInstance(b)};
+c.prototype.gatherInstanceIncsFromNodeIds=function(b,c,a){return f.gatherInstanceIncsByNodeIdsSync(this._assemblyTree,b,c,a)};c.prototype.requestNodes=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,f;return __generator(this,function(g){c=[];a=0;for(d=b;a<d.length;a++)e=d[a],f=this._assemblyTree.lookupAnyTreeNode(e),null!==f&&c.push(f);return[2,this._assemblyTree.requestNodes(this._treeLoader,c,!1)]})})};c.prototype.isWithinExternalModel=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+if(null===b)return!1;for(b=f.towardProductOccurrence(b);null!==b;){if(b.isExternalModelRoot())return!0;b=f.towardProductOccurrence(b.getParent())}return!1};c.prototype.getNodeGenericType=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.getNodeGenericType(b):null};c.prototype.getNodeGenericId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?b.getGenericId():null};c.prototype.getNodeByGenericId=function(b){b=this._assemblyTree.getNodeByGenericId(b);return null!==
+b?b.getRuntimeId():null};c.prototype.getNodesByGenericType=function(b){b=this._assemblyTree.getNodesByGenericType(b);if(null!==b){var c=new Set;b.forEach(function(b){c.add(b.getRuntimeId())});return c}return null};c.prototype.getGenericTypes=function(){var b=[];this._assemblyTree.genericTypeToNodes().forEach(function(c,a){b.push(a)});return b};c.prototype.getGenericTypeIdMap=function(){var b=new Map;this._assemblyTree.genericTypeToNodes().forEach(function(c,a){var d=new Set;c.forEach(function(b){d.add(b.getRuntimeId())});
+b.set(a,d)});return b};c.prototype.hasEffectiveGenericType=function(b,c){var a=this.lookupAnyTreeNode(b);if(null===a)throw new d.InvalidNodeIdError(b);return f.hasEffectiveGenericType(a,c)};c.prototype.registerGenericId=function(b,c){return this._assemblyTree.registerGenericGlobalId(b,c)};c.prototype.registerGenericType=function(b,c){return this._assemblyTree.registerGenericType(b,c)};c.prototype.firstAssemblyDataHeader=function(){return this._treeLoader.firstAssemblyDataHeader()};return c}();f.ModelStructure=
+e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(a){for(;;)if(a instanceof f.InclusionContext)a=a.getParent();else{if(a instanceof f.AttachContext)return a;if(a instanceof f.NodeMixin)a=a.getParent();else if(a instanceof f.LoadContext){if(a=a.getParent(),null===a)throw new d.InternalLogicError;}else d.Util.TypeAssert(a),a=a.getInclusionContext()}}f.getNetMatrix=function(a){for(var c=new d.Matrix;null!==a;)if(a instanceof f.NodeMixin){var b=a.getLocalTransform();b&&(c=d.Matrix.multiply(c,b));a=a instanceof
+f.PartDefinition?null:a.getParent()}else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.AttachContext)a=a.getParent();else if(a instanceof f.LoadContext)a=a.getParent();else{d.Util.TypeAssert(a);break}return c};f.towardContainerNode=function(a){for(;;)if(a instanceof f.NodeMixin)if(a instanceof f.BodyMixin)a=a.getParent();else return a;else if(a instanceof f.LoadContext)a=a.getParent();else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.AttachContext)a=
+a.getParent();else{if(null===a)return null;d.Util.TypeAssert(a);console.assert(!1);a=a.getInclusionContext()}};f.isOutOfHierarchy=function(a){return a instanceof f.BodyMixin||a instanceof f.ProductOccurrence?a.isOutOfHierarchy():!1};f.getBranchVisibility=function(a){return a instanceof f.ProductOccurrence||a instanceof f.Pmi||a instanceof f.CadView?a.getBranchVisibility():a.isVisible()?2:1};f.getNodeType=function(a){if(a instanceof f.ProductOccurrence)return a.hasBodyInstances()?a.isADrawingSheetNode()?
+d.NodeType.DrawingSheet:d.NodeType.PartInstance:d.NodeType.AssemblyNode;if(a instanceof f.PartDefinition)return d.NodeType.Part;if(a instanceof f.PmiBody)return d.NodeType.PmiBody;if(a instanceof f.ViewFrame)return d.NodeType.ViewFrame;if(a instanceof f.BodyInstance)return d.NodeType.BodyInstance;if(a instanceof f.RepresentationItem)switch(a.getBodyType()){case f.BodyType.BRep:return d.NodeType.BrepBody;case f.BodyType.Tessellation:return d.NodeType.TessBody;case f.BodyType.Wireframe:return d.NodeType.WireBody;
+case f.BodyType.PointCloud:return d.NodeType.PointsBody;default:return d.NodeType.Body}else{if(a instanceof f.Pmi)return d.NodeType.Pmi;d.Util.TypeAssert(a);return d.NodeType.CadView}};f.getNodeGenericType=function(d){var c=d.getGenericTypeId();return null!==c&&(d=a(d).getGenericTypeMaps(),null!==d)?d.getRight(c)||null:null};f.towardInclusionContext=function(a){for(;;)if(a instanceof f.NodeMixin)a=a.getParent();else{if(a instanceof f.InclusionContext)return a;if(a instanceof f.PmiBody)a=a.getParent();
+else if(a instanceof f.ViewFrame)a=a.getParent();else return d.Util.TypeAssert(a),a.getInclusionContext()}};f.towardLoadContext=function(a){for(;;)if(a instanceof f.AttachContext)a=a.getParent();else{if(a instanceof f.LoadContext)return a;a instanceof f.NodeMixin?a=a.getParent():a instanceof f.InclusionContext?a=a.getParent():(d.Util.TypeAssert(a),a=a.getInclusionContext())}};f.towardAttachContext=a;f.towardAttachRoot=function(a){for(var c=null;;)if(a instanceof f.ProductOccurrence)c=a,a=a.getParent();
+else if(a instanceof f.NodeMixin)a=a.getParent();else{if(a instanceof f.InclusionContext){if(null===c)throw new d.InternalLogicError;return c}d.Util.TypeAssert(a);a=a.getInclusionContext()}};f.towardProductOccurrence=function(a){for(;;){if(a instanceof f.ProductOccurrence)return a;if(a instanceof f.AttachContext)a=a.getParent();else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.LoadContext){if(a=a.getParent(),null===a)return null}else if(a instanceof f.BodyMixin)a=a.getParent();
+else if(a instanceof f.Pmi)a=a.getParent();else if(a instanceof f.CadView)a=a.getParent();else return d.Util.TypeAssert(a),console.assert(!1),null}}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){})(f.GenericTypeId||(f.GenericTypeId={}));var a=function(){function a(c,b,a,e,f){this._inclusionContexts=this._reservedNodeIdOffset=null;this._originalFileName="";this._originalFileType=d.FileType.Unknown;this._genericTypeMaps=null;console.assert(4294967295!==e);this._remapper=c;this._attachScope=b;this._attachedInvisibly=a;this._masterModelKey=e;this._parent=f}a.prototype.getRootNodeMetaData=function(c){return __awaiter(this,void 0,void 0,function(){var b,
+a,d,e,n,m;return __generator(this,function(g){switch(g.label){case 0:if(4294967295===this._masterModelKey)return[2,null];b=c.getAbstractScEngine();a=this._masterModelKey;return[4,b.safeGetMetaData(a,1)];case 1:d=g.sent();if(null===d)return[3,4];e=c.tryParseHeader(d);return null===e?[2,new f.AssemblyData(null,d)]:[4,e];case 2:return n=g.sent(),this._originalFileName=n.originalFileName,this._originalFileType=n.originalFileType,[4,b.safeGetMetaData(a,n.rootAssemblyDataKey())];case 3:return m=g.sent(),
+null!==m?[2,new f.AssemblyData(n,m)]:[2,null];case 4:return[2,null]}})})};a.prototype.getAttachScope=function(){return this._attachScope};a.prototype.attachedInvisibly=function(){return this._attachedInvisibly};a.prototype.getMasterModelKey=function(){return this._masterModelKey};a.prototype.addInclusionContext=function(c){console.assert(c.getParent()===this);this._inclusionContexts=h.TerseArray.push(this._inclusionContexts,c)};a.prototype.getRemapper=function(){return this._remapper};a.prototype.getParent=
+function(){return this._parent};a.prototype.getChildren=function(){var c=this._inclusionContexts;if(null===c)return[];if(Array.isArray(c)){console.assert(0<c.length);for(var b=c[0].getChildren(),a=1;a<c.length;++a)h.append(b,c[a].getChildren());return b}return c.getChildren()};a.prototype.split=function(c,b,d){return new a(this._remapper,c,b,this._masterModelKey,d)};a.prototype.hasChildren=function(){return null!==this._inclusionContexts};a.prototype.removeProductOccurrence=function(c){for(var b=
+null,a=h.TerseArray.toArray(this._inclusionContexts),d=0,e=a;d<e.length;d++){var f=e[d];if(f.removeProductOccurrence(c)){b=f;break}}if(null===b)return!1;a=a.filter(function(b){return b.hasChildren()});this._inclusionContexts=0===a.length?null:h.TerseArray.fromArray(a);return!0};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._inclusionContexts);b<a.length;b++){var e=a[b].purgeContents();c.push(e)}this._inclusionContexts=null;return d.Util.waitForAll(c)};a.prototype.isLoaded=
+function(){if(this._inclusionContexts instanceof f.InclusionContext)return this._inclusionContexts.isLoaded();if(null!==this._inclusionContexts)for(var c=0,b=this._inclusionContexts;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};a.prototype.setReservedNodeIdOffset=function(c){console.assert(null===this._reservedNodeIdOffset);this._reservedNodeIdOffset=c};a.prototype.getReservedNodeIdOffset=function(){return this._reservedNodeIdOffset};a.prototype.forgetReservedNodeIdOffset=function(){console.assert(null!==
+this._reservedNodeIdOffset);this._reservedNodeIdOffset=null};a.prototype.getOriginalFileName=function(){return this._originalFileName};a.prototype.getOriginalFileType=function(){return this._originalFileType};a.prototype.setGenericTypeMaps=function(c){this._genericTypeMaps=c};a.prototype.getGenericTypeMaps=function(){return this._genericTypeMaps};return a}();f.AttachContext=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a,d){this._productOccurrences=null;console.assert(void 0!==a);console.assert(0===a===(0===d));this._attachContext=b;this._inclusionKey=a;this._modelKey=d;a=b.getReservedNodeIdOffset();null!==a?b.forgetReservedNodeIdOffset():a=c.newNodeIdOffset();this._nodeIdOffset=a;c.registerInclusionContext(this)}a.prototype.split=function(c,b){return new a(c,b,this._inclusionKey,this._modelKey)};a.prototype.getIdOffset=function(){return this._nodeIdOffset};
+a.prototype.toRuntimeId=function(c){console.assert(f.isAuthoredId(c));return c+this._nodeIdOffset};a.prototype.getInclusionKey=function(){return this._inclusionKey};a.prototype.getModelKey=function(){return this._modelKey};a.prototype.getParent=function(){return this._attachContext};a.prototype.getAttachContext=function(){return this._attachContext};a.prototype.addProductOccurrence=function(c){console.assert(c.getParent()===this);this._productOccurrences=h.TerseArray.push(this._productOccurrences,
+c)};a.prototype.getChildren=function(){console.assert(null!==this._productOccurrences);return h.TerseArray.toArray(this._productOccurrences)};a.prototype.removeProductOccurrence=function(c){var b=h.TerseArray.toArray(this._productOccurrences),a=b.length;b=b.filter(function(b){return b!==c});0===b.length?delete this._productOccurrences:this._productOccurrences=h.TerseArray.fromArray(b);return b.length<a};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._productOccurrences);b<
+a.length;b++){var e=a[b].purgeContents();c.push(e)}this._productOccurrences=null;return d.Util.waitForAll(c)};a.prototype.hasChildren=function(){return null!==this._productOccurrences};a.prototype.isLoaded=function(){if(this._productOccurrences instanceof f.ProductOccurrence)return this._productOccurrences.isLoaded();if(null!==this._productOccurrences)for(var c=0,b=this._productOccurrences;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};return a}();f.InclusionContext=a})(h.Tree||(h.Tree={}))})(d.Internal||
+(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a){this._attachContexts=this._handledExternalModels=null;this._registeredScsModelKeys=new Map;this._layerIdMap=new h.Bimap;this._parent=c;this._debugLoadString=b;this._debugLoadString;this._scsBufferCache=a}a.prototype.handleExternalModel=function(c,b,a){b=b.getInclusionKey();c=h.compressUint(a)+" "+h.compressUint(b)+" "+h.compressUint(c);null===this._handledExternalModels&&(this._handledExternalModels=new Set);if(this._handledExternalModels.has(c))return!1;
+this._handledExternalModels.add(c);return!0};a.prototype.getParent=function(){return this._parent};a.prototype.addAttachContext=function(c){this._attachContexts=h.TerseArray.push(this._attachContexts,c)};a.prototype.getChildren=function(){var c=this._attachContexts;if(null===c)return[];if(Array.isArray(c)){console.assert(0<c.length);for(var b=c[0].getChildren(),a=1;a<c.length;++a)h.append(b,c[a].getChildren());return b}return c.getChildren()};a.prototype.hasChildren=function(){return null!==this._attachContexts};
+a.prototype.removeProductOccurrence=function(c){for(var b=null,a=h.TerseArray.toArray(this._attachContexts),d=0,e=a;d<e.length;d++){var f=e[d];if(f.removeProductOccurrence(c)){b=f;break}}if(null===b)return!1;a=a.filter(function(b){return b.hasChildren()});this._attachContexts=0===a.length?null:h.TerseArray.fromArray(a);return!0};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._attachContexts);b<a.length;b++){var e=a[b].purgeContents();c.push(e)}this._attachContexts=
+null;return d.Util.waitForAll(c)};a.prototype.isLoaded=function(){if(this._attachContexts instanceof f.AttachContext)return this._attachContexts.isLoaded();if(null!==this._attachContexts)for(var c=0,b=this._attachContexts;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};a.prototype.initializeScsModelKeysOf=function(c){console.assert(void 0===this._registeredScsModelKeys.get(c));this._registeredScsModelKeys.set(c,h.TrackedOpenPromise.create())};a.prototype.getScsModelKeysOf=function(c){c=this._registeredScsModelKeys.get(c);
+return void 0===c?null:c};a.prototype.markAsFirstLoad=function(){console.assert(void 0===this._isFirstLoad);this._isFirstLoad=!0};a.prototype.isFirstLoad=function(){return!0===this._isFirstLoad};a.prototype.toScsBuffer=function(c,b){return __awaiter(this,void 0,void 0,function(){var a,e=this;return __generator(this,function(g){a=h.LazyPromise.create(function(){return __awaiter(e,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return[4,b(c)];case 1:g=a=g.sent();
+if("string"===typeof g)throw new d.InternalLogicError;return[2,g]}})})});return null===this._scsBufferCache?[2,a]:[2,this._scsBufferCache.load(c,a)]})})};a.prototype.onLoadComplete=function(){this._scsBufferCache=null};a.prototype.addLayerIdToMap=function(c,b){this._layerIdMap.set(c,b)};a.prototype.getAuthoredLayerId=function(c){c=this._layerIdMap.getRight(c);return void 0!==c?c:null};a.prototype.getRuntimeLayerId=function(c){c=this._layerIdMap.getLeft(c);return void 0!==c?c:null};return a}();f.LoadContext=
+a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(){function c(b){this._referrers=null;this._prototype=b}c.prototype._addReferrer=function(b){this._referrers=d.TerseArray.push(this._referrers,b)};c.prototype._getReferrers=function(){return d.TerseArray.toArray(this._referrers)};c.prototype._getPrototype=function(){return this._prototype};c.prototype._removeReferrer=function(b){var c=!1,a=d.TerseArray.toArray(this._referrers);a=a.filter(function(a){return a===b?(c=!0,!1):!0});if(!c)return!1;0===
+a.length?delete this._referrers:this._referrers=d.TerseArray.fromArray(a);return!0};c.prototype._purgeContents=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return this._prototype.isUnforced()?[3,3]:[4,this._prototype];case 1:return b=c.sent(),[4,b.purgeContents()];case 2:c.sent(),c.label=3;case 3:return[2]}})})};c.prototype._isLoaded=function(){return this._prototype.isResolved()&&this._prototype.getResolved().isLoaded()};
+return c}();f.SharedPrototypeContext=a;var e=function(){function c(b,c){b instanceof a&&(b=d.LazyObject.create(b));this._shared=b;this._inclusionContext=c}c.prototype.getInclusionContext=function(){return this._inclusionContext};c.prototype.addReferrer=function(b){this._shared.get()._addReferrer(b)};c.prototype.getReferrers=function(){return this._shared.get()._getReferrers()};c.prototype.getProductOccurrence=function(){return this._shared.get()._getPrototype()};c.prototype.removeReferrer=function(b){return this._shared.get()._removeReferrer(b)?
+(b=b.removePrototype(),console.assert(this===b),!0):!1};c.prototype.removeAllReferrers=function(){for(var b=0,c=this.getReferrers();b<c.length;b++)this.removeReferrer(c[b])||console.assert(!1)};c.prototype.purgeContents=function(){return this._shared.get()._purgeContents()};c.prototype.isLoaded=function(){return this._shared.get()._isLoaded()};return c}();f.PrototypeContext=e})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function b(){this._bits2=this._bits1=0}b.prototype.hasBits1=function(b){return h.hasBits(this._bits1,b)};b.prototype.hasBits2=function(b){return h.hasBits(this._bits2,b)};b.prototype.parseBits1=function(b){this._bits1=b.parseIndex_32()};b.prototype.parseBits2=function(b){this.hasBits1(1073741824)&&(this._bits2=b.parseIndex_32())};return b}();f.NodeParseBits=a;var e=function(){return function(b,c){this.shown=b;this.removed=c}}();f.AssemblyVisibility=
+e;var c=function(){function b(b){this._bytes=b.bytes;this._header=b.header;this._dataView=new DataView(this._bytes.buffer,this._bytes.byteOffset,this._bytes.byteLength);this._currentPos=0}b.prototype.hasNext=function(){return this._currentPos<this._bytes.length};b.prototype.parseCount_32=function(){return this._parseUint_32()};b.prototype.parseIndex_32=function(){return this._parseUint_32()};b.prototype.parseAssemblyDataVersion=function(){return{major:this._parseUint_32(),minor:this._parseUint_32()}};
+b.prototype.parseAssemblyDataHeaderVersion=function(){return this._parseUint_32()};b.prototype.parseVisibility=function(){var b=this._parseInt_8(),c=h.hasBits(b,2);b=h.hasBits(b,1);return new e(c,b)};b.prototype.parseProductBits=function(){var b=this._parseUint_8();return null!==this._header&&2<=this._header.headerVersion||!h.hasBits(b,6)?b:b&-7|32};b.prototype.parseCString=function(){for(var b=this._currentPos,c=this._bytes[this._currentPos++];0!==c;)c=this._bytes[this._currentPos++];return h.utf8ArrayToStr(this._bytes.subarray(b,
+this._currentPos-1))};b.prototype.parseBytes=function(b){var c=this._currentPos;this._currentPos+=b;b=this._bytes.subarray(c,this._currentPos);return new Uint8Array(b)};b.prototype.parseNodeId=function(){var b=this._parseUint_32();console.assert(b!==f.invalidNodeId);return b};b.prototype.parseLayerId=function(){var b=this._parseUint_32();console.assert(b!==f.invalidNodeId);return b};b.prototype.parseGenericTypes=function(){for(var b=this._parseUint_32(),c=new h.Bimap,a=0;a<b;a++){var d=this.parseCString(),
+e=this._parseUint_32();c.set(e,d)}return c};b.prototype.parseGenericTypeId=function(){return this._parseUint_32()};b.prototype.parseGenericId=function(){return this.parseCString()};b.prototype._parseScKey=function(){var b=this._parseUint_32();console.assert(4294967295!==b);return b};b.prototype.parseDataKey=function(){return this._parseScKey()};b.prototype.parseInstanceKey=function(){return this._parseScKey()};b.prototype.parseMeshKey=function(){return this._parseScKey()};b.prototype.parseModelKey=
+function(b){var c=this._parseScKey();return null!==b?b.getEffectiveModelKey(c):c};b.prototype.parseInclusionKey=function(b,c){var a=this._parseScKey();return null!==b?b.getEffectiveInclusionKey(a,c):a};b.prototype._parseInt_8=function(){return this._dataView.getInt8(this._currentPos++)};b.prototype._parseUint_8=function(){return this._dataView.getUint8(this._currentPos++)};b.prototype._parseUint_32=function(){var b=this._dataView.getUint32(this._currentPos,!0);this._currentPos+=4;return b};b.prototype._parseFloat_32=
+function(){var b=this._dataView.getFloat32(this._currentPos,!0);this._currentPos+=4;return b};b.prototype._parseFloat_64=function(){var b=this._dataView.getFloat64(this._currentPos,!0);this._currentPos+=8;return b};b.prototype.parseFloat_32=function(){return this._parseFloat_32()};b.prototype.parseFloat_64=function(){return this._parseFloat_64()};b.prototype.parseAttributeType=function(){return this._parseInt_8()};b.prototype.parseNodeParseBits=function(){var b=new a;b.parseBits1(this);b.parseBits2(this);
+return b};b.prototype.parseViewParseBits=function(){return this._parseUint_32()};b.prototype.parsePmiParseBits=function(){return this._parseUint_32()};b.prototype.parseLayerParseBits=function(){return this._parseUint_32()};b.prototype.parseBoolean=function(){return 0!==this._parseUint_8()};b.prototype.parsePoint3_32=function(){return new d.Point3(this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32())};b.prototype.parsePoint3_64=function(){return new d.Point3(this._parseFloat_64(),this._parseFloat_64(),
+this._parseFloat_64())};b.prototype.parsePlane3_32=function(){return d.Plane.createFromCoefficients(this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32())};b.prototype.parsePmiType=function(){return this._parseUint_32()};b.prototype.parsePmiSubType=function(){return this._parseUint_32()};b.prototype.parsePmiTopoRef=function(){return this._parseInt_8()};b.prototype.parseBodyType=function(){return this._parseUint_8()};b.prototype.parseFaceType=function(){return this._parseInt_8()};
+b.prototype.parseEdgeType=function(){return this._parseInt_8()};b.prototype.parseUserDataIndex=function(){var b=this._parseUint_32(),c=this._parseUint_32();return 2097151>=c?4294967296*c+b:(""+c.toString(16)+h.zeroPadHex32(b)).toUpperCase()};b.prototype.getHeader=function(){return this._header};return b}();f.AssemblyDataParser=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(c,b){this._inclusionsOf=new Map;this._masterModelKey=4294967295;this._prototypeInstanceCount=-1;this._attachScope=c;this._attachedInvisibly=b}a.prototype.getAttachScope=function(){return this._attachScope};a.prototype.getMasterModelKey=function(){console.assert(4294967295!==this._masterModelKey);return this._masterModelKey};a.prototype.getModelKeys=function(){var c=[];this._inclusionsOf.forEach(function(b,a){c.push(a)});return c};
+a.prototype.hasInclusions=function(){return 0<this._inclusionsOf.size};a.prototype.getAllInclusions=function(){var c=[];this._inclusionsOf.forEach(function(b,a){for(var d=0;d<b.length;d++)c.push(b[d],a)});return c};a.prototype.getInclusionsOf=function(c){var b=this._inclusionsOf.get(c);if(void 0===b)return[];for(var a=[],d=0;d<b.length;d++)a.push(b[d],c);return a};a.prototype.hasModelIncluded=function(c){return this._inclusionsOf.has(c)};a.prototype.attachedInvisibly=function(){return this._attachedInvisibly};
+a.prototype.prototypeInstanceCount=function(){console.assert(0<=this._prototypeInstanceCount);return this._prototypeInstanceCount};a.prototype.registerInclusion=function(c,b){var a=this._inclusionsOf.get(b);void 0===a?this._inclusionsOf.set(b,[c]):a.push(c)};a.prototype.registerMasterModelKey=function(c){console.assert(4294967295===this._masterModelKey);this._masterModelKey=c};a.prototype.registerPrototypeInstanceCount=function(c){console.assert(-1===this._prototypeInstanceCount);this._prototypeInstanceCount=
+c};return a}();d.AttachInfoBuilder=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(){function a(){this._prevPriorityValue=1;this._priorityProxies=new Map}a.prototype._getPriorityCompareValue=function(c){if("number"===typeof c)return c;c=this._priorityProxies.get(c);null!==c.worldBounding&&console.assert(1>=c.priorityHeuristic);return c.priorityHeuristic};a.prototype.comparePriority=function(c,b){c=this._getPriorityCompareValue(c);b=this._getPriorityCompareValue(b);return c<b};a.prototype._updateHeuristicInfo=function(c,b){if(null!==
+b.worldBounding){var a=d.toVec3(b.worldBounding.center()),e=d.toVec3(b.worldBounding.extents());c=c.calculateAttachHeuristic(e,a);b.priorityHeuristic=c}null!==b.xmlAttachInfo&&b.xmlAttachInfo.directlyRequested&&(null===b.worldBounding&&(b.priorityHeuristic=0),b.priorityHeuristic+=-1E6)};a.prototype.createPriority=function(c,b,a){if(null===a)return++this._prevPriorityValue;var d=Object.create(null);if(null!==a.bounding){b=b.transformBox(a.bounding);var g=0}else b=null,g=++this._prevPriorityValue;a=
+{xmlAttachInfo:a,worldBounding:b,priorityHeuristic:g};this._updateHeuristicInfo(c,a);this._priorityProxies.set(d,a);return d};a.prototype.destroyPriority=function(c){"object"===typeof c&&this._priorityProxies.delete(c)};a.prototype.onViewChange=function(c){var b=this;this._priorityProxies.forEach(function(a){b._updateHeuristicInfo(c,a)})};a.prototype.reset=function(){this._priorityProxies.clear()};return a}();f.AttachPriorityManager=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){(function(d){(function(a){function d(c){return"modelName"in c}a.isNameInfo=d;a.isIncInfo=function(c){return!d(c)};a.canImplicitlyLoad=function(c){return c.config.implicitlyLoadXmlExternalModels||!d(c)}})(d.ExternalModel||(d.ExternalModel={}))})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return b instanceof e?b.referencedInfo:b}var e=function(){return function(b){this.referencedInfo=b}}();f.ReferencedNodeInfo=e;f.modelFileNodeInfoAsProdOccInfo=a;var c=function(){function b(){}b.parseXml=function(b,c,a,n,m){console.assert("ModelFile"===n.localName);var g=new Map,k=new Map,l=new Map;for(n=n.firstElementChild;null!==n;){if("ProductOccurence"!==n.localName)throw new d.XmlParseError('Unexpected element "'+n.localName+'".');if(null===
+f.XmlParser.parseNodeId(n,"Id"))throw new d.XmlParseError('Expected "Id" attribute.');var h=n,t=f.ProductOccurrence.parseXml(b,c,a,h,m),v=t.nodeInfo.nodeId;if(l.has(t.nodeInfo.nodeId)){var w=new e(t);g.set(v,w)}else{if(!k.has(t.nodeInfo.nodeId)&&(k.set(t.nodeInfo.nodeId,null),null!==b.additionalMatrix)){w=b.additionalMatrix;var z=t.nodeInfo.localTransform;z=null===z?w:d.Matrix.multiply(z,w);t=__assign({},t,{nodeInfo:__assign({},t.nodeInfo,{localTransform:z})})}g.set(v,t)}v=0;for(w=f.XmlParser.parseNodeIds(h,
+"Children")||[];v<w.length;v++)k.set(w[v],t);h=f.XmlParser.parseNodeId(h,"InstanceRef");null!==h&&(v=l.get(h),void 0===v?l.set(h,[t]):v.push(t));n=n.nextElementSibling}b=this._parentMapToChildMap(g,k,l);return{treeInfos:this._childMapRoseTrees(b)}};b._parentMapToChildMap=function(b,c,a){var g=new Map,k=function(b,c){var a=g.get(b);void 0===a?g.set(b,[c]):a.push(c)};c.forEach(function(c,a){a=b.get(a);if(a instanceof e)throw new d.XmlParseError('Expected a referenced node for "InstanceRef".');k(c,a)});
+a.forEach(function(c,a){console.assert(0<c.length);a=b.get(a);if(!(a instanceof e))throw new d.XmlParseError('Node is both an "InstanceRef" and contained in another node\'s "Children" list.');for(var g=0;g<c.length;g++)k(c[g],a)});return g};b._childMapRoseTrees=function(b){var c=function(d){var g=[],e=a(d);e=b.get(e);if(void 0!==e){console.assert(0<e.length);for(var k=0;k<e.length;k++){var f=c(e[k]);g.push(f)}}return new h.RoseTree(d,g)},d=b.get(null);if(void 0===d)return console.assert(0===b.size),
+[];for(var g=[],f=0;f<d.length;f++){var p=d[f];p instanceof e?console.assert(!1):(p=c(p),g.push(p))}return g};b.reify=function(b,c,a,f,m,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,p,w,z,x;return __generator(this,function(q){switch(q.label){case 0:g=[];k=[];l=[];n=0;for(p=h.treeInfos;n<p.length;n++)w=p[n],w.value instanceof e?console.assert(!1):(z=this._reifyProductOccurrence(b,c,a,f,m,m,w,g),k.push(z),l.push(z.getRuntimeId()));x=c.promiseTrigger("_subtreeLoaded","subtreeLoaded",
+l,d.NodeSource.LoadModel).then(function(){for(var b=0,a=l;b<a.length;b++)c.trigger("shatteredXmlStructureReady",a[b])});g.push(x);return[4,d.Util.waitForAll(g)];case 1:return q.sent(),[2,k]}})})};b._rectifyExternalModelInfo=function(b,c){c=c.referencedInfo.externalModelInfo;if(null===c)throw new d.XmlParseError('"InstanceRef" node does not contain "ExternalModel".');if(!f.ExternalModel.isNameInfo(c))throw new d.InternalLogicError;console.assert(0===c.reservedNodeIdOffset);b=b.newNodeIdOffset();return c=
+__assign({},c,{reservedNodeIdOffset:b})};b._reifyProductOccurrence=function(b,c,l,n,m,h,q,r){var g=this,k=a(q.value);if(0!==k.childDataKeys.length)throw new d.InternalLogicError;if(null!==k.externalModelInfo)throw new d.LoadError('Unexpected "ExternalModel". Should be a child of an "InstanceRef".');var p=f.ProductOccurrence.reifySync(b,l,n,m,k,h);h.addProductOccurrence(p);p.markLoaded();h=0;for(q=q.kids;h<q.length;h++)k=q[h],k.value instanceof e?(console.assert(0===k.kids.length),k=this._rectifyExternalModelInfo(n,
+k.value),f.ExternalModel.canImplicitlyLoad(k)?(k=l.attachByExternalModelInfo(k,p,m).then(function(b){return __awaiter(g,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return null===b?[2]:[4,f.markContextsLoaded([b])];case 1:return g.sent(),p.addAttachContext(b),a=b.getChildren().map(function(b){return b.getRuntimeId()}),[4,c.promiseTrigger("_subtreeLoaded","subtreeLoaded",a,d.NodeSource.LoadModel)];case 2:return g.sent(),[2]}})})}),r.push(k)):p.addPendingExternalModel(k)):
+(console.assert(null===k.value.externalModelInfo),this._reifyProductOccurrence(b,c,l,n,m,p,k,r));return p};b._parseBounding=function(b,c){var g=a(b.value),e=SC.UnspecifiedMeasurementUnit;null!==g.measurementUnit&&(e=g.measurementUnit);var k=1;e===SC.UnspecifiedMeasurementUnit?e=c:c!==SC.UnspecifiedMeasurementUnit&&(k=e/c);k=(new d.Matrix).setScaleComponent(k,k,k);var h=g.nodeInfo.localTransform;null!==h&&(k=d.Matrix.multiply(h,k));h=d.Box.invalid();var q=0;for(b=b.kids;q<b.length;q++){var r=this._parseBounding(b[q],
+e);r=k.transformBox(r);h.addBox(r)}b=g.externalModelInfo;if(null!==b){if(!f.ExternalModel.isNameInfo(b))throw new d.InternalLogicError;g=b.bounding;null===g||g.isDegenerate()||(b=b.measurementUnit||SC.UnspecifiedMeasurementUnit,c!==SC.UnspecifiedMeasurementUnit&&b!==SC.UnspecifiedMeasurementUnit&&(c=b/e,c=(new d.Matrix).setScaleComponent(c,c,c),k=d.Matrix.multiply(c,k)),g=k.transformBox(g),h.addBox(g))}return h};b.parseBounding=function(b,c){var a=d.Box.invalid(),g=0;for(b=b.treeInfos;g<b.length;g++)for(var e=
+0,k=b[g].kids;e<k.length;e++){var f=this._parseBounding(k[e],c);a.addBox(f)}return a};return b}();f.ModelFile=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a,d){var g=this;this._cameraTimeoutId=null;this._isFirstAttachment=!0;this._attachScope=0;null===d&&(d=13);console.assert(0<d);this._engine=c;this._view=b;this._callbackManager=a;this._parentToXmlAttachInfos=new Map;this._viewInfo=new f.ViewInfo(this._view);this._attachPriorityManager=new f.AttachPriorityManager;this._comparePriority=function(b,c){return g._attachPriorityManager.comparePriority(b,c)};this._attachQueue=this._createAttachQueue(d);
+this._prefetchScsQueue=this._createPrefetchScsQueue(d);this._registerCameraListener()}a.createWithEmptyModel=function(c,b,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,c.loadEmpty()];case 1:return g.sent(),[2,new a(c,b,d,e)]}})})};a.prototype._createAttachQueue=function(c){return new h.PriorityPromiseQueue(c,this._comparePriority,!1)};a.prototype._createPrefetchScsQueue=function(c){return new h.PriorityPromiseQueue(c+15,this._comparePriority,
+!1)};a.prototype._reprioritizeAttachments=function(){this._viewInfo=new f.ViewInfo(this._view);this._attachQueue.markDirty();this._prefetchScsQueue.markDirty();this._attachPriorityManager.onViewChange(this._viewInfo)};a.prototype._registerCameraListener=function(){var c=this,b=function(){c._onCameraChange()};this._callbackManager.bind({camera:b,_shutdownBegin:function(){null!==c._cameraTimeoutId&&(clearTimeout(c._cameraTimeoutId),c._cameraTimeoutId=null);c._callbackManager.unbind({camera:b})}})};
+a.prototype._onCameraChange=function(){var c=this;null!==this._cameraTimeoutId&&clearTimeout(this._cameraTimeoutId);this._cameraTimeoutId=this._engine.setTimeout(function(){c._cameraTimeoutId=null;c._reprioritizeAttachments()},500)};a.prototype._awaitAttachInfo=function(c,b,a,e,l){var g=this,k=null===e,p=new f.AttachInfoBuilder(b,a),q=!1,r=[],u=h.OpenPromise.create(),t=h.OpenPromise.create(),v=!1,w=function(){console.assert(!v);v=!0;g._cleanupAttachLowLevel();g._callbackManager.unbind(x)},z=null,
+x={_priorityMetaDataSent:function(c,a){c===b&&(p.registerPrototypeInstanceCount(a),u.resolve())},_announceModel:function(c,a){c===b&&(q=!0,p.registerMasterModelKey(a))},_inclusion:function(c,a,d){c===b&&(p.registerInclusion(a,d),r.push(d))},_remapModel:function(a,d,g){a===b&&c.remapModel(d,g)},_remapInclusion:function(a,d,g,e){a===b&&c.remapInclusion(d,g,e)},_missingModel:function(c,a){c===b&&(z=a)},_attached:function(c){if(c===b){if(!q){if(null!==z&&(k||l)){console.assert(0===r.length);t.reject(new d.MissingModelError(z));
+return}if(1!==r.length){t.reject(new d.LoadError("Bad model: Could not find master model key."));return}p.registerMasterModelKey(r[0])}c=[u];var a=g._isFirstAttachment;if(a){g._isFirstAttachment=!1;var e=g._callbackManager.promiseTrigger("_firstAttachment",null,k?h.AttachType.Direct:h.AttachType.Indirect);c.push(e)}return d.Util.waitForAll(c).catch(function(b){console.assert(!1);throw b;}).then(function(){return __awaiter(g,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return a&&
+1===this._engine.getSessionType()?[4,this._callbackManager.promiseTrigger("_firstBoundingReady",null)]:[3,2];case 1:b.sent(),b.label=2;case 2:return w(),t.resolve(p),[2]}})})})}}};this._callbackManager.bind(x);return t.catch(function(b){w();throw b;})};a.prototype._createPriority=function(c,b){return this._attachPriorityManager.createPriority(this._viewInfo,c,b)};a.prototype._cleanupAttachLowLevel=function(){};a.prototype._cleanupAttachHighLevel=function(c,b,a){return __awaiter(this,void 0,void 0,
+function(){return __generator(this,function(d){switch(d.label){case 0:return d.trys.push([0,,2,3]),[4,c];case 1:return[2,d.sent()];case 2:return null!==a&&this._forgetXmlAttachment(a),this._attachPriorityManager.destroyPriority(b),[7];case 3:return[2]}})})};a.prototype.newAttachScope=function(){return++this._attachScope};a.prototype._attachByStream=function(c,b,a,e,f,n,h,p){var g=this,k=d.Matrix.toMatrix12(e.m);e=this._createPriority(e,h);var l=this._attachQueue.push(function(){return __awaiter(g,
+void 0,void 0,function(){var d,g,e,l=this;return __generator(this,function(m){switch(m.label){case 0:d=this.newAttachScope(),g=this._awaitAttachInfo(b,d,n.get(),h,p),m.label=1;case 1:return m.trys.push([1,4,,5]),[4,c.enqueue(function(){return l._engine.attachModel(d,a,k,f,n.get())})];case 2:return m.sent(),[4,g];case 3:return[2,m.sent()];case 4:throw e=m.sent(),this._cleanupAttachLowLevel(),e;case 5:return[2]}})})},e);return this._cleanupAttachHighLevel(l,e,h)};a._getAllModelKeys=function(c){var b=
+c.getMasterModelKey();c=c.getAllInclusions();if(c[1]!==b)for(var a=2;a<c.length;a+=2)if(c[a+1]===b){var d=c[a];c[a]=c[0];c[a+1]=c[1];c[0]=d;c[1]=b;break}b=[];a=0;for(d=1;d<c.length;++a,d+=2)b[a]=c[d];return b};a.prototype.attachByNamedScsBuffer=function(c,b,g,e,l,n,m,p){return __awaiter(this,void 0,void 0,function(){var k,r,u,t,v,w=this;return __generator(this,function(q){c.getAutomaticMeasurementUnitScaling()||(n=SC.UnspecifiedMeasurementUnit);k=f.towardLoadContext(p.parent);r=d.Matrix.toMatrix12(l.m);
+u=this._createPriority(l,p);t=function(e){return __awaiter(w,void 0,void 0,function(){var l,q,u,t,v,w,x,z,G,J,K,I,L=this;return __generator(this,function(y){switch(y.label){case 0:return[4,function(){return __awaiter(L,void 0,void 0,function(){var a;return __generator(this,function(c){a=k.getScsModelKeysOf(b);return null===a?(k.initializeScsModelKeysOf(b),[2,e]):[2,a]})})}()];case 1:l=y.sent();q=k.getScsModelKeysOf(b);if(null===q)throw new d.InternalLogicError;u=this.newAttachScope();if(!(l instanceof
+Uint8Array||h.FetchApi.isSupported()&&l instanceof Response))return[3,7];v=!0;w=this._awaitAttachInfo(g,u,m.get(),p,!1);y.label=2;case 2:return y.trys.push([2,5,,6]),[4,c.enqueue(function(){var b=L._engine.attachScsBuffer(u,l instanceof Uint8Array?l:null,r,n,m.get(),v);l instanceof Uint8Array||L.streamScsData(u,l);return b})];case 3:return y.sent(),[4,w];case 4:return t=y.sent(),[3,6];case 5:throw x=y.sent(),this._cleanupAttachLowLevel(),x;case 6:return 0===q.state&&(z=a._getAllModelKeys(t),q.resolve(z)),
+[3,8];case 7:if(null===l)t=null,0===q.state&&q.resolve(null);else if(l instanceof Array){console.assert(0!==q.state);G=new f.AttachInfoBuilder(u,m.get());G.registerPrototypeInstanceCount(0);for(J=0;J<l.length;++J)K=l[J],I=this._engine.attachScsModelByKey(u,K,r,n,m.get()),G.registerInclusion(I,K),0===J&&G.registerMasterModelKey(K);t=G}else throw new d.InternalLogicError;y.label=8;case 8:return[2,t]}})})};v=function(){return __awaiter(w,void 0,void 0,function(){var a,c=this;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._prefetchScsQueue.push(function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(a){return[2,k.toScsBuffer(b,e)]})})},u)];case 1:return a=d.sent(),p.directlyRequested=!0,[2,this._attachQueue.push(function(){return t(a)},u)]}})})}();return[2,this._cleanupAttachHighLevel(v,u,p)]})})};a.prototype.streamScsData=function(a,b){var c=this;this._callbackManager.trigger("_fetchBegin",b.url,a);var d=b.body.getReader();this._engine.setTimeout(function(){return __awaiter(c,
+void 0,void 0,function(){var c,g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,d.read()];case 1:c=k.sent();g=c.done;e=c.value;if(g)return this._engine.feedScsBuffer(a,null),this._callbackManager.trigger("_fetchEnd",b.url,a),[2];this._engine.feedScsBuffer(a,e);return[3,0];case 2:return[2]}})})},0)};a.prototype._attachByScsBuffer=function(a,b,g,e,f,n){var c=this,k=d.Matrix.toMatrix12(e.m);e=this._createPriority(e,null);var l=this._attachQueue.push(function(){return __awaiter(c,
+void 0,void 0,function(){var c,d,e,l=this;return __generator(this,function(h){switch(h.label){case 0:c=this.newAttachScope(),d=this._awaitAttachInfo(b,c,n.get(),null,!1),h.label=1;case 1:return h.trys.push([1,4,,5]),[4,a.enqueue(function(){var b=l._engine.attachScsBuffer(c,g instanceof Uint8Array?g:null,k,f,n.get(),!1);g instanceof Uint8Array||l.streamScsData(c,g);return b})];case 2:return h.sent(),[4,d];case 3:return[2,h.sent()];case 4:throw e=h.sent(),this._cleanupAttachLowLevel(),e;case 5:return[2]}})})},
+e);return this._cleanupAttachHighLevel(l,e,null)};a.prototype.simpleAttach=function(a,b,g,e,f,n,h,p){a.getAutomaticMeasurementUnitScaling()||(f=SC.UnspecifiedMeasurementUnit);if("string"===typeof g)return this._attachByStream(a,b,g,e,f,n,h,p);if(null===h)return this._attachByScsBuffer(a,b,g,e,f,n);d.Util.TypeAssert(g);d.Util.TypeAssert(h);throw new d.InternalLogicError;};a.prototype.reset=function(){this._isFirstAttachment=!0;this._attachScope=0;this._parentToXmlAttachInfos.clear();this._attachPriorityManager.reset();
+this._attachQueue.killDeferred();return this._attachQueue.waitForIdle()};a.prototype.isIdle=function(){return this._attachQueue.isIdle()};a.prototype.notifyDirectRequest=function(a){a=this._parentToXmlAttachInfos.get(a);if(void 0!==a){for(var b=!1,c=0;c<a.length;c++){var d=a[c];d.directlyRequested||(b=d.directlyRequested=!0)}b&&this._reprioritizeAttachments()}};a.prototype.registerXmlAttachInfo=function(a){var b=a.parent,c=this._parentToXmlAttachInfos.get(b);void 0===c&&(c=[],this._parentToXmlAttachInfos.set(b,
+c));c.push(a)};a.prototype._forgetXmlAttachment=function(a){var b=a.parent,c=this._parentToXmlAttachInfos.get(b);1===c.length?(console.assert(c[0]===a),this._parentToXmlAttachInfos.delete(b)):(console.assert(1<c.length),a=c.indexOf(a),console.assert(0<=a),c.splice(a,1))};a.prototype.maxConcurrentAttachments=function(){return this._attachQueue.maxActivePromises()};return a}();f.ScAttacher=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(){this._remappedModelKeys=new Map;this._remappedInclusionKeys=new Map}a.prototype.remapModel=function(a,b){this._remappedModelKeys.set(b,a);this._remappedInclusionKeys.has(a)||this._remappedInclusionKeys.set(a,new Map)};a.prototype.remapInclusion=function(a,b,d){a=this._remappedInclusionKeys.get(a);console.assert(void 0!==a);a.set(d,b)};a.prototype.getEffectiveModelKey=function(a){var b=this._remappedModelKeys.get(a);return void 0!==
+b?b:a};a.prototype.getEffectiveInclusionKey=function(a,b){b=this._remappedInclusionKeys.get(b);return void 0!==b&&(b=b.get(a),void 0!==b)?b:a};return a}();d.ScKeyRemapper=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return(new DOMParser).parseFromString(b,"application/xml")}function e(b){return __awaiter(this,void 0,void 0,function(){var c,d;return __generator(this,function(g){switch(g.label){case 0:return[4,h.httpRequest(b)];case 1:return c=g.sent(),d=c.responseXML,null===d&&(d=a(c.responseText)),[2,d]}})})}function c(b){if(!b.hasChildNodes)return null;b=b.firstChild;if(!(b instanceof Comment))return null;b=b.data.split(" ");if(2!==b.length||"HC"!==b[0])return null;
+b=b[1].split(".");if(2!==b.length)return null;for(var a=0;a<b.length;a++)if(!h.isBase10Number(b[a]))return null;return[parseInt(b[0],10),parseInt(b[1],10)]}function b(b){b=b.getElementsByTagName("parsererror");if(0<b.length)throw new d.XmlParseError(b[0].textContent||"unknown error");}function g(b,a,c,d){return{getAttachScope:function(){return b},getMasterModelKey:function(){return d},getModelKeys:function(){return[d]},hasInclusions:function(){return!0},getAllInclusions:function(){return[c,d]},getInclusionsOf:function(b){return b===
+d?[c,d]:[]},hasModelIncluded:function(b){return b===d},attachedInvisibly:function(){return a},prototypeInstanceCount:function(){return 0}}}var k=function(){function k(b,a,c,d,g){this._loadQueue=new h.PromiseQueue(1,!1);this._activeLoadGeneration=this._activeLoadCount=0;this._isFirstLoad=!0;this._firstAssemblyDataHeader=null;console.assert(b.isInitialized());this._assemblyTree=b;this._scAttacher=a;this._engine=c;this._view=d;this._callbackManager=g;this._isScsSession=2===this._engine.getSessionType();
+this._nodesUntilNextSleep=2E3}k.prototype._resolveMeasurementUnits=function(b){if(this._assemblyTree.getAutomaticMeasurementUnitScaling()){var a=f.towardProductOccurrence(b.getParent());if(null===a)throw new d.InternalLogicError;var c=a.getMeasurementUnit(),g=b.getMeasurementUnit();c!==g&&(a=b.getLocalTransform(),null===a&&(a=new d.Matrix),c=g/c,a.m[0]*=c,a.m[5]*=c,a.m[10]*=c,b.setLocalTransformAsInitial(a))}};k.prototype._patchImplicitNodesByModelInc=function(b,a,c,d,g){var e=this,k=0;if(0!==d.length)for(var l,
+n=h.Lazy.create(function(){var d=b.get(),k=f.towardAttachContext(d),n=k.getAttachScope();l=k.attachedInvisibly();k=k.split(n,l,d);d.addAttachContext(k);d=new f.InclusionContext(e._assemblyTree,k,a,c);k.addInclusionContext(d);k=f.ProductOccurrence.createDynamic(e._assemblyTree,d,"Of Inclusion ("+a+")",null,null,!l,g);d.addProductOccurrence(k);return k}),m=0;m<d.length;m++){var p=d[m],q=this._assemblyTree.lookupAnyBodyByInstanceInc(a,p);if(null===q){q=n.get();var r="Implicit Body "+ ++k;q=this._assemblyTree.createMeshInstance(!0,
+a,p,null,r,q,!1,!1);l&&q.setVisibility(!1)}}};k.prototype._getPrototypeInstanceCountByAttachment=function(b){var a=new Set,c=0;b=b.getAllInclusions();for(var d=0;d<b.length;d+=2){var g=b[d],e=b[d+1];a.has(e)||(a.add(e),c+=this._assemblyTree.getInstanceCountByInclusion(g))}return c};k.prototype._patchImplicitNodesByAttachment=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,m,p,x,y,A,B=this;return __generator(this,function(q){switch(q.label){case 0:return console.assert(b.isLoaded()),
+g=null,e=h.Lazy.create(function(){var d=new f.ScKeyRemapper,e=a.getMasterModelKey();g=new f.AttachContext(d,a.getAttachScope(),a.attachedInvisibly(),e,b);d=new f.InclusionContext(B._assemblyTree,g,0,0);g.addInclusionContext(d);e=f.ProductOccurrence.createDynamic(B._assemblyTree,d,"Implicit Bodies",null,null,!a.attachedInvisibly(),c);d.addProductOccurrence(e);return e}),k=a.prototypeInstanceCount(),0!==k?[3,2]:[4,this._engine.instanceKeyInfo(a.getAttachScope(),0,1)];case 1:k=q.sent()[0],q.label=2;
+case 2:return l=this._getPrototypeInstanceCountByAttachment(a),l===k?[2]:[4,this._engine.instanceKeyInfo(a.getAttachScope(),0,0)];case 3:n=q.sent();m=a.getAllInclusions();for(p=0;p<m.length;p+=2)x=m[p],y=m[p+1],A=n.get(y),void 0!==A&&this._patchImplicitNodesByModelInc(e,x,y,A,c);l=this._getPrototypeInstanceCountByAttachment(a);if(l<k)throw new d.InternalLogicError;return null===g?[2]:[4,f.markContextsLoaded([g])];case 4:return q.sent(),b.addAttachContext(g),[2]}})})};k.prototype._updateOnDemandRequests=
+function(b){return __awaiter(this,void 0,void 0,function(){var a,c,d,g,e;return __generator(this,function(k){if(!this._assemblyTree.onDemandRequestsActive())return[2];a=b.getChildren();c=[];d=0;for(g=a;d<g.length;d++)e=g[d],this._assemblyTree.isBeingRequested(e)&&c.push(e);return[2,this._assemblyTree.requestNodes(this,c,!0)]})})};k.prototype._populateAttachment=function(b,a,c,d,g,e){return __awaiter(this,void 0,void 0,function(){var k;return __generator(this,function(f){switch(f.label){case 0:return console.assert(g===
+h.AttachType.Indirect===(null!==e)),[4,this._parseRootNodes(b,a,c,d,e)];case 1:return k=f.sent(),[4,this._postProcessAttachContext(a,d,g,k)];case 2:return f.sent(),[2,k]}})})};k.prototype._postProcessAttachContext=function(b,a,c,d){return __awaiter(this,void 0,void 0,function(){var g,e,k,l=this;return __generator(this,function(n){switch(n.label){case 0:return[4,f.WalkerAsync.forceLazyPromises(d)];case 1:return n.sent(),[4,this._assemblyTree.enqueue(function(){return f.synchronizePmiVisibilities(l._engine,
+d)})];case 2:return n.sent(),(g=this._assemblyTree.markImplicitNodesOutOfHierarchy())&&(g=0<d.getChildren().length||c===h.AttachType.Indirect),[4,this._patchImplicitNodesByAttachment(b,a,g)];case 3:return n.sent(),[4,this._updateOnDemandRequests(d)];case 4:return n.sent(),e=d.getChildren(),k=e.map(function(b){return b.getRuntimeId()}),this._callbackManager.trigger("_attachmentPopulated",k),[2]}})})};k.prototype._parseRootNodes=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,
+k,l,n,m,p,q,r=this;return __generator(this,function(u){switch(u.label){case 0:return e=d.getMasterModelKey(),k=d.getInclusionsOf(e),4294967295===e&&(console.assert(0===k.length),k.push(4294967295,4294967295)),l=new f.AttachContext(c,d.getAttachScope(),d.attachedInvisibly(),e,a),null!==g&&l.setReservedNodeIdOffset(g),n=new h.PromiseQueue(1,!0),[4,this._assemblyTree.enqueue(function(){return l.getRootNodeMetaData(r._assemblyTree)})];case 1:m=u.sent();p=function(a){n.push(function(){return r._parseRootNode(b,
+l,m,k[a],k[a+1])})};for(q=0;q<k.length;q+=2)p(q);return[4,n.waitForIdle()];case 2:return u.sent(),[2,l]}})})};k.prototype._parseRootNode=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,k;return __generator(this,function(l){switch(l.label){case 0:return console.assert(0!==d),[4,this._populateInclusion(b,a,c,d,g)];case 1:return e=l.sent(),e.hasAuthoredId()?(console.assert(!e.isLoaded()),k=f.towardInclusionContext(e),l=k.getParent(),l=l instanceof f.AttachContext&&l.getParent()instanceof
+f.LoadContext?!0:!1,l&&this._setupRootNode(e,!1)):null===e.getName()&&(a.removeProductOccurrence(e)||console.assert(!1)),[2]}})})};k.prototype._setupRootNode=function(b,a){console.assert(!b.isAbsoluteRoot());a&&b.markIsExternalModelRoot(this._assemblyTree);this._resolveMeasurementUnits(b)};k.prototype._populateInclusion=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,k,l=this;return __generator(this,function(n){switch(n.label){case 0:return console.assert(0!==d),e=new f.InclusionContext(this._assemblyTree,
+a,d,g),a.addInclusionContext(e),[4,function(){return __awaiter(l,void 0,void 0,function(){var d,g,k;return __generator(this,function(l){if(null===c||0===c.bytes.length)return d=null,null===c&&(d="Missing"),[2,f.ProductOccurrence.createDynamic(this._assemblyTree,e,d,null,null,!a.attachedInvisibly())];g=new f.AssemblyDataParser(c);k=f.ProductOccurrence.parseBinary(b,this._assemblyTree,e,g);return[2,f.ProductOccurrence.reify(b,this,this._assemblyTree,e,k,e)]})})}()];case 1:return k=n.sent(),e.addProductOccurrence(k),
+[2,k]}})})};k.prototype._rectifyLateVisibilityChange=function(b,a){return __awaiter(this,void 0,void 0,function(){var c,d,g,e;return __generator(this,function(k){c=f.towardAttachContext(a.getParent());d=f.towardProductOccurrence(a.getParent());console.assert(d===f.towardProductOccurrence(c));if(b.attachInvisibly||null===d||!d.isLoaded())return[2];g=d.isVisible();if(c.attachedInvisibly()===!g)return[2];e=g?2:0;return[2,f.updateVisibilitiesByAttachment(this._assemblyTree,this._engine,c,e)]})})};k.prototype._loadCleanup=
+function(b,a){console.assert(0<this._activeLoadCount);b.onLoadComplete();null!==a&&this._callbackManager.unbind(a);--this._activeLoadCount;this._assemblyTree.onLoadEnd();this._callbackManager.trigger("visibilityChanged",[],[])};k.prototype._wrap=function(b,a,c,g){var e=this,k=this._activeLoadGeneration;return this._loadQueue.push(function(){return __awaiter(e,void 0,void 0,function(){var e,f,l,n,m,p,q,r,u,C,E,F,H,G=this;return __generator(this,function(t){switch(t.label){case 0:this._assemblyTree.onLoadBegin();
+e=null;if(k!==this._activeLoadGeneration)throw this._loadCleanup(a,e),new d.LoadCancelledError;null===this._firstAssemblyDataHeader&&(e={_modelStructureHeaderParsed:function(b){return __awaiter(G,void 0,void 0,function(){return __generator(this,function(a){null!==e&&(null===this._firstAssemblyDataHeader&&(this._firstAssemblyDataHeader=b),this._callbackManager.unbind(e),e=null);return[2]})})}},this._callbackManager.bind(e,!0));t.label=1;case 1:return t.trys.push([1,3,,5]),[4,c];case 2:return t.sent(),
+[3,5];case 3:return f=t.sent(),[4,a.purgeContents()];case 4:throw t.sent(),this._loadCleanup(a,e),f;case 5:l=a.getParent();if(null===l)throw this._loadCleanup(a,e),new d.InternalLogicError;n=g===h.AttachType.Direct;if(!n)return[3,8];if(!a.hasChildren())return[3,6];l.addLoadContext(a);return[3,8];case 6:return[4,a.purgeContents()];case 7:t.sent(),t.label=8;case 8:this._loadCleanup(a,e);m=a.getChildren();p=[];q=0;for(r=m;q<r.length;q++)u=r[q],C=this._rectifyLateVisibilityChange(b,u),p.push(C);return[4,
+d.Util.waitForAll(p)];case 9:t.sent();if(!this._isFirstLoad)return[3,13];this._isFirstLoad=!1;a.markAsFirstLoad();E=m.map(function(b){return b.getRuntimeId()});F=!1;t.label=10;case 10:return t.trys.push([10,12,,13]),[4,this._callbackManager.promiseTrigger("_firstModelLoaded","firstModelLoaded",E,F,g)];case 11:return t.sent(),[3,13];case 12:throw H=t.sent(),console.assert(!1),H;case 13:return[2,a]}})})})};k.prototype._initLoad=function(b,a,c){++this._activeLoadCount;c=this._isScsSession&&c?new h.PromiseCache:
+null;return new f.LoadContext(b,a,c)};k._getNetMatrix=function(b,a){b=f.getNetMatrix(b);null!==a&&(b=d.Matrix.multiply(a,b));return b};k.prototype._lazyAttachInvisibly=function(b,a){return h.Lazy.create(function(){return a.attachInvisibly||!b.isVisible()})};k.prototype._loadBySingleAttach=function(b,a,c,d){var g=this,e=this._initLoad(a,d,!1);d=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var d,g,l,n,m,p,q;return __generator(this,function(r){switch(r.label){case 0:return[4,
+c];case 1:return d=r.sent(),g=new f.ScKeyRemapper,l=k._getNetMatrix(a,b.additionalMatrix),n=a.getMeasurementUnit(),m=this._lazyAttachInvisibly(a,b),[4,this._scAttacher.simpleAttach(this._assemblyTree,g,d,l,n,m,null,!1)];case 2:return p=r.sent(),[4,this._populateAttachment(b,e,g,p,h.AttachType.Direct,null)];case 3:return q=r.sent(),[4,f.markContextsLoaded([e,q])];case 4:return r.sent(),q.hasChildren()&&e.addAttachContext(q),[2,{}]}})})});return this._wrap(b,e,d,h.AttachType.Direct)};k.prototype._populateFromXml=
+function(b,a,c,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,h,m,p,q,A,B,D;return __generator(this,function(r){switch(r.label){case 0:e=c.documentElement;k=e.firstElementChild;for(l=null;null!==k;)"ModelFile"===k.localName&&(console.assert(null===l),l=f.ModelFile.parseXml(b,this._assemblyTree,a,k,g)),k=k.nextElementSibling;if(null===l)throw new d.XmlParseError('Expected "ModelFile" element.');n=!1;if(!this._isFirstLoad)return[3,2];h=SC.UnspecifiedMeasurementUnit;this._assemblyTree.getAutomaticMeasurementUnitScaling()&&
+(m=f.towardProductOccurrence(a),h=m.getMeasurementUnit());p=f.ModelFile.parseBounding(l,h);if(p.isDegenerate())return[3,2];n=!0;return[4,this._view.setViewOrientation(d.ViewOrientation.Iso,0,p)];case 1:r.sent(),r.label=2;case 2:return[4,f.ModelFile.reify(b,this._callbackManager,this,this._assemblyTree,a,l)];case 3:q=r.sent();A=0;for(B=q;A<B.length;A++)D=B[A],this._setupRootNode(D,!1);return!this._isFirstLoad||n?[3,5]:[4,this._view.setViewOrientation(d.ViewOrientation.Iso,0)];case 4:r.sent(),r.label=
+5;case 5:return[2]}})})};k.prototype._loadByXml=function(a,g,e,k,l){var n=this,m=this._initLoad(g,l,!0);l=h.LazyPromise.create(function(){return __awaiter(n,void 0,void 0,function(){var l,n,p,q,r,u,t,D,C;return __generator(this,function(v){switch(v.label){case 0:return[4,e];case 1:l=v.sent();b(l);n=c(l);if(null===n||!h.versionAtLeast([8,3],n))throw new d.XmlParseError("Bad version.");p=function(b){return k(b,n)};g.addLoadContext(m);q=f.towardInclusionContext(g);r=f.towardAttachContext(q);u=this._scAttacher.newAttachScope();
+t=this._lazyAttachInvisibly(g,a);D=r.split(u,t.get(),m);m.addAttachContext(D);C=q.split(this._assemblyTree,D);D.addInclusionContext(C);return[4,this._populateFromXml(a,C,l,p)];case 2:return v.sent(),[4,f.markContextsLoaded([m,D])];case 3:return v.sent(),[2,{}]}})})});return this._wrap(a,m,l,h.AttachType.Indirect)};k.prototype._attachExternalModelByInc=function(b,a){return __awaiter(this,void 0,void 0,function(){var c,d,g,e,k,l;return __generator(this,function(n){switch(n.label){case 0:return console.assert(0!==
+b.inclusionKey),c=f.towardAttachContext(a).getAttachScope(),d=b.modelKey,g=this._lazyAttachInvisibly(a,b.config),e=new f.ScKeyRemapper,k=new f.AttachContext(e,c,g.get(),d,a),[4,k.getRootNodeMetaData(this._assemblyTree)];case 1:return l=n.sent(),[4,this._populateInclusion(b.config,k,l,b.inclusionKey,b.modelKey)];case 2:return n.sent(),[2,k]}})})};k.prototype._attachExternalModelInfoByName=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,m,p,x,y,A,B=this;return __generator(this,
+function(q){switch(q.label){case 0:g=new f.ScKeyRemapper;e=this._lazyAttachInvisibly(a,b.config);k=a.getMeasurementUnit();q=f.getNetMatrix(a);if(0>=k||!B._assemblyTree.getAutomaticMeasurementUnitScaling())l=q;else{var r=c.getAttachContext().getParent();null===r?r=SC.UnspecifiedMeasurementUnit:(r=r.getParent(),r=null===r?SC.UnspecifiedMeasurementUnit:r.getMeasurementUnit());r=r===SC.UnspecifiedMeasurementUnit?1:k/r;l=1===r?q:d.Matrix.multiply(q,(new d.Matrix).setScaleComponent(r,r,r))}n={bounding:b.bounding,
+parent:a,directlyRequested:!1};if(!this._isScsSession)return[3,2];this._scAttacher.registerXmlAttachInfo(n);return[4,this._scAttacher.attachByNamedScsBuffer(this._assemblyTree,b.modelName,g,b.toAttachData,l,k,e,n)];case 1:return m=q.sent()||0,[3,8];case 2:return q.trys.push([2,7,,8]),[4,b.toAttachData(b.modelName)];case 3:p=q.sent();if(null!==p&&p!==d.EmptyModelName)return[3,4];m=0;return[3,6];case 4:if("string"!==typeof p)throw d.Util.TypeAssert(p),new d.InternalLogicError;d.Util.TypeAssert(p);this._scAttacher.registerXmlAttachInfo(n);
+return[4,this._scAttacher.simpleAttach(this._assemblyTree,g,p,l,k,e,n,b.config.allowMissingExternalModels)];case 5:m=q.sent(),q.label=6;case 6:return[3,8];case 7:x=q.sent();if(b.config.allowMissingExternalModels&&x instanceof d.MissingModelError)m=1;else throw x;return[3,8];case 8:if("number"===typeof m){d.Util.TypeAssert(m);y=this._scAttacher.newAttachScope();A=!e.get();a:{r=this._assemblyTree;var u=m,t=A;q=new f.AttachContext(g,y,t,0,a);switch(u){case 0:break a;case 1:u=new f.InclusionContext(r,
+q,0,0);q.addInclusionContext(u);r=f.ProductOccurrence.createDynamic(r,u,"Missing",null,null,!t);u.addProductOccurrence(r);break a;default:q=d.Util.TypeAssertNever(u)}}return[2,q]}return[2,this._populateAttachment(b.config,a,g,m,h.AttachType.Indirect,b.reservedNodeIdOffset)]}})})};k.prototype.isIdle=function(){return 0===this._activeLoadCount?(console.assert(this._scAttacher.isIdle()),!0):!1};k.prototype.waitOnCurrentLoads=function(){return this._loadQueue.waitOnLatest()};k.prototype.cancelPendingLoads=
+function(){++this._activeLoadGeneration;return this.waitOnCurrentLoads()};k.prototype.loadByStream=function(b,a,c){return c===d.EmptyModelName?(b=new f.LoadContext(a,d.EmptyModelName,null),Promise.resolve(b)):this._loadBySingleAttach(b,a,Promise.resolve(c),c)};k.prototype.loadByScsBuffer=function(b,a,c){return this._loadBySingleAttach(b,a,Promise.resolve(c),"*SCS Buffer*")};k.prototype.loadByScsFile=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){if(h.FetchApi.isSupported())return[2,
+this._loadBySingleAttach(b,a,h.FetchApi.request(c),c)];d=h.httpRequestBuffer(c);return[2,this._loadBySingleAttach(b,a,d,c)]})})};k.prototype.loadByXmlDoc=function(b,c,d,g){d="string"===typeof d?a(d):d;return this._loadByXml(b,c,Promise.resolve(d),g,"*XML Document*")};k.prototype.loadByXmlFile=function(b,a,c,d){var g=e(c);return this._loadByXml(b,a,g,d,c)};k.prototype.attachByExternalModelInfo=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,h,m;return __generator(this,
+function(p){switch(p.label){case 0:return f.ExternalModel.isNameInfo(b)?[4,this._attachExternalModelInfoByName(b,a,c)]:[3,2];case 1:return g=p.sent(),[3,4];case 2:return[4,this._attachExternalModelByInc(b,a)];case 3:g=p.sent(),p.label=4;case 4:e=[];k=g.getChildren();l=0;for(n=k;l<n.length;l++)h=n[l],this._setupRootNode(h,!0),m=this._rectifyLateVisibilityChange(b.config,h),e.push(m);return[4,d.Util.waitForAll(e)];case 5:return p.sent(),[2,g]}})})};k.prototype.loadByAssemblyData=function(b,a,c,d){return __awaiter(this,
+void 0,void 0,function(){var e,k,l,n,m,p,q,y,A=this;return __generator(this,function(r){e=h.AttachType.Direct;k=c[0];l=c[1];n=this._scAttacher.newAttachScope();m=!a.isVisible();p=g(n,m,k,l);q=this._initLoad(a,"*Assembly Data*",!1);y=h.LazyPromise.create(function(){return __awaiter(A,void 0,void 0,function(){var a,c,g;return __generator(this,function(h){switch(h.label){case 0:return a=new f.ScKeyRemapper,c=p.getMasterModelKey(),g=new f.AttachContext(a,n,p.attachedInvisibly(),c,q),[4,this._parseRootNode(b,
+g,d,k,l)];case 1:return h.sent(),[4,this._postProcessAttachContext(q,p,e,g)];case 2:return h.sent(),[4,f.markContextsLoaded([q,g])];case 3:return h.sent(),g.hasChildren()&&q.addAttachContext(g),[2,{}]}})})});return[2,this._wrap(b,q,y,e)]})})};k.prototype.reset=function(){this._isFirstLoad=!0;this._firstAssemblyDataHeader=null;return this._scAttacher.reset()};k.prototype.notifyDirectRequest=function(b){this._scAttacher.notifyDirectRequest(b)};k.prototype.onLoadChildProductOccurrence=function(){if(0===
+this._nodesUntilNextSleep)return this._nodesUntilNextSleep=2E3,this._engine.sleep(10);--this._nodesUntilNextSleep};k.prototype.firstAssemblyDataHeader=function(){return this._firstAssemblyDataHeader};return k}();f.TreeLoader=k})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a){var b=a.getCamera(),c=b.getPosition(),e=b.getTarget();e=d.Point3.subtract(e,c);var f=e.length();1E-7>f&&(f=1E-7);this._eyeDistanceInverse=1/f;e.scale(this._eyeDistanceInverse);a=a.getFullCameraMatrix();this._frustum=h.ConvexVolume.createFrustumFromMatrix(a);this._viewProjectionW=h.col4(a,3);this._cameraIsOrtho=b.getProjection()===d.Projection.Orthographic;this._position=h.toVec3(c);this._eye=h.toVec3(e)}a.prototype.calculateAttachHeuristic=
+function(a,b){var c=0;if(this._frustum.axisAlignedBoxNotOutside(b,a))return a=h.squaredNorm3(a),a=h.projectSquaredSize(b,a,this._viewProjectionW),0<a&&(c=h.sub3(b,this._position),b=1/(h.dot3(this._eye,c)*this._eyeDistanceInverse+1E-5),c=h.scale3(1/h.norm3(c),c),c=h.dot3(this._eye,c),b=Math.pow(b,6),this._cameraIsOrtho||(b*=5*Math.pow(c,10)),1E-5>b&&(b=1E-5),c=a*b),console.assert(0<=c),-c-1;c=1/(1+Math.exp(h.norm3(a)));console.assert(0<=c&&1>c);return c};return a}();f.ViewInfo=a})(h.Tree||(h.Tree=
+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){}a._parseUint_32=function(a){if(!h.isBase10Number(a))return null;a=parseInt(a,10);return 4294967295>=a?a:null};a._parseFloat=function(a){a=parseFloat(a);return isNaN(a)?null:a};a.parseFloat=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseFloat(a)};a._parseScKey=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseDataKey=function(a,b){return this._parseScKey(a,b)};a.parseMeshKey=
+function(a,b){return this._parseScKey(a,b)};a.parseInstanceKeyFromInc=function(a,b){a=a.getAttribute(b);if(null===a)return null;a=a.split(" ");return 2!==a.length||null===this._parseUint_32(a[0])?null:this._parseUint_32(a[1])};a.parseNodeId=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseLayerId=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseUint=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};
+a.parseUints=function(a,b){var c=a.getAttribute(b);if(null===c)return null;a=[];b=0;for(c=c.match(/[0-9]+/g)||[];b<c.length;b++){var d=this._parseUint_32(c[b]);if(null===d)return null;a.push(d)}return a};a.parseFloats=function(a,b){var c=a.getAttribute(b);if(null===c)return null;a=[];b=0;for(c=c.match(/\S+/g)||[];b<c.length;b++){var d=this._parseFloat(c[b]);if(null===d)return null;a.push(d)}return a};a.parseNodeIds=function(a,b){return this.parseUints(a,b)};a._parsePoint3=function(a,b){a=a.getAttribute(b);
+if(null===a)return null;a=a.split(" ");if(3!==a.length)return null;b=[];for(var c=0;c<a.length;c++){var e=Number(a[c]);if(isNaN(e))return null;b.push(e)}return new d.Point3(b[0],b[1],b[2])};a.parseBounding=function(a,b){a=a.getElementsByTagName(b);if(1!==a.length)return null;b=a[0];a=this._parsePoint3(b,"Min");if(null===a)return null;b=this._parsePoint3(b,"Max");return null===b?null:new d.Box(a,b)};return a}();f.XmlParser=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){(function(f){function a(a,b){var c="number"===typeof a;return c===("number"===typeof b)?a<b?-1:a>b?1:0:c?-1:1}var e=function(){function a(){console.assert(!1)}a.parseXml=function(b,a){var c=f.XmlParser.parseNodeId(a,"Id");null===c&&(console.assert(!1),c=b.generateDynamicNodeId());b=a.getAttribute("Name");for(var d=null,g=[],e=a.firstElementChild;null!==e;){if("Transformation"===e.localName)console.assert(null===d),d=f.Transform.parseXml(e),d.isIdentity()&&(d=null);else if("Attributes"===e.localName)for(var h=
+e.firstElementChild;null!==h;){console.assert("Attr"===h.localName);var q=f.Attribute.parseXml(h);g.push(q);h=h.nextElementSibling}e=e.nextElementSibling}e=a.getAttribute("ExchangeId");a=f.XmlParser.parseLayerId(a,"LayerId");return{nodeId:c,bits:1073741824,name:b,localTransform:d,attributes:g,header:f.AssemblyDataHeader.dynamic,exchangeId:e,layerId:a,genericTypeId:null,genericId:null,userDatas:null}};a.parseBinary=function(b,a,c){c.hasBits1(1)?b=a.parseNodeId():(console.assert(!1),b=b.generateDynamicNodeId());
+var d=c.hasBits1(2)?a.parseCString():null,g=1073741824;if(c.hasBits1(4)){var e=a.parseVisibility();e.shown||(g&=-1073741825);e.removed&&(g|=536870912)}e=null;c.hasBits1(8)&&(e=f.Transform.parseBinary(a),e.isIdentity()&&(e=null));var k=null;c.hasBits1(256)&&(k=a.parseDataKey());var h=c.hasBits1(33554432)?a.parseCString():null,r=c.hasBits1(67108864)?a.parseLayerId():null,u=null;c.hasBits2(16)&&(u=a.parseGenericTypeId());var t=null;c.hasBits2(32)&&(t=a.parseGenericId());var v=null;if(c.hasBits1(536870912)){v=
+new Map;c=a.parseCount_32();for(var w=0;w<c;++w){var z=a.parseUserDataIndex(),x=a.parseCount_32();x=a.parseBytes(x);v.set(z,x)}}return{nodeId:b,bits:g,name:d,localTransform:e,attributes:null!==k?k:[],header:a.getHeader(),exchangeId:h,layerId:r,genericTypeId:u,genericId:t,userDatas:v}};return a}();f.Node=e;e=function(){function c(b,a,e){this._bits=0;this._nodeId=e.nodeId;this._bits=e.bits;null!==e.name&&(this._name=e.name);null!==e.localTransform&&(this._localTransform=e.localTransform.copy());"number"===
+typeof e.attributes?this._lazyAttributes=c._lazyLoadAttributes(b,a,e.attributes,e.header):0<e.attributes.length&&(this._lazyAttributes=h.LazyPromise.create(e.attributes));null!==e.exchangeId&&(this._exchangeId=e.exchangeId);null!==e.layerId&&(this._layerId=e.layerId);null!==e.genericTypeId&&(this._genericTypeId=e.genericTypeId);null!==e.genericId&&(this._genericId=e.genericId);null!==e.userDatas&&(this._userDatas=d.Util.copyMap(e.userDatas))}c._lazyLoadAttributes=function(b,a,c,d){var g=this;return h.LazyPromise.create(function(){return __awaiter(g,
+void 0,void 0,function(){var g,e,k,l,n,h;return __generator(this,function(m){switch(m.label){case 0:return g=b.getAbstractScEngine(),[4,b.enqueue(function(){return g.safeGetMetaData(a,c)})];case 1:e=m.sent();k=[];if(null!==e)for(l=new f.AssemblyData(d,e),n=new f.AssemblyDataParser(l);n.hasNext();)h=f.Attribute.parseBinary(n),k.push(h);return[2,k]}})})})};c.prototype.hasAuthoredId=function(){return f.isAuthoredId(this._nodeId)};c.prototype.getAuthoredId=function(){return f.getAuthoredId(this._nodeId)};
+c.prototype.getName=function(){return void 0!==this._name?this._name:null};c.prototype.getExchangeId=function(){return void 0!==this._exchangeId?this._exchangeId:null};c.prototype.getAuthoredLayerId=function(){return void 0!==this._layerId?this._layerId:null};c.prototype.getGenericTypeId=function(){return void 0!==this._genericTypeId?this._genericTypeId:null};c.prototype.getGenericId=function(){return void 0!==this._genericId?this._genericId:null};c.prototype._hasBits=function(b){return h.hasBits(this._bits,
+b)};c.prototype.isLoaded=function(){return this._hasBits(-2147483648)};c.prototype.markLoaded=function(){this._bits|=-2147483648};c.prototype._setVisibility=function(b){this._bits|=524288;this._bits=b?this._bits|262144:this._bits&-262145};c.prototype.isVisible=function(){return this._hasBits(524288)?this._hasBits(262144):this.isInitiallyShown()};c.prototype.isInitiallyShown=function(){return this._hasBits(536870912)?!1:this._hasBits(1073741824)};c.prototype.setLocalTransformAsInitial=function(b){this._localTransform=
+b.copy()};c.prototype.overrideLocalTransform=function(b){this._localTransformOverride=b.copy()};c.prototype.hasLocalTransformOverride=function(){return void 0!==this._localTransformOverride};c.prototype.removeLocalTransformOverride=function(){console.assert(void 0!==this._localTransformOverride);delete this._localTransformOverride};c.prototype.getLocalTransform=function(){return void 0!==this._localTransformOverride?this._localTransformOverride:void 0!==this._localTransform?this._localTransform:null};
+c.prototype.getAttributes=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(a){return void 0!==this._lazyAttributes?[2,this._lazyAttributes.then(function(a){if(void 0!==b._lazyAttributes){for(var c=0;c<a.length;c++)b.addAttribute(a[c]);delete b._lazyAttributes}return b.getAttributes()})]:[2,h.TerseArray.toArray(this._attributes)]})})};c.prototype.addAttribute=function(b){this._attributes=h.TerseArray.push(this._attributes,b)};c.prototype.getUserDataIndices=
+function(){var b=[];void 0!==this._userDatas&&this._userDatas.forEach(function(a,c){b.push(c)});return b.sort(a)};c.prototype.getUserData=function(b){if(void 0!==this._userDatas){var a=this._userDatas.get(b);if(void 0!==a)return a}throw new d.InvalidIndexError(b);};return c}();f.NodeMixin=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function a(a,c,d,g){c=b.call(this,a,c,g.nodeInfo)||this;c._bits|=g.bits;c._parent=d;c._instanceInc=[g.inclusionKey,g.instanceKey];d=c.getAuthoredLayerId();null!==d&&a.registerNodeInLayer(c,d);null===d||c.isOutOfHierarchy()||a.registerTreeNodeInLayer(c,d);return c}__extends(a,b);a.prototype.setRequested=function(){this._bits|=1024};a.prototype.isRequested=function(){return this._hasBits(1024)};a.prototype.isOutOfHierarchy=function(){return this._hasBits(268435456)};
+a.prototype.preventFromResetting=function(){return this._hasBits(16384)};a.prototype.getInstanceInc=function(){return this._instanceInc};a.prototype.getParent=function(){return this._parent};return a}(f.NodeMixin);f.BodyMixin=a;var e=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;a.registerBodyInstance(c);return c}__extends(a,b);a.parseXml=function(b,a,c){b=f.Node.parseXml(b,a);a=f.XmlParser.parseInstanceKeyFromInc(a,"MeshInstanceKey");if(null===a)throw new d.XmlParseError('Expected "MeshInstanceKey" attribute.');
+return{nodeInfo:b,inclusionKey:c,instanceKey:a,bits:0}};a.parseBinary=function(b,a,c){var g=f.towardAttachContext(a),e=g.getRemapper(),k=g.getMasterModelKey();g=c.parseNodeParseBits();b=f.Node.parseBinary(b,c,g);a=g.hasBits1(131072)?c.parseInclusionKey(e,k):a.getInclusionKey();if(!g.hasBits1(262144))throw new d.AssemblyDataParseError('Expected "ScInstanceKey" in binary data.');c=c.parseInstanceKey();return{nodeInfo:b,inclusionKey:a,instanceKey:c,bits:0}};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);
+b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.createDynamic=function(b,c,d,g,e,h,r){var k=f.towardInclusionContext(h),l=f.towardAttachContext(k).getMasterModelKey();c={nodeInfo:{nodeId:b.massageAuthoredUserId(k,g),bits:1073741824,name:e,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},inclusionKey:c,instanceKey:d,bits:r};return new a(b,l,h,c)};a.prototype.getName=function(){var a=
+b.prototype.getName.call(this);if(null!==a)return a;a=this.getParent().getBodyInstances();if(1<a.length){for(var c=0;c<a.length;++c)if(this===a[c])return"body "+(c+1);console.assert(!1)}return"body"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().markBranchVisibilityDirty();this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.BodyInstance=e;var c=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;
+a.registerPmiBody(c);return c}__extends(a,b);a.parseBinary=function(b,a,c,d){b=e.parseBinary(b,a,c);d&&(d=b.nodeInfo,d=__assign({},d,{bits:d.bits&-1073741825}),b=__assign({},b,{nodeInfo:d}));return b};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.prototype.getName=function(){var b=this.getName();return null!==b?b:"PMI body"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().getParent().markBranchVisibilityDirty();
+this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.PmiBody=c;a=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;c._bits&=-1073741825;a.registerViewFrame(c);return c}__extends(a,b);a.parseXml=function(b,a,c){return e.parseXml(b,a,c)};a.parseBinary=function(b,a,c){return e.parseBinary(b,a,c)};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.prototype.getName=
+function(){var b=this.getName();return null!==b?b:"CAD View frame"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().getParent().markBranchVisibilityDirty();this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.ViewFrame=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b,a){var c=new h.PromiseQueue(1,!0);c.push(function(){return b.clear()});for(var d=function(a){c.push(function(){return b.addPlane(a,null)})},g=0;g<a.length;g++)d(a[g]);return c.waitForIdle()}function e(b,a){a.hasLocalTransformOverride()&&(a.removeLocalTransformOverride(),b.push(a))}var c=function(b){function c(a,g,e,m,p){var k=this,l=f.towardAttachContext(g).getMasterModelKey();k=b.call(this,a,l,{nodeId:e.nodeId,bits:0,name:e.name,localTransform:null,
+attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null})||this;k._parent=p;k._bits|=e.bits;k._activatedCuttingSectionIndex=null;null!==e.camera&&(k._camera={initial:e.camera.copy(),derived:e.camera.copy()});k._instanceMarkupKeysToShow=d.Util.toSet(e.instanceMarkupKeysToShow);c.isAuthoredViewInfo(e,m)?(k._nodesToShow=c._toRuntimeIds(g,e.nodesToShow),k._nodesToHide=c._toRuntimeIds(g,e.nodesToHide),0<e.transformMap.size&&(k._transformMap=
+new Map,e.transformMap.forEach(function(b,a){a=g.toRuntimeId(a);k._transformMap.set(a,b.copy())}))):(k._nodesToShow=d.Util.toSet(e.nodesToShow),k._nodesToHide=d.Util.toSet(e.nodesToHide),0<e.transformMap.size&&(k._transformMap=d.Util.copyMap(e.transformMap)));null!==e.viewFrameInfo&&(k._viewFrame=k._loadViewFrame(a,l,e.viewFrameInfo));0<e.cuttingPlanes.length&&(k._cuttingPlanes=h.TerseArray.fromArray(e.cuttingPlanes));a.registerCadView(k);return k}__extends(c,b);c.parseXml=function(b,a,c){var g=0,
+e=f.XmlParser.parseNodeId(a,"Id");if(null===e)throw new d.XmlParseError('Expected "Id" attribute.');var k=a.getAttribute("Name");if(null===k)throw new d.XmlParseError('Expected "Name" attribute');var l=function(b,a,c,g){b=b.getAttribute("Enabled");if(null===b)throw new d.XmlParseError("Expected "+c+" attribute");return a=h.setBit(a,g,"1"===b)},n=a.getAttribute("isAnnotationView");g=null===n?h.setBit(g,134217728,!1):h.setBit(g,134217728,"true"===n);var t=n=null,v=[],w=[],z=[],x=new Map,y=[],A=function(b){var a=
+f.XmlParser.parseUint(b,"Projection");if(null===a)throw new d.XmlParseError('Expected "Projection" attribute');var c=b.getAttribute("field");if(null===c)throw new d.XmlParseError('Expected "field" attribute');var g=c.split(" ");if(2!==g.length)throw new d.XmlParseError("Expected 2 field values");c=parseFloat(g[0]);g=parseFloat(g[1]);b=b.getAttribute("definition");if(null===b)throw new d.XmlParseError('Expected "definition" attribute');var e=b.split(" ");if(9!==e.length)throw new d.XmlParseError("Expected 9 definition values");
+var k=function(b,a){return new d.Point3(parseFloat(b[a]),parseFloat(b[a+1]),parseFloat(b[a+2]))};b=k(e,0);var l=k(e,3);e=k(e,6);return d.Camera.create(b,l,e,a,c,g)},B=function(b){var a=[];if(null===f.XmlParser.parseUint(b,"Count"))throw new d.XmlParseError('Expected "PMIToShow Count" attribute');b=f.XmlParser.parseNodeIds(b,"IDs");if(null===b)throw new d.XmlParseError('Expected "PMIToShow Ids" attribute');for(var c=0;c<b.length;c+=2)a.push(b[c+1]);return a},D=function(b){var a=[],c=f.XmlParser.parseUint(b,
+"Count");if(null===c)throw new d.XmlParseError('Expected "ClipPlanes Count" attribute');b=f.XmlParser.parseFloats(b,"Plane");if(null===b)throw new d.XmlParseError('Expected "Plane" attribute');if(b.length/4!==c)throw new d.XmlParseError("Expected "+c+" Planes");for(c=0;c<b.length;c+=4)a.push(d.Plane.createFromCoefficients(b[c],b[c+1],b[c+2],b[c+3]));return a},C=function(b){var a=new Map,c=f.XmlParser.parseUint(b,"Count");if(null===c)throw new d.XmlParseError('Expected "IDLocalTransform Count" attribute');
+b=f.XmlParser.parseFloats(b,"IDTransform");if(null===b)throw new d.XmlParseError('Expected "IDTransform" attribute');if(b.length/13!==c)throw new d.XmlParseError("Expected "+c+" IDTransform values");for(c=0;c<b.length;c+=13){var g=b[c],e=b,k=c,l=new d.Matrix;l.m[1]=e[k+1];l.m[2]=e[k+2];l.m[3]=e[k+3];l.m[4]=e[k+4];l.m[6]=e[k+5];l.m[7]=e[k+6];l.m[8]=e[k+7];l.m[9]=e[k+8];l.m[11]=e[k+9];l.m[12]=e[k+10];l.m[13]=e[k+11];l.m[14]=e[k+12];a.set(g,l)}return a};for(a=a.firstElementChild;null!==a;)"Camera"===
+a.localName?(console.assert(null===n),n=A(a)):"Frame"===a.localName?t=f.ViewFrame.parseXml(b,a,c.getInclusionKey()):"PMIToShow"===a.localName?v=B(a):"InstanceToShow"===a.localName?w=f.XmlParser.parseNodeIds(a,"IDs"):"InstanceToHide"===a.localName?z=f.XmlParser.parseNodeIds(a,"IDs"):"ClipPlanes"===a.localName?y=D(a):"IDLocalTransform"===a.localName?x=C(a):"IsCameraSet"===a.localName?g=l(a,g,"IsCameraSet",67108864):"IsPMIFilteringSet"===a.localName?g=l(a,g,"IsPMIFilteringSet",33554432):"IsGeomFilteringSet"===
+a.localName?g=l(a,g,"IsGeomFilteringSet",16777216):"IsCrosssectionSet"===a.localName?g=l(a,g,"IsCrosssectionSet",8388608):"IsExplosionSet"===a.localName?g=l(a,g,"IsExplosionSet",4194304):"IsCombineState"===a.localName&&(g=l(a,g,"IsCombineState",2097152)),a=a.nextElementSibling;return{nodeId:e,name:k,camera:n,instanceMarkupKeysToShow:v,viewFrameInfo:t,nodesToShow:null===w?[]:w,nodesToHide:null===z?[]:z,transformMap:x,cuttingPlanes:y,bits:g}};c.parseBinary=function(b,a,c){var g=c.parseViewParseBits(),
+e=c.parseNodeId(),k=null;h.hasBits(g,1)&&(k=c.parseCString());var l=0,n=!1;h.hasBits(g,256)?(n=!0,k+=" # Annotation View"):null!==k&&0<=k.indexOf("# Annotation View")&&(n=!0);n&&(l|=134217728);h.hasBits(g,1024)||(l|=33554432);h.hasBits(g,2048)||(l|=16777216);h.hasBits(g,4096)||(l|=8388608);h.hasBits(g,8192)||(l|=4194304);h.hasBits(g,16384)&&(l|=2097152);var t=h.hasBits(g,32768);t&&(l|=1048576);n=null;if(h.hasBits(g,2)){t=t?d.Projection.Perspective:d.Projection.Orthographic;var v=c.parsePoint3_32(),
+w=c.parsePoint3_32(),z=c.parsePoint3_32(),x=c.parseFloat_32(),y=c.parseFloat_32();!h.hasBits(g,512)&&(l|=67108864,n=d.Camera.create(v,w,z,t,x,y),0>x||0>y)&&(l|=8192)}t=[];if(h.hasBits(g,4))for(w=c.parseCount_32(),v=0;v<w;++v)z=c.parseInstanceKey(),t.push(z);w=null;h.hasBits(g,8)&&(w=f.ViewFrame.parseBinary(b,a,c));b=[];if(h.hasBits(g,16))for(a=c.parseCount_32(),v=0;v<a;++v)z=c.parseNodeId(),b.push(z);a=[];if(h.hasBits(g,32))for(z=c.parseCount_32(),v=0;v<z;++v)x=c.parseNodeId(),a.push(x);z=new Map;
+if(h.hasBits(g,64))for(x=c.parseCount_32(),v=0;v<x;++v){y=c.parseNodeId();var A=f.Transform.parseBinary(c);z.set(y,A)}x=[];if(h.hasBits(g,128))for(g=c.parseCount_32(),v=0;v<g;++v)y=c.parsePlane3_32(),x.push(y);return{nodeId:e,name:k,camera:n,instanceMarkupKeysToShow:t,viewFrameInfo:w,nodesToShow:b,nodesToHide:a,transformMap:z,cuttingPlanes:x,bits:l}};c.reify=function(b,a,d,g){var e=f.towardAttachContext(a);b=new c(b,a,d,0,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};c.createDynamic=function(b,
+a,d,g,e,h,r,u,t){for(var k=f.towardInclusionContext(a),l=b.generateDynamicNodeId(),n=[],m=0;m<e.length;m++)for(var p=0,q=e[m].getPmiBodies();p<q.length;p++){var B=q[p],D=f.towardInclusionContext(B);console.assert(k===D);B=B.getInstanceInc()[1];n.push(B)}return new c(b,k,{nodeId:l,name:d,camera:g,instanceMarkupKeysToShow:n,viewFrameInfo:null,nodesToShow:h,nodesToHide:r,transformMap:u,cuttingPlanes:null!==t?[t]:[],bits:67108864},1,a)};c.isAuthoredViewInfo=function(b,a){return 0===a};c._toRuntimeIds=
+function(b,a){for(var c=new Set,d=0;d<a.length;d++){var g=b.toRuntimeId(a[d]);c.add(g)}return c};c.prototype._loadViewFrame=function(b,a,c){return f.ViewFrame.reify(b,a,this,c)};c.prototype.getViewFrame=function(){return void 0!==this._viewFrame?this._viewFrame:null};c.prototype.getParent=function(){return this._parent};c.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};c.prototype.getBranchVisibility=function(){var b=this.isVisible()?2:1;void 0===this._viewFrame||this._viewFrame.isOutOfHierarchy()||
+(b|=this._viewFrame.isVisible()?2:1);return b};c.prototype.setVisibility=function(b){this._setVisibility(b)};c.prototype.isPmiFilteringSet=function(){return this._hasBits(33554432)};c.prototype.deactivate=function(b){var a=Promise.resolve();null!==this._activatedCuttingSectionIndex&&(b=b.getCuttingSection(this._activatedCuttingSectionIndex),null!==b&&(a=b.clear()),this._activatedCuttingSectionIndex=null);return a};c.prototype.activate=function(b,a,c,d,g,e,f){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(k){switch(k.label){case 0:return console.assert(null===this._activatedCuttingSectionIndex),[4,this._activateView(b,a,c,d,f)];case 1:return k.sent(),[2,this._activateCamera(b,a,g,e)]}})})};c.prototype._activateView=function(b,c,g,m,p){return __awaiter(this,void 0,void 0,function(){var k,l,n,t,v,w,z,x,y,A,B,D=this;return __generator(this,function(q){switch(q.label){case 0:return k=b.getRootNode(),null!==p&&console.assert(p.isAConfigurationNode()),l=0,n=new Map,t=[],v=[],w=e,void 0!==this._transformMap&&
+(w=function(b,a){var c=D._transformMap,d=a.getRuntimeId();c=c.get(d);void 0!==c?(a.overrideLocalTransform(c),b.push(a)):a.hasLocalTransformOverride()&&(a.removeLocalTransformOverride(),b.push(a))}),z={enterProductOccurrence:function(b){(p===b||0<l)&&++l;var a=b.forEachPmi(function(b){var a=b.getPmiBodies();if(0!==a.length){var c=!0;if(D.isPmiFilteringSet()){c=!1;for(var d=0;d<a.length;d++){var g=a[d];g=g.getInstanceInc()[1];if(D._instanceMarkupKeysToShow.has(g)){c=!0;break}}}null!==p&&(c=c&&0<l);
+n.set(b,c);for(b=0;b<a.length;b++)g=a[b],n.set(g,c)}}).then(function(){var a=b.getRuntimeId();D._nodesToHide.has(a)||b.isADrawingSheetNode()?n.set(b,!1):D._nodesToShow.has(a)&&(null!==p?n.set(b,0<l):n.set(b,!0));w(t,b);return b.forEachCadView(function(b){if(void 0!==b._viewFrame){var a=b===D;null!==p&&(a=a&&0<l);n.set(b,a);n.set(b._viewFrame,a)}})});v.push(a)},leaveProductOccurrence:function(){0<l&&--l},enterAnyBody:function(b){w(t,b);for(var a=null,c=b.getParent();null!==c&&null===a&&!(c instanceof
+f.Pmi);){var d=c.getRuntimeId();D._nodesToHide.has(d)?(a=!1,n.set(c,!1)):D._nodesToShow.has(d)&&(a=!0,n.set(c,!0));c=f.towardContainerNode(c.getParent())}null===a&&(d=b.getRuntimeId(),D._nodesToShow.has(d)?n.set(b,!0):D._nodesToHide.has(d)&&n.set(b,!1));null!==p&&0===l&&n.set(b,!1)}},[4,f.WalkerAsync.walk(z,k,f.WalkRestriction.None)];case 1:return q.sent(),[4,Promise.all(v)];case 2:return q.sent(),x=[],y=f.updateVisibilities(b,c,g,k,n,!0,!1,null),x.push(y),y=f.updateScMatrices(c,g,t,!1),x.push(y),
+[4,d.Util.waitForAll(x)];case 3:q.sent();A=h.TerseArray.toArray(this._cuttingPlanes);if(!(0<A.length))return[3,5];B=m.getCuttingSection(4);if(null===B)return[3,5];this._activatedCuttingSectionIndex=4;return[4,a(B,A)];case 4:return q.sent(),[2,B.activate()];case 5:return[2]}})})};c.prototype._activateCamera=function(b,a,c,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,h,m,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I,L,M,N,R,O,P,S,Q,T,U,V,W,X;return __generator(this,function(p){switch(p.label){case 0:return e=
+this._camera,void 0!==e?[3,3]:b.disableAutomaticFitWorld()?[3,2]:[4,c.fitWorld(g)];case 1:p.sent(),p.label=2;case 2:return[2];case 3:k=f.towardAttachRoot(this);l=f.towardAttachContext(k);n=f.towardProductOccurrence(l);h=f.getNetMatrix(l);null!==n&&(m=k.getMeasurementUnit(),w=n.getMeasurementUnit(),m!==w&&(z=m/w,x=new d.Matrix,x.setScaleComponent(z,z,z),h=d.Matrix.multiply(x,h)));e.derived=e.initial.transform(h);if(!this._hasBits(8192))return[3,8];y=!1;return void 0===this._viewFrame?[3,5]:[4,f.getBoundingByNodeId(b,
+a,[this._viewFrame.getRuntimeId()],7,!1,y)];case 4:return B=p.sent(),[3,7];case 5:return[4,a.getModelBounding(!0,!1,y)];case 6:B=p.sent(),p.label=7;case 7:return A=B,D=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition()),C=A.extents().length(),E=D.copy().normalize().scale(C),F=A.center(),H=d.Point3.subtract(F,E),e.derived.setPosition(H),e.derived.setTarget(F),e.derived.setWidth(C),e.derived.setHeight(C),[2,c._setCameraPromise(e.derived,g)];case 8:if(e.derived.getProjection()!==d.Projection.Orthographic)return[3,
+10];G=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition());return[4,a.getModelBounding(!0,!1,!1)];case 9:return A=p.sent(),J=d.Point3.subtract(A.center(),e.derived.getPosition()),K=1/G.length(),I=K*d.Point3.dot(G,J),0<I&&(G.scale(K),L=Math.max(e.derived.getWidth(),e.derived.getHeight()),M=d.Point3.add(e.derived.getPosition(),d.Point3.scale(G,I)),N=d.Point3.subtract(M,d.Point3.scale(G,2.5*L)),e.derived.setPosition(N),e.derived.setTarget(M)),[2,c._setCameraPromise(e.derived,g)];case 10:if(e.derived.getProjection()!==
+d.Projection.Perspective)return[3,12];R=.01;return[4,a.getModelBounding(!0,!1,!1)];case 11:A=p.sent();O=d.Point3.subtract(A.max,A.min).length();G=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition());P=G.length();S=P/O;if(0===O||S>R)return[2,c._setCameraPromise(e.derived,g)];Q=O*R*1.001;T=e.derived.getWidth()/P;U=e.derived.getHeight()/P;V=T*Q;W=U*Q;X=G.copy().normalize().scale(Q);F=d.Point3.add(e.derived.getPosition(),X);e.derived.setTarget(F);e.derived.setWidth(V);e.derived.setHeight(W);
+return[2,c._setCameraPromise(e.derived,g)];case 12:return[2,c._setCameraPromise(e.derived,g)]}})})};c.prototype.hasPmi=function(b){var a=f.towardInclusionContext(this).getInclusionKey(),c=f.towardInclusionContext(b).getInclusionKey();if(a!==c)return!1;a=0;for(b=b.getPmiBodies();a<b.length;a++)if(c=b[a].getInstanceInc()[1],this._instanceMarkupKeysToShow.has(c))return!0;return!1};c.prototype.isAnnotationView=function(){return this._hasBits(134217728)};c.prototype.setViewFrame=function(b){console.assert(void 0===
+this._viewFrame);this._viewFrame=b};return c}(f.NodeMixin);f.CadView=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b,c,e,f){var g=a.call(this,b,e,f.nodeInfo)||this;g._inclusionContextForNodeId=c;g._modelKey=e;0<f.repItemInfos.length&&(c=g._loadRepresentationItems(b,e,f.repItemInfos),g._repItems=d.TerseArray.fromArray(c));b.registerPartDefinition(g);return g}__extends(c,a);c.parseXml=function(b,a){var c=f.Node.parseXml(b,a);if(null===c.name){var d=a.getAttribute("FilePath");null!==d&&(c=__assign({},c,{name:d}))}d=[];for(a=a.firstElementChild;null!==
+a;){if("Body"===a.localName){var g=f.RepresentationItem.parseXml(b,a);d.push(g)}a=a.nextElementSibling}return{nodeInfo:c,repItemInfos:d}};c.parseBinary=function(b,a){var c=a.parseNodeParseBits(),d=f.Node.parseBinary(b,a,c),g=[];if(c.hasBits1(1024)){c=a.parseCount_32();for(var e=0;e<c;++e){var h=f.RepresentationItem.parseBinary(b,a);g.push(h)}}return{nodeInfo:d,repItemInfos:g}};c.reify=function(b,a,d,e){return new c(b,a,d,e)};c.createDynamic=function(b,a,d){var g=b.getRootNode();g=f.towardInclusionContext(g);
+a={nodeInfo:{nodeId:b.massageAuthoredUserId(g,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},repItemInfos:[]};return new c(b,g,0,a)};c.createMissing=function(b){b=this.createDynamic(b,null,null);b._bits|=4096;return b};c.prototype.isMissing=function(){return this._hasBits(4096)};c.prototype._loadRepresentationItems=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.RepresentationItem.reify(b,
+a,c[g],this);this._addRepresentationItem(e);d.push(e)}return d};c.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this._inclusionContextForNodeId)};c.prototype.getInclusionContextForNodeId=function(){return this._inclusionContextForNodeId};c.prototype.addReferrer=function(b){var a=f.towardLoadContext(b),c=f.towardLoadContext(this._inclusionContextForNodeId);console.assert(a===c);this._referrers=d.TerseArray.push(this._referrers,b)};c.prototype.createRepItem=function(b,a){b=f.RepresentationItem.createDynamic(b,
+a,null,this._modelKey,this);this._addRepresentationItem(b);return b};c.prototype._addRepresentationItem=function(b){this._repItems=d.TerseArray.push(this._repItems,b)};c.prototype.getRepresentationItems=function(){return d.TerseArray.toArray(this._repItems)};c.prototype.getReferrers=function(){return d.TerseArray.toArray(this._referrers)};c.prototype.removeAllReferrers=function(){for(var b=0,a=this.getReferrers();b<a.length;b++){var c=a[b].removePartDefinition();console.assert(this===c)}delete this._referrers};
+c.prototype.getModelKey=function(){return this._modelKey};return c}(f.NodeMixin);f.PartDefinition=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){a[a.Unknown=0]="Unknown";a[a.Text=1]="Text";a[a.Dimension=2]="Dimension";a[a.Arrow=3]="Arrow";a[a.Balloon=4]="Balloon";a[a.CircleCenter=5]="CircleCenter";a[a.Coordinate=6]="Coordinate";a[a.Datum=7]="Datum";a[a.Fastener=8]="Fastener";a[a.Gdt=9]="Gdt";a[a.Locator=10]="Locator";a[a.MeasurementPoint=11]="MeasurementPoint";a[a.Roughness=12]="Roughness";a[a.Welding=13]="Welding";a[a.Table=14]="Table";a[a.Other=15]="Other";a[a.GeometricalTolerance=16]=
+"GeometricalTolerance"})(f.PmiType||(f.PmiType={}));(function(a){a[a.Ident=1]="Ident";a[a.Target=2]="Target"})(f.PmiSubTypeDatum||(f.PmiSubTypeDatum={}));(function(a){a[a.Distance=1]="Distance";a[a.DistanceOffset=2]="DistanceOffset";a[a.DistanceCumulate=3]="DistanceCumulate";a[a.Chamfer=4]="Chamfer";a[a.Slope=5]="Slope";a[a.Ordinate=6]="Ordinate";a[a.Radius=7]="Radius";a[a.RadiusTangent=8]="RadiusTangent";a[a.RadiusCylinder=9]="RadiusCylinder";a[a.RadiusEdge=10]="RadiusEdge";a[a.Diameter=11]="Diameter";
+a[a.DiameterTangent=12]="DiameterTangent";a[a.DiameterCylinder=13]="DiameterCylinder";a[a.DiameterEdge=14]="DiameterEdge";a[a.DiameterCone=15]="DiameterCone";a[a.Length=16]="Length";a[a.LengthCurvilinear=17]="LengthCurvilinear";a[a.LengthCircular=18]="LengthCircular";a[a.Angle=19]="Angle"})(f.PmiSubTypeDimension||(f.PmiSubTypeDimension={}));(function(a){a[a.Fcf=1]="Fcf"})(f.PmiSubTypeGdt||(f.PmiSubTypeGdt={}));(function(a){a[a.Line=1]="Line";a[a.Spot=2]="Spot"})(f.PmiSubTypeWelding||(f.PmiSubTypeWelding=
+{}));(function(a){a[a.SymbolUser=1]="SymbolUser";a[a.SymbolUtility=2]="SymbolUtility";a[a.SymbolCustom=3]="SymbolCustom";a[a.GeometricReference=4]="GeometricReference";a[a.Region=5]="Region"})(f.PmiSubTypeOther||(f.PmiSubTypeOther={}));var a=function(){return function(a){this.faceIds=[];this.edgeIds=[];this.body=a}}();f.PmiTopologyReference=a;var e=function(c){function b(a,d,e,n){var g=f.towardAttachContext(d).getMasterModelKey();var k=0;e.initiallyShown&&(k|=1073741824);k=c.call(this,a,g,{nodeId:e.nodeId,
+bits:k,name:e.name,localTransform:null,attributes:e.attributesDataKey?e.attributesDataKey:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null})||this;k._bits|=16384;k._parent=n;k._packed=b._pack(e.pmiType,e.pmiSubType);n=0;for(var l=e.pmiBodyInfos;n<l.length;n++)k._pmiBodies=h.TerseArray.push(k._pmiBodies,k._loadPmiBody(a,g,l[n]));0<e.topoRefInfos.length&&(k._topoRefs=b._loadTopoRefs(d,e.topoRefInfos));if(0<e.topoRefs.length)if(void 0===
+k._topoRefs)k._topoRefs=e.topoRefs.slice();else for(d=0,e=e.topoRefs;d<e.length;d++)k._topoRefs.push(e[d]);a.registerPmi(k);return k}__extends(b,c);b.parseBinary=function(b,a,c){var d=c.parsePmiParseBits(),g=c.parseNodeId(),e=null;h.hasBits(d,1)&&(e=c.parseCString());var k=null;h.hasBits(d,4)&&(k=c.parseDataKey());var l=1;h.hasBits(d,16)&&(l=c.parseCount_32());for(var u=[],t=h.hasBits(d,8),v=0;v<l;++v){var w=f.PmiBody.parseBinary(b,a,c,t);u.push(w)}b=0<u.length?h.hasBits(u[0].nodeInfo.bits,1073741824):
+!1;a=c.parsePmiType();l=c.parsePmiSubType();t=[];if(h.hasBits(d,2))for(d=c.parseCount_32(),v=0;v<d;++v)w=f.ReferenceOnTopology.parseBinary(c),t.push(w);return{nodeId:g,name:e,attributesDataKey:k,pmiBodyInfos:u,initiallyShown:b,pmiType:a,pmiSubType:l,topoRefInfos:t,topoRefs:[]}};b.reify=function(a,c,d,e){var g=f.towardAttachContext(c);a=new b(a,c,d,e);g.attachedInvisibly()&&a.setVisibility(!1);return a};b.createDynamic=function(a,c,d,e,f,h,q,r){e={nodeId:a.generateDynamicNodeId(),name:e,attributesDataKey:null,
+pmiBodyInfos:q,initiallyShown:!0,pmiType:f,pmiSubType:h,topoRefInfos:[],topoRefs:r};return new b(a,c,e,d)};b._loadTopoRefs=function(b,a){for(var c=[],d=0;d<a.length;d++){var g=f.ReferenceOnTopology.reify(b,a[d]);c.push(g)}return c};b.prototype._loadPmiBody=function(b,a,c){return f.PmiBody.reify(b,a,this,c)};b.prototype.getPmiBodies=function(){return h.TerseArray.toArray(this._pmiBodies)};b._pack=function(b,a){return b+100*a};b.prototype.getPmiType=function(){return this._packed%100};b.prototype.getPmiSubType=
+function(){return Math.floor(this._packed/100)%100};b.prototype.getParent=function(){return this._parent};b.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};b.prototype.getBranchVisibility=function(){for(var b=this.isVisible()?2:1,a=0,c=h.TerseArray.toArray(this._pmiBodies);a<c.length;a++){var d=c[a];d.isOutOfHierarchy()||(b|=d.isVisible()?2:1)}return b};b.prototype.setVisibility=function(b){this._setVisibility(b)};b.prototype.getPmiTopologyReferences=function(b){if(void 0===
+this._topoRefs)return[];for(var c=new Map,g=0,e=this._topoRefs;g<e.length;g++){var f=e[g],h=f.getBodyInstanceInc();h=b.lookupAnyBodyByInstanceInc(h[0],h[1]);if(null!==h){var q=c.get(h);void 0===q&&(q=new a(h),c.set(h,q));switch(f.getTopoItemType()){case d.PmiTopoRef.Face:q.faceIds.push(f.getItemIndex());break;case d.PmiTopoRef.Edge:q.edgeIds.push(f.getItemIndex())}}}var r=[];c.forEach(function(b){r.push(b)});return r};return b}(f.NodeMixin);f.Pmi=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal=
+{}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(a,b){for(var c=[],e=0;e<a.length;e++){var f=b(a[e]);f&&c.push(f)}return d.Util.waitForAll(c)}var e=function(c){function b(a,e,l,n,m,p,q){var g=this;q=b._amendInfo(n,q);var k=f.towardAttachContext(m),t=k.getMasterModelKey();k=f.towardLoadContext(k);g=c.call(this,n,t,q.nodeInfo)||this;g._parent=p;g._bits=g._bits|q.productBits|32768;var v=q.nodeInfo.header;p=[];null!==q.prototypeDataKey&&(console.assert(null!==l),g._prototypeContext=g._loadPrototypeContext(e,
+l,n,m,q.prototypeDataKey,v));console.assert(null===q.quickAccessPartDefinitionDataId||null===q.partDefinition);null!==q.partDefinition?Array.isArray(q.partDefinition)?g._partDefinition=g._lazyLoadPartDefinitionById(n,m,q.partDefinition,v):g._partDefinition=g._lazyLoadPartDefinitionByInfo(n,m,q.partDefinition,t):null!==q.quickAccessPartDefinitionDataId&&(g._partDefinition=g._lazyLoadPartDefinitionById(n,m,q.quickAccessPartDefinitionDataId,v));if(0<q.childDataKeys.length){console.assert(null!==l);var w=
+function(){return __awaiter(g,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,this._loadProductOccurrences(e,l,n,m,q.childDataKeys,v)];case 1:return b=a.sent(),this._children=h.TerseArray.fromArray(b),[2]}})})}();p.push(w)}0<q.bodyInstanceInfos.length&&(t=g._loadBodyInstances(n,t,q.bodyInstanceInfos),g._bodyInstances=h.TerseArray.fromArray(t));0<q.cadViewInfos.length&&(t=g._loadCadViews(n,m,q.cadViewInfos),g._cadViews=h.TerseArray.fromArray(t));0<
+q.pmiInfos.length&&(t=g._loadPmis(n,m,q.pmiInfos),g._pmis=h.TerseArray.fromArray(t));null!==q.measurementUnit&&(g._measurementUnit=q.measurementUnit);null!==q.externalModelInfo&&(console.assert(null!==a),console.assert(null!==l),f.ExternalModel.canImplicitlyLoad(q.externalModelInfo)?(w=g._loadAndAttachExternalModel(l,m,q.externalModelInfo),p.push(w)):g._pendingExternalModels=h.TerseArray.push(g._pendingExternalModels,q.externalModelInfo));t=0;for(w=q.layerInfos;t<w.length;t++){var z=w[t],x=k.getRuntimeLayerId(z.id);
+null===x?n.createLayer(z.id,z.name,k):null!==z.name&&n.updateLayerName(x,z.name)}t=0;for(w=q.filters;t<w.length;t++)n.addFilter(w[t],k);k=g.getAuthoredLayerId();null!==k&&(n.registerNodeInLayer(g,k),g.isOutOfHierarchy()||n.registerTreeNodeInLayer(g,k));n.registerProductOccurrence(g);if(null===a){if(0<p.length)throw new d.InternalLogicError;}else a.resolve(d.Util.waitForAll(p));return g}__extends(b,c);b.parseXml=function(b,a,c,d,e){var g=c.getInclusionKey(),k=f.Node.parseXml(a,d),l=f.XmlParser.parseFloat(d,
+"Unit"),h=[],n=[],m=[],w=[],z=null,x=null,y=null;for(d=d.firstElementChild;null!==d;){if("PartDefinition"===d.localName){z=f.PartDefinition.parseXml(a,d);break}else if("BodyInstance"===d.localName){var A=f.BodyInstance.parseXml(a,d,g);h.push(A)}else if("Material"===d.localName)console.assert(null===x),x=f.SimpleMaterial.parseXml(d);else if("ExternalModel"===d.localName){if(console.assert(null===y),A=d.getAttribute("Name"),null!==A){y=f.XmlParser.parseFloat(d,"Unit");var B=f.XmlParser.parseBounding(d,
+"BoundingBox");y={config:b,modelName:A,bounding:B,measurementUnit:y,toAttachData:e,reservedNodeIdOffset:0}}}else"CADView"===d.localName?(A=f.CadView.parseXml(a,d,c),w.push(A)):"Filter"===d.localName?n.push(f.Filter.parseXml(d)):"Layer"===d.localName&&(A=f.Layer.parseXml(d),null!==A&&m.push(A));d=d.nextElementSibling}return{nodeInfo:k,productBits:0,childDataKeys:[],prototypeDataKey:null,partDefinition:z,quickAccessPartDefinitionDataId:null,externalModelInfo:y,bodyInstanceInfos:h,cadViewInfos:w,pmiInfos:[],
+measurementUnit:l,simpleMaterial:x,layerInfos:m,filters:n}};b.parseBinary=function(b,a,c,d){var g=f.towardAttachContext(c),e=g.getRemapper(),k=d.parseNodeParseBits();if(k.hasBits1(2097152)){var l=d.parseAssemblyDataVersion();l}k.hasBits2(8)&&g.setGenericTypeMaps(d.parseGenericTypes());l=f.Node.parseBinary(a,d,k);var h=0;k.hasBits1(4194304)&&(h=d.parseProductBits());var n=[];if(k.hasBits1(16))for(var v=d.parseCount_32(),w=0;w<v;++w){var z=d.parseDataKey();n.push(z)}z=v=null;if(k.hasBits1(32)&&(v=d.parseDataKey(),
+k.hasBits1(64))){z=d.parseModelKey(e);console.assert(0!==z);var x=d.parseDataKey();z=[z,x]}x=[];if(k.hasBits1(128)){var y=d.parseCount_32();for(w=0;w<y;++w){var A=f.BodyInstance.parseBinary(a,c,d);x.push(A)}}y=null;k.hasBits1(524288)&&(w=d.parseModelKey(e),console.assert(0!==w),y=d.parseInclusionKey(e,w),y={config:b,inclusionKey:y,modelKey:w});b=null;k.hasBits1(512)&&(w=d.parseModelKey(e),0===w&&(w=g.getMasterModelKey()),b=d.parseDataKey(),b=[w,b]);g=[];if(k.hasBits1(32768))for(e=d.parseCount_32(),
+w=0;w<e;++w)A=f.CadView.parseBinary(a,c,d),g.push(A);e=[];if(k.hasBits1(65536))for(A=d.parseCount_32(),w=0;w<A;++w){var B=f.Pmi.parseBinary(a,c,d);e.push(B)}c=null;k.hasBits1(16384)&&(c=d.parseFloat_64());k.hasBits1(16777216)&&(w=d.parsePoint3_64(),A=d.parsePoint3_64(),a.setViewAxes(w,A));a=[];if(k.hasBits1(134217728))for(A=d.parseCount_32(),w=0;w<A;++w)B=f.Layer.parseBinary(d),a.push(B);A=[];if(k.hasBits1(268435456))for(k=d.parseCount_32(),w=0;w<k;++w)B=f.Filter.parseBinary(d),A.push(B);return{nodeInfo:l,
+productBits:h,childDataKeys:n,prototypeDataKey:v,partDefinition:b,quickAccessPartDefinitionDataId:z,externalModelInfo:y,bodyInstanceInfos:x,cadViewInfos:g,pmiInfos:e,measurementUnit:c,simpleMaterial:null,layerInfos:a,filters:A}};b.reifySync=function(a,c,d,e,h,p){console.assert(0===h.childDataKeys.length);console.assert(null===h.externalModelInfo);var g=f.towardAttachContext(e);a=new b(null,a,c,d,e,p,h);g.attachedInvisibly()&&a.setVisibility(!1);return a};b.reify=function(a,c,d,e,f,p){return __awaiter(this,
+void 0,void 0,function(){var g,k;return __generator(this,function(l){switch(l.label){case 0:return g=h.OpenPromise.create(),k=new b(g,a,c,d,e,p,f),[4,g];case 1:return l.sent(),[2,k]}})})};b.createDynamic=function(a,c,e,h,m,p,q,r){void 0===q&&(q=!1);void 0===r&&(r=null);var g=f.towardInclusionContext(c);e={nodeInfo:{nodeId:a.massageAuthoredUserId(g,h),bits:p?1073741824:0,name:e,localTransform:m,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},productBits:q?268435456:0,childDataKeys:[],prototypeDataKey:null,partDefinition:null,quickAccessPartDefinitionDataId:null,bodyInstanceInfos:[],externalModelInfo:null,cadViewInfos:[],pmiInfos:[],measurementUnit:r,simpleMaterial:null,layerInfos:[],filters:[]};h=new d.LoadSubtreeConfig;h.attachInvisibly=!p;return new b(null,h,null,a,g,c,e)};b.createMissing=function(b,a){b=this.createDynamic(b,a,"Missing",null,null,!1);b._bits|=4096;return b};b.prototype.isMissing=function(){return this._hasBits(4096)};
+b._amendInfo=function(b,a){if(null!==a.nodeInfo.name)return a;var c=null;h.hasBits(a.productBits,2)?c=b.generateProductName():h.hasBits(a.productBits,4)?c=b.generateGroupName():h.hasBits(a.productBits,32)?c=b.generateDrawingSheetName():h.hasBits(a.productBits,8)&&(c=b.generateDrawingViewName());if(null===c)return a;b=__assign({},a.nodeInfo,{name:c});return __assign({},a,{nodeInfo:b})};b.prototype._loadExternalModel=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,
+function(e){if(f.ExternalModel.isNameInfo(c))return[2,b.attachByExternalModelInfo(c,this,a)];d=this.getAuthoredId();g=f.towardLoadContext(a);return g.handleExternalModel(d,a,c.inclusionKey)?[2,b.attachByExternalModelInfo(c,this,a)]:[2,null]})})};b.prototype._loadAndAttachExternalModel=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._loadExternalModel(b,a,c)];case 1:return d=g.sent(),null!==d&&this.addAttachContext(d),
+[2,d]}})})};b.prototype.loadPendingExternalModels=function(b){return __awaiter(this,void 0,void 0,function(){var a,c,d,g,e,q,r,u,t,v;return __generator(this,function(k){switch(k.label){case 0:if(!this.hasPendingExternalModels())return[2,[]];a=f.towardInclusionContext(this);c=[];d=0;for(g=h.TerseArray.toArray(this._pendingExternalModels);d<g.length;d++)e=g[d],q=this._loadAndAttachExternalModel(b,a,e),c.push(q);delete this._pendingExternalModels;r=[];u=0;return[4,Promise.all(c)];case 1:t=k.sent(),k.label=
+2;case 2:if(!(u<t.length))return[3,4];v=t[u];null!==v&&r.push(v);k.label=3;case 3:return u++,[3,2];case 4:return[2,r]}})})};b.prototype._lazyLoadPartDefinitionByInfo=function(b,a,c,d){b=f.PartDefinition.reify(b,a,d,c);return h.LazyPromise.create(b)};b.prototype._lazyLoadPartDefinitionById=function(b,a,c,d){var g=this,e=b.getAbstractScEngine(),k=f.towardLoadContext(a),l=b.lookupPartDefinitionByDataId(k,c[0],c[1]);if(null!==l)return h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var b;
+return __generator(this,function(a){switch(a.label){case 0:return[4,l];case 1:return b=a.sent(),b.addReferrer(this),[2,b]}})})});l=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var g,k,l,h,n,m,p;return __generator(this,function(q){switch(q.label){case 0:return g=c[0],k=c[1],[4,b.enqueue(function(){return e.safeGetMetaData(g,k)})];case 1:return l=q.sent(),null!==l?(h=new f.AssemblyData(d,l),n=new f.AssemblyDataParser(h),m=f.PartDefinition.parseBinary(b,n),p=f.PartDefinition.reify(b,
+a,g,m),p.addReferrer(this),[2,p]):[2,f.PartDefinition.createMissing(b)]}})})});b.registerPartDefinitionByDataId(k,c[0],c[1],l);return l};b._loadProductOccurrence=function(a,c,d,e,h,p){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(l){g=new f.AssemblyDataParser(h);k=b.parseBinary(a,d,e,g);return[2,b.reify(a,c,d,e,k,p)]})})};b.prototype._loadPrototypeContext=function(a,c,d,e,m,p){var g=this,k=f.towardAttachContext(e),l=f.towardLoadContext(k),n=k.getMasterModelKey();
+k=d.lookupPrototypeByDataId(l,n,m);null===k&&(k=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=d.getAbstractScEngine(),[4,d.enqueue(function(){return g.safeGetMetaData(n,m)})];case 1:return k=h.sent(),null!==k?(l=new f.AssemblyData(p,k),[2,b._loadProductOccurrence(a,c,d,e,l,v)]):[2,b.createMissing(d,v)]}})})}),k=new f.SharedPrototypeContext(k),d.registerPrototypeByDataId(l,n,m,k));var v=new f.PrototypeContext(k,
+e);v.addReferrer(this);return v};b.prototype._loadProductOccurrences=function(a,c,d,e,m,p){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,v,w,z,x,y,A,B;return __generator(this,function(q){switch(q.label){case 0:return g=f.towardAttachContext(e),l=k=g.getMasterModelKey(),n=d.getAbstractScEngine(),[4,d.enqueue(function(){return n.safeGetMetaDatas(l,m)})];case 1:v=q.sent(),w=[],z=0,q.label=2;case 2:if(!(z<m.length))return[3,9];x=void 0;if(null===v)return[3,6];y=v[z];v[z]=h.emptyBytes;A=new f.AssemblyData(p,
+y);return[4,b._loadProductOccurrence(a,c,d,e,A,this)];case 3:return x=q.sent(),(B=c.onLoadChildProductOccurrence())?[4,B]:[3,5];case 4:q.sent(),q.label=5;case 5:return[3,7];case 6:x=b.createMissing(d,this),q.label=7;case 7:w.push(x),q.label=8;case 8:return++z,[3,2];case 9:return[2,w]}})})};b.prototype._loadBodyInstances=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.BodyInstance.reify(b,a,this,c[g]);d.push(e)}return d};b.prototype._loadCadViews=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=
+f.CadView.reify(b,a,c[g],this);d.push(e);e.markLoaded()}return d};b.prototype._loadPmis=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.Pmi.reify(b,a,c[g],this);d.push(e)}return d};b.prototype.getParent=function(){return this._parent};b.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};b.prototype.isAbsoluteRoot=function(){return-2===this._nodeId};b.prototype.getPrototype=function(){return void 0!==this._prototypeContext?this._prototypeContext:null};b.prototype.isAConfigurationNode=
+function(){return this._hasBits(1)};b.prototype.isADefaultNode=function(){return this._hasBits(16)};b.prototype.isAProductNode=function(){return h.hasBits(this._bits,2)};b.prototype.isAGroupNode=function(){return h.hasBits(this._bits,4)};b.prototype.isADrawingSheetNode=function(){return h.hasBits(this._bits,32)};b.prototype.isADrawingViewNode=function(){return h.hasBits(this._bits,8)};b.prototype.addProductOccurrence=function(b){console.assert(b.getParent()===this);this._children=h.TerseArray.push(this._children,
+b);this._itemWasAdded()};b.prototype.addBodyInstance=function(b){console.assert(b.getParent()===this);this._bodyInstances=h.TerseArray.push(this._bodyInstances,b);this._itemWasAdded()};b.prototype.addCadView=function(b){console.assert(b.getParent()===this);this._cadViews=h.TerseArray.push(this._cadViews,b);this._itemWasAdded()};b.prototype.addPmi=function(b){console.assert(b.getParent()===this);this._pmis=h.TerseArray.push(this._pmis,b);this._itemWasAdded()};b.prototype.addLoadContext=function(b){console.assert(b.getParent()===
+this);this._childContexts=h.TerseArray.push(this._childContexts,b);this._itemWasAdded()};b.prototype.addAttachContext=function(b){console.assert(b.getParent()===this);this._childContexts=h.TerseArray.push(this._childContexts,b);this._itemWasAdded()};b.prototype._followPrototypesWhileEmpty=function(){if(void 0===this._prototypeContext||void 0!==this._children||void 0!==this._childContexts)return this;var b=this._prototypeContext.getProductOccurrence();return b.isResolved()?b.getResolved()._followPrototypesWhileEmpty():
+this};b.prototype.getRawPartDefinition=function(){if(void 0!==this._partDefinition)return this._partDefinition;if(void 0!==this._prototypeContext){var b=this._prototypeContext.getProductOccurrence();if(b.isResolved())return b.getResolved().getRawPartDefinition()}return null};b.prototype.getPartDefinition=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){b=this.getRawPartDefinition();if(b instanceof h.LazyPromise)return[2,h.Boxed.create(b)];if(b instanceof
+Promise)return[2,b];d.Util.TypeAssert(b);return[2,null]})})};b.prototype.getPartDefinitionSync=function(){console.assert(this.isLoaded());if(void 0!==this._partDefinition&&this._partDefinition.isResolved())return this._partDefinition.getResolved();if(void 0!==this._prototypeContext){var b=this._prototypeContext.getProductOccurrence();if(b.isResolved())return b.getResolved().getPartDefinitionSync()}return null};b.prototype._getChildren=function(){for(var b=h.TerseArray.toArray(this._children),a=0,
+c=h.TerseArray.toArray(this._childContexts);a<c.length;a++){var d=c[a].getChildren();h.append(b,d)}return b};b.prototype.getChildren=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,this._followPrototypesWhileEmpty()];case 1:return b=a.sent(),[2,b._getChildren()]}})})};b.prototype.getChildrenSync=function(){console.assert(this.isLoaded());var b=this.tryGetChildrenSync();if(null===b)throw new d.InternalLogicError;return b};
+b.prototype.tryGetChildrenSync=function(){var b=this._followPrototypesWhileEmpty();return b instanceof Promise?null:b._getChildren()};b.prototype.forEachChild=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return[4,this.getChildren()];case 1:return c=d.sent(),[2,a(c,b)]}})})};b.prototype.forEachBodyInstance=function(b){var c=this.getBodyInstances();return a(c,b)};b.prototype.forEachPmi=function(b){var c=this.getPmis();return a(c,
+b)};b.prototype.forEachCadView=function(b){var c=this.getCadViews();return a(c,b)};b.prototype.hasBodyInstances=function(){return void 0!==this._bodyInstances};b.prototype.getBodyInstances=function(){return h.TerseArray.toArray(this._bodyInstances)};b.prototype.getCadViews=function(){return h.TerseArray.toArray(this._cadViews)};b.prototype.getPmis=function(){return h.TerseArray.toArray(this._pmis)};b.prototype.setMeasurementUnit=function(b){this._measurementUnit=b};b.prototype.unsetMeasurementUnit=
+function(){this._measurementUnit=void 0};b.prototype.hasMeasurementUnit=function(){return void 0!==this._measurementUnit};b.prototype.getMeasurementUnit=function(){for(var b=this;null!==b;){if(void 0!==b._measurementUnit)return b._measurementUnit;b=f.towardProductOccurrence(b._parent)}return 1};b.prototype.getPhysicalProperties=function(){return __awaiter(this,void 0,void 0,function(){var b,a,c,d,e;return __generator(this,function(g){switch(g.label){case 0:return[4,this.getPartDefinition()];case 1:return b=
+g.sent(),null===b?[2,null]:[4,b.value];case 2:a=g.sent();c=a.getRepresentationItems();if(1!==c.length)return[2,null];d=c[0];e=d.getPhysicalProperties();return[2,e]}})})};b.prototype.setPartDefinition=function(b){console.assert(void 0===this._partDefinition);this._partDefinition=h.LazyPromise.create(b)};b.prototype.setPrototype=function(b){console.assert(void 0===this._prototypeContext);this._prototypeContext=b;this._markBranchVisibilityDirty(!1)};b.prototype.removePrototype=function(){if(void 0===
+this._prototypeContext)throw new d.InternalLogicError;var b=this._prototypeContext;delete this._prototypeContext;this._markBranchVisibilityDirty(!1);return b};b.prototype.getBranchVisibility=function(){this._updateBranchVisibility();return this._getBranchVisibility()};b.prototype._getBranchVisibility=function(){var b=this.isVisible()?2:1;this._hasBits(65536)&&(b|=2);this._hasBits(131072)&&(b|=1);return b};b.prototype._setBranchVisibility=function(b){this.isVisible()?console.assert(h.hasBits(b,2)):
+console.assert(h.hasBits(b,1));this._bits&=-196609;h.hasBits(b,1)&&(this._bits|=131072);h.hasBits(b,2)&&(this._bits|=65536)};b.prototype._updateBranchVisibility=function(){if(this._hasBits(32768)){var b=this.isVisible()?2:1,a=this._getSubBranchVisibilities();null!==a&&(b|=a);this._setBranchVisibility(b);this._bits&=-32769}};b.prototype._getSubBranchVisibilities=function(){for(var b=0,a=0,c=this.getChildrenSync();a<c.length;a++){var d=c[a].getBranchVisibility();b|=d;if(3===b)return 3}d=0;for(a=this.getBodyInstances();d<
+a.length;d++)if(c=a[d],!c.isOutOfHierarchy()&&(b|=c.isVisible()?2:1,3===b))return 3;a=0;for(c=this.getPmis();a<c.length;a++)if(d=c[a].getBranchVisibility(),b|=d,3===b)return 3;a=0;for(c=this.getCadViews();a<c.length;a++)if(d=c[a].getBranchVisibility(),b|=d,3===b)return 3;return 0===b?null:b};b.prototype._itemWasAdded=function(){3!==this._getBranchVisibility()&&this._markBranchVisibilityDirty(!0)};b.prototype._onItemRemoved=function(){1!==this._getBranchVisibility()&&this._markBranchVisibilityDirty(!1)};
+b.prototype.markBranchVisibilityDirty=function(){this._markBranchVisibilityDirty(!1)};b.prototype._markBranchVisibilityDirty=function(b){if(!(this._hasBits(32768)||b&&3===this._getBranchVisibility()))if(this._bits|=32768,this._parent instanceof f.PrototypeContext)for(var a=0,c=this._parent.getReferrers();a<c.length;a++)c[a]._markBranchVisibilityDirty(b);else if(a=f.towardProductOccurrence(this._parent),null!==a)return a._markBranchVisibilityDirty(b)};b.prototype.setVisibility=function(b){this.isVisible()!==
+b&&(this._setVisibility(b),this._markBranchVisibilityDirty(!1))};b.prototype._removeDirectChild=function(b){var a=h.TerseArray.toArray(this._children),c=a.length;a=a.filter(function(a){return a!==b});if(a.length===c)return!1;0===a.length?delete this._children:this._children=h.TerseArray.fromArray(a);this._onItemRemoved();return!0};b.prototype._removeIndirectChild=function(b){for(var a=!1,c=h.TerseArray.toArray(this._childContexts),d=0,g=c;d<g.length;d++)if(g[d].removeProductOccurrence(b)){a=!0;break}if(!a)return!1;
+c=c.filter(function(b){return b.hasChildren()});0===c.length?delete this._childContexts:this._childContexts=h.TerseArray.fromArray(c);this._onItemRemoved();return!0};b.prototype.removeProductOccurrence=function(b){return this._removeDirectChild(b)?!0:this._removeIndirectChild(b)};b.prototype.removeBodyInstance=function(b){var a=h.TerseArray.toArray(this._bodyInstances),c=a.length;a=a.filter(function(a){return a!==b});if(a.length===c)return!1;0===a.length?delete this._bodyInstances:this._bodyInstances=
+h.TerseArray.fromArray(a);this._onItemRemoved();return!0};b.prototype.purgeContents=function(){var b=this;this._markBranchVisibilityDirty(!1);var c=[];if(void 0!==this._partDefinition&&!this._partDefinition.isUnforced()){var e=this._partDefinition.then(function(a){a.removeAllReferrers();delete b._partDefinition});c.push(e)}void 0!==this._prototypeContext&&(e=this._prototypeContext.purgeContents(),c.push(e),delete this._prototypeContext);e=h.TerseArray.toArray(this._children);e=a(e,function(b){return b.purgeContents()});
+c.push(e);delete this._children;e=h.TerseArray.toArray(this._childContexts);e=a(e,function(b){return b.purgeContents()});c.push(e);delete this._childContexts;delete this._bodyInstances;delete this._cadViews;delete this._pmis;delete this._measurementUnit;return d.Util.waitForAll(c)};b.prototype.removePartDefinition=function(){if(void 0===this._partDefinition||!this._partDefinition.isResolved())throw new d.InternalLogicError;var b=this._partDefinition;delete this._partDefinition;return b.getResolved()};
+b.prototype.isOutOfHierarchy=function(){return this._hasBits(268435456)};b.prototype.markIsExternalModelRoot=function(b){console.assert(!this._hasBits(2048));this._bits|=2048;b.markSeenExternalModel()};b.prototype.isExternalModelRoot=function(){return this._hasBits(2048)};b.prototype.addPendingExternalModel=function(b){this._pendingExternalModels=h.TerseArray.push(this._pendingExternalModels,b)};b.prototype.hasPendingExternalModels=function(){return!h.TerseArray.isEmpty(this._pendingExternalModels)};
+return b}(f.NodeMixin);f.ProductOccurrence=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(c._faceMeasurementProps=d.faceMeasurementProps.slice());0<d.edgeMeasurementProps.length&&(c._edgeMeasurementProps=d.edgeMeasurementProps.slice());null!==d.physicalProps&&(c._physicalProps=d.physicalProps);if(0<d.faceAttributes.length){c._faceAttributes=[];for(var e=0,f=d.faceAttributes;e<f.length;e++)g=f[e],c._faceAttributes.push(g.copy())}if(0<d.edgeAttributes.length)for(c._edgeAttributes=[],e=0,d=d.edgeAttributes;e<d.length;e++)g=d[e],c._edgeAttributes.push(g.copy());a.registerRepresentationItem(c);
+return c}__extends(g,b);g.parseXml=function(b,a){b=f.Node.parseXml(b,a);a=f.XmlParser.parseMeshKey(a,"TCKey_Mesh");return{nodeInfo:b,meshKey:a,bodyType:c.Unknown,faceMeasurementProps:[],edgeMeasurementProps:[],physicalProps:null,faceAttributes:[],edgeAttributes:[]}};g.parseBinary=function(b,a){var c=a.parseNodeParseBits();b=f.Node.parseBinary(b,a,c);var g=a.parseBodyType(),e=null;c.hasBits1(8192)&&(e=a.parseMeshKey());var k=[];if(c.hasBits1(2048))for(var l=a.parseCount_32(),h=0;h<l;++h){var n=f.MeasurementProperty.Face.parseBinary(a);
+k.push(n)}n=[];if(c.hasBits1(4096))for(l=a.parseCount_32(),h=0;h<l;++h){var w=f.MeasurementProperty.Edge.parseBinary(a);n.push(w)}l=null;c.hasBits1(1048576)&&(l=f.PhysicalProperties.parseBinary(a));w=[];if(c.hasBits2(1)){var z=a.parseCount_32();for(h=0;h<z;h++){for(var x=[],y=a.parseCount_32(),A=0;A<y;A++){var B=f.Attribute.parseBinary(a);x.push(B)}w.push(new d.SubentityAttributes(x))}}z=[];if(c.hasBits2(2))for(c=a.parseCount_32(),h=0;h<c;h++){x=[];y=a.parseCount_32();for(A=0;A<y;A++)B=f.Attribute.parseBinary(a),
+x.push(B);z.push(new d.SubentityAttributes(x))}return{nodeInfo:b,meshKey:e,bodyType:g,faceMeasurementProps:k,edgeMeasurementProps:n,physicalProps:l,faceAttributes:w,edgeAttributes:z}};g.reify=function(b,a,c,d){return new g(b,a,c,d)};g.createDynamic=function(b,a,d,e,k){var l=k.getInclusionContextForNodeId();a={nodeInfo:{nodeId:b.massageAuthoredUserId(l,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},meshKey:null,bodyType:c.Unknown,faceMeasurementProps:[],edgeMeasurementProps:[],physicalProps:null,faceAttributes:[],edgeAttributes:[]};return new g(b,e,a,k)};g.prototype.setPhysicalProperties=function(b){this._physicalProps=b};g.prototype.getPhysicalProperties=function(){return void 0!==this._physicalProps?this._physicalProps:null};g.prototype.getParent=function(){return this._parent};g.prototype.getFaceCount=function(){return void 0!==this._faceMeasurementProps?this._faceMeasurementProps.length:
+0};g.prototype.getEdgeCount=function(){return void 0!==this._edgeMeasurementProps?this._edgeMeasurementProps.length:0};g.prototype.getFaceAttributes=function(b){return a(this._faceAttributes,b)};g.prototype.getEdgeAttributes=function(b){return a(this._edgeAttributes,b)};g.prototype.getFaceMeasurementProperty=function(b){return a(this._faceMeasurementProps,b)};g.prototype.getEdgeMeasurementProperty=function(b){return a(this._edgeMeasurementProps,b)};g.prototype.setFaceMeasurementProperty=function(b,
+a){this._faceMeasurementProps=e(this._faceMeasurementProps,b,a.copy())};g.prototype.setEdgeMeasurementProperty=function(b,a){this._edgeMeasurementProps=e(this._edgeMeasurementProps,b,a.copy())};g.prototype.getBodyType=function(){return this._bodyType};g.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this._parent.getInclusionContextForNodeId())};return g}(f.NodeMixin);f.RepresentationItem=b})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+d.AttributeType.Int;break;case "f":b=d.AttributeType.Float;break;case "t":b=d.AttributeType.Time;break;case "s":b=d.AttributeType.String}c=c.getAttribute("Value");null!==c&&(e=c);return new a(b,g,e)};a.prototype.getType=function(){return this._type};a.prototype.getTitle=function(){return this._title};a.prototype.getValue=function(){return this._value};a.prototype.copy=function(){return new a(this._type,this._title.slice(),this._value.slice())};return a}();f.Attribute=a})(h.Tree||(h.Tree={}))})(d.Internal||
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+console.assert(!1);return null};return a}();f.ColorTable=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+return c};return b}();f.FilterEntities=a;var e=function(){function b(){this.isInclusive=!1;this.authoredIds=[]}b.parseBinary=function(a){var c=new b;c.isInclusive=a.parseBoolean();for(var d=a.parseCount_32(),g=0;g<d;g++)c.authoredIds.push(a.parseLayerId());return c};b.parseXml=function(a){var c=new b;c.isInclusive="1"===a.getAttribute("Inclusive");var d=f.XmlParser.parseUints(a,"Ids");null!==d?(c.authoredIds=d,a=a.getAttribute("Count"),null!==a&&(a=parseInt(a,10),console.assert(a===c.authoredIds.length))):
+console.error("'Layers' tag has missing or malformed 'Ids' attribute");return c};return b}();f.FilterLayers=e;var c=function(){function b(){this.isDisplayfilter=!1;this.name=null;this.isActive=!1;this.entities=this.layers=null}b.parseBinary=function(c){var g=new b,f=null,h=null,m=c.parseLayerParseBits();g.isDisplayfilter=c.parseBoolean();d.hasBits(m,1)&&(g.name=c.parseCString());g.isActive=c.parseBoolean();d.hasBits(m,2)&&(f=e.parseBinary(c));d.hasBits(m,4)&&(h=a.parseBinary(c));g.layers=f;g.entities=
+h;return g};b.parseXml=function(c){var d=new b,g=c.getAttribute("Name");null!==g&&(d.name=g);d.isDisplayfilter="1"===c.getAttribute("Display");d.isActive="1"===c.getAttribute("Active");for(g=c.firstElementChild;null!==g;g=g.nextElementSibling)"Layers"===g.localName?(console.assert(null===d.layers),d.layers=e.parseXml(g)):"Entities"===g.localName?(console.assert(null===d.entities),d.entities=a.parseXml(g)):console.error("Unknown tag: "+c.localName);return d};return b}();f.Filter=c})(d.Tree||(d.Tree=
+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+"EmissiveAlpha")||0,l=f.XmlParser.parseFloat(c,"SpecularAlpha")||0,h=f.XmlParser.parseFloat(c,"Shininess")||0,m=f.XmlParser.parseUint(c,"AmbientIndice"),p=f.XmlParser.parseUint(c,"DiffuseIndice"),q=f.XmlParser.parseUint(c,"EmissiveIndice");c=f.XmlParser.parseUint(c,"SpecularIndice");return new a(b,d,e,l,h,m,p,q,c)};a.prototype.getAmbientColorIndex=function(){return void 0!==this._ambientIndex?this._ambientIndex:null};a.prototype.getDiffuseColorIndex=function(){return void 0!==this._diffuseIndex?this._diffuseIndex:
+null};a.prototype.getEmissiveColorIndex=function(){return void 0!==this._emissiveIndex?this._emissiveIndex:null};a.prototype.getSpecularColorIndex=function(){return void 0!==this._specularIndex?this._specularIndex:null};a.prototype.getAmbientAlpha=function(){return this._ambientAlpha};a.prototype.getDiffuseAlpha=function(){return this._diffuseAlpha};a.prototype.getEmissiveAlpha=function(){return this._emissiveAlpha};a.prototype.getSpecularAlpha=function(){return this._specularAlpha};a.prototype.getShininess=
+function(){return this._shininess};return a}();f.Material=a;a=function(){function a(a,b){null!==a&&(this._color=a);null!==b&&(this._alpha=b)}a.parseXml=function(c){console.assert("Material"===c.localName);var b=null,g=null;c=c.getAttribute("Color");if(null!==c){var e=c.split(" ");if(4!==e.length)throw new d.XmlParseError('Expected "Color" attribute to have four channel components.');b=parseFloat(e[0]);g=parseFloat(e[1]);c=parseFloat(e[2]);e=parseFloat(e[3]);b=new d.Color(b,g,c);g=e}return new a(b,
+g)};a.prototype.getColor=function(){return void 0!==this._color?this._color:null};a.prototype.getAlpha=function(){return void 0!==this._alpha?this._alpha:null};return a}();f.SimpleMaterial=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+function(){return[this._inclusionKey,this._bodyInstanceKey]};a.prototype.getTopoItemType=function(){return this._topoItemType};a.prototype.getItemIndex=function(){return this._itemIndex};return a}();d.ReferenceOnTopology=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){b.markLoaded();var a=0;for(b=b.getRepresentationItems();a<b.length;a++)b[a].markLoaded()}function e(b){b=b.getRawPartDefinition();if(null!==b){if(b instanceof h.LazyPromise)return b.isResolved()?void 0:b.then(a);d.Util.TypeAssert(b);return b.then(function(b){if(null!==b&&(b=b.value,!b.isResolved()))return b.then(a)})}}function c(b){var a=f.forcePrototype(b);return void 0!==a?a.then(function(){return e(b)}):e(b)}f.forcePartDefinition=c;f.forcePartDefinitions=
+function(b){return __awaiter(this,void 0,void 0,function(){var a,e;return __generator(this,function(g){switch(g.label){case 0:return a=[],e={enterProductOccurrence:function(b){b=c(b);void 0!==b&&a.push(b)}},[4,f.WalkerAsync.walk(e,b,f.WalkRestriction.None)];case 1:return g.sent(),[2,d.Util.waitForAll(a)]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+case 1:return e.sent(),[2,d.Util.waitForAll(b)]}})})}f.forcePrototype=a;f.forcePrototypes=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+e){return a(f.WalkerAsync,c,b,d,e,f.WalkRestriction.None)};f.gatherInstanceIncsSync=e;f.gatherInstanceIncsByNodeIdsSync=function(a,b,g,k){for(var c=null,h=new Set,m=0;m<b.length;m++){var p=b[m],q=a.lookupAnyTreeNode(p);if(null===q)throw new d.InvalidNodeIdError(p);p=f.isOutOfHierarchy(q);p=e(q,g,p,h,k);if(null===c)c=p;else for(q=0;q<p.length;q++)c.push(p[q])}return null!==c?c:[]}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+0;p<m;++p)q=h[p],null!==q&&(r=b[p],u=r.getParent().getRuntimeId(),l.set(u,q));return[2,l]}})})}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+case 1:k.sent();m=0;for(p=b;m<p.length;m++)q=p[m],q.markLoaded();return[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.setMeshLevels=function(a,e,c){var b=[],g=new Set,f=function(b){if(g.has(b))return!1;g.add(b);return!0};f={followProductOccurrence:f,followPmi:f,followCadView:f,followAnyBody:f,enterAnyBody:function(a){a.isOutOfHierarchy()||(a=a.getInstanceInc(),b.push(a[0],a[1]))}};for(var l=0;l<e.length;l++)d.WalkerSync.walk(f,e[l],d.WalkRestriction.None);a.setMeshLevel(b,c)}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){f.updateScMatrices=function(a,e,c,b){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,m,p,q,r,u,t,v,w,z=this;return __generator(this,function(x){switch(x.label){case 0:g=[];k=[];l=[];n=new Set;m=function(b){if(n.has(b))return!1;n.add(b);b=b.getLocalTransform();if(null!==b){var a=h.last(g);a=d.Matrix.multiply(b,a);g.push(a)}return!0};p=function(b){null!==b.getLocalTransform()&&(console.assert(1<g.length),g.pop())};q={followProductOccurrence:m,leaveProductOccurrence:p,
+followPmi:m,leavePmi:p,followCadView:m,leaveCadView:p,followAnyBody:m,enterAnyBody:function(a){if(!a.isOutOfHierarchy()||b)a=a.getInstanceInc(),l.push(a[0],a[1]),k.push(h.last(g))},leaveAnyBody:p};r=new h.PromiseQueue(1,!0);u=function(b){var a=h.Lazy.create(function(){return __awaiter(z,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return console.assert(0===g.length),a=f.getNetMatrix(b.getParent()),g.push(a),[4,f.WalkerAsync.walk(q,b,f.WalkRestriction.None)];
+case 1:return c.sent(),console.assert(1===g.length),g.pop(),[2]}})})});r.push(a)};t=0;for(v=c;t<v.length;t++)w=v[t],u(w);return[4,r.waitForIdle()];case 1:return x.sent(),console.assert(2*k.length===l.length),[4,a.setMatrices(l,k)];case 2:return x.sent(),e.trigger("_updateTransform",b),[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){function a(b){for(var a=[],c=0;c<b.length;c++){var d=b[c].getInstanceInc();a.push(d[0],d[1])}return a}function e(b){for(var a=[],c=0;c<b.length;c++){var d=b[c].getRuntimeId();a.push(d)}return a}function c(b,c,k,l,h,m,p,q,r){return __awaiter(this,void 0,void 0,function(){var g,n,v,w,z,x,y,A,B,D,C,E,F,H;return __generator(this,function(u){switch(u.label){case 0:if(l instanceof f.AttachContext)switch(console.assert(0===h.size),console.assert(null===k),console.assert(null===
+r),console.assert(null!==m),g=function(b){l.getChildren().forEach(function(a){h.set(a,b)})},m){case 0:console.assert(!0===q);g(!1);break;case 1:g(!0);break;case 2:console.assert(p),console.assert(!0===q)}else console.assert(null===m);null!==r&&console.assert(r.isAConfigurationNode());n=0;null===q&&(q=b.getInitiallyHiddenStayHidden());v=[];w=[];z=[];x=function(b){var a=y(b,!1);null!==a&&b.setVisibility(a)};y=function(b,a){var c=h.get(b);void 0!==c?z.push(c):0<z.length&&z.push(d.last(z));if(f.isOutOfHierarchy(b))return null;
+if(null!==r&&0===n)return!1;if(void 0!==c)return c;c=b.isVisible();var g=b.isInitiallyShown();if(0<z.length){if(a=d.last(z),a!==c)return a&&!g&&q?b instanceof f.PmiBody&&(b=b.getParent(),!0===h.get(b))?!0:null:a}else if(p&&c!==g&&!a)return g;return null};A=function(b){0<z.length&&z.pop()};B={enterProductOccurrence:function(b){(r===b||0<n)&&++n;x(b)},leaveProductOccurrence:function(b){A(b);0<n&&--n},enterPmi:x,leavePmi:A,enterCadView:x,leaveCadView:A,enterAnyBody:function(b){var a=b.preventFromResetting();
+a=y(b,a);null!==a&&(b.setVisibility(a),a?v.push(b):w.push(b))},leaveAnyBody:A};return[4,f.WalkerAsync.walk(B,l,f.WalkRestriction.None)];case 1:return u.sent(),console.assert(0===z.length),null===m?(D=a(v),C=a(w),c.pauseRendering(),c.setPartVisibility(D,!0,!0),c.setPartVisibility(C,!1,!0),c.resumeRendering(),null!==k&&(E=e(v),F=e(w),k.trigger("visibilityChanged",E,F))):(H=l.getAttachScope(),console.assert(0!==H),c.setVisibilityByAttachment(H,m)),[2]}})})}f.updateVisibilitiesByAttachment=function(b,
+a,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,c(b,a,null,d,new Map,e,2===e,1!==e,null)]})})};f.updateVisibilities=function(b,a,d,e,f,h,p,q){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,c(b,a,d,e,f,null,h,p,q)]})})};f.synchronizePmiVisibilities=function(b,c){return __awaiter(this,void 0,void 0,function(){var d,g,e,h,p;return __generator(this,function(k){switch(k.label){case 0:return d=[],g=[],e={enterAnyBody:function(b){if(b instanceof
+f.PmiBody||b instanceof f.ViewFrame){var a=b.isVisible();b.setVisibility(a);a?d.push(b):g.push(b)}}},[4,f.WalkerAsync.walk(e,c,f.WalkRestriction.None)];case 1:return k.sent(),h=a(d),p=a(g),b.pauseRendering(),b.synchronizeVisibilities(h,!0),b.synchronizeVisibilities(p,!1),b.resumeRendering(),[2]}})})}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a,b){this._visitor=new f.TotalVisitor(a,b)}a.walk=function(c,b,g){if(g===f.WalkRestriction.LoadedNodesOnly&&!b.isLoaded())return Promise.resolve();var e=new a(c,g);if(b instanceof f.NodeMixin)return e._walkAnyTreeNode(b);var l=new d.Util.ActionQueue(1,!1);c=function(b){l.push(function(){return e._walkAnyTreeNode(b)})};g=0;for(b=b.getChildren();g<b.length;g++)c(b[g]);return l.waitForIdle()};a.forceLazyPromises=function(a){return this.walk({},
+a,f.WalkRestriction.None)};a.prototype._walkAnyTreeNode=function(a){a instanceof f.ProductOccurrence?a=this._walkProductOccurrence(a):a instanceof f.Pmi?a=this._walkPmi(a):a instanceof f.CadView?a=this._walkCadView(a):(d.Util.TypeAssert(a),a=this._walkAnyBody(a));return void 0===a?Promise.resolve():a};a.prototype._walkRepresentationItem=function(a){this._visitor.followRepresentationItem(a)&&(this._visitor.enterRepresentationItem(a),this._visitor.leaveRepresentationItem(a))};a.prototype._walkPartDefinition=
+function(a){if(this._visitor.followPartDefinition(a)){this._visitor.enterPartDefinition(a);for(var b=0,c=a.getRepresentationItems();b<c.length;b++)this._walkRepresentationItem(c[b]);this._visitor.leavePartDefinition(a)}};a.prototype._walkAnyBody=function(a){this._visitor.followAnyBody(a)&&(this._visitor.enterAnyBody(a),this._visitor.leaveAnyBody(a))};a.prototype._walkPmi=function(a){if(this._visitor.followPmi(a)){this._visitor.enterPmi(a);for(var b=0,c=a.getPmiBodies();b<c.length;b++)this._walkAnyBody(c[b]);
+this._visitor.leavePmi(a)}};a.prototype._walkCadView=function(a){if(this._visitor.followCadView(a)){this._visitor.enterCadView(a);var b=a.getViewFrame();null!==b&&this._walkAnyBody(b);this._visitor.leaveCadView(a)}};a.prototype._walkProductOccurrence=function(a){var b=this,c=new d.Util.ActionQueue(1,!1);if(this._visitor.followProductOccurrence(a)){this._visitor.enterProductOccurrence(a);var e=a.getRawPartDefinition();null!==e&&(e instanceof h.LazyPromise?c.push(function(){if(e.isResolved())return b._walkPartDefinition(e.getResolved())}):
+(d.Util.TypeAssert(e),c.push(function(){return e.then(function(a){return null!==a&&(a=a.value,a.isResolved())?b._walkPartDefinition(a.getResolved()):Promise.resolve()})})));var f=a.tryGetChildrenSync();if(null!==f)for(var n=function(a){c.push(function(){return b._walkProductOccurrence(a)})},m=0;m<f.length;m++)n(f[m]);else c.push(function(){return a.getChildren().then(function(a){if(0!==a.length){for(var c=new d.Util.ActionQueue(1,!1),g=function(a){c.push(function(){return b._walkProductOccurrence(a)})},
+e=0;e<a.length;e++)g(a[e]);if(!c.isIdle())return c.waitForIdle()}})});f=function(a){c.push(function(){return b._walkAnyBody(a)})};n=0;for(m=a.getBodyInstances();n<m.length;n++)f(m[n]);f=function(a){c.push(function(){return b._walkPmi(a)})};n=0;for(m=a.getPmis();n<m.length;n++)f(m[n]);f=function(a){c.push(function(){return b._walkCadView(a)})};n=0;for(m=a.getCadViews();n<m.length;n++)f(m[n]);c.push(function(){return b._visitor.leaveProductOccurrence(a)})}if(!c.isIdle())return c.waitForIdle()};return a}();
+f.WalkerAsync=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return b.isLoaded()}function e(){return!0}var c;(function(b){b[b.None=0]="None";b[b.LoadedNodesOnly=1]="LoadedNodesOnly"})(c=f.WalkRestriction||(f.WalkRestriction={}));var b=function(){return function(b,f){this.followProductOccurrence=e;this.leaveProductOccurrence=this.enterProductOccurrence=h.nop;this.followPartDefinition=e;this.leavePartDefinition=this.enterPartDefinition=h.nop;this.followRepresentationItem=e;this.leaveRepresentationItem=this.enterRepresentationItem=
+h.nop;this.followAnyBody=e;this.leaveAnyBody=this.enterAnyBody=h.nop;this.followCadView=e;this.leaveCadView=this.enterCadView=h.nop;this.followPmi=e;this.leavePmi=this.enterPmi=h.nop;f===c.LoadedNodesOnly?(console.assert(void 0===b.followProductOccurrence),console.assert(void 0===b.followAnyBody),console.assert(void 0===b.followCadView),console.assert(void 0===b.followPmi),this.followPmi=this.followCadView=this.followAnyBody=this.followProductOccurrence=a):d.Util.TypeAssert(f);void 0!==b.followProductOccurrence&&
+(this.followProductOccurrence=b.followProductOccurrence);void 0!==b.enterProductOccurrence&&(this.enterProductOccurrence=b.enterProductOccurrence);void 0!==b.leaveProductOccurrence&&(this.leaveProductOccurrence=b.leaveProductOccurrence);void 0!==b.followPartDefinition&&(this.followPartDefinition=b.followPartDefinition);void 0!==b.enterPartDefinition&&(this.enterPartDefinition=b.enterPartDefinition);void 0!==b.leavePartDefinition&&(this.leavePartDefinition=b.leavePartDefinition);void 0!==b.followRepresentationItem&&
+(this.followRepresentationItem=b.followRepresentationItem);void 0!==b.enterRepresentationItem&&(this.enterRepresentationItem=b.enterRepresentationItem);void 0!==b.leaveRepresentationItem&&(this.leaveRepresentationItem=b.leaveRepresentationItem);void 0!==b.followAnyBody&&(this.followAnyBody=b.followAnyBody);void 0!==b.enterAnyBody&&(this.enterAnyBody=b.enterAnyBody);void 0!==b.leaveAnyBody&&(this.leaveAnyBody=b.leaveAnyBody);void 0!==b.followCadView&&(this.followCadView=b.followCadView);void 0!==b.enterCadView&&
+(this.enterCadView=b.enterCadView);void 0!==b.leaveCadView&&(this.leaveCadView=b.leaveCadView);void 0!==b.followPmi&&(this.followPmi=b.followPmi);void 0!==b.enterPmi&&(this.enterPmi=b.enterPmi);void 0!==b.leavePmi&&(this.leavePmi=b.leavePmi)}}();f.TotalVisitor=b})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(a,b){this._visitor=new d.TotalVisitor(a,b)}a.walk=function(c,b,g){if(g!==d.WalkRestriction.LoadedNodesOnly||b.isLoaded())return c=new a(c,g),b instanceof d.ProductOccurrence?c._walkProductOccurrence(b):b instanceof d.Pmi?c._walkPmi(b):b instanceof d.CadView?c._walkCadView(b):c._walkAnyBody(b)};a.prototype._walkRepresentationItem=function(a){console.assert(a.isLoaded());this._visitor.followRepresentationItem(a)&&(this._visitor.enterRepresentationItem(a),
+this._visitor.leaveRepresentationItem(a))};a.prototype._walkPartDefinition=function(a){console.assert(a.isLoaded());if(this._visitor.followPartDefinition(a)){this._visitor.enterPartDefinition(a);for(var b=0,c=a.getRepresentationItems();b<c.length;b++)this._walkRepresentationItem(c[b]);this._visitor.leavePartDefinition(a)}};a.prototype._walkAnyBody=function(a){console.assert(a.isLoaded());this._visitor.followAnyBody(a)&&(this._visitor.enterAnyBody(a),this._visitor.leaveAnyBody(a))};a.prototype._walkPmi=
+function(a){console.assert(a.isLoaded());if(this._visitor.followPmi(a)){this._visitor.enterPmi(a);for(var b=0,c=a.getPmiBodies();b<c.length;b++)this._walkAnyBody(c[b]);this._visitor.leavePmi(a)}};a.prototype._walkCadView=function(a){console.assert(a.isLoaded());if(this._visitor.followCadView(a)){this._visitor.enterCadView(a);var b=a.getViewFrame();null!==b&&this._walkAnyBody(b);this._visitor.leaveCadView(a)}};a.prototype._walkProductOccurrence=function(a){console.assert(a.isLoaded());if(this._visitor.followProductOccurrence(a)){this._visitor.enterProductOccurrence(a);
+var b=a.getPartDefinitionSync();null!==b&&this._walkPartDefinition(b);b=0;for(var c=a.getChildrenSync();b<c.length;b++)this._walkProductOccurrence(c[b]);b=0;for(c=a.getBodyInstances();b<c.length;b++)this._walkAnyBody(c[b]);b=0;for(c=a.getPmis();b<c.length;b++)this._walkPmi(c[b]);b=0;for(c=a.getCadViews();b<c.length;b++)this._walkCadView(c[b]);this._visitor.leaveProductOccurrence(a)}};return a}();d.WalkerSync=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this.plane=new d.Plane;this.instanceNodeId=this.meshId=this.referenceGeometry=null;this.color=d.Color.createFromFloat(.65,.65,.65);this.lineColor=d.Color.black();this.opacity=.35;this.matrix=new d.Matrix}a.prototype.toJson=function(){return this._toJson()};a.prototype._toJson=function(){return{plane:{normal:this.plane.normal,d:this.plane.d},referenceGeometry:this.referenceGeometry}};a.prototype.forJson=function(){return this.toJson()};a.prototype.fromJson=
+function(a){a=h.deepClone(a);var c=a.plane;this.plane=new d.Plane;var b=c.normal;this.plane.normal=new d.Point3(b.x,b.y,b.z);this.plane.d=c.d;a=a.referenceGeometry;if(Array.isArray(a))for(c=0;c<a.length;++c)a[c]=d.Point3.fromJson(a[c]);this.referenceGeometry=a};a.prototype.getMatrix=function(){return this.matrix.copy()};a.prototype.setMatrix=function(a){this.matrix=a.copy()};a.prototype.setReferenceGeometry=function(a){if(a){this.referenceGeometry=[];for(var c=0;c<a.length;c++)this.referenceGeometry.push(a[c].copy())}else this.referenceGeometry=
+null};a.prototype.getReferenceGeometry=function(){if(this.referenceGeometry){for(var a=[],c=0,b=this.referenceGeometry;c<b.length;c++)a.push(b[c].copy());return a}return null};a.prototype.createMeshData=function(){var a=this.referenceGeometry;if(null===a)return null;var c=new d.MeshData,b=[],g=[];b.push(a[0].x,a[0].y,a[0].z);b.push(a[1].x,a[1].y,a[1].z);b.push(a[3].x,a[3].y,a[3].z);b.push(a[1].x,a[1].y,a[1].z);b.push(a[2].x,a[2].y,a[2].z);b.push(a[3].x,a[3].y,a[3].z);for(var f=d.Plane.createFromPoints(a[0],
+a[1],a[2]).normal,l=0;6>l;l++)g.push(f.x,f.y,f.z);c.addFaces(b,g);c.addPolyline([a[0].x,a[0].y,a[0].z,a[1].x,a[1].y,a[1].z]);c.addPolyline([a[1].x,a[1].y,a[1].z,a[2].x,a[2].y,a[2].z]);c.addPolyline([a[2].x,a[2].y,a[2].z,a[3].x,a[3].y,a[3].z]);c.addPolyline([a[3].x,a[3].y,a[3].z,a[0].x,a[0].y,a[0].z]);return c};return a}();h.CuttingPlane=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,d,c,b,g){this._cuttingPlanes=[];this._isActive=!1;this._viewer=a;this._model=d;this._callbackManager=c;this._cuttingManager=b;this._engine=g}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var a=[],c=0;c<arguments.length;c++)a[c]=arguments[c];this._callbackManager.trigger("deprecated","CuttingSection",d);return b.apply(this,a)};return c};f.prototype.addPlane=function(a,e){void 0===e&&(e=null);return __awaiter(this,void 0,void 0,function(){var c,
+b;return __generator(this,function(g){switch(g.label){case 0:c=this._engine.getCuttingSectionLimits();if(this._cuttingPlanes.length>=c.maxCuttingPlanesPerSection)return[2,!1];b=new d.Internal.CuttingPlane;b.plane=a.copy();b.setReferenceGeometry(e);this._cuttingPlanes.push(b);return this._isActive?[4,this._resetCuttingPlane(b)]:[2,!0];case 1:return g.sent(),[4,this._engine.updateCuttingSection(this)];case 2:return g.sent(),[2,!0]}})})};f.prototype.setPlane=function(a,d,c){void 0===c&&(c=null);return __awaiter(this,
+void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:b=this._cuttingPlanes[a];if(void 0===b)return[3,2];b.plane=d.copy();b.setReferenceGeometry(c);return this._isActive?[4,this._resetCuttingPlane(b)]:[3,2];case 1:return g.sent(),[2,this._engine.updateCuttingSection(this)];case 2:return[2]}})})};f.prototype.updatePlane=function(a,e,c,b,g){void 0===c&&(c=new d.Matrix);void 0===b&&(b=!1);void 0===g&&(g=!1);return __awaiter(this,void 0,void 0,function(){var f,l,h;
+return __generator(this,function(k){switch(k.label){case 0:f=this._cuttingPlanes[a];if(void 0===f)return[3,3];f.plane=e.copy();if(!this._isActive)return[3,3];if(null===f.instanceNodeId)return[3,2];this._engine.pauseRendering();l=f.getMatrix();g&&(l=new d.Matrix);h=d.Matrix.multiply(l,c);b&&f.setMatrix(h);return[4,Promise.all([this._model.setNodeMatrix(f.instanceNodeId,h),this._engine.updateCuttingSection(this)])];case 1:return k.sent(),this._engine.resumeRendering(),[3,3];case 2:return[2,this._engine.updateCuttingSection(this)];
+case 3:return[2]}})})};f.prototype.removePlane=function(a){var e=[],c=this._cuttingPlanes[a];void 0!==c&&(null!==c.meshId&&null!==c.instanceNodeId&&e.push(this._destroyMeshes([c.meshId],[c.instanceNodeId])),this._cuttingPlanes.splice(a,1));this._isActive&&e.push(this._engine.updateCuttingSection(this));return d.Util.waitForAll(e)};f.prototype.getPlane=function(a){a=this._cuttingPlanes[a];return void 0!==a?a.plane.copy():null};f.prototype.getNodeId=function(a){a=this._cuttingPlanes[a];return void 0!==
+a?a.instanceNodeId:null};f.prototype.getReferenceGeometry=function(a){a=this._cuttingPlanes[a];return void 0!==a?a.getReferenceGeometry():null};f.prototype.getPlaneIndexByNodeId=function(a){for(var d=0;d<this._cuttingPlanes.length;d++)if(this._cuttingPlanes[d].instanceNodeId===a)return d;return null};f.prototype.setPlaneOpacity=function(a,d){a=this._cuttingPlanes[a];void 0!==a&&(a.opacity=d,null!==a.instanceNodeId&&this._model.setNodesOpacity([a.instanceNodeId],d))};f.prototype.setPlaneTransparency=
+function(a,d){this.setPlaneOpacity(a,d);return Promise.resolve()};f.prototype.setItemTransparency=function(a,d){this.setPlaneOpacity(a,d);return Promise.resolve()};f.prototype.setColor=function(a){for(var d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];g.color.assign(a);null!==g.instanceNodeId&&d.push(g.instanceNodeId)}this._model.setNodesFaceColor(d,a);return Promise.resolve()};f.prototype.setOpacity=function(a){for(var d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];g.opacity=
+a;null!==g.instanceNodeId&&d.push(g.instanceNodeId)}this._model.setNodesOpacity(d,a)};f.prototype.setTransparency=function(a){this.setOpacity(a);return Promise.resolve()};f.prototype.getCount=function(){return this._cuttingPlanes.length};f.prototype.clear=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.deactivate()];case 1:return a.sent(),this._cuttingPlanes.length=0,[2]}})})};f.prototype.activate=function(){return __awaiter(this,
+void 0,void 0,function(){var a,e,c,b,g;return __generator(this,function(f){switch(f.label){case 0:if(this._isActive)return[2];this._isActive=!0;if(!(0<this._cuttingPlanes.length))return[3,2];this._cuttingManager.hasActiveCuttingSection()||this._engine.setDefaultDepthRange(0,.9999995231628418);a=[];e=[];c=0;for(b=this._cuttingPlanes;c<b.length;c++)g=b[c],a.push(this._createCuttingPlaneGeometry(g).then(function(b){null!==b&&e.push(b)}));return[4,d.Util.waitForAll(a)];case 1:f.sent(),this._initCuttingPlanesByNodeId(e),
+f.label=2;case 2:return[2,this._engine.addCuttingSection(this)]}})})};f.prototype.deactivate=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(e){return this._isActive?(this._isActive=!1,a=[],a.push(this._destroyGeometry()),a.push(this._engine.removeCuttingSection(this)),this._cuttingManager.hasActiveCuttingSection()||this._engine.setDefaultDepthRange(0,1),[2,d.Util.waitForAll(a)]):[2]})})};f.prototype.isActive=function(){return this._isActive};f.prototype.toJson=
+function(){return this._toJson()};f.prototype._toJson=function(){for(var a=[],d=0;d<this._cuttingPlanes.length;d++)a[d]=this._cuttingPlanes[d].toJson();return{planes:a}};f.prototype.forJson=function(){return this.toJson()};f.prototype.fromJson=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,f,l;return __generator(this,function(k){switch(k.label){case 0:return[4,this.clear()];case 1:k.sent();e=d.Internal.deepClone(a);c=e.planes;b=0;for(g=c;b<g.length;b++)f=g[b],l=new d.Internal.CuttingPlane,
+l.fromJson(f),this._cuttingPlanes.push(l);return[2,this.activate()]}})})};f.prototype._initCuttingPlanesByNodeId=function(a){this._model.setInstanceModifier(d.InstanceModifier.DoNotCut,a,!0);this._model.setInstanceModifier(d.InstanceModifier.DoNotExplode,a,!0);this._cuttingManager.getStandinGeometryPickable()||this._model.setInstanceModifier(d.InstanceModifier.DoNotSelect,a,!0)};f.prototype._destroyGeometry=function(){for(var a=[],d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];null!==g.meshId&&
+a.push(g.meshId);null!==g.instanceNodeId&&d.push(g.instanceNodeId);g.meshId=null;g.instanceNodeId=null}return this._destroyMeshes(a,d)};f.prototype._getInstanceNodeIds=function(){for(var a=[],d=0,c=this._cuttingPlanes;d<c.length;d++){var b=c[d].instanceNodeId;null!==b&&a.push(b)}return a};f.prototype._resetCuttingPlane=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:if(null===a.meshId||null===a.instanceNodeId)return[3,2];
+d=this._destroyMeshes([a.meshId],[a.instanceNodeId]);a.meshId=null;a.instanceNodeId=null;return[4,d];case 1:return c.sent(),[2,this._createInstanceGeometry(a)];case 2:if(null!==a.referenceGeometry)return[2,this._createInstanceGeometry(a)];c.label=3;case 3:return[2]}})})};f.prototype._createInstanceGeometry=function(a){return __awaiter(this,void 0,void 0,function(){var d,c;return __generator(this,function(b){switch(b.label){case 0:return d=[],[4,this._createCuttingPlaneGeometry(a)];case 1:return c=
+b.sent(),null!==c&&d.push(c),this._initCuttingPlanesByNodeId(d),[2]}})})};f.prototype._destroyMeshes=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,f;return __generator(this,function(k){switch(k.label){case 0:return c=[],c.push(this._model.deleteMeshInstances(e)),c.push(this._model.deleteMeshes(a)),[4,d.Util.waitForAll(c)];case 1:k.sent();b=0;for(g=e;b<g.length;b++)f=g[b],this._viewer.selectionManager._incrementalBlacklistedInstanceNodes.delete(f);return[2]}})})};f.prototype._createCuttingPlaneGeometry=
+function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,f,l,h,m;return __generator(this,function(k){switch(k.label){case 0:e=a.createMeshData();if(null===e)return[2,null];e.setBackfacesEnabled(!0);return[4,this._model.createMesh(e)];case 1:return c=k.sent(),a.meshId=c,b=d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotXRay,g=a.plane.copy(),f=g.normal.copy().scale(-g.d),l=(new d.Matrix).setTranslationComponent(f.x,
+f.y,f.z),a.setMatrix(l.copy()),h=new d.MeshInstanceData(c,l,null,a.color,null,null,b),h.setOpacity(a.opacity),h.setLineColor(a.lineColor),this._engine.pauseRendering(),[4,this._model.createMeshInstance(h,void 0,!0,!0)];case 2:return m=k.sent(),a.instanceNodeId=m,this._viewer.selectionManager._incrementalBlacklistedInstanceNodes.add(m),this._model.setDepthRange([m],4.76837158203125E-7,1),this._engine.resumeRendering(),[2,m]}})})};__decorate([f.deprecated],f.prototype,"setPlaneTransparency",null);__decorate([f.deprecated],
+f.prototype,"setItemTransparency",null);__decorate([f.deprecated],f.prototype,"setTransparency",null);__decorate([f.deprecated],f.prototype,"forJson",null);return f}();d.CuttingSection=h})(Communicator||(Communicator={}));
+(function(d){(function(d){function f(a,d){for(var c=0;c<d.length;c++)a.push(d[c])}d.emptyBytes=new Uint8Array(0);d.copyArray=function(a){return a.slice()};d.append=function(a,d){for(var c=0;c<d.length;c++)a.push(d[c])};d.last=function(a){console.assert(0<a.length);return a[a.length-1]};d.all=function(a){for(var d=0;d<a.length;d++)if(!a[d])return!1;return!0};d.chunkify=function(a,d){for(var c=[],b=0;b<a.length;b+=d)c.push(a.slice(b,b+d));return c};d.mapInPlace=function(a,d){for(var c=0;c<a.length;++c)a[c]=
+d(a[c]);return a};d.concatInPlace=f;d.concatAll=function(a){for(var d=[],c=0;c<a.length;c++)f(d,a[c]);return d}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.filterInPlace=function(d,a){for(var e=0,c=0;c<d.length;++c){var b=d[c];a(b)&&(d[e++]=b)}d.length=e}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._leftToRight=new Map;this._rightToLeft=new Map}a.prototype.set=function(a,c){this._leftToRight.set(a,c);this._rightToLeft.set(c,a)};a.prototype.getLeft=function(a){return this._rightToLeft.get(a)};a.prototype.getRight=function(a){return this._leftToRight.get(a)};return a}();d.Bimap=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this.value=a}a.create=function(d){return new a(d)};return a}();d.Boxed=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._stopTime=this._currentTime=0}a.prototype.stop=function(){this._stopTime=this._currentTime};a.prototype.isTicking=function(){this._refreshCurrentTime();return 0<this._remainingDuration()};a.prototype.tickFor=function(a){this._refreshCurrentTime();this._remainingDuration()>=a||(this._stopTime=this._currentTime+a)};a.prototype._remainingDuration=function(){return this._stopTime-this._currentTime};a.prototype._refreshCurrentTime=function(){this._currentTime=
+Date.now()};return a}();d.Clock=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._planes=[];this._absPlanes=[];this._signs=[];this._distanceScale=[];for(var c=a.length,b=0;b<a.length;b++)this._planes.push(a[b].slice());for(a=0;a<c;++a)for(this._planes[a][3]=-this._planes[a][3],this._absPlanes[a]=d.cwiseAbs3(this._planes[a]),this._signs[a]=[0,0,0],b=0;3>b;++b)this._signs[a][b]=0<=this._planes[a][b]?1:-1;for(a=0;a<c;++a)b=d.squaredNorm3(this._planes[a]),this._distanceScale[a]=0===b?0:1/b}a.fromPlaneCoefficients=function(d){for(var c=
+[],b=0;b<d.length;b++){var g=d[b];c.push([g.x,g.y,g.z,g.w])}return new a(c)};a.createFrustumFromMatrix=function(e){for(var c=[],b=0;3>b;++b)c[b]=d.sub4(d.col4(e,3),d.col4(e,b));for(b=0;3>b;++b)c[b+3]=d.add4(d.col4(e,3),d.col4(e,b));return new a(c)};a.prototype.testAxisAlignedBox=function(a,c){for(var b=this._planes.length,g=2,e=0;e<b;++e){var f=d.dot3(this._planes[e],a),h=d.dot3(this._absPlanes[e],c);if(f+h<=this._planes[e][3])return 0;f-h<this._planes[e][3]&&(g=1)}return g};a.prototype.axisAlignedBoxNotOutside=
+function(a,c){for(var b=this._planes.length,g=0;g<b;++g)if(d.dot3(this._planes[g],d.add3(a,d.cwiseProduct3(c,this._signs[g])))<=this._planes[g][3])return!1;return!0};a.prototype.sphereNotOutside=function(a,c){for(var b=this._planes.length,g=0;g<b;++g){var e=d.dot3(this._planes[g],a)-this._planes[g][3];if(0>e&&e*e*this._distanceScale[g]>=c)return!1}return!0};a.prototype.sphereFullyInside=function(a,c){for(var b=this._planes.length,g=0;g<b;++g){var e=d.dot3(this._planes[g],a)-this._planes[g][3];if(0>
+e||e*e*this._distanceScale[g]<c)return!1}return!0};a.prototype.pointInside=function(a){for(var c=this._planes.length,b=0;b<c;++b)if(0>d.dot3(this._planes[b],a)-this._planes[b][3])return!1;return!0};return a}();d.ConvexVolume=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){}a.isSupported=function(){return a._enabled&&"function"===typeof fetch&&"function"===typeof ReadableStream};a.request=function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,fetch(a)];case 1:c=b.sent();if(200===c.status)return[2,c];throw new d.LoadError('Failed to fetch "'+a+'" with status '+c.status+".");}})})};a._enabled=!0;return a}();h.FetchApi=f})(d.Internal||(d.Internal=
+{}))})(Communicator||(Communicator={}));(function(d){(function(d){d.nop=function(){};d.identity=function(d){return d}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,e){return new Promise(function(c,b){var g=new XMLHttpRequest;g.open("GET",a,!0);e&&(g.responseType=e);g.onload=function(e){4===g.readyState&&(200===g.status?c(g):(e=new d.LoadError('XMLHttpRequest failed to GET "'+a+'" with status '+g.status+"."),b(e)))};g.onerror=function(a){b(a)};g.send()})}h.httpRequest=f;h.httpRequestBuffer=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return[4,
+f(a,"arraybuffer")];case 1:return d=c.sent(),[2,new Uint8Array(d.response)]}})})}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.copyMap=function(d){var a=new Map;d.forEach(function(d,c){a.set(c,d)});return a};d.copySet=function(d){var a=new Set;d.forEach(function(d){a.add(d)});return a};d.toSet=function(d){for(var a=new Set,e=0;e<d.length;e++)a.add(d[e]);return a}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._deferredValue=a}a.create=function(d){return new a(d)};a.prototype.get=function(){null!==this._deferredValue&&(this._resolvedValue=this._deferredValue(),this._deferredValue=null);return this._resolvedValue};return a}();d.Lazy=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.Lazy=d.Util.Lazy;var f=function(){function a(a){this._value=a}a.create=function(c){return new a(c)};a.prototype.get=function(){"function"===typeof this._value&&(this._value=this._value());return this._value};return a}();h.LazyObject=f;var a=function(){function a(a){"function"===typeof a&&(a=f.create(a));a instanceof Promise&&(a=this._rectifyResult(a));this._value=a}a.create=function(c){return new a(c)};a.prototype.isUnforced=function(){return this._value instanceof f};
+a.prototype.isResolved=function(){return!(this._value instanceof f)&&!(this._value instanceof Promise)};a.prototype.getResolved=function(){console.assert(this.isResolved());return this._value};a.prototype.then=function(a,b){this._value instanceof f&&(this._value=this._rectifyResult(this._value.get()));if(this._value instanceof Promise)return this._value.then(a,b);d.Util.TypeAssert(this._value);return Promise.resolve(this._value).then(a,b)};a.prototype._rectifyResult=function(a){var b=this;return a instanceof
+Promise?a.then(function(a){return b._value=a}):a};return a}();h.LazyPromise=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){d.fromIntegerMap=function(d){if(d instanceof Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e],g=d[b];a.set(parseInt(b,10),g)}return a};d.toIntegerMap=function(d){if(!(d instanceof Map))return d;var a={};d.forEach(function(d,c){a[c]=d});return a};d.fromRealNumberMap=function(d){if(d instanceof Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e];a.set(Number(b),d[b])}return a};d.fromStringMap=function(d){if(d instanceof
+Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e];a.set(b,d[b])}return a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(h){h.Todo=function(){for(var f=0;f<arguments.length;f++);throw new d.InternalLogicError;}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.TypeAssert=function(d){};h.TypeAssertNever=function(f){throw new d.InternalLogicError;}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){d=d.Internal||(d.Internal={});d=d.CompileTime||(d.CompileTime={});d.enable=!0;d.disable=!1})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._heap=[];this._comparator=a}a.prototype.clear=function(){this._heap.length=0};Object.defineProperty(a.prototype,"length",{get:function(){return this._heap.length},enumerable:!0,configurable:!0});a.prototype.peek=function(){return this._heap[0]};a.prototype.push=function(a){this._heap.push(a);this._siftUp()};a.prototype.pop=function(){var a=this.peek(),c=this.length-1;0<c&&this._swap(0,c);this._heap.pop();this._siftDown();return a};a.prototype.replace=
+function(a){var c=this.peek();this._heap[0]=a;this._siftDown();return c};a.prototype._greater=function(a,c){return this._comparator(this._heap[a],this._heap[c])};a.prototype._swap=function(a,c){var b=[this._heap[c],this._heap[a]];this._heap[a]=b[0];this._heap[c]=b[1]};a.prototype._siftUp=function(){for(var a=this.length-1;0<a&&this._greater(a,(a+1>>>1)-1);)this._swap(a,(a+1>>>1)-1),a=(a+1>>>1)-1};a.prototype._siftDown=function(){for(var a=0;(a<<1)+1<this.length&&this._greater((a<<1)+1,a)||a+1<<1<
+this.length&&this._greater(a+1<<1,a);){var c=a+1<<1<this.length&&this._greater(a+1<<1,(a<<1)+1)?a+1<<1:(a<<1)+1;this._swap(a,c);a=c}};return a}();d.PriorityQueue=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.waitForAll=function(d){return Promise.all(d)}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){return function(){this.items=[];this.next=null}}(),a=function(){function a(){this.clear()}a.prototype.clear=function(){this._tail=this._head=new f;this._size=0};Object.defineProperty(a.prototype,"length",{get:function(){return this._size},enumerable:!0,configurable:!0});a.prototype.push=function(a){++this._size;if(1024===this._tail.items.length){var b=new f;this._tail=this._tail.next=b}this._tail.items.push(a)};a.prototype.pop=function(){console.assert(0<
+this._size);console.assert(0<this._head.items.length);--this._size;var a=this._head.items.shift();if(0===this._head.items.length){var b=this._head.next;null===b?console.assert(this._head===this._tail):this._head=b}return a};return a}();d.Queue=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){var f=function(){return function(a,d){this.value=a;this.kids=d.slice()}}();d.RoseTree=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(function(d){(function(d){d.utf8ArrayToStr=function(a){if("undefined"!==typeof window&&8192>a.length&&"escape"in window){var b=void 0;try{var c=String.fromCharCode.apply(null,a),d=window.escape(c);b=decodeURIComponent(d)}catch(p){b=""}return b}b="";d=a.length;for(c=0;c<d;){var e=a[c++];switch(e>>4){case 0:case 1:case 2:case 3:case 4:case 5:case 6:case 7:b+=String.fromCharCode(e);break;case 12:case 13:var f=a[c++];b+=String.fromCharCode((e&31)<<6|f&63);break;case 14:f=a[c++];var h=a[c++];b+=String.fromCharCode((e&
+15)<<12|(f&63)<<6|(h&63)<<0)}}return b};var f=/^\d+$/;d.isBase10Number=function(a){return f.test(a)};var a="0123456789ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz`~!@#$%^&*()_+-=[]{};:'\",.<>\\|/?".split("");d.compressUint=function(c){console.assert(0<=c);if(0===c)return a[0];for(var b=[];0!==c;){var d=Math.floor(c/a.length);b.push(a[c%a.length]);c=d}return b.join("")};var e="0000000 000000 00000 0000 000 00 0 ".split(" ");d.zeroPadHex32=function(a){a=a.toString(16);return e[a.length-1]+a}})(d.Internal||
+(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){(function(d){d.isEmpty=function(a){return null===a||void 0===a};d.toArray=function(a){return Array.isArray(a)?a.slice():null===a||void 0===a?[]:[a]};d.fromArray=function(a){return 0===a.length?null:1===a.length?a[0]:a};d.push=function(a,d){return a?Array.isArray(a)?(a.push(d),a):[a,d]:d}})(d.TerseArray||(d.TerseArray={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this._afterActionIdlePromise=this._beforeActionIdlePromise=this._action=this._timerId=null}a.prototype.isIdle=function(a){if(0===a)return null===this._timerId;h.TypeAssert(a);return null===this._action};a.prototype.waitForIdle=function(a){if(0===a){if(null===this._timerId)return Promise.resolve();null===this._beforeActionIdlePromise&&(this._beforeActionIdlePromise=d.Internal.OpenPromise.create());return this._beforeActionIdlePromise}h.TypeAssert(a);
+if(null===this._action)return Promise.resolve();null===this._afterActionIdlePromise&&(this._afterActionIdlePromise=d.Internal.OpenPromise.create());return this._afterActionIdlePromise};a.prototype._triggerIdlePromise=function(a){0===a?null!==this._beforeActionIdlePromise&&(this._beforeActionIdlePromise.resolve(),this._beforeActionIdlePromise=null):(h.TypeAssert(a),null!==this._afterActionIdlePromise&&(this._afterActionIdlePromise.resolve(),this._afterActionIdlePromise=null))};a.prototype._clearTimeout=
+function(){null!==this._timerId&&(clearTimeout(this._timerId),this._timerId=null)};a.prototype.clear=function(){this._clearTimeout();this._triggerIdlePromise(0);this._action=null;this._triggerIdlePromise(1)};a.prototype.set=function(a,c){var b=this;this._clearTimeout();this._action=c;this._timerId=setTimeout(function(){b._timerId=null;b._triggerIdlePromise(0);var a=b._afterActionIdlePromise;b._afterActionIdlePromise=null;b._action();null===b._timerId&&(b._action=null);null!==a&&a.resolve()},a)};return a}();
+h.Timer=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){d=d.Internal||(d.Internal={});d=d.Unicode||(d.Unicode={});d.Subscript2="\u00b2";d.Subscript3="\u00b3"})(Communicator||(Communicator={}));
+(function(d){(function(d){function f(a,c){return a[0]*c[0]+a[1]*c[1]+a[2]*c[2]}function a(a){var c=a[0],b=a[1];a=a[2];return c*c+b*b+a*a}d.toVec3=function(a){return[a.x,a.y,a.z]};d.cwiseAbs3=function(a){return[Math.abs(a[0]),Math.abs(a[1]),Math.abs(a[2])]};d.cwiseProduct3=function(a,c){return[a[0]*c[0],a[1]*c[1],a[2]*c[2]]};d.add3=function(a,c){return[a[0]+c[0],a[1]+c[1],a[2]+c[2]]};d.sub3=function(a,c){return[a[0]-c[0],a[1]-c[1],a[2]-c[2]]};d.add4=function(a,c){return[a[0]+c[0],a[1]+c[1],a[2]+c[2],
+a[3]+c[3]]};d.sub4=function(a,c){return[a[0]-c[0],a[1]-c[1],a[2]-c[2],a[3]-c[3]]};d.dot3=f;d.squaredNorm3=a;d.norm3=function(d){return Math.sqrt(a(d))};d.scale3=function(a,c){return[a*c[0],a*c[1],a*c[2]]};d.row4=function(a,c){a=a.m;c*=4;return[a[c],a[c+1],a[c+2],a[c+3]]};d.col4=function(a,c){a=a.m;return[a[c],a[c+4],a[c+8],a[c+12]]};d.projectSquaredSize=function(a,c,b){a=f(a,b)+b[3];a*=a;1E-5>a&&(a=1E-5);return c/a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+return[2]}null===this._idlePromise&&(this._idlePromise=h.OpenPromise.create());return[2,this._idlePromise]})})};a.prototype.push=function(a){"function"===typeof a&&(a=h.Lazy.create(a));this._activePromiseCount<this._maxActivePromises?(console.assert(0===this._deferredActions.length),this._immediateAction(a)):this._deferredActions.push(a)};a.prototype._immediateAction=function(a){var c=this;if(this._failed)return console.assert(0===this._deferredActions.length),!0;try{var b=a.get()}catch(g){this._suppressFailures||
+(this._failed=!0,this._failureError=g,this._deferredActions.clear())}if(void 0===b)return!0;++this._activePromiseCount;b.then(function(b){c._finalizePromise();return b}).catch(function(b){c._finalizePromise();throw b;});return!1};a.prototype._finalizePromise=function(){--this._activePromiseCount;this._failed&&console.assert(0===this._deferredActions.length);if(0<this._deferredActions.length){do{var a=this._deferredActions.pop();if(!this._immediateAction(a))break}while(0<this._deferredActions.length)
+}this._tryActivateIdlePromise()};a.prototype._tryActivateIdlePromise=function(){0===this._activePromiseCount&&(console.assert(0===this._deferredActions.length),null!==this._idlePromise&&(this._failed?this._idlePromise.reject(this._failureError):this._idlePromise.resolve(),this._idlePromise=null))};return a}();h.ActionQueue=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._idlePromise=this._pending=this._active=null;this._suppressFailures=a}a.prototype.isIdle=function(){return null===this._active};a.prototype.waitForIdle=function(){if(this.isIdle())return Promise.resolve();null===this._idlePromise&&(this._idlePromise=d.OpenPromise.create());return this._idlePromise};a.prototype.set=function(a){var c=this;"function"===typeof a&&(a=d.Lazy.create(a));if(null===this._active){var b=void 0;try{b=a.get()}catch(g){return this._advance(!this._suppressFailures,
+g)}if(void 0===b)return this._advance(!1,null);this._active=b.then(function(){c._advance(!1,null)}).catch(function(b){c._advance(!c._suppressFailures,b)})}else this._pending=a};a.prototype._advance=function(a,c){this._active=null;a&&(this._pending=null);null===this._pending?null!==this._idlePromise&&(a?this._idlePromise.reject(c):this._idlePromise.resolve(),this._idlePromise=null):(a=this._pending,this._pending=null,this.set(a))};a.prototype.clear=function(){this._pending=null};return a}();d.CurrentAction=
+f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._action=new d.CurrentAction(!0);this._latestPromise=null;this._timestamp=0}a.prototype.isIdle=function(){return null===this._latestPromise&&this._action.isIdle()};a.prototype.set=function(a){var c=this,b=++this._timestamp;null!==this._latestPromise&&this._latestPromise.reject(void 0);var g=d.OpenPromise.create();this._latestPromise=g;this._action.clear();this._action.waitForIdle().then(function(){b===c._timestamp&&c._action.set(function(){if(b===
+c._timestamp){g===c._latestPromise&&(c._latestPromise=null);"function"===typeof a&&(a=d.Lazy.create(a));try{var e=a.get()}catch(l){return c._advance(g,!0,l)}return void 0===e?c._advance(g,!1,null):e.then(function(){return c._advance(g,!1,null)},function(b){return c._advance(g,!0,b)})}})});return g};a.prototype._advance=function(a,c,b){a===this._latestPromise&&(this._latestPromise=null);c?a.reject(b):a.resolve()};return a}();d.CurrentActionSync=f})(d.Util||(d.Util={}))})(Communicator||(Communicator=
+{}));(function(d){(function(d){(function(d){d.create=function(){var a,d,c=new Promise(function(b,c){a=b;d=c});c.resolve=a;c.reject=d;return c}})(d.OpenPromise||(d.OpenPromise={}))})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){(d.Internal||(d.Internal={})).OpenPromise=d.Util.OpenPromise})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._cache=new Map}a.prototype.clear=function(){this._cache.clear()};a.prototype.load=function(a,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(d){b=this._cache.get(a);if(void 0!==b)return[2,b];this._cache.set(a,c);return[2,c]})})};return a}();d.PromiseCache=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(b,a,c){this._lazyPromise=b;this._wrapperPromise=a;null!==c&&(this.compareValue=c)}a.prototype.kill=function(){this._lazyPromise=null};a.prototype.fetch=function(b,a){var c=this;null===this._lazyPromise?(this._wrapperPromise.reject(null),setTimeout(a,0)):b(this._lazyPromise).then(function(b){c._wrapperPromise.resolve(b)}).catch(function(b){c._wrapperPromise.reject(b)})};return a}();d._DeferredPromise=f;var a=function(){function a(b,a,c){this._failed=
+!1;this._failureError=null;this._activePromiseCount=0;this._idlePromise=null;this._latestPromise=Promise.resolve();this._needsResorting=!1;console.assert(0<b,"Don't create a non-progressible queue.");this._maxActivePromises=b;this._deferredPromises=a;this._failureFailsAll=c}a.prototype.maxActivePromises=function(){return this._maxActivePromises};a.prototype.isIdle=function(){return 0===this._activePromiseCount};a.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(b){if(this.isIdle()){if(this._failureFailsAll&&this._failed)throw this._failureError;return[2]}null===this._idlePromise&&(this._idlePromise=d.OpenPromise.create());return[2,this._idlePromise]})})};a.prototype.killDeferred=function(){for(var b=[];0<this._deferredPromises.length;){var a=this._dequeue();a.kill();b.push(a)}for(var c=0;c<b.length;c++)a=b[c],this._queue(a)};a.prototype._push=function(b,a){"function"===typeof b&&(b=d.Lazy.create(b));return this._latestPromise=b=this._activePromiseCount<
+this._maxActivePromises?this._immediatePromise(b):this._deferPromise(b,a)};a.prototype._resort=function(){console.assert(this._needsResorting);this._needsResorting=!1;for(var b=[];0<this._deferredPromises.length;){var a=this._dequeue();b.push(a)}for(var c=0;c<b.length;c++)a=b[c],this._queue(a)};a.prototype._deferPromise=function(b,a){var c=d.OpenPromise.create();b=new f(b,c,a);this._queue(b);return c};a.prototype._immediatePromise=function(b){return __awaiter(this,void 0,void 0,function(){var a,c;
+return __generator(this,function(d){switch(d.label){case 0:if(this._failureFailsAll&&this._failed)throw this._failureError;++this._activePromiseCount;d.label=1;case 1:return d.trys.push([1,3,,4]),[4,b.get()];case 2:return a=d.sent(),this._finalizePromise(),[2,a];case 3:throw c=d.sent(),this._failureFailsAll&&!this._failed&&(this._failed=!0,this._failureError=c,null!==this._idlePromise&&this._idlePromise.reject(c)),this._finalizePromise(),c;case 4:return[2]}})})};a.prototype._finalizePromise=function(){var b=
+this;--this._activePromiseCount;0<this._deferredPromises.length?(this._needsResorting&&this._resort(),this._dequeue().fetch(function(a){return b._immediatePromise(a)},function(){b._finalizePromise()})):0===this._activePromiseCount&&(null!==this._idlePromise&&(this._failureFailsAll&&this._failed?this._idlePromise.reject(this._failureError):this._idlePromise.resolve(),this._idlePromise=null),this._latestPromise=Promise.resolve())};return a}();d.PromiseQueueImpl=a;var e=function(a){function b(b,c){return a.call(this,
+b,new d.Queue,c)||this}__extends(b,a);b.prototype._queue=function(b){this._deferredPromises.push(b)};b.prototype._dequeue=function(){return this._deferredPromises.pop()};b.prototype.push=function(b){return this._push(b,null)};b.prototype.waitOnLatest=function(){return this._latestPromise.then(d.nop,d.nop)};return b}(a);d.PromiseQueue=e;a=function(a){function b(b,c,e){var g=this;g=new d.PriorityQueue(function(b,a){return c(b.compareValue,a.compareValue)});return g=a.call(this,b,g,e)||this}__extends(b,
+a);b.prototype._queue=function(b){this._deferredPromises.push(b)};b.prototype._dequeue=function(){return this._deferredPromises.pop()};b.prototype.push=function(b,a){return this._push(b,a)};b.prototype.markDirty=function(){this._needsResorting=!0};return b}(a);d.PriorityPromiseQueue=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.create=function(){var a,d,c=new Promise(function(b,g){a=function(a){c.state=1;b(a)};d=function(b){c.state=2;g(b)}});c.state=0;c.resolve=a;c.reject=d;return c}})(d.TrackedOpenPromise||(d.TrackedOpenPromise={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.create=function(a,d){var c=new Promise(function(b,g){d.then(function(){c.isReady=!0;b(a)},g)});c.unsafeValue=a;c.readyPromise=d;c.isReady=!1;return c}})(d.UnsafePromise||(d.UnsafePromise={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b,c,e,f){var g=a.call(this)||this;g._position=new d.Point2(b,c);g._modifiers=e;g._inputType=f;return g}__extends(c,a);c.prototype.getPosition=function(){return this._position.copy()};c.prototype.shiftDown=function(){return(this._modifiers&d.KeyModifiers.Shift)===d.KeyModifiers.Shift};c.prototype.altDown=function(){return(this._modifiers&d.KeyModifiers.Alt)===d.KeyModifiers.Alt};c.prototype.controlDown=function(){return(this._modifiers&d.KeyModifiers.Control)===
+d.KeyModifiers.Control};c.prototype.commandDown=function(){return(this._modifiers&d.KeyModifiers.Command)===d.KeyModifiers.Command};c.prototype.getEventType=function(){return this._inputType};c.prototype.getModifiers=function(){return this._modifiers};return c}(h.InputEvent);h.MouseInputEventBase=f;var a=function(a){function c(b,c,d,e,f,h){b=a.call(this,b,c,f,h)||this;b._button=d;b._buttons=e;return b}__extends(c,a);c.prototype.getButton=function(){return this._button};c.prototype.getButtons=function(){return this._buttons};
+return c}(f);h.MouseInputEvent=a;f=function(a){function c(b,c,d,e,f,h){b=a.call(this,b,c,f,h)||this;b._wheelDelta=d;b._buttons=e;return b}__extends(c,a);c.prototype.getWheelDelta=function(){return this._wheelDelta};c.prototype.getButtons=function(){return this._buttons};return c}(f);h.MouseWheelInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._selection=a}a.prototype.getType=function(){return this._selection?this._selection.getSelectionType():d.SelectionType.None};a.prototype.getSelection=function(){return this._selection};a._createNull=function(){return new a(d.Selection.SelectionItem.create())};return a}();h.NodeSelectionEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,g,e,f){var k=a.call(this)||this;k._id=c;k._position=new d.Point2(b,g);k._buttons=e;k._inputType=f;return k}__extends(e,a);e.prototype.getId=function(){return this._id};e.prototype.getPosition=function(){return this._position};e.prototype.getEventType=function(){return this._inputType};e.prototype.getButtons=function(){return this._buttons};return e}(h.InputEvent);h.TouchInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){}a.calculate=function(a,c,b,d){var g=2/(c+2*b+d);a=a<=c?this._PA(a,g,c):a>=c&&a<=c+b?this._PA(a,g,c):this._PC(a,g,c,b,d);return a=Math.min(a,1)};a._PA=function(a,c,b){return a*a*.5*c/b};a._PB=function(a,c,b){return this._PA(b,c,b)+(a-b)*c};a._PC=function(a,c,b,d,f){return this._PB(b+d,c,b)+(a-(b+d))*c*(1-.5*(a-(b+d))/f)};return a}();d.EaseInEaseOut=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b,g,f){this._startTime=this._completeCallback=null;this._progress=0;this._targetMoveDelta=this._positionMoveDelta=null;this._interpolationUsesRotation=!1;this._endQuaternion=this._beginQuaternion=null;this._fieldHeightDelta=this._fieldWidthDelta=this._viewVectorLengthDelta=this._viewVectorLength=0;this._beginCam=a.copy();this._endCam=c.copy();a=d.Point3.subtract(this._endCam.getTarget(),this._endCam.getPosition()).normalize();c=this._endCam.getUp().normalize();
+c=d.Point3.cross(c,a);a=d.Point3.cross(a,c);this._endCam.setUp(a.normalize());this._completeCallback=g;this._duration=b;this._view=f}a.prototype.isComplete=function(){return 1<=this._progress};a.prototype.getCallback=function(){return this._completeCallback};a.prototype.stop=function(){};a.prototype.start=function(){this._startTime=Date.now();this._progress=0;this._init();this._view.getProjectionMode()!==this._endCam.getProjection()&&this._view.setProjectionMode(this._endCam.getProjection())};a.prototype.update=
+function(){if(null!==this._startTime){var a=(Date.now()-this._startTime)/this._duration;a=Math.min(a,1);a=Math.max(a,0);a=h.EaseInEaseOut.calculate(a,.49,.02,.49);a=Math.min(a,1);a=Math.max(a,0);var c=d.Point3.scale(this._positionMoveDelta,a),b=d.Point3.scale(this._targetMoveDelta,a),g=this._beginCam.getUp(),f=d.Point3.add(this._beginCam.getPosition(),c);b=d.Point3.add(this._beginCam.getTarget(),b);c=this._beginCam.getWidth()+a*this._fieldWidthDelta;var l=this._beginCam.getHeight()+a*this._fieldHeightDelta;
+if(this._interpolationUsesRotation){f=this._viewVectorLength+this._viewVectorLengthDelta*a;var n=d.Quaternion.interpolate(this._beginQuaternion,this._endQuaternion,a);n=d.Quaternion.toMatrix(n);f=new d.Point3(b.x-n.m[8]*f,b.y-n.m[9]*f,b.z-n.m[10]*f);g.set(n.m[4],n.m[5],n.m[6])}g=d.Camera.create(f,b,g,this._endCam.getProjection(),c,l,this._endCam.getNearLimit());this._view.setCamera(g);this._progress=a;1<=this._progress&&this._view.setCamera(this._endCam)}};a.prototype.getMatrixFromCamera=function(a){var c=
+d.Point3.subtract(a.getTarget(),a.getPosition()).normalize();a=a.getUp().normalize();a=d.Point3.cross(a,c);var b=d.Point3.cross(c,a);return d.Matrix.createFromBasis(a,b,c)};a.prototype._init=function(){var a=d.Point3.subtract(this._beginCam.getTarget(),this._beginCam.getPosition()),c=d.Point3.subtract(this._endCam.getTarget(),this._endCam.getPosition()),b=a.length(),g=c.length()-b;a.normalize();c.normalize();c=d.Point3.subtract(a,c);var f=d.Point3.subtract(this._endCam.getUp(),this._beginCam.getUp());
+a=!0;1E-4>c.length()&&1E-4>f.length()&&(a=!1);f=c=null;if(a){c=this.getMatrixFromCamera(this._beginCam);f=this.getMatrixFromCamera(this._endCam);c=d.Quaternion.createFromMatrix(c);f=d.Quaternion.createFromMatrix(f);var l=d.Quaternion.subtract(c,f).magnitudeSquared();d.Quaternion.add(c,f).magnitudeSquared()<l&&f.negate()}this._interpolationUsesRotation=a;this._beginQuaternion=c;this._endQuaternion=f;this._viewVectorLength=b;this._viewVectorLengthDelta=g;this._positionMoveDelta=d.Point3.subtract(this._endCam.getPosition(),
+this._beginCam.getPosition());this._targetMoveDelta=d.Point3.subtract(this._endCam.getTarget(),this._beginCam.getTarget());this._fieldWidthDelta=this._endCam.getWidth()-this._beginCam.getWidth();this._fieldHeightDelta=this._endCam.getHeight()-this._beginCam.getHeight()};return a}();h.CameraInterpolation=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this._activeInterpolation=null;this._updateTimer=new d.Util.Timer;this._updateInterval=16}a.prototype.stop=function(){this._activeInterpolation&&this._activeInterpolation.stop();this._activeInterpolation=null;this._updateTimer.clear()};a.prototype.start=function(a,c){void 0===c&&(c=!0);if(this._activeInterpolation&&!c)return!1;this.stop();this._activeInterpolation=a;this._activeInterpolation.start();this.update();return!0};a.prototype.update=
+function(){var a=this;if(this._activeInterpolation)if(this._activeInterpolation.update(),this._activeInterpolation.isComplete()){var c=this._activeInterpolation.getCallback();null!==c&&c()}else this._updateTimer.isIdle(0)&&this._updateTimer.set(this._updateInterval,function(){a.update()})};return a}();h.InterpolationManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b){this._markupItems=new Map;this._selectedMarkup=this._activeView=null;this._pendingUpdateHandleTimer=new d.Util.Timer;this._pickTolerance=0;this._callbackManager=a;this._domElements=c;this._markupRenderer=b}a.prototype.shutdown=function(){this.setActiveView(null);this._markupItems.forEach(function(a){a.remove()});this._markupItems.clear()};a.prototype._updateLater=function(a){var c=this;this._pendingUpdateHandleTimer.isIdle(0)&&this._pendingUpdateHandleTimer.set(0,
+function(){c.update()});null!==a&&this._pendingUpdateHandleTimer.waitForIdle(1).then(function(){a.resolve()})};a.prototype.updateLater=function(){this._updateLater(null)};a.prototype.update=function(){this._pendingUpdateHandleTimer.clear();this.renderMarkup();this.renderActiveViewMarkup()};a.prototype.registerMarkupItem=function(a){var c=d.UUID.create();this._markupItems.set(c,a);return c};a.prototype.unregisterMarkupItem=function(a){var c=this._markupItems.get(a);c&&(c.remove&&c.remove(),this._markupItems.delete(a))};
+a.prototype.getActiveView=function(){return this._activeView};a.prototype.setActiveView=function(a){return __awaiter(this,void 0,void 0,function(){var c,b,d,e,f,n;return __generator(this,function(g){switch(g.label){case 0:this._selectedMarkup&&(this._selectedMarkup.onDeselect(),this._selectedMarkup=null);c=this._activeView;this._activeView=a;if(null===c||c===a)return[3,2];b=c.getMarkup();d=0;for(e=b;d<e.length;d++)f=e[d],f.remove();n=h.OpenPromise.create();this._updateLater(n);return[4,n];case 1:return g.sent(),
+this._callbackManager.trigger("viewDeactivated",c),[3,4];case 2:return[4,this._pendingUpdateHandleTimer.waitForIdle(1)];case 3:g.sent(),g.label=4;case 4:return[2]}})})};a.prototype.renderMarkup=function(){this._markupRenderer._setCanvas(this._domElements.getMarkupSvgElement());this._markupRenderer._clear();this._markupItems.forEach(function(a){a.draw()});this._markupRenderer._finalize()};a.prototype.renderActiveViewMarkup=function(){this._markupRenderer._setCanvas(this._domElements.getRedlineSvgElement());
+this._markupRenderer._clear();if(this._activeView){for(var a=0,c=this._activeView.getMarkup();a<c.length;a++)c[a].draw();this._markupRenderer._finalize()}};a.prototype.getPickTolerance=function(){return this._pickTolerance};a.prototype.setPickTolerance=function(a){this._pickTolerance=a};a.prototype.pick=function(a){var c=this;if(this._activeView)for(var b=0,d=this._activeView.getMarkup();b<d.length;b++){var e=d[b];if(e.hitWithTolerance(a,this._pickTolerance)||e.hit(a))return e}var f=null;this._markupItems.forEach(function(b){null===
+f&&(b.hitWithTolerance(a,c._pickTolerance)||b.hit(a))&&(f=b)});return f};a.prototype.select=function(a){if(this._selectedMarkup&&a!==this._selectedMarkup)this._selectedMarkup.onDeselect();if(this._selectedMarkup=a)this._selectedMarkup.onSelect();this.update()};a.prototype.getSelected=function(){return this._selectedMarkup};return a}();h.MarkupItemManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._center=d.Point2.zero();b._radius=1;return b}__extends(b,a);b.prototype.set=function(b,a){this._center.assign(b);this.setRadius(a)};b.prototype.getCenter=function(){return this._center.copy()};b.prototype.setCenter=function(b){this._center.assign(b)};b.prototype.getRadius=function(){return this._radius};b.prototype.setRadius=function(b){this._radius=b};return b}(f.FilledShape);f.Circle=
+a;var e=function(){return function(a,b){this.center=a.copy();this.radius=b}}();f._MarkupCircleData=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._circles=[];return b}__extends(b,a);b.prototype.clear=function(){this._circles=[]};b.prototype.addCircle=function(b,a){this._circles.push(new e(b,a))};b.prototype.getCircles=function(){return this._circles};return b}(f.FilledShape);f.CircleCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){(function(f){var a=function(a){function b(b,c){var g=a.call(this)||this;g._p1=b?b.copy():d.Point2.zero();g._p2=c?c.copy():d.Point2.zero();return g}__extends(b,a);b.prototype.set=function(b,a){this._p1.assign(b);this._p2.assign(a)};b.prototype.getP1=function(){return this._p1.copy()};b.prototype.setP1=function(b){this._p1.assign(b)};b.prototype.getP2=function(){return this._p2};b.prototype.setP2=function(b){this._p2.assign(b)};return b}(f.EndcapShape);f.Line=a;var e=function(){return function(a,
+b){this.p1=a.copy();this.p2=b.copy()}}();f._MarkupLineData=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._lines=[];return b}__extends(b,a);b.prototype.addLine=function(b,a){this._lines.push(new e(b,a))};b.prototype.getLines=function(){return this._lines};b.prototype.clear=function(){this._lines=[]};return b}(f.EndcapShape);f.LineCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._padding=5;this._text=new f.TextMarkupBase;this._box=new f.RectangleBase;this._box.setFillOpacity(0);this._box.setFillColor(d.Color.white())}a.prototype._assign=function(b){this._text._assign(b._text);this._box._assign(b._box);this._padding=b._padding};a.prototype.getTextPortion=function(){return this._text};a.prototype.getBoxPortion=function(){return this._box};a.prototype.getPadding=function(){return this._padding};a.prototype.setPadding=
+function(b){this._padding=b};return a}();f.TextBoxBase=a;var e=function(a){function b(b,c){var g=a.call(this)||this;g._position=d.Point2.zero();g._textStr="";b&&g._position.assign(b);c&&(g._textStr=c);return g}__extends(b,a);b.prototype._assign=function(b){a.prototype._assign.call(this,b);this._position.assign(b._position)};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.setPosition=function(b){this._position.assign(b)};b.prototype.getTextString=function(){return this._textStr};
+b.prototype.setTextString=function(b){this._textStr=b};return b}(a);f.TextBox=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._textStrings=[];return b}__extends(b,a);b.prototype.clear=function(){this._textStrings=[]};b.prototype.addString=function(b,a){this._textStrings.push(new f._MarkupTextData(b,a))};b.prototype.getStrings=function(){return this._textStrings};return b}(a);f.TextBoxCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){var f=function(){return function(a,c){this.markupView=a;this.itemResults=c}}();h._MarkupViewConstruction=f;var a=function(){function a(a,b,d,e,f,h){void 0===h&&(h=null);this._faceVisibility=this._lineVisibility=!0;this._markupItems=new Set;this._sheetId=null;this._colorMap=new Map;this._snapshotImage=null;this._defaultVisibility=!0;this._visibilityExceptions=new Set;this._uniqueId=a;this._camera=d;this._name=b;this._explodeMagnitude=e;this._cuttingPlaneData=f;this._sheetId=h}
+a.prototype.getCamera=function(){return this._camera};a.prototype.getSheetId=function(){return this._sheetId};a.prototype.getUniqueId=function(){return this._uniqueId};a.prototype.getName=function(){return this._name};a.prototype.setName=function(a){this._name=a};a.prototype.getLineVisibility=function(){return this._lineVisibility};a.prototype.setLineVisibility=function(a){this._lineVisibility=a};a.prototype.getFaceVisibility=function(){return this._faceVisibility};a.prototype.setFaceVisibility=function(a){this._faceVisibility=
+a};a.prototype.addMarkupItem=function(a){this._markupItems.add(a)};a.prototype.getMarkup=function(){return d.Util.setToArray(this._markupItems)};a.prototype.removeMarkup=function(a){a.remove();return this._markupItems.delete(a)};a.prototype.getCuttingPlaneData=function(){return this._cuttingPlaneData};a.prototype.setCuttingPlaneData=function(a){this._cuttingPlaneData=a};a.prototype.getExplodeMagnitude=function(){return this._explodeMagnitude};a.prototype.setExplodeMagnitude=function(a){this._explodeMagnitude=
+a};a.prototype.getColorMap=function(){return this._colorMap};a.prototype.setColorMap=function(a){this._colorMap=a};a.prototype.getDefaultVisibility=function(){return this._defaultVisibility};a.prototype.setDefaultVisibility=function(a){this._defaultVisibility=a};a.prototype.getVisibilityExceptions=function(){return this._visibilityExceptions};a.prototype.setVisibilityExceptions=function(a){this._visibilityExceptions=a};a.prototype.getSnapshotImage=function(){return this._snapshotImage};a.prototype.setSnapshotImage=
+function(a){this._snapshotImage=a};a.prototype._handleLoadMarkupItem=function(a){return a instanceof h.MarkupItem?(this.addMarkupItem(a),!0):!1};a._fromJson=function(c,b){return __awaiter(this,void 0,void 0,function(){var g,e,l,h,m,p,q,r,u,t,v,w,z,x,y,A,B,D,C,E,F,H;return __generator(this,function(k){switch(k.label){case 0:g=c;e=d.Camera.fromJson(g.camera);g.hasOwnProperty("sheetId")&&g.sheetId&&(h=parseInt(c.sheetId,10),isNaN(h)||(l=h));m=new a(g.uniqueId,g.name,e,g.explodeMagnitude,g.cuttingData,
+l);m.setLineVisibility(g.lineVisibility);m.setFaceVisibility(g.faceVisibility);void 0!==g.defaultVisibility&&void 0!==g.visibilityExceptions&&(m.setDefaultVisibility(g.defaultVisibility),p=new Set,g.visibilityExceptions.forEach(function(b){p.add(b)}),m.setVisibilityExceptions(p));q=new Map;r=g.colors;if(Array.isArray(r))for(u=0,t=r;u<t.length;u++)v=t[u],w=v[0],z=d.Color.fromJson(v[1]),q.set(w,z);m.setColorMap(q);x=[];console.assert(Array.isArray(g.markup));y=0;for(A=g.markup;y<A.length;y++)if(B=A[y],
+D=d.Internal.classFromString(B.className))C=D.fromJson(B,b),C instanceof Promise?x.push(C.then(function(b){return m._handleLoadMarkupItem(b)})):x.push(Promise.resolve(m._handleLoadMarkupItem(C)));E=g.imageSrc;void 0!==E&&0<E.length&&(F=new Image,F.src=E,m.setSnapshotImage(F));return[4,Promise.all(x)];case 1:return H=k.sent(),[2,new f(m,H)]}})})};a.prototype.toJson=function(){return this._toJson()};a.prototype._toJson=function(){var a={uniqueId:this._uniqueId,name:this._name,camera:this._camera.toJson(),
+cuttingData:this._cuttingPlaneData,explodeMagnitude:this._explodeMagnitude,lineVisibility:this._lineVisibility,faceVisibility:this._faceVisibility,markup:[],sheetId:this._sheetId,defaultVisibility:this._defaultVisibility,visibilityExceptions:[],colors:[],imageSrc:""};this._markupItems.forEach(function(b){var c=b.toJson();c.className=b.getClassName();a.markup.push(c)});this._visibilityExceptions.forEach(function(b){a.visibilityExceptions.push(b)});this._colorMap.forEach(function(b,c){a.colors.push([c,
+b.toJson()])});null!==this._snapshotImage&&(a.imageSrc=this._snapshotImage.src);return a};a.prototype.forJson=function(){return this.toJson()};return a}();h.MarkupView=a})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,d,e,f,h){var g=a.call(this)||this;g._markupViews=new Map;g._defaultViewCounter=1;g._markupItemManager=b;g._callbackManager=d;g._explodeManager=e;g._cuttingManager=f;g._viewer=c;g._sheetManager=h;g._initEvents();return g}__extends(e,a);e.prototype._initEvents=function(){var a=this;this._callbackManager.bind({modelSwitchStart:function(){a._markupItemManager.shutdown()}})};e.prototype.getView=function(a){a=this._markupViews.get(a);return void 0!==
+a?a:null};e.prototype.getViewKeys=function(){var a=[];this._markupViews.forEach(function(b,c){a.push(c)});return a};e.prototype.loadData=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,n,m=this;return __generator(this,function(g){b=[];c=0;for(e=a;c<e.length;c++)f=e[c],n=d.Markup.MarkupView._fromJson(f,this._viewer).then(function(b){if(!h.all(b.itemResults))return!1;b=b.markupView;var a=b.getUniqueId();return m._markupViews.has(a)?!1:(m._markupViews.set(a,b),m._callbackManager.trigger("viewLoaded",
+b),!0)}),b.push(n);return[2,Promise.all(b)]})})};e.prototype.exportMarkup=function(){var a=[];this._markupViews.forEach(function(b){a.push(b.toJson())});return a};e.prototype.createView=function(a,b,g,e,f,h){void 0===a&&(a=this._createDefaultViewName());void 0===b&&(b=!0);void 0===g&&(g=null);void 0===e&&(e=null);void 0===f&&(f=null);void 0===h&&(h=null);var c=this._viewer.view,k=d.UUID.create();a=new d.Markup.MarkupView(k,a,c.getCamera(),this._explodeManager.getMagnitude(),this._cuttingManager.toJson(),
+g);this._markupViews.set(k,a);a.setLineVisibility(c.getLineVisibility());a.setFaceVisibility(c.getFaceVisibility());null!==e&&(a.setDefaultVisibility(e.defaultVisibility),a.setVisibilityExceptions(e.visibilityExceptions));null!==f&&a.setColorMap(f);null!==h&&a.setSnapshotImage(h);this._markupItemManager.setActiveView(a);b&&this._callbackManager.trigger("viewCreated",a);return a};e.prototype._activateSheet=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){return null!==
+a?[2,this._sheetManager.setActiveSheetId(a,!0,!1)]:[2]})})};e.prototype._activateViewImpl=function(a,b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return[4,this._activateSheet(a.getSheetId())];case 1:return d.sent(),c=this._viewer.view,c.setFaceVisibility(a.getFaceVisibility()),c.setLineVisibility(a.getLineVisibility()),0<b?[4,this._markupItemManager.setActiveView(null)]:[3,4];case 2:return d.sent(),[4,c._setCameraPromise(a.getCamera(),
+b)];case 3:return d.sent(),[3,5];case 4:c.setCamera(a.getCamera()),d.label=5;case 5:return[4,this._setActiveView(a)];case 6:return d.sent(),[2]}})})};e.prototype._activateView=function(a,b){a=this._markupViews.get(a);return void 0!==a?(b=this._activateViewImpl(a,b),h.UnsafePromise.create(!0,b)):h.UnsafePromise.create(!1,Promise.resolve())};e.prototype.activateView=function(a,b){void 0===b&&(b=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,
+this._activateView(a,b)]})})};e.prototype.deprecatedActivateView=function(a,b){void 0===b&&(b=d.DefaultTransitionDuration);return this._activateView(a,b).unsafeValue};e.prototype._setActiveView=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d,e;return __generator(this,function(g){switch(g.label){case 0:return this._viewer.model.isDrawing()?null!==a.getSheetId()?[3,2]:[4,this._viewer.sheetManager.deactivateSheets()]:[3,5];case 1:return g.sent(),[3,4];case 2:b=a.getVisibilityExceptions();
+c=a.getDefaultVisibility();if(!(0<b.size&&c))return[3,4];d=[];b.forEach(function(b){d.push(b)});return[4,this._viewer.model.setNodesVisibility(d,!1)];case 3:g.sent(),g.label=4;case 4:return[3,8];case 5:return c=a.getDefaultVisibility(),[4,this._viewer.model.setNodesVisibility([this._viewer.model.getAbsoluteRootNode()],c)];case 6:g.sent();b=a.getVisibilityExceptions();if(!(0<b.size))return[3,8];e=[];b.forEach(function(b){e.push(b)});return[4,this._viewer.model.setNodesVisibility(e,!c)];case 7:g.sent(),
+g.label=8;case 8:return[4,this._markupItemManager.setActiveView(a)];case 9:return g.sent(),[4,this._cuttingManager.fromJson(a.getCuttingPlaneData())];case 10:return g.sent(),[4,this._viewer.model.setNodesColors(a.getColorMap())];case 11:return g.sent(),[4,this._explodeManager.setMagnitude(a.getExplodeMagnitude())];case 12:return g.sent(),[2]}})})};e.prototype.deleteView=function(a){var b=this._markupViews.get(a);return void 0!==b?(this._callbackManager.trigger("viewDeleted",b),b===this._markupItemManager.getActiveView()&&
+this._markupItemManager.setActiveView(null),this._markupViews.delete(a),!0):!1};e.prototype._createDefaultViewName=function(){return"View "+this._defaultViewCounter++};e.prototype.toJson=function(){return this.exportMarkup()};e.prototype.forJson=function(){return this.toJson()};return e}(d.MarkupTypeManager);h.MarkupViewManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f,h){void 0===c&&(c=null);void 0===e&&(e=null);void 0===f&&(f=null);void 0===h&&(h=null);var g=a.call(this)||this;g._uniqueId=d.UUID.create();g._lineMeshId=null;g._lineMeshInstanceId=null;g._lineColor=d.Color.red();g._lineOpacity=1;g._linePattern=null;g._linePatternLength=null;g._linePatternLengthUnit=null;g._viewer=b;g._firstPoint=c;g._secondPoint=e;g._firstNodeId=f;g._secondNodeId=h;return g}__extends(c,a);c.prototype.setLineColor=
+function(b){this._lineColor=b};c.prototype.getLineColor=function(){return this._lineColor};c.prototype.setLineOpacity=function(b){this._lineOpacity=b};c.prototype.getLineOpacity=function(){return this._lineOpacity};c.prototype.setLinePattern=function(b,a,c){this._linePattern=b;this._linePatternLength=a;this._linePatternLengthUnit=c};c.prototype.getLinePattern=function(){return void 0!==this._linePattern?this._linePattern:null};c.prototype.getLinePatternLength=function(){return void 0!==this._linePatternLength?
+this._linePatternLength:null};c.prototype.getLinePatternLengthUnit=function(){return void 0!==this._linePatternLengthUnit?this._linePatternLengthUnit:null};c.prototype.setFirstPoint=function(b){this._firstPoint=b};c.prototype.getFirstPoint=function(){return this._firstPoint};c.prototype.setSecondPoint=function(b){this._secondPoint=b};c.prototype.getSecondPoint=function(){return this._secondPoint};c.prototype.setFirstNodeId=function(b){this._firstNodeId=b};c.prototype.getFirstNodeId=function(){return this._firstNodeId};
+c.prototype.setSecondNodeId=function(b){this._secondNodeId=b};c.prototype.getSecondNodeId=function(){return this._secondNodeId};c.prototype.getNodeId=function(){return this._lineMeshInstanceId};c.prototype.removeLine=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return b=this._viewer.model,null===this._lineMeshInstanceId?[3,3]:[4,b.deleteMeshInstances([this._lineMeshInstanceId])];case 1:return a.sent(),this._lineMeshInstanceId=
+null,null===this._lineMeshId?[3,3]:[4,b.deleteMeshes([this._lineMeshId])];case 2:a.sent(),this._lineMeshId=null,a.label=3;case 3:return[2]}})})};c.prototype.updateLine=function(){return __awaiter(this,void 0,void 0,function(){var b,a,c,e,f;return __generator(this,function(g){switch(g.label){case 0:return[4,this.removeLine()];case 1:g.sent();if(null===this._firstPoint||null===this._secondPoint)return[3,4];b=new d.MeshData;b.addPolyline([this._firstPoint.x,this._firstPoint.y,this._firstPoint.z,this._secondPoint.x,
+this._secondPoint.y,this._secondPoint.z]);a=this._viewer.model;return[4,a.createMesh(b)];case 2:return this._lineMeshId=c=g.sent(),e=new d.MeshInstanceData(c),e.setLineColor(this._lineColor),e.setLineOpacity(this._lineOpacity),e.setCreationFlags(d.MeshInstanceCreationFlags.ExcludeBounding),[4,a.createMeshInstance(e)];case 3:f=g.sent(),null!==this._linePattern&&a.setNodesLinePattern([f],this._linePattern,this._linePatternLength,this._linePatternLengthUnit),this._lineMeshInstanceId=f,g.label=4;case 4:return[2]}})})};
+c.prototype.getId=function(){return this._uniqueId};c.prototype.setId=function(b){this._uniqueId=b};c.prototype.getClassName=function(){return c.className};c.prototype._toJson=function(){return{className:this.getClassName(),uniqueId:this._uniqueId,firstPoint:this.getFirstPoint(),secondPoint:this.getSecondPoint(),firstNodeId:this.getFirstNodeId(),secondNodeId:this.getSecondNodeId(),lineColor:this.getLineColor(),lineOpacity:this.getLineOpacity(),linePattern:this.getLinePattern(),linePatternLength:this.getLinePatternLength(),
+linePatternLengthUnit:this.getLinePatternLengthUnit()}};c.prototype.toJson=function(){return this._toJson()};c.fromJson=function(b,a){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(f){g=b;e=new c(a,d.Point3.fromJson(g.firstPoint),d.Point3.fromJson(g.secondPoint),g.firstNodeId,g.secondNodeId);e.setId(g.uniqueId);e.setLineColor(d.Color.fromJson(g.lineColor));e.setLineOpacity(g.lineOpacity);null!=g.linePattern&&null!=g.linePatternLength&&null!=g.linePatternLengthUnit&&
+e.setLinePattern(g.linePattern,g.linePatternLength,g.linePatternLengthUnit);return[2,e]})})};c.className="Communicator.Markup.Line.LineMarkup";return c}(h.MarkupItem);f.LineMarkup=a})(h.Line||(h.Line={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._viewer=b;return c}__extends(c,a);c.prototype.onDragStart=function(b){b;return!1};c.prototype.onDragMove=function(b){b;return!1};c.prototype.onDragEnd=function(b){b;return!1};c.prototype.remove=function(){this._viewer.trigger("redlineDeleted",this);this._viewer.markupManager.refreshMarkup()};return c}(d.MarkupItem);f.RedlineItem=a})(d.Redline||(d.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._svgDefsElement=this._svgCanvas=null;this._svgElements=[];this._svgTextElements=[]}a.prototype._setCanvas=function(a){this._svgCanvas=a;this._svgDefsElement=document.createElementNS(f.Util.svgNamespace,"defs");this._svgCanvas.appendChild(this._svgDefsElement)};a.prototype._clear=function(){if(null===this._svgCanvas||null===this._svgDefsElement)throw new d.CommunicatorError("canvas not set");for(;this._svgCanvas.firstChild;)this._svgCanvas.removeChild(this._svgCanvas.firstChild);this._svgElements=
+[];for(this._svgTextElements=[];this._svgDefsElement.firstChild;)this._svgDefsElement.removeChild(this._svgDefsElement.firstChild);this._svgCanvas.appendChild(this._svgDefsElement)};a.prototype._finalize=function(){if(null===this._svgCanvas)throw new d.CommunicatorError("canvas not set");for(var a=0,b=this._svgElements;a<b.length;a++){var g=b[a];this._svgCanvas.appendChild(g)}a=0;for(b=this._svgTextElements;a<b.length;a++)g=b[a],this._svgCanvas.appendChild(g)};a.prototype.drawCircle=function(a){return this._addCircleNode(a.getCenter(),
+a.getRadius(),a)};a.prototype.drawCircles=function(a){for(var b=[],c=0,d=a.getCircles();c<d.length;c++){var e=d[c];e=this._addCircleNode(e.center,e.radius,a);b.push(e)}return b};a.prototype.drawLine=function(a){return this._addLineElement(a.getP1(),a.getP2(),a)};a.prototype.drawLines=function(a){for(var b=[],c=0,d=a.getLines();c<d.length;c++){var e=d[c];e=this._addLineElement(e.p1,e.p2,a);b.push(e)}return b};a.prototype.drawText=function(a){return this._addTextElement(a.getText(),a.getPosition(),
+a)};a.prototype.drawTexts=function(a){for(var b=[],c=0,d=a.getStrings();c<d.length;c++){var e=d[c];e=this._addTextElement(e.text,e.position,a);b.push(e)}return b};a.prototype.measureText=function(a,b){if(null===this._svgCanvas)throw new d.CommunicatorError("canvas not set");a=this._createTextElement(a,d.Point2.zero(),b);this._svgCanvas.appendChild(a);b=a.getBoundingClientRect();b=new d.Point2(b.width,b.height);this._svgCanvas.removeChild(a);return b};a.prototype.measureTextBox=function(a){var b=this.measureText(a.getTextString(),
+a.getTextPortion());b.x+=2*a.getBoxPortion().getStrokeWidth();b.y+=2*a.getBoxPortion().getStrokeWidth();b.x+=2*a.getPadding();b.y+=2*a.getPadding();return b};a.prototype.drawPolyline=function(a){return this._addPolylineElement(a.getPoints(),a)};a.prototype.drawPolylines=function(a){for(var b=[],c=0,d=a.getPolylines();c<d.length;c++){var e=this._addPolylineElement(d[c],a);b.push(e)}return b};a.prototype.drawPolygon=function(a){return this._addPolygonElement(a.getPoints(),a)};a.prototype.drawPolygons=
+function(a){for(var b=[],c=0,d=a.getPolygons();c<d.length;c++){var e=this._addPolygonElement(d[c],a);b.push(e)}return b};a.prototype.drawRectangle=function(a){return this._addRectangleElement(a.getPosition(),a.getSize(),a)};a.prototype.drawRectangles=function(a){for(var b=[],c=0,d=a.getRectangles();c<d.length;c++){var e=d[c];e=this._addRectangleElement(e.position,e.size,a);b.push(e)}return b};a.prototype.drawTextBox=function(a){return this._addTextBoxElement(a.getTextString(),a.getPosition(),a)};
+a.prototype.drawTextBoxes=function(a){for(var b=[],c=0,d=a.getStrings();c<d.length;c++){var e=d[c];e=this._addTextBoxElement(e.text,e.position,a);b.push(e)}return b};a.prototype._addTextBoxElement=function(a,b,d){var c=this.measureText(a,d.getTextPortion());c.x+=2*d.getPadding();c.y+=2*d.getPadding();var g=[];c=this._addRectangleElement(b,c,d.getBoxPortion(),!0);g.push(c);b=b.copy();b.x+=d.getPadding();b.y+=d.getPadding()/2+d.getBoxPortion().getStrokeWidth();a=this._addTextElement(a,b,d.getTextPortion());
+g.push(a);return g};a.prototype._renderEndcaps=function(a,b,g,e){if(null===this._svgDefsElement)throw new d.CommunicatorError("canvas not set");g.getStartEndcapType()===d.Markup.Shape.EndcapType.Arrowhead?(g.getEndcapsInverted()?(a=f.Util.createEndArrowMarker(g.getStartEndcapSize(),g.getStartEndcapColor()),a.refX.baseVal.value=g.getStartEndcapSize()):a=f.Util.createStartArrowMarker(g.getStartEndcapSize(),g.getStartEndcapColor()),e.style.markerStart="url(#"+a.id+")",this._svgDefsElement.appendChild(a)):
+g.getStartEndcapType()===d.Markup.Shape.EndcapType.Circle&&(a=f.Util.createCircleMarker(a,g.getStrokeWidth(),g.getStartEndcapSize(),g.getStartEndcapColor()),this._addSVGElement(a));g.getEndEndcapType()===d.Markup.Shape.EndcapType.Arrowhead?(a=g.getEndcapsInverted()?f.Util.createStartArrowMarker(g.getEndEndcapSize(),g.getEndEndcapColor()):f.Util.createEndArrowMarker(g.getEndEndcapSize(),g.getEndEndcapColor()),e.style.markerEnd="url(#"+a.id+")",this._svgDefsElement.appendChild(a)):g.getEndEndcapType()===
+d.Markup.Shape.EndcapType.Circle&&(a=f.Util.createCircleMarker(b,g.getStrokeWidth(),g.getEndEndcapSize(),g.getEndEndcapColor()),this._addSVGElement(a))};a.prototype._createTextElement=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"text"),g=0;for(a=a.split("\n");g<a.length;g++){var e=a[g],h=document.createElementNS(f.Util.svgNamespace,"tspan");h.textContent=e;h.setAttributeNS(null,"x",""+b.x);h.setAttributeNS(null,"dy","1.2em");c.appendChild(h)}(g=d.getFontFamily())&&c.setAttributeNS(null,
+"font-family",g);c.setAttributeNS(null,"font-size",d.getFontSize().toString());c.setAttributeNS(null,"x",""+b.x);c.setAttributeNS(null,"y",""+b.y);this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);return c};a.prototype._addTextElement=function(a,b,d){a=this._createTextElement(a,b,d);this._addSVGTextItemElement(a);return a};a.prototype._addRectangleElement=function(a,b,d,e){void 0===e&&(e=!1);var c=document.createElementNS(f.Util.svgNamespace,"rect");c.setAttributeNS(null,"x",
+a.x.toString());c.setAttributeNS(null,"y",a.y.toString());c.setAttributeNS(null,"width",b.x.toString());c.setAttributeNS(null,"height",b.y.toString());a=d.getBorderRadius();0<a&&(c.setAttributeNS(null,"rx",a.toString()),c.setAttributeNS(null,"ry",a.toString()));this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);e?this._addSVGTextItemElement(c):this._addSVGElement(c);return c};a.prototype._addLineElement=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"line");
+c.setAttributeNS(null,"x1",a.x.toString());c.setAttributeNS(null,"y1",a.y.toString());c.setAttributeNS(null,"x2",b.x.toString());c.setAttributeNS(null,"y2",b.y.toString());this._setGenericStrokeAttributes(c,d);this._addSVGElement(c);this._renderEndcaps(a,b,d,c);return c};a.prototype._addPolygonElement=function(a,b){a=f.Util.svgPointString(a);var c=document.createElementNS(f.Util.svgNamespace,"polygon");c.setAttributeNS(null,"points",a);this._setGenericStrokeAttributes(c,b);this._setGenericFillAttributes(c,
+b);this._addSVGElement(c);return c};a.prototype._addPolylineElement=function(a,b){var c=f.Util.svgPointString(a),d=document.createElementNS(f.Util.svgNamespace,"polyline");d.setAttributeNS(null,"points",c);d.setAttributeNS(null,"fill","none");this._renderEndcaps(a[0],a[a.length-1],b,d);this._setGenericStrokeAttributes(d,b);this._addSVGElement(d);return d};a.prototype._addCircleNode=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"circle");c.setAttributeNS(null,"cx",a.x.toString());
+c.setAttributeNS(null,"cy",a.y.toString());c.setAttributeNS(null,"r",b.toString());this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);this._addSVGElement(c);return c};a.prototype._setGenericFillAttributes=function(a,b){a.setAttributeNS(null,"fill",f.Util.svgColorRgbString(b.getFillColor()));a.setAttributeNS(null,"fill-opacity",b.getFillOpacity().toString())};a.prototype._setGenericStrokeAttributes=function(a,b){a.setAttributeNS(null,"stroke",f.Util.svgColorRgbString(b.getStrokeColor()));
+a.setAttributeNS(null,"stroke-width",b.getStrokeWidth().toString())};a.prototype._addSVGTextItemElement=function(a){this._svgTextElements.push(a)};a.prototype._addSVGElement=function(a){this._svgElements.push(a)};return a}();f.SVGMarkupRenderer=a})(h.SVG||(h.SVG={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){function e(a){return"rgb("+a.r+", "+a.g+", "+a.b+")"}a.svgNamespace="http://www.w3.org/2000/svg";a.svgColorRgbString=e;a.svgPointString=function(a){for(var b="",c=0;c<a.length;c++)c&&(b+=" "),b+=a[c].x+","+a[c].y;return b};a.createStartArrowMarker=function(c,b){var g=1.1*c,f=new d.Point2(g,0),l=new d.Point2(g,c),h=new d.Point2(0,c/2),m=document.createElementNS(a.svgNamespace,"marker");m.id=d.UUID.create();m.markerWidth.baseVal.value=g;m.markerHeight.baseVal.value=
+c;m.setOrientToAuto();m.refY.baseVal.value=c/2;c="M"+f.x+","+f.y+" L"+l.x+","+l.y+" L"+h.x+","+h.y+" Z";g=document.createElementNS(a.svgNamespace,"path");g.setAttribute("d",c);g.setAttributeNS(null,"fill",e(b));m.appendChild(g);return m};a.createEndArrowMarker=function(c,b){var g=1.1*c,f=d.Point2.zero(),l=new d.Point2(0,c),h=new d.Point2(g,c/2),m=document.createElementNS(a.svgNamespace,"marker");m.id=d.UUID.create();m.markerWidth.baseVal.value=g;m.markerHeight.baseVal.value=c;m.setOrientToAuto();
+m.refY.baseVal.value=c/2;m.refX.baseVal.value=c;c="M"+f.x+","+f.y+" L"+l.x+","+l.y+" L"+h.x+","+h.y+" Z";g=document.createElementNS(a.svgNamespace,"path");g.setAttribute("d",c);g.setAttributeNS(null,"fill",e(b));m.appendChild(g);return m};a.createCircleMarker=function(c,b,d,f){d/=2;f=e(f);var g=document.createElementNS(a.svgNamespace,"circle");g.setAttributeNS(null,"cx",c.x.toString());g.setAttributeNS(null,"cy",c.y.toString());g.setAttributeNS(null,"r",d.toString());g.setAttributeNS(null,"fill",
+f);0<b&&(g.setAttributeNS(null,"stroke-width",b.toString()),g.setAttributeNS(null,"stroke",f));return g}})(f.Util||(f.Util={}))})(h.SVG||(h.SVG={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._points=[];return b}__extends(c,a);c.prototype.clearPoints=function(){this._points=[]};c.prototype.getPoints=function(){return this._points};c.prototype.pushPoint=function(a){this._points.push(a.copy())};return c}(d.FilledShape);d.Polygon=a;a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._polygons=[];return b}__extends(c,a);c.prototype.clear=function(){this._polygons=
+[]};c.prototype.createPolygon=function(){var a=[];this._polygons.push(a);return a};c.prototype.getPolygons=function(){return this._polygons};return c}(d.FilledShape);d.PolygonCollection=a})(d.Shape||(d.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._points=[];return b}__extends(c,a);c.prototype.clearPoints=function(){this._points=[]};c.prototype.getPoints=function(){return this._points};c.prototype.pushPoint=function(a){this._points.push(a.copy())};return c}(d.EndcapShape);d.Polyline=a;a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._polylines=[];return b}__extends(c,a);c.prototype.clear=function(){this._polylines=
+[]};c.prototype.createPolyline=function(){var a=[];this._polylines.push(a);return a};c.prototype.getPolylines=function(){return this._polylines};return c}(d.EndcapShape);d.PolylineCollection=a})(d.Shape||(d.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,b){var c=Math.abs(a.x);var g=Math.abs(a.y),e=Math.abs(a.z);c=c<=g&&c<=e?new d.Point3(1,0,0):g<=c&&g<=e?new d.Point3(0,1,0):new d.Point3(0,0,1);a=d.Point3.cross(c,a);return b?(b.assign(a),b):a}function a(a,b,c,d){var g=c.normal.x*(b.x-a.x)+c.normal.y*(b.y-a.y)+c.normal.z*(b.z-a.z);if(1E-5>Math.abs(g))return!1;c=-(c.d+c.normal.x*a.x+c.normal.y*a.y+c.normal.z*a.z)/g;d.x=a.x+c*(b.x-a.x);d.y=a.y+c*(b.y-a.y);d.z=a.z+c*(b.z-a.z);return 0>c||1<c?!1:!0}function e(a){if(.01>
+Math.abs(a-25.4/72))return"points";if(.01>Math.abs(a-25.4))return"inch";if(.01>Math.abs(a-1))return"mm";if(.01>Math.abs(a-10))return"cm";if(.01>Math.abs(a-25.4/6))return"picas";if(.01>Math.abs(a-12*25.4))return"ft";if(.01>Math.abs(a-914.4))return"yd";if(.01>Math.abs(a-1E3))return"m";if(.01>Math.abs(a-1E6))return"km";if(.01>Math.abs(a-1609344))return"mi";console.log("warning: unit multiplier doesn't map to known type: unit="+a);return""}function c(a){return Math.PI/180*a}function b(a){return 180/Math.PI*
+a}function g(a,b,g){a=a.copy().normalize();var e=c(b);b=Math.cos(e);e=Math.sin(e);var f=1-b,k=f*a.x*a.y,l=f*a.x*a.z,h=f*a.y*a.z;void 0===g&&(g=new d.Matrix);g.m[0]=f*a.x*a.x+b;g.m[1]=e*a.z+k;g.m[2]=l-e*a.y;g.m[3]=0;g.m[4]=k-e*a.z;g.m[5]=f*a.y*a.y+b;g.m[6]=e*a.x+h;g.m[7]=0;g.m[8]=e*a.y+l;g.m[9]=h-e*a.x;g.m[10]=f*a.z*a.z+b;g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g}function k(a,b,c){b=d.Point3.subtract(b,a);a=d.Point3.subtract(c,a);a=d.Point3.dot(a,b)/b.squaredLength();return Math.max(0,
+Math.min(1,a))}h.oneVectorCross=f;h.intersectionPlaneLine2=a;h.computePointToLineDistance=function(a,b,c,g){var e=d.Point3.subtract(c,b),f=e.squaredLength(),k=0;0<f&&(k=((a.x-b.x)*(c.x-b.x)+(a.y-b.y)*(c.y-b.y)+(a.z-b.z)*(c.z-b.z))/f);e.set(e.x*k,e.y*k,e.z*k);g.set(b.x+e.x,b.y+e.y,b.z+e.z);new d.Point3(0,0,0);return d.Point3.subtract(a,g).length()};h.formatWithUnit=function(a,b){b=e(b);for(var c,d=2;9>d&&(c=a.toFixed(d),0===parseFloat(c));d++);0===parseFloat(c)&&(c="0");return c+b};h.degreesToRadians=
+c;h.radiansToDegrees=b;h.computeOffaxisRotation=g;h.intersect3d2Planes=function(a,b,c,g,e,f){var k=d.Point3.cross(a.normal,c.normal),l=Math.abs(k.x),h=Math.abs(k.y),n=Math.abs(k.z);if(1E-7>l+h+n)return c=d.Point3.subtract(g,b),0===d.Point3.dot(a.normal,c)?1:0;l=l>h?l>n?1:3:h>n?2:3;h=d.Point3.zero();b=-d.Point3.dot(a.normal,b);g=-d.Point3.dot(c.normal,g);switch(l){case 1:h.x=0;h.y=(g*a.normal.z-b*c.normal.z)/k.x;h.z=(b*c.normal.y-g*a.normal.y)/k.x;break;case 2:h.x=(b*c.normal.z-g*a.normal.z)/k.y;h.y=
+0;h.z=(g*a.normal.x-b*c.normal.x)/k.y;break;case 3:h.x=(g*a.normal.y-b*c.normal.y)/k.z,h.y=(b*c.normal.x-g*a.normal.x)/k.z,h.z=0}e.assign(h);f.set(h.x+k.x,h.y+k.y,h.z+k.z);return 2};h.intersectionPlaneLine=function(b,c,g,e,f,k){var l=new d.Plane;l.normal.x=(e.y-g.y)*(f.z-g.z)-(e.z-g.z)*(f.y-g.y);l.normal.y=(e.z-g.z)*(f.x-g.x)-(e.x-g.x)*(f.z-g.z);l.normal.z=(e.x-g.x)*(f.y-g.y)-(e.y-g.y)*(f.x-g.x);l.normal.normalize();l.d=-l.normal.x*g.x-l.normal.y*g.y-l.normal.z*g.z;return a(b,c,l,k)};h.computeAngleBetweenVector=
+function(a,c){a=a.copy().normalize();var g=c.copy().normalize();c=d.Point3.cross(a,g).length();a=d.Point3.dot(a,g);return b(Math.atan2(c,a))};h.generatePointsOnCircle=function(a,b,c,g,e){for(var k=2*Math.PI/g,l=0;l<g;l++)a[l]=new d.Point3(0,c*Math.cos(k*l),c*Math.sin(k*l));a[g]=a[0].copy();c=f(e);c.normalize();k=d.Point3.cross(c,e);k.normalize();l=new d.Matrix;var h=l.m;h[0]=e.x;h[1]=e.y;h[2]=e.z;h[3]=0;h[4]=c.x;h[5]=c.y;h[6]=c.z;h[7]=0;h[8]=k.x;h[9]=k.y;h[10]=k.z;h[11]=0;h[12]=0;h[13]=0;h[14]=0;
+h[15]=1;l.transformArray(a,a);for(l=0;l<=g;l++)a[l].set(a[l].x+b.x,a[l].y+b.y,a[l].z+b.z)};h.distanceLineLine=function(a,b,c,g,e,f){var k=0,l=0,h=d.Point3.subtract(b,a),n=d.Point3.subtract(g,c),m=d.Point3.dot(h,a),p=d.Point3.dot(h,n),q=d.Point3.dot(h,h),r=d.Point3.dot(h,c),B=d.Point3.dot(n,n),D=d.Point3.dot(n,c),C=d.Point3.dot(n,a);g=d.Point3.dot(h,g);var E=d.Point3.dot(n,b),F=q*B-p*p;0===F?(0!==q?(r=(r-m)/q,0>r?r=0:1<r&&(r=1),m=(g-m)/q,0>m?m=0:1<m&&(m=1)):m=r=0,0!==B?(C=(C-D)/B,0>C?C=0:1<C&&(C=1),
+B=(E-D)/B,0>B?B=0:1<B&&(B=1)):B=C=0,k=(r+m)/2,l=(C+B)/2):(b=(p*C-p*D-B*m+B*r)/F,p=(q*C-q*D+p*r-p*m)/F,r=(r-m)/q,C=(C-D)/B,m=(g-m)/q,B=(E-D)/B,0<=b&&1>=b&&0<=p&&1>=p?(k=b,l=p):0>b&&0<=p&&1>=p?(k=b,l=C):1<b&&0<=p&&1>=p?(k=b,l=B):0<=b&&1>=b&&0>p?(k=r,l=p):0<=b&&1>=b&&1<p?(k=m,l=p):0>b&&0>p?(k=r,l=C):0>b&&1<p?(k=m,l=C):1<b&&0>p?(k=r,l=B):1<b&&1<p&&(k=m,l=B),0>k?k=0:1<k&&(k=1),0>l?l=0:1<l&&(l=1));e.x=k*h.x+a.x;e.y=k*h.y+a.y;e.z=k*h.z+a.z;f.x=l*n.x+c.x;f.y=l*n.y+c.y;f.z=l*n.z+c.z;return d.Point3.subtract(f,
+e).length()};h.lineLineIntersect=function(a,b,c,g){var e=d.Point3.zero(),f=d.Point3.zero(),k=d.Point3.zero(),l=d.Point3.zero(),h=d.Point3.zero();k.x=a.x-c.x;k.y=a.y-c.y;k.z=a.z-c.z;l.x=g.x-c.x;l.y=g.y-c.y;l.z=g.z-c.z;if(1E-12>Math.abs(l.x)&&1E-12>Math.abs(l.y)&&1E-12>Math.abs(l.z))return null;h.x=b.x-a.x;h.y=b.y-a.y;h.z=b.z-a.z;if(1E-12>Math.abs(h.x)&&1E-12>Math.abs(h.y)&&1E-12>Math.abs(h.z))return null;b=k.x*l.x+k.y*l.y+k.z*l.z;g=l.x*h.x+l.y*h.y+l.z*h.z;var n=k.x*h.x+k.y*h.y+k.z*h.z;k=l.x*l.x+l.y*
+l.y+l.z*l.z;var m=(h.x*h.x+h.y*h.y+h.z*h.z)*k-g*g;if(1E-12>Math.abs(m))return null;n=(b*g-n*k)/m;b=(b+g*n)/k;e.x=a.x+n*h.x;e.y=a.y+n*h.y;e.z=a.z+n*h.z;f.x=c.x+b*l.x;f.y=c.y+b*l.y;f.z=c.z+b*l.z;return e};h.closestPointScalarFromPointToSegment=k;h.closestPointFromPointToSegment=function(a,b,c){c=k(a,b,c);b=d.Point3.subtract(b,a).scale(c);return d.Point3.add(a,b)};h.isPointOnLineSegment=function(a,b,c,g){var e=k(a,b,c);if(0>e||1<e)return!1;b=d.Point3.subtract(b,a).scale(e);a=d.Point3.add(a,b);return d.Point3.subtract(a,
+c).squaredLength()<=g*g};h.isPointOnLineSegment2d=function(a,b,c,g){var e=d.Point2.subtract(c,b);var f=e.length();e.scale(((a.x-b.x)*(c.x-b.x)+(a.y-b.y)*(c.y-b.y))/(f*f));e=d.Point2.add(b,e);return d.Point2.distance(a,e)<=g?e.x<Math.min(b.x,c.x)||e.x>Math.max(b.x,c.x)||e.y<Math.min(b.y,c.y)||e.y>Math.max(b.y,c.y)?!1:!0:!1};h.isPointInRect2d=function(a,b,c,d){void 0===d&&(d=0);return a.x+d<b.x||a.x>b.x+c.x+d||a.y+d<b.y||a.y>b.y+c.y+d?!1:!0};h.generateArcPoints=function(a,b,c,e,f){var k=[],l=d.Point3.zero(),
+h=new d.Matrix;b/=f;for(var n=0,m=0;n<=f;++n,m+=b)g(a,m,h),h.transform(e,l),k.push(d.Point3.add(c,l));return k}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e){this.origin=d.Point3.zero();this.direction=new d.Point3(0,0,1);a&&this.origin.assign(a);e&&this.direction.assign(e)}f.prototype.copy=function(){return new f(this.origin,this.direction)};f.prototype.assign=function(a){this.origin.assign(a.origin);this.direction.assign(a.direction);return this};f.prototype.negate=function(){this.direction.negate();return this};return f}();d.Ray=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this.normal=d.Point3.zero();this.d=0}f.prototype.setFromPointAndNormal=function(a,e){this.normal.assign(e);this.d=-d.Point3.dot(e,a);return this};f.prototype.setFromPoints=function(a,e,c){this.normal=d.Point3.cross(d.Point3.subtract(e,a),d.Point3.subtract(c,a)).normalize();this.d=-d.Point3.dot(a,this.normal)};f.prototype.setFromCoefficients=function(a,d,c,b){this.normal.set(a,d,c);this.d=b};f.prototype.getCoefficients=function(){var a=this.normal;return[a.x,
+a.y,a.z,this.d]};f.prototype.distanceToPoint=function(a){return d.Point3.dot(this.normal,a)+this.d};f.prototype.rayIntersection=function(a){var e=d.Point3.zero();return this.intersectsRay(a,e)?e:null};f.prototype.intersectsRay=function(a,e){var c=d.Point3.dot(this.normal,a.direction),b=this.distanceToPoint(a.origin),g=-b/c;return 0<=g&&0<Math.abs(c)?(e&&(c=a.direction.copy().scale(g),e.set(a.origin.x+c.x,a.origin.y+c.y,a.origin.z+c.z)),!0):0<=g&&0>=Math.abs(b)?(e&&e.assign(a.origin),!0):!1};f.prototype.determineSide=
+function(a){return 0<this.normal.x*a.x+this.normal.y*a.y+this.normal.z*a.z+this.d?!0:!1};f.prototype.copy=function(){var a=new f;a.normal.assign(this.normal);a.d=this.d;return a};f.prototype.assign=function(a){this.normal.assign(a.normal);this.d=a.d};f.prototype.equals=function(a){return this.normal.equals(a.normal)&&this.d===a.d};f.createFromPointAndNormal=function(a,d){return(new f).setFromPointAndNormal(a,d)};f.createFromPoints=function(a,d,c){var b=new f;b.setFromPoints(a,d,c);return b};f.createFromCoefficients=
+function(a,d,c,b){var g=new f;g.setFromCoefficients(a,d,c,b);return g};return f}();d.Plane=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b}d.prototype.scale=function(a){this.x*=a;this.y*=a;this.z*=a;this.w*=a;return this};d.prototype.set=function(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b};d.prototype.assign=function(a){this.x=a.x;this.y=a.y;this.z=a.z;this.w=a.w};d.zero=function(){return new d(0,0,0,0)};return d}();d.Point4=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b}f.prototype.set=function(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b};f.prototype.copy=function(){return new f(this.x,this.y,this.z,this.w)};f.prototype.equals=function(a){return this.x===a.x&&this.y===a.y&&this.z===a.z&&this.w===a.w};f.prototype.fromArray=function(a){this.x=a[0];this.y=a[1];this.z=a[2];this.w=a[3];return this};f.prototype.toArray=function(a){a[0]=this.x;a[1]=this.y;a[2]=this.z;a[3]=this.w;return this};
+f.prototype.negate=function(){this.x=-this.x;this.y=-this.y;this.z=-this.z;this.w=-this.w;return this};f.prototype.magnitudeSquared=function(){return this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w};f.prototype.magnitude=function(){return Math.sqrt(this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w)};f.add=function(a,d){return new f(a.x+d.x,a.y+d.y,a.z+d.z,a.w+d.w)};f.subtract=function(a,d){return new f(a.x-d.x,a.y-d.y,a.z-d.z,a.w-d.w)};f.Identity=function(){return new f(0,0,0,1)};f.toMatrix=
+function(a){var e=a.x*a.x+a.y*a.y+a.z*a.z+a.w*a.w;e=2/e;var c=a.x*e,b=a.y*e,g=a.z*e;e=a.w*c;var f=a.w*b,l=a.w*g;c*=a.x;var h=a.x*b,m=a.x*g;b*=a.y;var p=a.y*g;a=a.z*g;g=new d.Matrix;g.m[0]=1-(b+a);g.m[1]=h+l;g.m[2]=m-f;g.m[3]=0;g.m[4]=h-l;g.m[5]=1-(c+a);g.m[6]=p+e;g.m[7]=0;g.m[8]=m+f;g.m[9]=p-e;g.m[10]=1-(c+b);g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g};f.createFromMatrix=function(a){var d=[],c=a.m[0]+a.m[5]+a.m[10];if(0<c){var b=Math.sqrt(c+1);d[3]=.5*b;b=.5/b;d[0]=b*(a.m[6]-a.m[9]);
+d[1]=b*(a.m[8]-a.m[2]);d[2]=b*(a.m[1]-a.m[4])}else{c=0;a.m[5]>a.m[0]&&(c=1);a.m[10]>a.m[4*c+c]&&(c=2);b=[1,2,0];var g=b[c],k=b[g];b=Math.sqrt(a.m[4*c+c]-(a.m[4*g+g]+a.m[4*k+k])+1);d[c]=.5*b;b=.5/b;d[3]=b*(a.m[4*g+k]-a.m[4*k+g]);d[g]=b*(a.m[4*c+g]+a.m[4*g+c]);d[k]=b*(a.m[4*c+k]+a.m[4*k+c])}return f.Identity().fromArray(d)};f.interpolate=function(a,d,c){var b=[],g=[],e=[];a.toArray(b);d.toArray(g);a=b[0]*g[0]+b[1]*g[1]+b[2]*g[2]+b[3]*g[3];if(1+a>f._epsilon){if(1-a>f._epsilon){d=f._arccos(a);var l=1/
+Math.sin(d);a=l*Math.sin((1-c)*d);c=l*Math.sin(c*d)}else a=1-c;for(d=0;4>d;++d)e[d]=a*b[d]+c*g[d]}else for(e[0]=-b[1],e[1]=b[0],e[2]=-b[3],e[3]=b[2],a=Math.sin(.5*Math.PI*(1-c)),c=Math.sin(.5*Math.PI*c),d=0;3>d;++d)e[d]=a*b[d]+c*e[d];return f.Identity().fromArray(e)};f._arccos=function(a){return-1>a?Math.PI:1<a?0:Math.acos(a)};f._epsilon=1E-5;return f}();d.Quaternion=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,b){this._button=a;this._modifier=b}a.prototype.getButton=function(){return this._button};a.prototype.getModifier=function(){return this._modifier};return a}();h.ButtonModifier=f;var a=function(){function a(a){this._ptFirst=d.Point2.zero();this._ptPrevious=d.Point2.zero();this._ptCurrent=d.Point2.zero();this._dragging=!1;this._dragCount=0;this._primaryTouchId=null;this._mapping=[];this._buttonModifierActive=!1;this._doubleClickInterval=200;this._firstMouseDownTime=
+null;this._isDoubleClick=!1;this._viewer=a}a.prototype.onDoubleClick=function(a){};a.prototype.onMouseDown=function(a){this._firstMouseDownTime?Date.now()-this._firstMouseDownTime<this._doubleClickInterval?(this._isDoubleClick=!0,this._firstMouseDownTime=null):this._firstMouseDownTime=Date.now():(this._firstMouseDownTime=Date.now(),this._isDoubleClick=!1);if(this._isDoubleClick)this.onDoubleClick(a);else{if(this._buttonModifierActive=this.checkMapping(a))a=a.getPosition(),this._ptFirst.assign(a),
+this._ptPrevious.assign(a),this._ptCurrent.assign(a);this._dragging=!0}};a.prototype.onMouseMove=function(a){this.isActive()&&(this._ptPrevious.assign(this._ptCurrent),this._ptCurrent.assign(a.getPosition()),this._dragging&&!this._ptCurrent.equals(this._ptPrevious)&&(++this._dragCount,1===this._dragCount&&this._viewer.trigger("beginInteraction")))};a.prototype.onMouseUp=function(a){this._buttonModifierActive&&this.stopInteraction();this._dragging=!1};a.prototype.stopInteraction=function(){this._viewer.trigger("endInteraction");
+this._dragging=!1;this._dragCount=0;this._buttonModifierActive=!1};a.prototype.isDragging=function(){return this._dragging};a.prototype.isActive=function(){return(this._buttonModifierActive||null!==this._primaryTouchId)&&!this._isDoubleClick&&!this._viewer.getContextMenuStatus()};a.prototype.onTouchStart=function(a){if(null===this._primaryTouchId){this._primaryTouchId=a.getId();var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Down);
+this.onMouseDown(b)}a.setHandled(this.setHandled())};a.prototype.onTouchMove=function(a){if(this._primaryTouchId===a.getId()){var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Move);this.onMouseMove(b)}a.setHandled(this.setHandled())};a.prototype.onTouchEnd=function(a){if(this._primaryTouchId===a.getId()){var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Up);
+this.onMouseUp(b);this._primaryTouchId=null}a.setHandled(this.setHandled())};a.prototype.addMapping=function(a,b){void 0===b&&(b=d.KeyModifiers.None);this._mapping.push(new f(a,b))};a.prototype.clearMapping=function(){this._mapping=[]};a.prototype.setMapping=function(a,b){void 0===b&&(b=d.KeyModifiers.None);this._mapping=[];this._mapping.push(new f(a,b))};a.prototype.checkMapping=function(a){if(0===this._mapping.length)return!0;for(var b=0,c=this._mapping;b<c.length;b++){var d=c[b];if(d.getButton()===
+a.getButton()&&d.getModifier()===a.getModifiers())return!0}return!1};a.prototype.setHandled=function(){return!1};a.prototype.onDeactivate=function(){var a=this.stopInteraction();this._primaryTouchId=null;return a};return a}();h.OperatorBase=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._stage=0;c._finalized=!1;c._uniqueId="";c._positions=[];c._name="";c._measurementValue=0;c._unitMultiplier=1;c._textShape=new h.Shape.TextBox;c._visibility=!0;c._positions=[];c._lineShapes=[];c._viewer=b;return c}__extends(c,a);c.prototype.getName=function(){return this._name};c.prototype.setName=function(a){this._name=a};c.prototype._getStage=function(){return this._stage};c.prototype._nextStage=function(){this._stage++};
+c.prototype._setId=function(a){this._uniqueId=a};c.prototype._getId=function(){return this._uniqueId};c.prototype.adjust=function(a){a};c.prototype._isFinalized=function(){return this._finalized};c.prototype.update=function(){};c.prototype.draw=function(){this.update()};c.prototype.setVisibility=function(a){this._visibility=a;this.draw();a?this._viewer.trigger("measurementShown",this):this._viewer.trigger("measurementHidden",this)};c.prototype.getVisibility=function(){return this._visibility};c.prototype.toJson=
+function(){return{}};c.prototype.forJson=function(){return this.toJson()};c.prototype.getMeasurementValue=function(){return this._measurementValue};c.prototype.getUnitMultiplier=function(){return this._unitMultiplier};c.prototype.setMeasurementText=function(a){this._textShape.setTextString(a)};c.prototype.getMeasurementText=function(){return this._textShape.getTextString()};c.prototype._setMeasurementValue=function(a){this._measurementValue=a/this._unitMultiplier;this.setMeasurementText(d.Util.formatWithUnit(this._measurementValue,
+this._unitMultiplier));this._viewer.trigger("measurementValueSet",this)};c._serializePointArray=function(a){for(var b=[],c=0;c<a.length;c++)b.push(a[c].toJson());return b};c._constructPointArray=function(a){for(var b=[],c=0;c<a.length;c++){var e=d.Point3.fromJson(a[c]);b.push(e)}return b};return c}(h.MarkupItem);f.MeasureMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b){b=a.call(this,b)||this;b._rectangle=new d.Markup.Shape.Rectangle;b._markupHandle=null;b._dim=new d.Point2(0,0);b.initialPosition=new d.Point2(0,0);b.currentPosition=new d.Point2(0,0);b.min=new d.Point2(0,0);b.max=new d.Point2(0,0);b._name="_RectangleMarkup";b._rectangle.setFillOpacity(0);return b}__extends(c,a);c.prototype.draw=function(){this._viewer.markupManager.getRenderer().drawRectangle(this._rectangle)};c.prototype.updateCurrentPosition=
+function(a){this.currentPosition.assign(a);this._rectangle.setStrokeColor(this.initialPosition.x<this.currentPosition.x?d.Color.red():d.Color.blue());this.min.assign(this.initialPosition);this.max.assign(this.currentPosition);this.max.x<this.min.x&&(a=this.max.x,this.max.x=this.min.x,this.min.x=a);this.max.y<this.min.y&&(a=this.max.y,this.max.y=this.min.y,this.min.y=a);this._dim.assign(this.max);this._dim.subtract(this.min);this._updateRectangleVertices()};c.prototype._updateRectangleVertices=function(){this._rectangle.setPosition(this.min);
+this._rectangle.setSize(this._dim)};c.prototype.activate=function(a){this.initialPosition.assign(a);this.currentPosition.assign(a);this.min.assign(a);this.max.assign(a);this._dim.set(0,0);this._rectangle.setStrokeWidth(1);this._updateRectangleVertices();this._markupHandle=this._viewer.markupManager.registerMarkup(this)};c.prototype.deactivate=function(){this.initialPosition.set(0,0);this.currentPosition.set(0,0);this.min.set(0,0);this.max.set(0,0);this._dim.set(0,0);this._rectangle.setStrokeWidth(0);
+this._updateRectangleVertices();var a=this._viewer.markupManager;null!==this._markupHandle&&(a.unregisterMarkup(this._markupHandle),this._markupHandle=null);a.refreshMarkup()};c.prototype.isActive=function(){return null!==this._markupHandle};return c}(d.Markup.Measure.MeasureMarkup),a=function(a){function c(b){var c=a.call(this,b)||this;c._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;c._rectangleMarkup=new f(b);c._incrementalSelection=d.Util.IncrementalSelection.create("SelectionManager",
+b);b.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.clearSelection()];case 1:return a.sent(),[2,this.waitForIdle()]}})})},selectionArray:function(a){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return 0!==a.length?[3,2]:[4,this._incrementalSelection.stopSelection()];case 1:b.sent(),b.label=2;case 2:return[2]}})})}});return c}
+__extends(c,a);c.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};c.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};c.prototype.hasActiveSelection=function(){return!this._incrementalSelection.isIdle()};c.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.waitForIdle()]})})};c.prototype.clearSelection=
+function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.clearSelection()]})})};c.prototype._allowSelection=function(a,c){return a.x===c.x||a.y===c.y?!1:!0};c.prototype._createBeginConfig=function(a,c,e){var b=new d.IncrementalPickConfig;b.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;b.ignoreCuttingSections=!1;b.ignoreUnrequestedInstances=!0;e&&(b.mustBeFullyContained=!0);return{pickConfig:b,areaCssMin:a,
+areaCssMax:c}};c.prototype._performSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h;return __generator(this,function(g){switch(g.label){case 0:return b=this._rectangleMarkup.min.copy(),c=this._rectangleMarkup.max.copy(),e=this._rectangleMarkup.initialPosition.x<this._rectangleMarkup.currentPosition.x,a?[4,this.clearSelection()]:[3,2];case 1:g.sent(),g.label=2;case 2:if(!this._allowSelection(b,c))return[2];f=this._createBeginConfig(b,c,e);g.label=3;case 3:return g.trys.push([3,
+5,,6]),[4,this._incrementalSelection.performSelection(f)];case 4:return[2,g.sent()];case 5:h=g.sent();if(!(h instanceof d.SelectionInvalidatedError))throw h;return[3,6];case 6:return[2]}})})};c.prototype.setHandled=function(){return!0};c.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&this.clearSelection()};c.prototype.onMouseDown=function(b){a.prototype.onMouseDown.call(this,b);this.isActive()&&(b.setHandled(!0),this._rectangleMarkup.isActive()&&this._rectangleMarkup.deactivate(),
+this._rectangleMarkup.activate(b.getPosition()))};c.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);this.isActive()&&this._rectangleMarkup.isActive()&&(b.setHandled(!0),this._rectangleMarkup.updateCurrentPosition(b.getPosition()),this._viewer.markupManager.refreshMarkup())};c.prototype.onMouseUp=function(b){if(this.isActive()&&this._rectangleMarkup.isActive()){b.setHandled(!0);this._rectangleMarkup.updateCurrentPosition(b.getPosition());var c=!b.controlDown();this._performSelection(c)}this._rectangleMarkup.isActive()&&
+this._rectangleMarkup.deactivate();a.prototype.onMouseUp.call(this,b)};return c}(h.OperatorBase);h.AreaSelectionOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._axisTriad=c.view.getAxisTriad();b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;return b}__extends(e,a);e.prototype.onMouseUp=function(c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:if(!(this._axisTriad.getEnabled()&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()&&this._axisTriad.insideOverlay(c.getPosition())))return[3,
+3];c.setHandled(!0);return[4,this._viewer.view.pickFromPoint(this._ptFirst,this._pickConfig)];case 1:return b=g.sent(),[4,this._axisTriad.onClickSelection(b)];case 2:g.sent(),g.label=3;case 3:return a.prototype.onMouseUp.call(this,c),[2]}})})};return e}(h.OperatorBase);h.AxisTriadOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(a,c,b,d,f){this.section=a;this.node=c;this.planeIndex=b;this.plane=d;this.selectionPosition=f;this.origPlaneD=d.d}}(),a=function(a){function c(b,c){b=a.call(this,b)||this;b._context=null;b._cuttingManager=c;return b}__extends(c,a);c.prototype.onMouseDown=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return a.prototype.onMouseDown.call(this,b),this.isActive()&&this._cuttingManager.hasActiveCuttingSection()?
+[4,this._startSelection(b)]:[3,2];case 1:c.sent(),b.setHandled(null!==this._context),c.label=2;case 2:return[2]}})})};c.prototype.onMouseMove=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:a.prototype.onMouseMove.call(this,b);c=this._context;if(!this.isActive()||null===c)return[3,2];b.setHandled(!0);return[4,this._updatePlane(b.getPosition(),c,!1)];case 1:d.sent(),this._viewer.trigger("cuttingPlaneDrag",c.section,c.planeIndex),
+d.label=2;case 2:return[2]}})})};c.prototype._updatePlane=function(a,c,e){return __awaiter(this,void 0,void 0,function(){var b,g,f,k,h,r,u,t,v;return __generator(this,function(l){switch(l.label){case 0:b=c.selectionPosition;g=c.plane.normal.copy().add(c.selectionPosition);f=this._viewer.view.unprojectPoint(a,0);k=this._viewer.view.unprojectPoint(a,.5);if(null===f||null===k)return[3,3];h=d.Util.lineLineIntersect(b,g,f,k);if(null===h)return[3,2];r=d.Point3.subtract(h,c.selectionPosition);u=0>d.Point3.dot(r,
+c.plane.normal)?r.length():-r.length();c.plane.d=c.origPlaneD+u;t=c.plane.normal.copy().scale(-u);v=(new d.Matrix).setTranslationComponent(t.x,t.y,t.z);return[4,c.section.updatePlane(c.planeIndex,c.plane,v,e,!1)];case 1:l.sent(),l.label=2;case 2:this._cuttingManager.delayCapping(),l.label=3;case 3:return[2]}})})};c.prototype.onMouseUp=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:c=this._context;if(!this.isActive()||null===
+c)return[3,2];b.setHandled(!0);return[4,this._updatePlane(b.getPosition(),c,!0)];case 1:d.sent(),this._viewer.trigger("cuttingPlaneDragEnd",c.section,c.planeIndex),d.label=2;case 2:return this._context=null,a.prototype.onMouseUp.call(this,b),[2]}})})};c.prototype.setHandled=function(){return this.isActive()&&null!==this._context};c.prototype._startSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return this._context=
+null,b=a.getPosition(),c=d.SelectionMask.Face|d.SelectionMask.Line,e=new d.PickConfig(c),e.ignoreCappingGeometry=!0,e.forceEffectiveSceneVisibilityMask=d.SelectionMask.Face,[4,this._viewer.view.compositePickFromPoint(b,e)];case 1:h=g.sent();m=h.fetchMostRelevant(c);if(null===m)return[2];p=m.getNodeId();q=this._cuttingManager.getCuttingSectionFromNodeId(p);null!==q&&(r=q.getPlaneIndexByNodeId(p),this._context=new f(q,p,r,q.getPlane(r),m.getPosition()),this._cuttingManager.delayCapping(),this._viewer.trigger("cuttingPlaneDragStart",
+q,r));return[2]}})})};return c}(h.OperatorBase);h.CuttingPlaneOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._draggingHandle=!1;b._newRotationMatrix=new d.Matrix;b._translation=d.Point3.zero();b._newTranslation=d.Point3.zero();b._nodeIdGroupMap=new Map;b._groupIdCount=0;b._activeChildrenGroupIds=new Map;b._initialLocalNodeMatrices=[];b._newLocalNodeMatrices=[];b._trackedPoints=[];b._trackedPointsPositions=[];b._trackedPointCount=0;b._previousContextClick=!1;b._overlayIndex=null;b._activeHandleNodeId=null;b._handleEventType=
+d.HandleEventType.Translate;b._highlightedHandleId=null;b._handleSize=1;b._explodeActive=!1;b._measureActive=!1;b._settingMatrixInProgress=!1;b._handleMarkup=new d.Markup.HandleMarkup(c);b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;c.setCallbacks({explode:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return(this._explodeActive=0<a)?[4,this.removeHandles()]:[3,2];case 1:b.sent(),b.label=
+2;case 2:return[2]}})})},measurementBegin:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return this._measureActive=!0,[4,this.removeHandles()];case 1:return a.sent(),[2]}})})},measurementCreated:function(){b._measureActive=!1}});return b}__extends(e,a);e.prototype.setAxisMeshData=function(a){return this._handleMarkup.setAxisMeshData(a)};e.prototype.setPlaneMeshData=function(a){return this._handleMarkup.setPlaneMeshData(a)};e.prototype.setViewPlaneMeshData=
+function(a){return this._handleMarkup.setViewPlaneMeshData(a)};e.prototype.setRotateMeshData=function(a){return this._handleMarkup.setRotateMeshData(a)};e.prototype.addTrackedPoint=function(a){var b=this._trackedPointCount;this._trackedPoints[b]=a.copy();this._trackedPointsPositions[b]=a.copy();++this._trackedPointCount;return b};e.prototype.getTrackedPoints=function(){return this._trackedPointsPositions};e.prototype.clearTrackedPoints=function(){this._trackedPoints.length=0;this._trackedPointCount=
+this._trackedPointsPositions.length=0};e.prototype.isEnabled=function(){return!this._explodeActive&&!this._measureActive&&!this._viewer.sheetManager.isDrawingSheetActive()};e.prototype._guardEnabled=function(){if(!this.isEnabled()){var a=this._explodeActive?"Handles are not enabled when the model is exploded":this._measureActive?"Handles are not enabled while a measurement is in progress.":this._viewer.sheetManager.isDrawingSheetActive()?"Handles are not enabled for 2d drawings.":"Handles are not enabled.";
+throw new d.CommunicatorError(a);}};e.prototype.setHandleSize=function(a){this._handleSize=a};e.prototype.addHandles=function(a,b,d){void 0===b&&(b=null);void 0===d&&(d=null);return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return this._previousContextClick=!1,this._guardEnabled(),b?[3,2]:[4,this._viewer.model.getNodesBounding(a)];case 1:return c=g.sent(),[2,this.addHandles(a,c.center())];case 2:return null===d&&(d=this.generateGroupId()),
+this._nodeIdGroupMap.set(d,a),[2,this._handleMarkup.addHandles(b,this._handleSize,d)]}})})};e.prototype.generateGroupId=function(){return this._groupIdCount++};e.prototype._massageGroupId=function(a){return null===a?d.Markup.HandleMarkup.defaultGroupId:a};e.prototype.addAxisTranslationHandle=function(a,b,d,e,f){void 0===e&&(e=null);void 0===f&&(f=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addAxisTranslationHandle(a,
+b,d,e,this._massageGroupId(f))]})})};e.prototype.addAxisRotationHandle=function(a,b,d,e,f){void 0===e&&(e=null);void 0===f&&(f=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addRotateHandle(a,b,d,e,this._massageGroupId(f))]})})};e.prototype.addPlaneTranslationHandle=function(a,b,d,e,f,h){void 0===f&&(f=null);void 0===h&&(h=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addPlaneTranslationHandle(a,b,d,e,f,this._massageGroupId(h))]})})};e.prototype.addViewPlaneTranslationHandle=function(a,b,d){void 0===d&&(d=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addViewPlaneHandle(a,b,this._massageGroupId(d))]})})};e.prototype.setNodeIds=function(a,b){void 0===b&&
+(b=null);this._nodeIdGroupMap.set(this._massageGroupId(b),a)};e.prototype.getNodeIds=function(a){void 0===a&&(a=null);a=this._nodeIdGroupMap.get(this._massageGroupId(a));return void 0===a?[]:a.slice()};e.prototype.showHandles=function(){this._handleMarkup.showOverlay()};e.prototype.updatePosition=function(a,b,d,e){void 0===e&&(e=null);return this._handleMarkup.updatePosition(a,b,d,this._massageGroupId(e),this._activeChildrenGroupIds)};e.prototype.getPosition=function(){var a=this._handleMarkup.getHandleNodeIds();
+return 0<a.length&&(a=this._handleMarkup.getPosition(a[0]),null!==a)?a.copy():null};e.prototype.removeHandles=function(){this._newRotationMatrix=new d.Matrix;this._translation=d.Point3.zero();this._highlightedHandleId=null;this._nodeIdGroupMap.clear();this._groupIdCount=0;return this._handleMarkup.removeHandles()};e.prototype.getTranslation=function(){return this._translation};e.prototype._initLocalNodeMatrices=function(a){var b=this._viewer.model;this._initialLocalNodeMatrices=[];for(var c=0;c<a.length;c++)this._initialLocalNodeMatrices.push(b.getNodeMatrix(a[c]))};
+e.prototype._getHandleEventType=function(a){return this._handleMarkup.getHandleType(a)===d.HandleType.Rotate?d.HandleEventType.Rotate:d.HandleEventType.Translate};e.prototype._rotate=function(a,b,g,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(f){switch(f.label){case 0:if(!this._draggingHandle||this._settingMatrixInProgress)return[2];c=this.getNodeIds(e);return[4,this._genericTransform(a,b,d.Point3.zero(),g,c,e)];case 1:return f.sent(),this._viewer.trigger("handleEvent",
+d.HandleEventType.Rotate,c,this._initialLocalNodeMatrices,this._newLocalNodeMatrices),[2]}})})};e.prototype._translate=function(a,b,g){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(e){switch(e.label){case 0:if(!this._draggingHandle||this._settingMatrixInProgress)return[2];c=this.getNodeIds(g);return[4,this._genericTransform(d.Point3.zero(),0,a,b,c,g)];case 1:return e.sent(),this._viewer.trigger("handleEvent",d.HandleEventType.Translate,c,this._initialLocalNodeMatrices,
+this._newLocalNodeMatrices),[2]}})})};e.prototype._genericTransform=function(a,b,g,e,f,h){return __awaiter(this,void 0,void 0,function(){var c,k,l,n,u,t,v,w,z,x,y,A,B,D,C,E;return __generator(this,function(m){switch(m.label){case 0:this._settingMatrixInProgress=!0;c=this._viewer.model;k=new d.Matrix;this._newTranslation=g;0<a.squaredLength()&&(k=this._getRotationMatrix(a,d.Point3.zero(),b),this._newRotationMatrix=k.copy());l=[];l.push(this.updatePosition(this._newTranslation,this._newRotationMatrix,
+!1,h));this._newLocalNodeMatrices=[];for(n=0;n<f.length;n++)u=this._newTranslation.copy(),t=f[n],v=this._initialLocalNodeMatrices[n].copy(),w=a.copy(),z=e.copy(),x=void 0,y=c.getNodeParent(t),null!==y?(x=c.getNodeNetMatrix(y),A=d.Matrix.inverse(x),null!==A&&(A.transform(z,z),A.setTranslationComponent(0,0,0),A.transform(w,w),A.transform(u,u))):x=null,0<a.squaredLength()&&(k=this._getRotationMatrix(w,z,x&&0>x.upperLeft3x3Determinant()?-b:b),v=d.Matrix.multiply(v,k)),v.setTranslationComponent(v.m[12]+
+u.x,v.m[13]+u.y,v.m[14]+u.z),l.push(c.setNodeMatrix(t,v)),this._newLocalNodeMatrices.push(v);B=this._newRotationMatrix.copy();B.setTranslationComponent(g.x,g.y,g.z);for(n=0;n<this._trackedPoints.length;++n)D=this._trackedPoints[n].copy(),C=d.Point3.subtract(D,e),B.transform(C,C),E=d.Point3.add(C,e),this._trackedPointsPositions[n]=E;return[4,d.Util.waitForAll(l)];case 1:return m.sent(),this._settingMatrixInProgress=!1,[2]}})})};e.prototype._testRotate=function(a,b,g){void 0===g&&(g=null);return __awaiter(this,
+void 0,void 0,function(){var c,e;return __generator(this,function(f){switch(f.label){case 0:g=this._massageGroupId(g);c=this._getActiveNodeIdByGroupId(g);if(null===c)return[3,3];e=this._handleMarkup.getPosition(c);if(null===e)return[2];this._startDragging(c,d.HandleEventType.Rotate);return[4,this._rotate(a,b,e,g)];case 1:return f.sent(),[4,this._stopDragging()];case 2:f.sent(),f.label=3;case 3:return[2]}})})};e.prototype._testTranslate=function(a,b){void 0===b&&(b=null);return __awaiter(this,void 0,
+void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:b=this._massageGroupId(b);c=this._getActiveNodeIdByGroupId(b);if(null===c)return[3,3];this._startDragging(c,d.HandleEventType.Translate);return[4,this._translate(a,d.Point3.zero(),b)];case 1:return g.sent(),[4,this._stopDragging()];case 2:g.sent(),g.label=3;case 3:return[2]}})})};e.prototype._getActiveNodeIdByGroupId=function(a){for(var b=this._handleMarkup.getHandleNodeIds(),c=0;c<b.length;++c){var d=b[c];if(this._handleMarkup.getHandleGroupId(d)===
+a)return d}return null};e.prototype._startDragging=function(a,b){var c=this;this._activeHandleNodeId=a;this._handleEventType=b;var d=this._handleMarkup.getHandleGroupId(a),e=this.getNodeIds(d),f=new Map;this._nodeIdGroupMap.forEach(function(a,b){b!==d&&a.forEach(function(a){for(var d=c._viewer.model.getNodeParent(a);null!==d;){if(-1!==e.indexOf(d)){f.set(b,a);break}d=c._viewer.model.getNodeParent(d)}})});this._activeChildrenGroupIds=f;0<e.length&&(this._initLocalNodeMatrices(e),this._viewer.trigger("handleEventStart",
+this._handleEventType,e,this._initialLocalNodeMatrices),this._draggingHandle=!0)};e.prototype._stopDragging=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,function(c){switch(c.label){case 0:this._draggingHandle=!1;if(null===this._activeHandleNodeId)return[3,2];a=this._handleMarkup.getHandleGroupId(this._activeHandleNodeId);return[4,this.updatePosition(this._newTranslation,this._newRotationMatrix,!0,a)];case 1:c.sent(),b=this.getNodeIds(a),this._activeHandleNodeId=
+null,this._activeChildrenGroupIds.clear(),this._viewer.trigger("handleEventEnd",this._handleEventType,b,this._initialLocalNodeMatrices,this._newLocalNodeMatrices),this._newRotationMatrix=new d.Matrix,this._handleMarkup.resetTranslation(),this._translation.add(this._newTranslation),this._newTranslation=d.Point3.zero(),this._trackedPoints=this._trackedPointsPositions.slice(),c.label=2;case 2:return[2]}})})};e.prototype.onMouseDown=function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e,
+f;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseDown.call(this,c),this._overlayIndex=null,[4,this._viewer.view.pickFromPoint(c.getPosition(),this._pickConfig)];case 1:return b=g.sent(),b.isNodeEntitySelection()&&(d=b.getNodeId(),e=this._viewer.model.getNodeName(d),null!==e&&"handle-"===e.slice(0,7)&&(c.setHandled(!0),f=this._getHandleEventType(d),this._startDragging(d,f))),[2]}})})};e.prototype._onHandleDrag=function(){if(null!==this._activeHandleNodeId){var a=
+this._viewer.view.getCamera();d.Point3.zero();d.Point3.zero();var b=this._handleMarkup.getHandleType(this._activeHandleNodeId),g=this._handleMarkup.getVector(this._activeHandleNodeId),e=this._handleMarkup.getPosition(this._activeHandleNodeId);if(null!==b&&null!==e){var f=this._handleMarkup.getHandleGroupId(this._activeHandleNodeId);switch(b){case d.HandleType.Axis:null!==g&&(a=this._getTranslationComponent(e,g,0,f),this._translate(a,e,f));break;case d.HandleType.Plane:null!==g&&(a=this._getTranslationComponent(e,
+g,1,f),this._translate(a,e,f));break;case d.HandleType.ViewPlane:g=a.getTarget();a=a.getPosition();a=d.Point3.subtract(a,g).normalize();a=this._getTranslationComponent(e,a,2,f);this._translate(a,e,f);break;case d.HandleType.Rotate:null!==g&&(this._handleMarkup.getGroupIdRotationMatrix(f).copy().setTranslationComponent(0,0,0).transform(g,g),a=this._getRotationAngle(e,g),this._rotate(g,a,e,f));break;default:d.Util.TypeAssertNever(b)}}}};e.prototype.onMouseMove=function(c){return __awaiter(this,void 0,
+void 0,function(){var b;return __generator(this,function(d){switch(d.label){case 0:a.prototype.onMouseMove.call(this,c);if(!this._draggingHandle||null===this._activeHandleNodeId)return[3,1];this._onHandleDrag();return[3,4];case 1:return[4,this._viewer.view.pickFromPoint(c.getPosition(),this._pickConfig)];case 2:return b=d.sent(),[4,this._highlightHandle(b)];case 3:d.sent(),d.label=4;case 4:return[2]}})})};e.prototype.onMouseUp=function(c){this._draggingHandle||!(3>this._dragCount)||c.getButton()===
+d.Button.Right||this._previousContextClick||this._viewer.getContextMenuStatus()||0!==this._overlayIndex&&null!==this._overlayIndex||this.removeHandles();this._previousContextClick=c.getButton()===d.Button.Right||this._viewer.getContextMenuStatus();this._draggingHandle&&this._stopDragging();a.prototype.onMouseUp.call(this,c)};e.prototype.setHandled=function(){return this._draggingHandle};e.prototype._getClosestPoint=function(a,b,g){var c=a.copy();a=a.copy().add(b);b=this._viewer.view.unprojectPoint(g,
+0);g=this._viewer.view.unprojectPoint(g,.5);return null!==b&&null!==g?d.Util.lineLineIntersect(c,a,b,g):null};e.prototype._getTranslationComponent=function(a,b,g,e){2!==g&&this._handleMarkup.getGroupIdRotationMatrix(e).copy().setTranslationComponent(0,0,0).transform(b,b);var c=e=null;1===g||2===g?(e=this._getPlaneIntersectionPoint(a,b,this._ptFirst),null!==e&&(c=this._getPlaneIntersectionPoint(e,b,this._ptCurrent))):0===g&&(e=this._getClosestPoint(a,b,this._ptFirst),null!==e&&(c=this._getClosestPoint(e,
+b,this._ptCurrent)));return null!==c&&null!==e?d.Point3.subtract(c,e):d.Point3.zero()};e.prototype._clearHighlightedHandle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._highlightedHandleId?[3,2]:[4,this._viewer.model.unsetNodesFaceColor([this._highlightedHandleId])];case 1:a.sent(),this._highlightedHandleId=null,a.label=2;case 2:return[2]}})})};e.prototype._highlightHandle=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e;return __generator(this,function(g){switch(g.label){case 0:if(!a.isNodeEntitySelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.Handles)return[3,2];b=this._viewer.model;c=b.getNodeName(a.getNodeId());if(null===c||"handle-"!==c.slice(0,7))return[3,2];e=a.getNodeId();return this._highlightedHandleId===e?[2]:[4,this._clearHighlightedHandle()];case 1:return g.sent(),this._highlightedHandleId=e,b.setNodesFaceColor([this._highlightedHandleId],d.Color.green()),[2];case 2:return[2,
+this._clearHighlightedHandle()]}})})};e.prototype._getPlaneIntersectionPoint=function(a,b,g){var c=this._viewer.view.unprojectPoint(g,0);g=this._viewer.view.unprojectPoint(g,.5);if(null===c||null===g)return null;c=new d.Ray(c,g.copy().subtract(c));a=d.Plane.createFromPointAndNormal(a,b);b=d.Point3.zero();return a.intersectsRay(c,b)?b:null};e.prototype._getRotationAngle=function(a,b){console.assert(null!==a);var c=this._getPlaneIntersectionPoint(a,b,this._ptFirst),e=this._getPlaneIntersectionPoint(a,
+b,this._ptCurrent);if(null===c||null===e)return 0;c=d.Point3.subtract(c,a).normalize();a=d.Point3.subtract(e,a).normalize();e=d.Point3.dot(c,a);e=180*Math.acos(e)/Math.PI;0>d.Point3.dot(d.Point3.cross(c,a),b)&&(e=-e);return e};e.prototype._getRotationMatrix=function(a,b,g){var c=(new d.Matrix).setTranslationComponent(-b.x,-b.y,-b.z);a=d.Matrix.createFromOffAxisRotation(a,g);b=(new d.Matrix).setTranslationComponent(b.x,b.y,b.z);return d.Matrix.multiply(d.Matrix.multiply(c,a),b)};return e}(h.OperatorBase);
+h.HandleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._navCube=c.view.getNavCube();b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;return b}__extends(e,a);e.prototype.onMouseMove=function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseMove.call(this,c),b=c.getPosition(),d=this._dragging&&1<this._dragCount,this._navCube.getEnabled()&&
+!d&&this._navCube.insideOverlay(b)?[4,this._viewer.view.pickFromPoint(b,this._pickConfig)]:[3,2];case 1:e=g.sent(),this._navCube.onMoveSelection(e),g.label=2;case 2:return[2]}})})};e.prototype.onMouseUp=function(c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:return this._navCube.getEnabled()&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()?[4,this._viewer.view.pickFromPoint(this._ptFirst,this._pickConfig)]:[3,
+3];case 1:return b=g.sent(),[4,this._navCube.onClickSelection(b)];case 2:g.sent(),g.label=3;case 3:return a.prototype.onMouseUp.call(this,c),[2]}})})};return e}(h.OperatorBase);h.NavCubeOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._insertNoteButton=d.Button.Left;c._callbackFlag=!1;c._noteTextManager=b;return c}__extends(e,a);e.prototype.onMouseDown=function(c){var b=this;a.prototype.onMouseDown.call(this,c);this.isActive()&&(this._callbackFlag||(this._viewer.setCallbacks({explode:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this._noteTextManager.explode(a)];case 1:return b.sent(),
+[2]}})})}}),this._callbackFlag=!0),this._dragging=!1)};e.prototype.onMouseUp=function(c){var b=this;if(this.isActive()){var g=new d.PickConfig(d.SelectionMask.Face);if(this._ptFirst.equals(this._ptCurrent)&&c.getButton()===this._insertNoteButton||null!==this._primaryTouchId)g=this._viewer.view.pickFromPoint(c.getPosition(),g).then(function(a){b._noteTextManager.selectPin(a)||b._noteTextManager.getExplodeActive()||b._noteTextManager.getIsolateActive()||0!==a.overlayIndex()||(a.isFaceSelection()&&new d.Markup.Note.NoteText(b._viewer,
+b._noteTextManager,a.getPosition(),a.getFaceEntity().getNormal(),a.getNodeId()),c.setHandled(!0))}),g}a.prototype.onMouseUp.call(this,c)};e.prototype.getNoteTextElement=function(){return this._noteTextManager.getNoteTextElement()};e.prototype.setNoteTextElement=function(a){this._noteTextManager.setNoteTextElement(a)};e.prototype.checkPinInstance=function(a){return null!==this._noteTextManager.checkPinInstance(a)};return e}(h.OperatorBase);h.NoteOperator=f})(d.Operator||(d.Operator={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._selectionButton=d.Button.Left;b._ignoreTransparency=!1;b._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;b._incrementalSelection=d.Util.IncrementalSelection.create("SelectionManager",c);c.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.clearSelection()];case 1:return a.sent(),[2,this.waitForIdle()]}})})},
+selectionArray:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return 0!==a.length?[3,2]:[4,this._incrementalSelection.stopSelection()];case 1:b.sent(),b.label=2;case 2:return[2]}})})}});return b}__extends(e,a);e.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};e.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};e.prototype.setIgnoreTransparency=
+function(a){this._ignoreTransparency=a};e.prototype.getIgnoreTransparency=function(){return this._ignoreTransparency};e.prototype.hasActiveSelection=function(){return!this._incrementalSelection.isIdle()};e.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.waitForIdle()]})})};e.prototype.clearSelection=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,
+this._incrementalSelection.clearSelection()]})})};e.prototype._createBeginConfig=function(a){var b=new d.IncrementalPickConfig;b.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;b.ignoreUnrequestedInstances=!0;return{pickConfig:b,rayCssOrigin:a,rayCssBoxRadius:10}};e.prototype._selectionPredicate=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.model,c=a.getNodeId(),null===
+c?[2,!1]:[4,b.getNodesHaveTransparency([c])];case 1:return d=g.sent()[0],[2,!d]}})})};e.prototype._performSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d=this;return __generator(this,function(g){b=this._createBeginConfig(a);c=this._ignoreTransparency?function(a){return d._selectionPredicate(a)}:null;return[2,this._incrementalSelection.performSelection(b,c)]})})};e.prototype.setHandled=function(){return!0};e.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&
+this.clearSelection()};e.prototype.onMouseUp=function(c){var b=this;this.isActive()&&function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return(c.getButton()===this._selectionButton||null!==this._primaryTouchId)&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()?c.controlDown()?[3,2]:[4,this.clearSelection()]:[3,4];case 1:a.sent(),a.label=2;case 2:return[4,this._performSelection(c.getPosition())];case 3:a.sent(),a.label=
+4;case 4:return[2]}})})}();a.prototype.onMouseUp.call(this,c)};return e}(h.OperatorBase);h.RayDrillSelectionOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._selectionButton=d.Button.Left;c._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;c._doubleClickFitWorld=!0;c._noteTextManager=b;return c}__extends(e,a);e.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};e.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};e.prototype.getSelectionButton=function(){return this._selectionButton};
+e.prototype.setSelectionButton=function(a){this._selectionButton=a};e.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&this._viewer.selectionManager.clear()};e.prototype.onMouseUp=function(c){var b=this;if(this.isActive()&&5>d.Point2.subtract(this._ptFirst,this._ptCurrent).length()&&(c.getButton()===this._selectionButton||null!==this._primaryTouchId)){var g=this._viewer.view,e=new d.PickConfig(d.SelectionMask.Face|d.SelectionMask.Line);e.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;
+g=g.pickFromPoint(this._ptCurrent,e).then(function(a){var g=null!==b._viewer.cuttingManager.getCuttingSectionFromNodeId(a.getNodeId()),e=b._noteTextManager.selectPin(a),f=b._viewer.markupManager.pickMarkupItem(b._ptCurrent);if(f instanceof d.Markup.Redline.RedlineText)f.onSelect();e||g||null!==f||(a.isNodeSelection()?b._processSelectionClick(c,a):b._isDoubleClick||b._viewer.selectionManager.clear())});g}a.prototype.onMouseUp.call(this,c)};e.prototype.onDoubleClick=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(a){return this._doubleClickFitWorld?[2,this._viewer.view.fitWorld()]:[2]})})};e.prototype.setDoubleClickFitWorldEnabled=function(a){this._doubleClickFitWorld=a};e.prototype._getSelectionOrParentIfSelected=function(a){var b=this._viewer.model,c=a.getNodeId();if(!b.isNodeLoaded(c)||b.getNodeType(c)===d.NodeType.PmiBody)return a;var e=this._viewer.selectionManager,f=null;e.getSelectParentIfSelected()&&(f=e.containsParent(a));return null!==f?(b=
+d.Selection.SelectionItem.create(b.getNodeParent(f.getNodeId())),b.isNodeSelection()?b:a):e.contains(a)?(b=d.Selection.SelectionItem.create(b.getNodeParent(c)),b.isNodeSelection()?b:a):a};e.prototype._processSelectionClick=function(a,b){var c=b.overlayIndex();if(0===c||null===c)c=this._viewer.selectionManager,a.controlDown()||a.commandDown()?c.toggle(b):(a=this._getSelectionOrParentIfSelected(b),c.set(a))};return e}(h.OperatorBase);h.SelectionOperator=f})(d.Operator||(d.Operator={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){function f(a,b){var c=new d.PickConfig(d.SelectionMask.Face);c.bimMask=a;c.ignoreOverlays=!0;null!==b&&(c.maxWorldDistance=b);return c}function a(a,b,c,e){return __awaiter(this,void 0,void 0,function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=new d.Ray(b,c),k=f(d.BimMask.Floor,e),[4,a.pickFromRay(g,k)];case 1:return l=h.sent(),l.isFaceSelection()?[2,l.getPosition()]:[2,null]}})})}function e(a,b,c,e){return __awaiter(this,void 0,void 0,
+function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=new d.Ray(b,c),k=f(d.BimMask.Wall,e),[4,a.pickFromRay(g,k)];case 1:return l=h.sent(),l.isFaceSelection()?[2,l]:[2,null]}})})}var c=function(){function a(a){this._nearbyDoors=new Set;this._viewer=a}a.prototype._performSphereSelection=function(a,b,c){var g=d.Util.IncrementalSelection.create("View",this._viewer),e=new d.IncrementalPickConfig(d.SelectionMask.Face);e.bimMask=c;e.onlyStreamedInstances=!0;e.ignoreUnrequestedInstances=
+!0;return g.performSelection({pickConfig:e,sphereCenter:a,sphereRadius:b})};a.prototype.updateNearbyDoors=function(a,b,c){return __awaiter(this,void 0,void 0,function(){var g,e,f,k,l,h,n,w,z,x,y;return __generator(this,function(m){switch(m.label){case 0:return[4,this._performSphereSelection(a,b,d.BimMask.Door)];case 1:g=m.sent();e=new Set;f=0;for(k=g;f<k.length;f++)l=k[f],h=l.getNodeId(),e.add(h);n=d.Util.setSubtraction(e,this._nearbyDoors);w=d.Util.setSubtraction(this._nearbyDoors,e);z=d.Util.setToArray(n);
+x=d.Util.setToArray(w);y=this._viewer.model;y.setNodesOpacity(z,c);y.resetNodesOpacity(x);this._nearbyDoors=e;return[2]}})})};a.prototype.forgetNearbyDoors=function(){var a=d.Util.setToArray(this._nearbyDoors);this._nearbyDoors.clear();this._viewer.model.resetNodesOpacity(a)};return a}(),b=function(b){function g(a){var g=b.call(this,a)||this;g._elevationSpeed=0;g._rotationSpeed=0;g._viewAngle=90;g._zoomDistance=0;g._walkDistance=0;g._tilt=0;g._majorAxis=d.Axis.X;g._maxExtents=0;g._walkActive=!1;g._activeWalk=
+new d.Util.CurrentAction(!0);g._bimModeEnabled=!1;g._synchronizedToggleBimMode=new d.Util.CurrentActionSync;g._initialInteractiveDrawLimitIncreaseStatus=!0;g._logical={floor:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.FloorConfig),wall:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.WallConfig),door:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.DoorConfig)};g._effective={floor:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.FloorConfig),wall:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.WallConfig),
+door:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.DoorConfig)};g._doorCache=new c(a);g._downAxis=new d.Point3(0,-1,0);a.setCallbacks({subtreeLoaded:function(a,b){b===d.NodeSource.LoadModel&&g._updateSceneFloor()}});return g}__extends(g,b);g.prototype._updateSceneFloor=function(){var a=this._viewer.model.getViewAxes().upVector;console.assert(a.isAxis());this._downAxis=d.Point3.scale(a,-1)};g.prototype.isBimModeEnabled=function(){return this._bimModeEnabled};g.prototype._enableBimMode=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return this._bimModeEnabled=!0,this._effective.floor=this._scaleAgainstModelUnit(this._logical.floor),this._effective.wall=this._scaleAgainstModelUnit(this._logical.wall),this._effective.door=this._scaleAgainstModelUnit(this._logical.door),this._updateSceneFloor(),[4,this._applyGravity()];case 1:return a.sent(),[4,this._updateNearbyDoors()];case 2:return a.sent(),[2]}})})};g.prototype._disableBimMode=function(){this._bimModeEnabled=
+!1;this._doorCache.forgetNearbyDoors()};g.prototype.enableBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._enableBimMode()];case 1:return a.sent(),[2]}})})})};g.prototype.disableBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){a._disableBimMode()})};g.prototype.toggleBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){return a._bimModeEnabled?
+a._disableBimMode():a._enableBimMode()})};g.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,function(c){switch(c.label){case 0:return this._viewer.view.setProjectionMode(d.Projection.Perspective),a=this._viewer.view,b=this,[4,a.getInteractiveDrawLimitIncreaseEnabled()];case 1:return b._initialInteractiveDrawLimitIncreaseStatus=c.sent(),a.setInteractiveDrawLimitIncreaseEnabled(!1),this._calculateInitialPosition(),0!==this._maxExtents?[3,
+3]:[4,this.resetDefaultWalkSpeeds()];case 2:c.sent(),c.label=3;case 3:return this._bimModeEnabled?[4,this._updateNearbyDoors()]:[3,5];case 4:c.sent(),c.label=5;case 5:return[2]}})})};g.prototype.onDeactivate=function(){this._viewer.view.setInteractiveDrawLimitIncreaseEnabled(this._initialInteractiveDrawLimitIncreaseStatus);this._doorCache.forgetNearbyDoors();b.prototype.onDeactivate.call(this)};g.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,
+function(c){switch(c.label){case 0:return this._rotationSpeed=40,this._viewAngle=90,[4,this._viewer.model.getModelBounding(!0,!1)];case 1:return a=c.sent(),b=a.extents(),this._maxExtents=Math.max(b.x,b.y,b.z),this._walkDistance=this._maxExtents/15,this._elevationSpeed=this._maxExtents/10,this._zoomDistance=this._maxExtents/30,[2]}})})};g.prototype.getBimFloorConfig=function(){return __assign({},this._logical.floor)};g.prototype.setBimFloorConfig=function(a){this._logical.floor=__assign({},a);this._effective.floor=
+this._scaleAgainstModelUnit(this._logical.floor)};g.prototype.getBimWallConfig=function(){return __assign({},this._logical.wall)};g.prototype.setBimWallConfig=function(a){this._logical.wall=__assign({},a);this._effective.wall=this._scaleAgainstModelUnit(this._logical.wall)};g.prototype.getBimDoorConfig=function(){return __assign({},this._logical.door)};g.prototype.setBimDoorConfig=function(a){this._logical.door=__assign({},a);this._effective.door=this._scaleAgainstModelUnit(this._logical.door)};g.prototype._scaleAgainstModelUnit=
+function(a){var b=this._viewer.model;b=1/b.getNodeUnitMultiplier(b.getAbsoluteRootNode());a=__assign({},a);for(var c=0,d=Object.keys(a);c<d.length;c++){var g=d[c];"number"===typeof a[g]&&(a[g]*=b)}return a};g.prototype.onMouseDown=function(a){b.prototype.onMouseDown.call(this,a)};g.prototype.onMouseMove=function(a){b.prototype.onMouseMove.call(this,a)};g.prototype.onMouseUp=function(a){b.prototype.onMouseUp.call(this,a)};g.prototype._applyGravity=function(){return __awaiter(this,void 0,void 0,function(){var b,
+c,g,e,f,k,h,t,v,w;return __generator(this,function(l){switch(l.label){case 0:return b=this._viewer.view,c=b.getCamera(),g=c.getPosition(),[4,a(b,g,this._downAxis,this._effective.floor.maxFallDistance)];case 1:e=l.sent();if(null!==e)return[3,3];g=d.Point3.subtract(g,d.Point3.scale(this._downAxis,this._effective.floor.avatarOffset));return[4,a(b,g,this._downAxis,this._effective.floor.maxFallDistance)];case 2:e=l.sent();if(null===e)return[2];l.label=3;case 3:f=new d.Point3(0,0,this._effective.floor.avatarOffset);
+k=d.Point3.add(e,f);h=d.Point3.subtract(k,g);t=h.length();if(t>this._effective.floor.negligibleClimbHeight&&(v=d.Util.computeAngleBetweenVector(h,this._downAxis),(w=90<v)&&t>this._effective.floor.maxClimbHeight))return[2];this._applyWalkDelta(c,h);return[2]}})})};g.prototype._updateNearbyDoors=function(){var a=this._viewer.view.getCamera().getPosition();return this._doorCache.updateNearbyDoors(a,this._effective.door.transparencyRange,.5)};g.prototype._updateCamera=function(a){this._resetPosition(a);
+this._updateCameraTilt(a);this._updateCameraViewAngle(a);this._viewer.view.setCamera(a)};g.prototype._applyWalkDelta=function(a,b){a.dolly(d.Point3.scale(b,-1));this._updateCamera(a)};g.prototype._applyWalkDeltaWithCollisionCheck=function(a,b,c){return __awaiter(this,void 0,void 0,function(){var g,e,f,k,h,l,n,m,x,y,A,B,D,C,E,F,H,G;return __generator(this,function(p){switch(p.label){case 0:return g=a.getPosition(),e=d.Matrix.createFromOffAxisRotation(c,90),f=e.transform(b),k=d.Matrix.createFromOffAxisRotation(c,
+-90),h=k.transform(b),l=this._testWallCollision(g,f,this._effective.wall.avatarOffset),n=this._testWallCollision(g,h,this._effective.wall.avatarOffset),m=this._testWallCollision(g,b,b.length()+this._effective.wall.avatarOffset),[4,Promise.all([l,n])];case 1:x=p.sent();y=x[0];A=x[1];if(null!==y||null!==A)if(B=function(a){return null!==a?(a=a.getFaceEntity().getNormal(),90<d.Util.computeAngleBetweenVector(a,b)):!1},B(y)||B(A))return[2];return[4,m];case 2:return D=p.sent(),null!==D&&(C=b.length(),E=
+d.Point3.scale(b,1/C),F=d.Point3.subtract(D.getPosition(),g).length(),H=F-this._effective.wall.avatarOffset,G=Math.min(C,H),b=d.Point3.scale(E,G)),this._applyWalkDelta(a,b),[2]}})})};g.prototype._testWallCollision=function(a,b,c){return e(this._viewer.view,a,b,c)};g.prototype._walkBackward=function(a,b){var c=this._viewer.view.getCamera();this._resetPosition(c);var g=c.getTarget(),e=c.getPosition(),f=c.getUp();a=d.Point3.subtract(e,g).normalize().copy().scale(a);return b?this._applyWalkDeltaWithCollisionCheck(c,
+a,f):this._applyWalkDelta(c,a)};g.prototype._walkForward=function(a,b){return this._walkBackward(-a,b)};g.prototype._walkLeft=function(a,b){var c=this._viewer.view.getCamera();this._resetPosition(c);var g=c.getTarget(),e=c.getPosition(),f=c.getUp();g=d.Point3.subtract(g,e).normalize();a=d.Point3.cross(f,g).normalize().copy().scale(a);return b?this._applyWalkDeltaWithCollisionCheck(c,a,f):this._applyWalkDelta(c,a)};g.prototype._walkRight=function(a,b){return this._walkLeft(-a,b)};g.prototype.walkBackward=
+function(a){return this._walkBackward(a,!1)};g.prototype.walkForward=function(a){return this._walkForward(a,!1)};g.prototype.walkLeft=function(a){return this._walkLeft(a,!1)};g.prototype.walkRight=function(a){return this._walkRight(a,!1)};g.prototype.walkBackwardWithCollision=function(a){return this._walkBackward(a,!0)};g.prototype.walkForwardWithCollision=function(a){return this._walkForward(a,!0)};g.prototype.walkLeftWithCollision=function(a){return this._walkLeft(a,!0)};g.prototype.walkRightWithCollision=
+function(a){return this._walkRight(a,!0)};g.prototype.walkDown=function(a){var b=this._viewer.view.getCamera();this._resetPosition(b);a=b.getUp().normalize().scale(a);this._applyWalkDelta(b,a)};g.prototype.walkUp=function(a){this.walkDown(-a)};g.prototype.rotateRight=function(a){var b=this._viewer.view.getCamera();this._resetPosition(b);var c=b.getTarget(),g=b.getPosition(),e=d.Point3.subtract(g,c).length(),f=d.Point3.subtract(c,g).normalize();a=d.Util.degreesToRadians(a);a=Math.tan(a);a*=d.Point3.subtract(b.getTarget(),
+b.getPosition()).length();f=d.Point3.cross(f,b.getUp()).scale(a);c=c.copy().add(f);e=d.Point3.subtract(c,g).normalize().scale(e);c=d.Point3.add(g,e);b.setTarget(c);this._updateCamera(b)};g.prototype.rotateLeft=function(a){this.rotateRight(-a)};g.prototype.tiltDown=function(a){this.setTilt(this._tilt+a);a=this._viewer.view.getCamera();this._resetPosition(a);this._updateCamera(a)};g.prototype.tiltUp=function(a){this.tiltDown(-a)};g.prototype._calculateInitialPosition=function(){var a=this._viewer.view.getCamera();
+this._calculateMajorAxis(a);this.setTilt(this._calculateInitialTilt(a));this._resetPosition(a);this._updateCamera(a)};g.prototype._updateCameraViewAngle=function(a){var b=d.Util.degreesToRadians(this._viewAngle);b=Math.tan(b/2);b*=d.Point3.subtract(a.getTarget(),a.getPosition()).length();a.setWidth(b);a.setHeight(b)};g.prototype._updateCameraTilt=function(a){var b=a.getPosition(),c=a.getTarget(),g=a.getUp().normalize(),e=d.Point3.subtract(c,b).normalize();g=d.Point3.cross(g,e).normalize();c=d.Point3.distance(c,
+b);d.Matrix.createFromOffAxisRotation(g,this._tilt).transform(e,e);a.setTarget(d.Point3.add(b,e.scale(c)))};g.prototype._calculateInitialTilt=function(a){var b=a.getTarget();a=a.getPosition();a=d.Point3.subtract(b,a);b=a.length();this._majorAxis===d.Axis.X?a.x=0:this._majorAxis===d.Axis.Y?a.y=0:this._majorAxis===d.Axis.Z&&(a.z=0);a=a.length();return 180/Math.PI*Math.acos(a/b)};g.prototype._resetPosition=function(a){this._calculateMajorAxis(a);var b=a.getPosition(),c=a.getTarget();c=d.Point3.subtract(c,
+b);var g=c.length();0<this.getWalkSpeed()&&(g=this.getWalkSpeed());switch(this._majorAxis){case d.Axis.X:c.set(0,c.y,c.z);a.setUp(new d.Point3(1,0,0));break;case d.Axis.Y:c.set(c.x,0,c.z);a.setUp(new d.Point3(0,1,0));break;case d.Axis.Z:c.set(c.x,c.y,0),a.setUp(new d.Point3(0,0,1))}c.normalize().scale(g);a.setTarget(d.Point3.add(b,c))};g.prototype._calculateMajorAxis=function(a){var b=a.getUp();a=Math.abs(b.x);var c=Math.abs(b.y);b=Math.abs(b.z);this._majorAxis=b>=a&&b>=c?d.Axis.Z:c>=a&&c>=b?d.Axis.Y:
+d.Axis.X};g.prototype.setZoomSpeed=function(a){this._zoomDistance=a};g.prototype.getZoomSpeed=function(){return this._zoomDistance};g.prototype.setTilt=function(a){this._tilt=Math.max(Math.min(a,45),-45);a=this._viewer.view.getCamera();this._updateCamera(a)};g.prototype.getTilt=function(){return this._tilt};g.prototype.setViewAngle=function(a){a=Math.max(Math.min(a,150),30);this._viewAngle!==a&&(this._viewAngle=a,this._updateCamera(this._viewer.view.getCamera()))};g.prototype.getViewAngle=function(){return this._viewAngle};
+g.prototype.setWalkSpeed=function(a){this._walkDistance=a};g.prototype.getWalkSpeed=function(){return this._walkDistance};g.prototype.setElevationSpeed=function(a){this._elevationSpeed=a};g.prototype.getElevationSpeed=function(){return this._elevationSpeed};g.prototype.setRotationSpeed=function(a){this._rotationSpeed=a};g.prototype.getRotationSpeed=function(){return this._rotationSpeed};g.prototype.setWalkActive=function(a){this._walkActive=a};g.prototype.getWalkActive=function(){return this._walkActive};
+g.prototype.getBimModeEnabled=function(){return this._bimModeEnabled};g.prototype.getMajorAxis=function(){return this._majorAxis};g.prototype.getActiveWalk=function(){return this._activeWalk};return g}(h.OperatorBase);h.CameraWalkBaseOperator=b;(function(a){(function(a){(function(a){(function(a){a[a.avatarOffset=1500]="avatarOffset";a[a.maxClimbHeight=600]="maxClimbHeight";a[a.negligibleClimbHeight=20]="negligibleClimbHeight";a[a.maxFallDistance=5E3]="maxFallDistance"})(a.FloorConfig||(a.FloorConfig=
+{}));(function(a){a[a.avatarOffset=150]="avatarOffset"})(a.WallConfig||(a.WallConfig={}));(function(a){a[a.transparencyRange=4E3]="transparencyRange"})(a.DoorConfig||(a.DoorConfig={}))})(a.Default||(a.Default={}))})(a.Bim||(a.Bim={}))})(b=h.CameraWalkBaseOperator||(h.CameraWalkBaseOperator={}))})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(c){a(c,d.WalkDirection.Forward,d.WalkDirection.Backward);a(c,d.WalkDirection.Left,d.WalkDirection.Right);a(c,d.WalkDirection.Up,d.WalkDirection.Down);a(c,d.WalkDirection.RotateLeft,d.WalkDirection.RotateRight);a(c,d.WalkDirection.TiltUp,d.WalkDirection.TiltDown)}function a(a,b,d){a.has(b)&&a.has(d)&&(a.delete(b),a.delete(d))}var e=function(a){function b(b){var c=a.call(this,b)||this;c._keyWalkMapping=new Map;c._keyUpMap=new Map;c._keyDownMap=new Map;c._mouseLookSpeed=
+0;c._mouseLookEnabled=!0;c._previousWalkTime=0;c._tickTimerId=null;b.setCallbacks({camera:function(a){a.getProjection()!==d.Projection.Perspective&&c._keyDownMap.clear()}});c.addKeyMapping(d.KeyCode.a,d.WalkDirection.Left);c.addKeyMapping(d.KeyCode.d,d.WalkDirection.Right);c.addKeyMapping(d.KeyCode.w,d.WalkDirection.Forward);c.addKeyMapping(d.KeyCode.s,d.WalkDirection.Backward);c.addKeyMapping(d.KeyCode.q,d.WalkDirection.RotateLeft);c.addKeyMapping(d.KeyCode.e,d.WalkDirection.RotateRight);c.addKeyMapping(d.KeyCode.r,
+d.WalkDirection.TiltUp);c.addKeyMapping(d.KeyCode.f,d.WalkDirection.TiltDown);c.addKeyMapping(d.KeyCode.x,d.WalkDirection.Up);c.addKeyMapping(d.KeyCode.c,d.WalkDirection.Down);c.addKeyMapping(d.KeyCode.LeftArrow,d.WalkDirection.Left);c.addKeyMapping(d.KeyCode.RightArrow,d.WalkDirection.Right);c.addKeyMapping(d.KeyCode.UpArrow,d.WalkDirection.Forward);c.addKeyMapping(d.KeyCode.DownArrow,d.WalkDirection.Backward);return c}__extends(b,a);b.prototype.addKeyMapping=function(a,b){this._keyWalkMapping.set(a,
+b)};b.prototype.getKeyMapping=function(){return d.Util.copyMap(this._keyWalkMapping)};b.prototype.clearKeyMappings=function(){this._keyWalkMapping.clear()};b.prototype.onMouseDown=function(b){a.prototype.onMouseDown.call(this,b);this._viewer.focusInput(!0)};b.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);if(this._dragging&&this._mouseLookEnabled){this._viewer.view.setProjectionMode(d.Projection.Perspective);var c=window.screen.width,g=window.screen.height;b.setHandled(!0);
+b=d.Point2.subtract(this._ptPrevious,this._ptCurrent);this.rotateLeft(b.x/c*this._mouseLookSpeed);this.tiltUp(b.y/g*this._mouseLookSpeed)}};b.prototype.onMouseUp=function(b){5<this._dragCount&&b.setHandled(!0);a.prototype.onMouseUp.call(this,b)};b.prototype.onMousewheel=function(a){var b=this;this._viewer.view.setProjectionMode(d.Projection.Perspective);var c=this._viewer.view,g=c.getCamera(),e=a.getPosition(),f=a.getWheelDelta();a=c.pickFromPoint(e,new d.PickConfig(d.SelectionMask.Face)).then(function(a){var c=
+a.getPosition();null!==a&&null!==c?(a=d.Point3.subtract(g.getPosition(),c).normalize().scale(b.getZoomSpeed()*f),b._applyWalkDelta(g,a)):b.walkBackward(f*b.getWalkSpeed())});a};b.prototype.onKeyDown=function(a){this._viewer.view.setProjectionMode(d.Projection.Perspective);var b=a.getKeyCode();b===d.KeyCode.v&&this.toggleBimMode();this._keyCodeActive(b)||(this._keyDownMap.set(b,a.getDate().getTime()),this._onKeyChange(b))};b.prototype.onKeyUp=function(a){var b=a.getKeyCode();this._keyUpMap.set(b,a.getDate().getTime());
+this._onKeyChange(b)};b.prototype._keyCodeActive=function(a){var b=this._keyDownMap.get(a);return void 0!==b&&(a=this._keyUpMap.get(a),void 0===a||b>a)?!0:!1};b.prototype._onKeyChange=function(a){this._keyCodeActive(a)&&this._keyWalkMapping.has(a)&&(this.getWalkActive()||(this._previousWalkTime=Date.now()),this._onTick())};b.prototype.setMouseLookSpeed=function(a){this._mouseLookSpeed=a};b.prototype.getMouseLookSpeed=function(){return this._mouseLookSpeed};b.prototype.setMouseLookEnabled=function(a){this._mouseLookEnabled=
+a};b.prototype.getMouseLookEnabled=function(){return this._mouseLookEnabled};b.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(c){return[2,a.prototype.resetDefaultWalkSpeeds.call(this).then(function(){b._mouseLookSpeed=300})]})})};b.prototype._execWalkDirection=function(a,b,c){var g=this.getWalkSpeed()*b;switch(a){case d.WalkDirection.Forward:return c?this.walkForwardWithCollision(g):this.walkForward(g);case d.WalkDirection.Backward:return c?
+this.walkBackwardWithCollision(g):this.walkBackward(g);case d.WalkDirection.Left:return c?this.walkLeftWithCollision(g):this.walkLeft(g);case d.WalkDirection.Right:return c?this.walkRightWithCollision(g):this.walkRight(g);case d.WalkDirection.Up:return this.walkUp(this.getElevationSpeed()*b);case d.WalkDirection.Down:return this.walkDown(this.getElevationSpeed()*b);case d.WalkDirection.RotateLeft:return this.rotateLeft(this.getRotationSpeed()*b);case d.WalkDirection.RotateRight:return this.rotateRight(this.getRotationSpeed()*
+b);case d.WalkDirection.TiltUp:return this.tiltUp(this.getRotationSpeed()*b);case d.WalkDirection.TiltDown:return this.tiltDown(this.getRotationSpeed()*b);default:d.Util.TypeAssertNever(a)}};b.prototype._queueWalkDirections=function(a){var b=this,c=new Set;this._keyWalkMapping.forEach(function(a,d){b._keyCodeActive(d)&&c.add(a)});f(c);var g=d.Util.setToArray(c);g.sort();if(0<g.length){this.setWalkActive(!0);var e=this.getBimModeEnabled();this.getActiveWalk().set(function(){return __awaiter(b,void 0,
+void 0,function(){var b,f,k,h,l,n=this;return __generator(this,function(m){b=new d.Util.ActionQueue(1,!0);if(0<a)for(f=function(c){b.push(function(){return n._execWalkDirection(c,a,e)})},k=0,h=g;k<h.length;k++)l=h[k],f(l);e&&(c.has(d.WalkDirection.Up)||c.has(d.WalkDirection.Down)||b.push(function(){return __awaiter(n,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._applyGravity()];case 1:return a.sent(),[2]}})})}),b.push(function(){return __awaiter(n,
+void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._updateNearbyDoors()];case 1:return a.sent(),[2]}})})}));return b.isIdle()?[2]:[2,b.waitForIdle()]})})})}};b.prototype._onTick=function(){var a=this,b=Date.now(),c=(b-this._previousWalkTime)/1E3;this._previousWalkTime=b;b=!this.getActiveWalk().isIdle();this.setWalkActive(b);this._queueWalkDirections(c);null!==this._tickTimerId&&(cancelAnimationFrame(this._tickTimerId),this._tickTimerId=null);this.getWalkActive()&&
+(this._tickTimerId=requestAnimationFrame(function(){a._onTick()}))};return b}(h.CameraWalkBaseOperator);h.CameraKeyboardWalkOperator=e})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(e){function c(b,c){b=e.call(this,b)||this;b._cameraRotationMomentumEnabled=!1;b._isDown=!1;b._mouseDragged=!1;b._averagedMousePoints=new a;b._averageTimeIntervalMilliseconds=150;b._previousMouseMovePoint=d.Point2.zero();b._mouseMovePoint=d.Point2.zero();b._mouseMoveOffset=d.Point2.zero();b._previousMouseMoveTime=null;b._mouseMoveTime=null;b._mouseMoveElapsedTimeSeconds=0;b._rotationDegreesPerSecond=[0,0];b._animationLastTickTime=0;b._animationElapsedTimeSeconds=
+0;b._animationIntervalResult=null;b._preferredAnimationIntervalMilliseconds=16;b._momentum=0;b._momentumLossPerSecond=0;b._degreesPerPixel=.5;b._maxRotationMagnitudeScale=8;b._initialSelectionPosition=null;b._cameraRotateFunction=c;return b}__extends(c,e);c.prototype.getCameraRotationMomentumEnabled=function(){return this._cameraRotationMomentumEnabled};c.prototype.setCameraRotationMomentumEnabled=function(a){a!==this._cameraRotationMomentumEnabled&&((this._cameraRotationMomentumEnabled=a)||this.stopAnimation())};
+c.prototype.isCurrentlyAnimating=function(){return this._cameraRotationMomentumEnabled&&0<this.getMomentum()};c.prototype.onDeactivate=function(){return e.prototype.onDeactivate.call(this)};c.prototype.onViewOrientationChange=function(){this.stopAnimation()};c.prototype.supportsAnimation=function(){return!0};c.prototype.onMouseDown=function(a){e.prototype.onMouseDown.call(this,a);this.isActive()&&(this._initialSelectionPosition=a.getPosition(),this._isDown=!0,this.stopAnimation(),this._mouseDragged=
+!1,this._mouseMoveTime=this._previousMouseMoveTime=Date.now(),this._mouseMovePoint.assign(this._initialSelectionPosition),this._previousMouseMovePoint.assign(this._mouseMovePoint),this._averagedMousePoints.clear(),this._averagedMousePoints.add(this._mouseMovePoint,this._mouseMoveTime))};c.prototype.onMouseMove=function(a){e.prototype.onMouseMove.call(this,a);this.isActive()&&this._isDown&&(this._mouseDragged=!0,this._previousMouseMovePoint.assign(this._mouseMovePoint),this._mouseMovePoint.assign(a.getPosition()),
+this._mouseMoveOffset=d.Point2.subtract(this._mouseMovePoint,this._previousMouseMovePoint),this._previousMouseMoveTime=this._mouseMoveTime,this._mouseMoveTime=Date.now(),this._mouseMoveElapsedTimeSeconds=null===this._previousMouseMoveTime?0:(this._mouseMoveTime-this._previousMouseMoveTime)/1E3,this._averagedMousePoints.add(this._mouseMovePoint,this._mouseMoveTime),a=this._getMouseMoveOffsetForRotation(),this._rotateCamera(a))};c.prototype.onMouseUp=function(a){if(this.isActive()&&(this._isDown=!1,
+this._mouseDragged&&this.getCameraRotationMomentumEnabled())){this._mouseMoveOffset=this._averagedMousePoints.getAverageOffsetWithinMilliseconds(this._averageTimeIntervalMilliseconds);var b=this._getMouseMoveOffsetForRotation();if(0!==b[0]||0!==b[1]){for(var c=0;2>c;c++){var d=Math.abs(b[c])*this._maxRotationMagnitudeScale;this._rotationDegreesPerSecond[c]=b[c]/this._mouseMoveElapsedTimeSeconds;this._rotationDegreesPerSecond[c]<-d?this._rotationDegreesPerSecond[c]=-d:this._rotationDegreesPerSecond[c]>
+d&&(this._rotationDegreesPerSecond[c]=d)}this._momentum=1;this._startAnimation()}else this._momentum=0}e.prototype.onMouseUp.call(this,a)};c.prototype._rotateCamera=function(a){this._cameraRotateFunction(a)};c.prototype.stopAnimation=function(){null!==this._animationIntervalResult&&(clearInterval(this._animationIntervalResult),this._animationIntervalResult=null)};c.prototype.getMomentum=function(){return this._momentum};c.prototype.setMomentumLossPerSecond=function(a){0<=a&&(this._momentumLossPerSecond=
+a)};c.prototype.getMomentumLossPerSecond=function(){return this._momentumLossPerSecond};c.prototype.isAnimating=function(){return null!==this._animationIntervalResult};c.prototype._startAnimation=function(){var a=this;null===this._animationIntervalResult&&(this._animationLastTickTime=Date.now(),this._animationIntervalResult=window.setInterval(function(){a._onTick()},this._preferredAnimationIntervalMilliseconds))};c.prototype._getMouseMoveOffsetForRotation=function(){return[-this._mouseMoveOffset.x*
+this._degreesPerPixel,this._mouseMoveOffset.y*this._degreesPerPixel]};c.prototype._onTick=function(){var a=Date.now();this._animationElapsedTimeSeconds=(a-this._animationLastTickTime)/1E3;this._animationLastTickTime=a;this._rotateCamera([this._animationElapsedTimeSeconds*this._rotationDegreesPerSecond[0],this._animationElapsedTimeSeconds*this._rotationDegreesPerSecond[1]]);if(0<this._momentumLossPerSecond)if(this._momentum=Math.max(0,this._momentum-this._animationElapsedTimeSeconds*this._momentumLossPerSecond),
+0<this._momentum)for(a=0;a<this._rotationDegreesPerSecond.length;a++)this._rotationDegreesPerSecond[a]*=this._momentum;else{for(a=0;a<this._rotationDegreesPerSecond.length;a++)this._rotationDegreesPerSecond[a]=0;this._rotateCamera(this._rotationDegreesPerSecond);this.stopAnimation()}};return c}(h.OperatorBase);h.CameraOrbitBaseOperator=f;var a=function(){function a(a){void 0===a&&(a=10);this._count=0;this._points=Array(a);this._times=Array(a)}a.prototype.clear=function(){this._count=0};a.prototype.add=
+function(a,b){void 0===b&&(b=Date.now());var c=this._count%this._points.length;void 0===this._points[c]?this._points[c]=a.copy():this._points[c].assign(a);this._times[c]=b;this._count++};a.prototype.getAverageOffsetWithinMilliseconds=function(a,b){void 0===b&&(b=Date.now());var c=-1,e=d.Point2.zero(),f=Math.min(this._points.length,this._count);if(0<f){for(var h=0,m=0;m<f;m++){var p=(this._count-1-m)%this._points.length;if(b-this._times[p]>a)break;c=p;e.add(this._points[p]);h++}1<h?(e.subtract(this._points[c]),
+h--,e.scale(1/h)):(c=-1,e.set(0,0))}return 0<=c?d.Point2.subtract(e,this._points[c]):e};return a}()})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b,c,e){var g=a.call(this)||this;g._circle=new d.Markup.Shape.Circle;g._viewer=b;g._position=c;g._circle.setRadius(e);return g}__extends(c,a);c.prototype.draw=function(){if(this._circle){var a=this._viewer.view.projectPoint(this._position);this._circle.setCenter(d.Point2.fromPoint3(a));this._viewer.markupManager.getRenderer().drawCircle(this._circle)}};return c}(d.Markup.MarkupItem);h.OrbitMarkup=f;var a=function(a){function c(b){var c=a.call(this,
+b,function(a){if(!c._viewer.sheetManager.isDrawingSheetActive())if(null!==c._pickPosition){if(null===c._circleMarkupHandler){var b=new f(c._viewer,c._pickPosition,c._circleRadius);c._circleMarkupHandler=c._viewer.markupManager.registerMarkup(b)}c._orbitByTurnTiltWithTarget(a,c._pickPosition)}else switch(b=c._viewer.view.getCamera(),c._orbitFallbackMode){default:case d.OrbitFallbackMode.CameraTarget:c._orbitByTurnTiltWithTarget(a,b.getTarget());break;case d.OrbitFallbackMode.ModelCenter:c._modelCenter&&
+c._orbitByTurnTiltWithTarget(a,c._modelCenter);break;case d.OrbitFallbackMode.OrbitTarget:c._orbitByTurnTiltWithTarget(a,c._orbitTarget)}})||this;c._orbitTarget=d.Point3.zero();c._orbitFallbackMode=d.OrbitFallbackMode.ModelCenter;c._modelCenter=null;c._circleMarkupHandler=null;c._circleRadius=3;c._updateCameraCenterAction=new d.Util.CurrentAction(!1);c._updateCameraCenterTimer=new d.Util.Timer;c._primaryButton=d.Button.Middle;c._pickPosition=null;c._bimOrbitEnabled=!1;c._viewer.setCallbacks({sceneReady:function(){c._updateModelCenter()},
+modelSwitched:function(){c._updateModelCenter()},visibilityChanged:function(){c._updateModelCenter()},_updateTransform:function(a){a||c._updateModelCenter()},_geometryCreated:function(){c._updateModelCenter()},hwfParseComplete:function(){c._updateModelCenter()}});return c}__extends(c,a);c.prototype._updateModelCenter=function(a){var b=this;void 0===a&&(a=50);this._updateCameraCenterTimer.clear();this._updateCameraCenterAction.set(function(){return __awaiter(b,void 0,void 0,function(){var b,c=this;
+return __generator(this,function(d){switch(d.label){case 0:return[4,this._viewer.model.getModelBounding(!0,!1)];case 1:b=d.sent();if(b.isDegenerate()&&0<a)return this._updateCameraCenterTimer.set(500,function(){c._updateModelCenter(a-1)}),[2];this._modelCenter=b.center();return[2]}})})})};c.prototype.onMouseDown=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseDown.call(this,b),this.isActive()&&b.getButton()===
+this._primaryButton?[4,this._viewer.view.pickFromPoint(b.getPosition(),new d.PickConfig(d.SelectionMask.Face))]:[3,2];case 1:c=g.sent(),null!==c&&0===c.overlayIndex()?(this._pickPosition=c.getPosition(),b.setHandled(!0)):this._pickPosition=null,g.label=2;case 2:return[2]}})})};c.prototype.onMouseUp=function(b){a.prototype.onMouseUp.call(this,b);b.getButton()===this._primaryButton&&(this._pickPosition=null);this._removeMarkup()};c.prototype.setBimOrbitEnabled=function(a){this._bimOrbitEnabled=a};c.prototype.getBimOrbitEnabled=
+function(){return this._bimOrbitEnabled};c.prototype._removeMarkup=function(){null!==this._circleMarkupHandler&&(this._viewer.markupManager.unregisterMarkup(this._circleMarkupHandler),this._circleMarkupHandler=null)};c.prototype._getClampedRotationMatrix=function(a,c,e,f){a=d.Matrix.createFromOffAxisRotation(a,c);c=d.Point3.zero();a.transform(e,c);return 0>=d.Util.radiansToDegrees(Math.asin(d.Point3.dot(f,c)))?new d.Matrix:a};c.prototype._orbitByTurnTiltWithTarget=function(a,c){var b=this._viewer.view,
+g=b.getCamera(),e=g.getPosition().subtract(c),f=g.getTarget().subtract(c),h=g.getUp().normalize(),q=d.Point3.subtract(f,e).normalize(),r=d.Point3.cross(h,q).normalize();q=a[0];var u=a[1];new d.Matrix;new d.Matrix;this._bimOrbitEnabled?(a=this._viewer.model.getViewAxes().upVector.copy(),r=this._getClampedRotationMatrix(r,u,h,a),a=d.Matrix.createFromOffAxisRotation(a,q/4),q=a.transform(r.transform(e)),f=a.transform(r.transform(f)),h=a.transform(r.transform(d.Point3.add(e,h)))):(r=d.Matrix.createFromOffAxisRotation(r,
+u),a=d.Matrix.createFromOffAxisRotation(h,q),r=d.Matrix.multiply(a,r),q=r.transform(e),f=r.transform(f),h=r.transform(d.Point3.add(e,h)));h.subtract(q);e=q;e.add(c);f.add(c);g.setPosition(e);g.setTarget(f);g.setUp(h);b.setCamera(g)};c.prototype.setOrbitFallbackMode=function(a){this._orbitFallbackMode=a};c.prototype.getOrbitFallbackMode=function(){return this._orbitFallbackMode};c.prototype.setOrbitTarget=function(a){this._orbitTarget=a};c.prototype.getOrbitTarget=function(){return this._orbitTarget};
+c.prototype.setPrimaryButton=function(a){this._primaryButton=a};c.prototype.getPrimaryButton=function(){return this._primaryButton};return c}(h.CameraOrbitBaseOperator);h.CameraOrbitOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._cameraPtPrevious=d.Point3.zero();return c}__extends(e,a);e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);if(this.isActive()||this._viewer.sheetManager.isDrawingSheetActive()){var b=this._viewer.view;(c=b.getCamera().getCameraPlaneIntersectionPoint(c.getPosition(),b))&&this._cameraPtPrevious.assign(c)}};e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);if(this.isActive()||
+this._viewer.sheetManager.isDrawingSheetActive()){var b=this._viewer.view,g=b.getCamera();if(c=g.getCameraPlaneIntersectionPoint(c.getPosition(),b))c=d.Point3.subtract(c,this._cameraPtPrevious),g.dolly(c),b.setCamera(g)}};return e}(h.OperatorBase);h.CameraPanOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._mouseMoveZoomDelta=3;c._mouseWheelZoomDelta=.25;c._pinchZoomModifier=2.5;c._zoomToMousePosition=!0;c._dollyZoomEnabled=!1;c._mouseMoveZoomFactor=1;c._mouseWheelZoomFactor=-1;c._mouseWheelAdjustCameraTarget=!1;c._secondaryTouchId=null;c._lastTouch1=d.Point2.zero();c._lastTouch2=d.Point2.zero();c._prevLen=0;return c}__extends(e,a);e.prototype.setMouseWheelZoomInverted=function(a){this._mouseWheelZoomFactor=a?-1:1};e.prototype.getMouseWheelZoomInverted=
+function(){return-1===this._mouseWheelZoomFactor};e.prototype.setMouseMoveZoomInverted=function(a){this._mouseMoveZoomFactor=a?-1:1};e.prototype.getMouseMoveZoomInverted=function(){return-1===this._mouseMoveZoomFactor};e.prototype.setMouseMoveZoomDelta=function(a){this._mouseMoveZoomDelta=a};e.prototype.getMouseMoveZoomDelta=function(){return this._mouseMoveZoomDelta};e.prototype.setMouseWheelZoomDelta=function(a){this._mouseWheelZoomDelta=a};e.prototype.getMouseWheelZoomDelta=function(){return this._mouseWheelZoomDelta};
+e.prototype.setZoomToMousePosition=function(a){this._zoomToMousePosition=a};e.prototype.getZoomToMousePosition=function(){return this._zoomToMousePosition};e.prototype.setDollyZoomEnabled=function(a){this._dollyZoomEnabled=a};e.prototype.getDollyZoomEnabled=function(){return this._dollyZoomEnabled};e.prototype.setMouseWheelAdjustCameraTarget=function(a){this._mouseWheelAdjustCameraTarget=a};e.prototype.getMouseWheelAdjustCameraTarget=function(){return this._mouseWheelAdjustCameraTarget};e.prototype.onMouseMove=
+function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e,f,h,m;return __generator(this,function(g){switch(g.label){case 0:a.prototype.onMouseMove.call(this,c);if(!this.isDragging()||!this.isActive())return[3,4];b=this._viewer.view;d=b.pointToWindowPosition(this._ptCurrent);e=b.pointToWindowPosition(this._ptPrevious);f=d.y-e.y;h=d.x-e.x;m=this._mouseMoveZoomDelta*this._mouseMoveZoomFactor*(f-h);return this._dollyZoomEnabled?[4,this._dollyZoom(m,void 0,void 0,!0)]:[3,2];case 1:return g.sent(),
+[3,4];case 2:return[4,this._doZoom(m)];case 3:g.sent(),g.label=4;case 4:return[2]}})})};e.prototype.onMousewheel=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._mouseWheelZoomDelta*this._mouseWheelZoomFactor*a.getWheelDelta(),this._dollyZoomEnabled?[4,this._dollyZoom(-b,void 0,a.getPosition())]:[3,2];case 1:return c.sent(),[3,4];case 2:return[4,this._doZoom(b,void 0,a.getPosition())];case 3:c.sent(),c.label=
+4;case 4:return[2]}})})};e.prototype.onTouchStart=function(a){var b=this._viewer.view;null===this._primaryTouchId?(this._primaryTouchId=a.getId(),this._lastTouch1.assign(b.pointToWindowPosition(a.getPosition()))):null===this._secondaryTouchId&&(this._secondaryTouchId=a.getId(),this._lastTouch2.assign(b.pointToWindowPosition(a.getPosition())));null!==this._primaryTouchId&&null!==this._secondaryTouchId&&(this._prevLen=d.Point2.subtract(this._lastTouch2,this._lastTouch1).length(),this._dragging=!0)};
+e.prototype.onTouchMove=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h;return __generator(this,function(g){switch(g.label){case 0:b=this._viewer.view;c=a.getId();e=a.getPosition();c===this._primaryTouchId?this._lastTouch1.assign(b.pointToWindowPosition(e)):c===this._secondaryTouchId&&this._lastTouch2.assign(b.pointToWindowPosition(e));if(!this._dragging||c!==this._secondaryTouchId)return[3,2];f=d.Point2.subtract(this._lastTouch2,this._lastTouch1).length();h=(this._prevLen-
+f)*this._pinchZoomModifier;return[4,this._doZoom(h)];case 1:g.sent(),this._prevLen=f,g.label=2;case 2:return[2]}})})};e.prototype.onTouchEnd=function(a){a=a.getId();this._primaryTouchId===a?this._primaryTouchId=null:this._secondaryTouchId===a&&(this._secondaryTouchId=null);this._dragging=!1};e.prototype.onDeactivate=function(){this._secondaryTouchId=this._primaryTouchId=null};e.prototype._updateCameraViewAngle=function(a){var b=d.Util.degreesToRadians(90);b=Math.tan(b/2);b*=d.Point3.subtract(a.getTarget(),
+a.getPosition()).length();a.setWidth(b);a.setHeight(b);return a};e.prototype._dollyZoom=function(a,b,g,e){void 0===b&&(b=this._viewer.view.getCamera());void 0===e&&(e=!1);return __awaiter(this,void 0,void 0,function(){var c,f,k,h,q,r,u,t,v,w,z,x,y=this;return __generator(this,function(l){switch(l.label){case 0:return c=this._viewer.view,b.setProjection(d.Projection.Perspective),f=b.getPosition(),k=b.getTarget(),g?[4,this._viewer.model.getModelBounding(!1,!1,!1)]:[3,3];case 1:return h=l.sent(),q=h.extents().length(),
+r=q/100,[4,this._viewer.view.pickFromPoint(g,new d.PickConfig)];case 2:return u=l.sent(),t=u.getPosition(),null!==t&&(v=d.Point3.subtract(k,f),w=d.Point3.subtract(t,f),z=d.Point3.add(f,v.scale(d.Point3.dot(v,w)/d.Point3.dot(v,v))),b.setTarget(z)),x=d.Point3.subtract(b.getTarget(),f),0<a&&x.length()<r&&b.setTarget(d.Point3.add(k,x.copy().normalize().scale(2*r))),x=d.Point3.subtract(b.getTarget(),f),b.setPosition(d.Point3.add(f,x.copy().scale(.05*(0<a?1:-1)))),[3,4];case 3:x=d.Point3.subtract(k,f).scale(a/
+10),b.setPosition(d.Point3.add(f,x)),e&&b.setTarget(d.Point3.add(k,x)),l.label=4;case 4:return b=this._updateCameraViewAngle(b),this._viewer.pauseRendering(function(){if(g){var a=b.getCameraPlaneIntersectionPoint(g,y._viewer.view);c.setCamera(b);var e=b.getCameraPlaneIntersectionPoint(g,y._viewer.view);null!==a&&null!==e&&b.dolly(d.Point3.subtract(e,a))}c.setCamera(b)}),[2]}})})};e.prototype._doZoom=function(a,b,g){void 0===b&&(b=this._viewer.view.getCamera());return __awaiter(this,void 0,void 0,
+function(){var c,e,f,h,p,q,r,u=this;return __generator(this,function(k){switch(k.label){case 0:return c=this._viewer.view,e=1/(1-a),g&&this._zoomToMousePosition?this._mouseWheelAdjustCameraTarget?[4,this._viewer.view.pickFromPoint(g,new d.PickConfig)]:[3,2]:[3,3];case 1:f=k.sent(),void 0!==f&&f.isEntitySelection()&&(h=b.getPosition().subtract(b.getTarget()),p=d.Point3.subtract(b.getTarget(),b.getPosition()),q=d.Point3.subtract(f.getPosition(),b.getPosition()),r=b.getPosition().add(p.scale(d.Point3.dot(p,
+q)/d.Point3.dot(p,p))),b.setTarget(r),b.setPosition(d.Point3.add(r,h))),k.label=2;case 2:return this._viewer.pauseRendering(function(){var a=b.getCameraPlaneIntersectionPoint(g,u._viewer.view);u._zoomHelper(e,b);var f=b.getCameraPlaneIntersectionPoint(g,u._viewer.view);null!==a&&null!==f&&b.dolly(d.Point3.subtract(f,a));c.setCamera(b)}),[3,4];case 3:this._zoomHelper(e,b),k.label=4;case 4:return[2]}})})};e.prototype._zoomHelper=function(a,b){var c=this._viewer.view;b.setWidth(b.getWidth()*a);b.setHeight(b.getHeight()*
+a);var e=b.getPosition(),f=b.getTarget();a=d.Point3.subtract(f,e).scale(a);b.setPosition(d.Point3.subtract(f,a));c.setCamera(b)};return e}(h.OperatorBase);h.CameraZoomOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,d,e){c=a.call(this,c)||this;c._activeOperator=null;c._activeTouchCount=0;c._touchMoveCount=0;c._returnToOrbit=!1;c._bimNavigationEnabled=!1;c._orbitOperator=b;c._panOperator=d;c._zoomOperator=e;return c}__extends(e,a);e.prototype.setBimNavigationEnabled=function(a){this._bimNavigationEnabled=a;var b=this._orbitOperator,c=this._zoomOperator,e=this._panOperator;b.clearMapping();c.clearMapping();e.clearMapping();b.setMapping(d.Button.Left);b.setBimOrbitEnabled(a);
+c.setDollyZoomEnabled(a);a?(b.setPrimaryButton(d.Button.Left),c.setMapping(d.Button.Right),e.setMapping(d.Button.Middle),this._setBimCamera()):(b.addMapping(d.Button.Middle),b.setPrimaryButton(d.Button.Middle),c.addMapping(d.Button.Left,d.KeyModifiers.Shift),e.addMapping(d.Button.Right),e.addMapping(d.Button.Left,d.KeyModifiers.Control))};e.prototype._setBimCamera=function(){var a=this._viewer.view.getCamera(),b=d.Point3.subtract(a.getPosition(),a.getTarget()).normalize(),g=this._viewer.model.getViewAxes().upVector.copy();
+g=d.Point3.cross(b,g);b=d.Point3.cross(g,b);a.setUp(b);a.setProjection(d.Projection.Perspective);this._viewer.view.setCamera(a)};e.prototype.getBimNavigationEnabled=function(){return this._bimNavigationEnabled};e.prototype.onViewOrientationChange=function(){this._activeTouchCount=0;this._returnToOrbit=!1};e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);this._setActiveOperatorForMouseInput(c);this._activeOperator&&(this._bimNavigationEnabled&&this._setBimCamera(),this._activeOperator.onMouseDown(c))};
+e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);if(this._activeOperator&&this._dragging&&3<this._dragCount)this._activeOperator.onMouseMove(c)};e.prototype.onMouseUp=function(c){if(this._activeOperator)this._activeOperator.onMouseUp(c);this._activeOperator instanceof h.CameraOrbitOperator||this._orbitOperator._removeMarkup();a.prototype.onMouseUp.call(this,c)};e.prototype.onMousewheel=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+this._zoomOperator.onMousewheel(a)];case 1:return b.sent(),[2]}})})};e.prototype.onTouchStart=function(a){++this._activeTouchCount;this._orbitOperator.onTouchStart(a);this._zoomOperator.onTouchStart(a);this._viewer.sheetManager.isDrawingSheetActive()&&(this._panOperator.onTouchStart(a),this._orbitOperator.onDeactivate());1===this._activeTouchCount&&(this._primaryTouchId=a.getId());2===this._activeTouchCount&&(this._orbitOperator.onDeactivate(),this._panOperator.onTouchStart(a),this._zoomOperator.onTouchStart(a))};
+e.prototype.onTouchMove=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:++this._touchMoveCount;if(!(5<this._touchMoveCount))return[3,5];if(!this._returnToOrbit)return[3,1];this._orbitOperator.onTouchStart(a);this._returnToOrbit=!1;return[3,5];case 1:if(1!==this._activeTouchCount)return[3,3];this._orbitOperator.onTouchMove(a);return[4,this._zoomOperator.onTouchMove(a)];case 2:return b.sent(),this._panOperator.onTouchMove(a),[3,5];
+case 3:return 2!==this._activeTouchCount?[3,5]:[4,this._zoomOperator.onTouchMove(a)];case 4:b.sent(),this._panOperator.onTouchMove(a),b.label=5;case 5:return[2]}})})};e.prototype.onTouchEnd=function(a){2===this._activeTouchCount&&(this._returnToOrbit=!0);this._zoomOperator.onTouchEnd(a);this._panOperator.onTouchEnd(a);this._orbitOperator.onTouchEnd(a);0<this._activeTouchCount&&--this._activeTouchCount;0===this._activeTouchCount&&(this._touchMoveCount=0)};e.prototype.stopInteraction=function(){var c=
+[];var b=a.prototype.stopInteraction.call(this);void 0!==b&&c.push(b);this._touchMoveCount=this._activeTouchCount=0;b=this._zoomOperator.onDeactivate();void 0!==b&&c.push(b);b=this._panOperator.onDeactivate();void 0!==b&&c.push(b);b=this._orbitOperator.onDeactivate();void 0!==b&&c.push(b);return d.Util.waitForAll(c)};e.prototype._setActiveOperatorForMouseInput=function(a){var b=this._orbitOperator,c=this._panOperator,d=this._zoomOperator;this._activeOperator=null;this._viewer.sheetManager.isDrawingSheetActive()?
+this._activeOperator=c:b.checkMapping(a)?this._activeOperator=b:d.checkMapping(a)?this._activeOperator=d:c.checkMapping(a)&&(this._activeOperator=c)};e.prototype.onDeactivate=function(){a.prototype.onDeactivate.call(this);this._orbitOperator.onDeactivate();this._panOperator.onDeactivate();this._zoomOperator.onDeactivate()};return e}(h.OperatorBase);h.CameraNavigationOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c,function(a){b._rotateAroundAxis(b._rotationAxis,a[0])})||this;b._rotationAxis=new d.Point3(0,0,1);b._tiltAmount=12;return b}__extends(e,a);e.prototype._rotateAroundAxis=function(a,b){var c=this._viewer.view,e=c.getCamera(),f=e.getPosition(),h=e.getUp().normalize(),m=e.getTarget();a=d.Matrix.createFromOffAxisRotation(a,b);b=(new d.Matrix).setTranslationComponent(-m.x,-m.y,-m.z);b=d.Matrix.multiply(b,a);m=(new d.Matrix).setTranslationComponent(m.x,
+m.y,m.z);d.Matrix.multiply(b,m).transform(f,f);a.transform(h,h);h.normalize();e.setPosition(f);e.setUp(h);c.setCamera(e)};e.prototype.onMousewheel=function(a){a=a.getWheelDelta();var b=this._viewer.view.getCamera(),c=b.getUp().normalize();b=d.Point3.subtract(b.getTarget(),b.getPosition()).normalize();c=d.Point3.cross(c,b).normalize();0<a?this._rotateAroundAxis(c,this._tiltAmount):this._rotateAroundAxis(c,-this._tiltAmount)};e.prototype.setRotationAxis=function(a){var b=!0;switch(a){case d.Axis.X:this._rotationAxis.set(1,
+0,0);break;case d.Axis.Y:this._rotationAxis.set(0,1,0);break;case d.Axis.Z:this._rotationAxis.set(0,0,1);break;default:b=!1}return b};return e}(h.CameraOrbitBaseOperator);h.CameraTurntableOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b){this._keyboardWalkOperator=b;this._activeOperator=this._walkOperator=c;this._walkMode=d.WalkMode.Mouse;this._active=!1}a.prototype.setWalkMode=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:if(this._walkMode===a)return[3,7];this._walkMode=a;if(a!==d.WalkMode.Keyboard)return[3,4];this._activeOperator=this._keyboardWalkOperator;return this._active?[4,this._walkOperator.onDeactivate()]:
+[3,3];case 1:return c.sent(),[4,this._keyboardWalkOperator.onActivate()];case 2:c.sent(),c.label=3;case 3:return[3,7];case 4:return this._activeOperator=this._walkOperator,this._active?[4,this._keyboardWalkOperator.onDeactivate()]:[3,7];case 5:return c.sent(),[4,this._walkOperator.onActivate()];case 6:c.sent(),c.label=7;case 7:return[2]}})})};a.prototype.getWalkMode=function(){return this._activeOperator instanceof h.CameraKeyboardWalkOperator?d.WalkMode.Keyboard:d.WalkMode.Mouse};a.prototype.onMouseDown=
+function(a){this._activeOperator.onMouseDown(a)};a.prototype.onMouseMove=function(a){this._activeOperator.onMouseMove(a)};a.prototype.onMouseUp=function(a){this._activeOperator.onMouseUp(a)};a.prototype.onMousewheel=function(a){this._activeOperator.onMousewheel(a)};a.prototype.onTouchStart=function(a){this._activeOperator.onTouchStart(a)};a.prototype.onTouchMove=function(a){this._activeOperator.onTouchMove(a)};a.prototype.onTouchEnd=function(a){this._activeOperator.onTouchEnd(a)};a.prototype.onKeyDown=
+function(a){this._activeOperator.onKeyDown(a)};a.prototype.onKeyUp=function(a){if(this._activeOperator instanceof h.CameraKeyboardWalkOperator)this._activeOperator.onKeyUp(a)};a.prototype.onDeactivate=function(){return this._activeOperator.onDeactivate()};a.prototype.onActivate=function(){this._active=!0;return this._activeOperator.onActivate()};a.prototype.onViewOrientationChange=function(){this._active=!1};a.prototype.stopInteraction=function(){return this._activeOperator.stopInteraction()};a.prototype.setBimModeEnabled=
+function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){c=[];a?(c.push(this._keyboardWalkOperator.enableBimMode()),c.push(this._walkOperator.enableBimMode())):(c.push(this._keyboardWalkOperator.disableBimMode()),c.push(this._walkOperator.disableBimMode()));return[2,Promise.all(c).then(function(){})]})})};a.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,Promise.all([this._walkOperator.resetDefaultWalkSpeeds(),
+this._keyboardWalkOperator.resetDefaultWalkSpeeds()]).then(function(){})]})})};a.prototype.setBimFloorConfig=function(a){this._walkOperator.setBimFloorConfig(a);this._keyboardWalkOperator.setBimFloorConfig(a)};a.prototype.setBimWallConfig=function(a){this._walkOperator.setBimWallConfig(a);this._keyboardWalkOperator.setBimWallConfig(a)};a.prototype.setBimDoorConfig=function(a){this._walkOperator.setBimDoorConfig(a);this._keyboardWalkOperator.setBimDoorConfig(a)};a.prototype.setZoomSpeed=function(a){this._walkOperator.setZoomSpeed(a);
+this._keyboardWalkOperator.setZoomSpeed(a)};a.prototype.setWalkSpeed=function(a){this._walkOperator.setWalkSpeed(a);this._keyboardWalkOperator.setWalkSpeed(a)};a.prototype.setElevationSpeed=function(a){this._walkOperator.setElevationSpeed(a);this._keyboardWalkOperator.setElevationSpeed(a)};a.prototype.setRotationSpeed=function(a){this._walkOperator.setRotationSpeed(a);this._keyboardWalkOperator.setRotationSpeed(a)};a.prototype.setViewAngle=function(a){this._walkOperator.setViewAngle(a);this._keyboardWalkOperator.setViewAngle(a)};
+return a}();h.CameraWalkModeOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._timerId=null;c._walkButton=d.Button.None;c._previousTimestamp=0;c._activeTouchCount=0;c._maxDistance=200;return c}__extends(e,a);e.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,a.prototype.onActivate.call(this)];case 1:return c.sent(),this._viewer.trigger("walkOperatorActivated"),[2]}})})};e.prototype.onKeyDown=function(a){a=
+a.getKeyCode();var b=this.getWalkSpeed();a===d.KeyCode.PgUp&&this.setWalkSpeed(1.2*b);a===d.KeyCode.PgDown&&this.setWalkSpeed(.8*b);a===d.KeyCode.v&&this.toggleBimMode()};e.prototype.onDeactivate=function(){var c=this._resetCameraTarget();this.stopWalking();a.prototype.onDeactivate.call(this);this._viewer.trigger("walkOperatorDeactivated");return c};e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);var b=this._viewer.view;b.getProjectionMode()!==d.Projection.Perspective&&(b.setProjectionMode(d.Projection.Perspective),
+this._calculateInitialPosition());this.isActive()&&(this.stopWalking(),this.setWalkActive(!0),this._walkButton=c.getButton())};e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);this.getWalkActive()&&null===this._timerId&&this.isActive()&&(this._previousTimestamp=Date.now(),this._onTick())};e.prototype.onMouseUp=function(c){this.isActive()&&this.stopWalking();a.prototype.onMouseUp.call(this,c)};e.prototype.onTouchStart=function(c){a.prototype.onTouchStart.call(this,c);++this._activeTouchCount;
+1===this._activeTouchCount?this._walkButton=d.Button.Left:2===this._activeTouchCount?this._walkButton=d.Button.Right:3===this._activeTouchCount&&(this._walkButton=d.Button.None)};e.prototype.onTouchMove=function(c){3===this._activeTouchCount&&this._primaryTouchId===c.getId()?(this._ptCurrent.assign(c.getPosition()),c=d.Point2.subtract(this._ptCurrent,this._ptPrevious),this._adjustTilt(c.y/100*1.5)):3>this._activeTouchCount&&a.prototype.onTouchMove.call(this,c)};e.prototype.onTouchEnd=function(c){a.prototype.onTouchEnd.call(this,
+c);0<this._activeTouchCount&&--this._activeTouchCount};e.prototype.onMousewheel=function(a){0<a.getWheelDelta()?this._adjustTilt(3):this._adjustTilt(-3)};e.prototype.stopWalking=function(){null!==this._timerId&&(cancelAnimationFrame(this._timerId),this._timerId=null);this.setWalkActive(!1)};e.prototype._testWalk=function(a,b,g){return __awaiter(this,void 0,void 0,function(){var c,e,f;return __generator(this,function(k){switch(k.label){case 0:return c=new d.Event.MouseInputEvent(0,0,g,d.Buttons.None,
+d.KeyModifiers.None,d.MouseInputType.Down),e=new d.Event.MouseInputEvent(0,a,g,d.Buttons.None,d.KeyModifiers.None,d.MouseInputType.Move),f=new d.Event.MouseInputEvent(0,a,g,d.Buttons.None,d.KeyModifiers.None,d.MouseInputType.Up),this.onMouseDown(c),this.onMouseMove(e),[4,d.Util.sleep(b)];case 1:return k.sent(),this.onMouseUp(f),[2]}})})};e.prototype._onTick=function(){var a=this,b=Date.now(),g=(b-this._previousTimestamp)/1E3;this._previousTimestamp=b;var e=this._viewer.view;b=d.Point2.subtract(this._ptCurrent,
+this._ptFirst);var f=new d.Point2(Math.abs(b.x)/this._maxDistance,Math.abs(b.y)/this._maxDistance),h=this.getRotationSpeed()*g*f.x,m=this.getWalkSpeed()*g*f.y,p=this.getElevationSpeed()*g*f.x;g=this.getElevationSpeed()*g*f.y;if(this._walkButton===d.Button.Left){if(0!==b.x&&(0<b.x?this.rotateRight(h):0>b.x&&this.rotateLeft(h)),0!==b.y){var q=e.getCamera();this._resetPosition(q);g=q.getTarget();e=q.getPosition();g=d.Point3.subtract(g,e).normalize();var r=q.getUp(),u=d.Point3.scale(g,m);0<b.y&&(u=u.negate());
+this.setWalkActive(!0);var t=this.getBimModeEnabled();this.getActiveWalk().set(function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return t?[4,this._applyWalkDeltaWithCollisionCheck(q,u,r)]:[3,4];case 1:return a.sent(),[4,this._applyGravity()];case 2:return a.sent(),[4,this._updateNearbyDoors()];case 3:return a.sent(),[3,5];case 4:return[2,this._applyWalkDelta(q,u)];case 5:return[2]}})})})}}else if(this._walkButton===d.Button.Right||this._walkButton===
+d.Button.Middle)0<Math.abs(b.y)&&(0<b.y?this.walkUp(g):this.walkDown(g)),0<Math.abs(b.x)&&(0<b.x?this.walkRight(p):this.walkLeft(p));this._timerId=requestAnimationFrame(function(){a._onTick()})};e.prototype._adjustTilt=function(a){var b=this._viewer.view;this.setTilt(this.getTilt()+a);a=b.getCamera();this._resetPosition(a);var c=a.getTarget(),e=a.getPosition(),f=d.Point3.distance(c,e),h=a.getUp().normalize();c=d.Point3.subtract(c,e).normalize();h=d.Point3.cross(h,c).normalize();d.Matrix.createFromOffAxisRotation(h,
+this.getTilt()).transform(c,c);c.normalize().scale(f);a.setTarget(d.Point3.add(e,c));b.setCamera(a)};e.prototype._resetCameraTarget=function(){return __awaiter(this,void 0,void 0,function(){var a,b,g,e,f,h;return __generator(this,function(c){switch(c.label){case 0:return a=this._viewer.view,b=a.getCanvasSize(),g=new d.Point2(Math.round(b.x/2),Math.round(b.y/2)),e=new d.PickConfig,[4,a.pickFromPoint(g,e)];case 1:return f=c.sent(),f.isEntitySelection()&&(h=a.getCamera(),h.setTarget(f.getPosition()),
+a.updateCamera(h)),[2]}})})};return e}(h.CameraWalkBaseOperator);h.CameraWalkOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._positionOffset=d.Point2.zero();this._position=d.Point2.zero();this._activeNoteText=null;this._createTextBox()}a.prototype._createTextBox=function(){var a=this;this._container=document.createElement("div");this._container.className="noteTextElement";this._textArea=document.createElement("textarea");this._textArea.oninput=function(){null!==a._activeNoteText&&a._activeNoteText.saveTextValue()};this._container.appendChild(this._textArea);
+var b=7;["blue","red","green","white","black"].forEach(function(c){var g=document.createElement("button");g.className="noteButton color "+c;g.style.top=b+"px";b+=25;g.id=c+"_button";switch(c){case "blue":var e=d.Color.blue();break;case "red":e=d.Color.red();break;case "green":e=d.Color.green();break;case "white":e=d.Color.white();break;case "black":e=d.Color.black();break;default:e=d.Color.white()}g.onmousedown=function(){null!==a._activeNoteText&&a._activeNoteText.setColor(e)};a._container.appendChild(g)});
+var g=document.createElement("button");g.className="noteButton trash";g.style.top=b+"px";g.onmousedown=function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._activeNoteText?[3,2]:[4,this._activeNoteText.remove()];case 1:a.sent(),a.label=2;case 2:return[2]}})})};this._container.appendChild(g)};a.prototype.setPositionOffset=function(a){this._positionOffset=a};a.prototype.getPositionOffset=function(){return this._positionOffset.copy()};
+a.prototype.setPosition=function(a){this._position=d.Point2.add(a,this._positionOffset);this._container.style.left=this._position.x+"px";this._container.style.top=this._position.y+"px"};a.prototype.getPosition=function(){return this._position.copy()};a.prototype.setText=function(a){var b=this._container.querySelector("textarea");null!==b&&(b.value=a)};a.prototype.getText=function(){var a=this._container.querySelector("textarea");return null!==a?a.value:""};a.prototype.setSize=function(a){this._container.style.width=
+a.x+"px";this._container.style.height=a.y+"px"};a.prototype.getSize=function(){var a=this._container.getBoundingClientRect();return new d.Point2(a.width,a.height)};a.prototype.focus=function(){this._textArea.focus();this._textArea.style.pointerEvents="auto"};a.prototype.blur=function(){this._container.blur()};a.prototype.hide=function(){this._container.style.visibility="hidden";this._activeNoteText=null};a.prototype.show=function(a){this._container.style.visibility="visible";this._activeNoteText=
+a};a.prototype.getHtmlContainer=function(){return this._container};a.prototype.setHtmlContainer=function(a){this._container=a};return a}();f.NoteTextElement=a})(h.Note||(h.Note={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(){this.rotate=this.viewPlane=this.plane=this.axis=null}}(),a=function(){return function(a,b,g,e,f,h){this.vector=b;this.matrix=g;this.nodeId=e;this.position=a;this.handleType=f;this.translation=d.Point3.zero();this.groupId=h}}(),e=function(c){function b(a){var b=c.call(this)||this;b._meshIds=new f;b._scaleModifier=1;b._id=0;b._handleData=new Map;b._translationFromInitialHandlePosition=d.Point3.zero();b._groupIdRotationMatrix=new Map;b._viewer=
+a;b._callbacks={camera:function(){b._updateCamera()},_assemblyTreeReady:function(){return __awaiter(b,void 0,void 0,function(){var a,b,c,d,g=this;return __generator(this,function(e){this._updateViewport();this._hideOverlay();a=this._createMeshId(this._getAxisMeshData()).then(function(a){g._meshIds.axis=a});b=this._createMeshId(this._getPlaneMeshData()).then(function(a){g._meshIds.plane=a});c=this._createMeshId(this._getViewPlaneMeshData()).then(function(a){g._meshIds.viewPlane=a});d=this._createMeshId(this._getRotateMeshData()).then(function(a){g._meshIds.rotate=
+a});a;b;c;d;return[2]})})},modelSwitchStart:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.removeHandles()];case 1:return a.sent(),[2]}})})}};b._viewer.setCallbacks(b._callbacks);return b}__extends(b,c);b.prototype.remove=function(){null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),this._callbacks=null);c.prototype.remove.call(this)};b.prototype._getAxisMeshData=function(){return d.Util.generateConeCylinderMeshData(b._cylinderRadius,
+b._segmentCount,b._cylinderHeight,b._coneBaseRadius,b._capHeight,b._taperHeight)};b.prototype._getPlaneMeshData=function(){var a=new d.Point3(b._planeOffset,0,b._planeOffset),c=new d.Point3(b._planeOffset+b._planeLength,0,b._planeOffset),e=new d.Point3(b._planeOffset+b._planeLength,0,b._planeOffset+b._planeLength),f=new d.Point3(b._planeOffset,0,b._planeOffset+b._planeLength),h=[a.x,a.y,a.z,c.x,c.y,c.z,e.x,e.y,e.z,a.x,a.y,a.z,e.x,e.y,e.z,f.x,f.y,f.z],p=new d.Point3(0,-1,0);p=[p.x,p.y,p.z,p.x,p.y,
+p.z,p.x,p.y,p.z,p.x,p.y,p.z,p.x,p.y,p.z,p.x,p.y,p.z];var q=new d.MeshData;q.addFaces(h,p);q.setBackfacesEnabled(!0);q.addPolyline([a.x,a.y,a.z,c.x,c.y,c.z]);q.addPolyline([c.x,c.y,c.z,e.x,e.y,e.z]);q.addPolyline([e.x,e.y,e.z,f.x,f.y,f.z]);q.addPolyline([f.x,f.y,f.z,a.x,a.y,a.z]);return q};b.prototype._getViewPlaneMeshData=function(){return d.Util.generateSphereMeshData()};b.prototype._getRotateMeshData=function(a,b,c){void 0===a&&(a=35);void 0===b&&(b=12);void 0===c&&(c=.5);var g=a*Math.PI/180*.5;
+a=[];for(var e=-g;e<=g;e+=.1){var f=Math.sin(e)*b;a.push(Math.cos(e)*b);a.push(0);a.push(f)}b=new d.Point3(0,0,1);c=d.Util.createCylinderMeshDataFromArc(a,b,10,c);c.setBackfacesEnabled(!0);return c};b.prototype.setAxisMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.axis?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.axis=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.axis,
+a)];case 3:return[2]}})})};b.prototype.setPlaneMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.plane?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.plane=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.plane,a)];case 3:return[2]}})})};b.prototype.setViewPlaneMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,
+function(c){switch(c.label){case 0:return null!==this._meshIds.viewPlane?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.viewPlane=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.viewPlane,a)];case 3:return[2]}})})};b.prototype.setRotateMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.rotate?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),
+this._meshIds.rotate=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.rotate,a)];case 3:return[2]}})})};b.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.Handles};b.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.Handles,!1)};b.prototype.hideOverlay=function(){this._hideOverlay();return Promise.resolve()};b.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.Handles,!0);
+this._updateCamera()};b.prototype.showOverlay=function(){this._showOverlay();return Promise.resolve()};b.prototype._updateViewport=function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.Handles,d.OverlayAnchor.UpperLeftCorner,0,d.OverlayUnit.ProportionOfCanvas,0,d.OverlayUnit.ProportionOfCanvas,1,d.OverlayUnit.ProportionOfCanvas,1,d.OverlayUnit.ProportionOfCanvas)};b.prototype.updateViewport=function(){this._updateViewport();return Promise.resolve()};b.prototype.addHandles=function(a,
+b,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return this._scaleModifier=b,this._translationFromInitialHandlePosition.assign(d.Point3.zero()),[4,this.createDefaultHandles(a,c)];case 1:return g.sent(),this._showOverlay(),[2]}})})};b.prototype._updateCamera=function(){this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.Handles,this._viewer.view.getCamera())};b.prototype.getVector=function(a){a=this._handleData.get(a);return void 0!==
+a&&(a=a.vector,null!==a)?a.copy():null};b.prototype.getHandleType=function(a){a=this._handleData.get(a);return void 0===a?null:a.handleType};b.prototype.getHandleGroupId=function(a){a=this._handleData.get(a);return void 0===a?b.defaultGroupId:a.groupId};b.prototype.getPosition=function(a){if(a=this._handleData.get(a)){var b=a.translation.copy();return a.position.copy().add(this._translationFromInitialHandlePosition).add(b)}return null};b.prototype.getHandleNodeIds=function(){var a=[];this._handleData.forEach(function(b,
+c){a.push(c)});return a};b.prototype.removeHandles=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(b){switch(b.label){case 0:return a=this.getHandleNodeIds(),this._handleData.clear(),this._groupIdRotationMatrix.clear(),this._id=0,this._hideOverlay(),[4,this._viewer.model.deleteMeshInstances(a)];case 1:return b.sent(),[2]}})})};b.prototype.isEmpty=function(){return 0===this._handleData.size};b.prototype.createDefaultHandles=function(a,c){return __awaiter(this,
+void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:return g=[],g.push(this.addViewPlaneHandle(a,b._viewPlaneColor,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(1,0,0),b._xColor,null,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(0,1,0),b._yColor,null,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(0,0,1),b._zColor,null,c)),g.push(this.addPlaneTranslationHandle(a,new d.Point3(1,0,0),b._zColor,d.Color.black(),new d.Point3(0,-1,0),c)),
+g.push(this.addPlaneTranslationHandle(a,new d.Point3(0,1,0),b._xColor,d.Color.black(),new d.Point3(0,0,-1),c)),g.push(this.addPlaneTranslationHandle(a,new d.Point3(0,0,1),b._yColor,d.Color.black(),new d.Point3(-1,0,0),c)),g.push(this.addRotateHandle(a,new d.Point3(1,0,0),b._zColor,new d.Point3(0,-1,0),c)),g.push(this.addRotateHandle(a,new d.Point3(0,1,0),b._xColor,new d.Point3(0,0,-1),c)),g.push(this.addRotateHandle(a,new d.Point3(0,0,1),b._yColor,new d.Point3(-1,0,0),c)),[4,Promise.all(g)];case 1:return e.sent(),
+[2]}})})};b.prototype._createMeshId=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:return b=this._viewer.model,[4,b.createMesh(a,{doNotDelete:!0})];case 1:return c=d.sent(),[2,c]}})})};b.prototype.addAxisTranslationHandle=function(b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.axis)return[3,2];g=this._meshIds;return[4,
+this._createMeshId(this._getAxisMeshData())];case 1:g.axis=m.sent(),m.label=2;case 2:return k="handle-axis-translation-"+this._id++,l=this._getRotationMatrixFromVector(c,f),[4,this._createMeshInstance(this._meshIds.axis,k,e,null,b.copy(),l.copy())];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),l.copy(),n,d.HandleType.Axis,h)),[2,n]}})})};b.prototype.addViewPlaneHandle=function(b,c,e){return __awaiter(this,void 0,void 0,function(){var g,f;return __generator(this,function(k){switch(k.label){case 0:if(null!==
+this._meshIds.viewPlane)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getViewPlaneMeshData())];case 1:g.viewPlane=k.sent(),k.label=2;case 2:return[4,this._createMeshInstance(this._meshIds.viewPlane,"handle-sphere-instance",c,null,b,new d.Matrix)];case 3:return f=k.sent(),this._handleData.set(f,new a(b.copy(),null,new d.Matrix,f,d.HandleType.ViewPlane,e)),[2,f]}})})};b.prototype.addPlaneTranslationHandle=function(b,c,e,f,h,p){return __awaiter(this,void 0,void 0,function(){var g,k,l,
+n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.plane)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getPlaneMeshData())];case 1:g.plane=m.sent(),m.label=2;case 2:return k="handle-plane-translation-"+this._id++,l=this._getRotationMatrixFromVector(c,h),[4,this._createMeshInstance(this._meshIds.plane,k,e,f,b,l)];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),l.copy(),n,d.HandleType.Plane,p)),[2,n]}})})};b.prototype.addRotateHandle=
+function(b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.rotate)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getRotateMeshData())];case 1:g.rotate=m.sent(),m.label=2;case 2:return k="handle-rotate-"+this._id++,l=this._getRotationMatrixFromVector(c,f),[4,this._createMeshInstance(this._meshIds.rotate,k,e,null,b,l)];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),
+l.copy(),n,d.HandleType.Rotate,h)),[2,n]}})})};b.prototype._getRotationMatrixFromVector=function(a,b){b||(b=new d.Point3(1,0,0),.001>d.Point3.cross(b,a).squaredLength()&&(b=new d.Point3(0,1,0)));b=d.Point3.cross(b,a).normalize();var c=d.Point3.cross(b,a).normalize();a.normalize();var g=new d.Matrix;g.m[0]=b.x;g.m[1]=b.y;g.m[2]=b.z;g.m[3]=0;g.m[4]=a.x;g.m[5]=a.y;g.m[6]=a.z;g.m[7]=0;g.m[8]=c.x;g.m[9]=c.y;g.m[10]=c.z;g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g};b.prototype._createMeshInstance=
+function(a,b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l;return __generator(this,function(m){g=this._createTransformationMatrix(f,new d.Matrix);g=d.Matrix.multiply(h,g);k=new d.MeshInstanceData(a,g,b,c||void 0,e||void 0);k.setOpacity(1);k.setCreationFlags(d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.OverrideSceneVisibility|
+d.MeshInstanceCreationFlags.AlwaysDraw);k.setOverlayIndex(d.BuiltinOverlayIndex.Handles);l=this._viewer.model;return[2,l.createMeshInstance(k,void 0,!0,!0)]})})};b.prototype._createTransformationMatrix=function(a,c){var g=b._defaultScale*this._scaleModifier;g=(new d.Matrix).setScaleComponent(g,g,g);g=d.Matrix.multiply(g,c);g.setTranslationComponent(a.x,a.y,a.z);return g};b.prototype._getHandlePosition=function(a){var b=null;this._handleData.forEach(function(c){c.groupId===a&&(b=c.position.copy())});
+return b};b.prototype.getGroupIdRotationMatrix=function(a){a=this._groupIdRotationMatrix.get(a);return void 0===a?new d.Matrix:a.copy()};b.prototype.updatePosition=function(a,b,c,e,f){return __awaiter(this,void 0,void 0,function(){var g,k,h,l,m=this;return __generator(this,function(n){switch(n.label){case 0:g=this._viewer.model;k=[];h=new Map;l=this._getHandlePosition(e);if(null===l)return[2];this._handleData.forEach(function(n,p){var q=n.groupId,r=void 0!==f.get(q);if(q===e||r){var t=n.position.copy();
+t.add(a.copy());var u=n.translation.copy();t.add(u);u=d.Matrix.multiply(m.getGroupIdRotationMatrix(q),b);u=d.Matrix.multiply(n.matrix,u);r&&(r=d.Point3.subtract(t,l),b.transform(r,t),t.add(l));r=m._createTransformationMatrix(t,u);c&&(n.position.assign(t),h.set(q,d.Matrix.multiply(m.getGroupIdRotationMatrix(q),b)));k.push(g.setNodeMatrix(p,r))}});h.forEach(function(a,b){m._groupIdRotationMatrix.set(b,a.copy())});return[4,Promise.all(k)];case 1:return n.sent(),[2]}})})};b.prototype.resetTranslation=
+function(){var a=this;this._translationFromInitialHandlePosition&&(this._handleData.forEach(function(b){b.translation.add(a._translationFromInitialHandlePosition)}),this._translationFromInitialHandlePosition.assign(d.Point3.zero()))};b.prototype.getTranslation=function(){return this._translationFromInitialHandlePosition};b.className="Communicator.Markup.HandleMarkup";b.defaultGroupId=-1;b._defaultScale=.02;b._cylinderRadius=.5;b._coneBaseRadius=.9;b._cylinderHeight=7;b._capHeight=1.2;b._taperHeight=
+.2;b._segmentCount=20;b._planeOffset=1;b._planeLength=2.5;b._xColor=new d.Color(168,56,59);b._yColor=new d.Color(96,166,50);b._zColor=new d.Color(41,81,185);b._viewPlaneColor=d.Color.white();return b}(h.MarkupItem);h.HandleMarkup=e})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b){var c=a.call(this,b)||this;c._lineEdgeShape=new d.Shape.Polyline;c._linePositions=[];c._name="MeasureLength";c._positions=[];c._lineShapes=[];c._lineEdgeShape.setStrokeWidth(4);c._lineEdgeShape.setStrokeColor(b.measureManager.getMeasurementEdgeColor());return c}__extends(c,a);c.prototype.setLineGeometry=function(a){this._lineEdgeShape.setStrokeColor(this._viewer.measureManager.getMeasurementEdgeColor());this._linePositions=a;this._stage=
+1};c.prototype.reset=function(){this._stage=0};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b)};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.measureManager,c=b.getMeasurementColor();b=b.getMeasurementEdgeColor();this._lineShapes.forEach(function(a){a.setStrokeColor(c)});this._lineEdgeShape.setStrokeColor(b)};c.prototype.draw=function(){};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureLengthMarkup"};return c}(f.MeasureMarkup);
+f.MeasureLengthMarkup=a})(d.Measure||(d.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f){var g=a.call(this,b)||this;g._circlePoints=[];g._radius=0;g._surfaceCenter=d.Point3.zero();g._circlePlane=new d.Plane;g._arrowsInvert=!1;g._name="MeasureCircleEdgeLength";g._lineProperties=c;g._matrix=e.copy();g._unitMultiplier=f;g._textShape.getBoxPortion().setFillOpacity(1);g._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(c=0;5>c;c++)g._lineShapes.push(new h.Shape.Line),g._lineShapes[c].setStrokeColor(b.measureManager.getMeasurementColor());
+return g}__extends(c,a);c.prototype.createCircleData=function(){d.Util.generatePointsOnCircle(this._circlePoints,this._lineProperties.origin,this._lineProperties.radius,32,this._lineProperties.normal);this._matrix.transformArray(this._circlePoints,this._circlePoints);this._positions[0]=this._circlePoints[0].copy();this._positions[1]=this._circlePoints[16].copy();var a=new d.Point3(this._lineProperties.radius,0,0),c=new d.Point3(0,0,0);this._matrix.transform(a,a);this._matrix.transform(c,c);this._radius=
+d.Point3.subtract(c,a).length();d.Point3.subtract(this._positions[1],this._positions[0]);this._positions[4]=this._positions[1].copy();this._surfaceCenter=this._matrix.transform(this._lineProperties.origin);a=new d.Point3(this._circlePoints[0].x,this._circlePoints[0].y,this._circlePoints[0].z);c=new d.Point3(this._circlePoints[1].x,this._circlePoints[1].y,this._circlePoints[1].z);this._circlePlane=d.Plane.createFromPoints(a,c,this._surfaceCenter)};c.prototype.setLineGeometry=function(b){a.prototype.setLineGeometry.call(this,
+b);this._positions[0]=this._linePositions[0];this._positions[0].equals(this._positions[this._positions.length-1])?this._positions[1]=this._positions[Math.floor(this._positions.length/2)]:this._positions[1]=this._linePositions[this._linePositions.length-1];this._positions[1]=this._linePositions[this._linePositions.length-1];this._positions[2]=this._linePositions[1].copy();this.createCircleData();this._setMeasurementValue(this._radius)};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);
+var c=this._viewer.view.raycastFromPoint(b);if(null!==c){b=this._surfaceCenter;var e=this._circlePlane,f=e.rayIntersection(c);null===f&&(f=d.Point3.add(b,c.direction.copy().scale(-2*this._radius)),f=d.Plane.createFromPointAndNormal(f,c.direction).rayIntersection(c),console.assert(null!==f),c=new d.Ray(f,e.normal),f=e.rayIntersection(c),null===f&&(f=e.rayIntersection(c.negate())));null===f&&(console.assert(!1),f=b.copy());c=d.Point3.subtract(f,b).normalize().scale(this._radius);e=d.Point3.add(b,c);
+b=d.Point3.subtract(b,c);this._positions[0]=e;this._positions[1]=b;this._positions[2]=e.copy();this._positions[3]=b.copy();this._positions[4]=f.copy();this._positions[5]=this._surfaceCenter.copy();this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._positions[4].x+this._positions[5].x)/2,(this._positions[4].y+this._positions[5].y)/2,(this._positions[4].z+this._positions[5].z)/2),c=d.Point3.subtract(this._positions[5],
+this._positions[4]);this._arrowsInvert=2*d.Point3.subtract(this._positions[2],a).length()>c.length()};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;if(0<this._stage){this._lineEdgeShape.clearPoints();for(var c=0,e=this._linePositions;c<e.length;c++){var f=d.Point2.fromPoint3(b.projectPoint(e[c]));this._lineEdgeShape.pushPoint(f)}}if(1<this._stage){c=Array(6);for(e=0;e<this._positions.length;e++)c[e]=d.Point2.fromPoint3(b.projectPoint(this._positions[e]));this._textShape&&
+this._textShape.setPosition(c[4]);this._lineShapes[0].set(c[5],c[2]);this._lineShapes[1].set(c[5],c[4]);b=this._viewer.measureManager.getMeasurementColor();this._lineShapes[0].setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[0].setStartEndcapType(h.Shape.EndcapType.None);this._lineShapes[0].setEndcapsInverted(this._arrowsInvert);this._lineShapes[0].setEndEndcapColor(b);this._lineShapes[0].setStartEndcapColor(b)}};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()){this.update();
+var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawPolyline(this._lineEdgeShape);break;case 2:case 3:for(var c=0;2>c;c++)a.drawLine(this._lineShapes[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineEdgeShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){var a=f.MeasureMarkup._serializePointArray(this._linePositions),c=f.MeasureMarkup._serializePointArray(this._positions);return{matrix:this._matrix.toJson(),lineOrigin:this._lineProperties.origin,
+lineRadius:this._lineProperties.radius,lineNormal:this._lineProperties.normal,linePositions:a,positions:c,text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,g){var b=d.Matrix.fromJson(a.matrix),e=a.lineRadius,h=d.Point3.fromJson(a.lineOrigin),m=d.Point3.fromJson(a.lineNormal);e=new d.SubentityProperties.CircleElement(e,h,m);g=new c(g,
+e,b,a.unitMultiplier||1);b=f.MeasureMarkup._constructPointArray(a.linePositions);e=f.MeasureMarkup._constructPointArray(a.positions);g.setLineGeometry(b);g._positions=e;g._textShape.setTextString(a.text);g._stage=3;g._measurementValue=a.measurementValue;return g};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureCircleEdgeLengthMarkup"};return c}(f.MeasureLengthMarkup);f.MeasureCircleEdgeLengthMarkup=a})(h.Measure||(h.Measure=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._faceSelection=[];b._arcArray=[];b._lineGeometryShape=new h.Shape.Polyline;b.planeIntersectionLine=[];b._pointOnLine=d.Point3.zero();b._clickpointOriginal2=d.Point3.zero();b._clickpointOriginal1=d.Point3.zero();b._plane1=new d.Plane;b._plane2=new d.Plane;b._secondPoint=d.Point3.zero();b._firstPoint=d.Point3.zero();b._textPos=d.Point3.zero();b._intermediatePoint=d.Point3.zero();b._textAnchorPoint=d.Point3.zero();
+b._angle=0;b._useAuthoredNormals=!0;b._name="MeasureFaceFaceAngle";b._lineGeometryShape.setStrokeWidth(2);b._lineGeometryShape.setStrokeColor(b._viewer.measureManager.getMeasurementColor());b._textShape=new h.Shape.TextBox;b._textShape.getBoxPortion().setFillOpacity(1);b._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(var c=0;5>c;c++)b._lineShapes.push(new h.Shape.Line),b._lineShapes[c].setStrokeColor(b._viewer.measureManager.getMeasurementColor());return b}__extends(c,a);c.prototype._getNormalAndPositionFromSelection=
+function(a,c,e){return __awaiter(this,void 0,void 0,function(){var b,g,f,k,h;return __generator(this,function(l){switch(l.label){case 0:return b=a.getNodeId(),g=a.getFaceEntity().getCadFaceIndex(),e.assign(a.getPosition().copy()),c.assign(a.getFaceEntity().getNormal()),[4,this._viewer.model.getFaceProperty(b,g)];case 1:return f=l.sent(),this._useAuthoredNormals&&null!==f&&f instanceof d.SubentityProperties.PlaneElement&&(k=this._viewer.model.getNodeNetMatrix(b),h=k.normalMatrix(),null!==h&&h.transform(f.normal,
+c)),[2]}})})};c.prototype.getFirstSelection=function(){return this._faceSelection[0]};c.prototype.setFirstFace=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){switch(g.label){case 0:return b=a.getNodeId(),c=a.getFaceEntity().getCadFaceIndex(),this._viewer.model.setNodeFaceColor(b,c,new d.Color(255,0,0)),this._faceSelection.push(a),e=d.Point3.zero(),f=d.Point3.zero(),[4,this._getNormalAndPositionFromSelection(a,e,f)];case 1:return g.sent(),
+this._firstPoint=f.copy(),this._plane1.setFromPointAndNormal(this._firstPoint,e),this._clickpointOriginal1=a.getPosition().copy(),this._stage++,[2]}})})};c.prototype.setSecondFace=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h,p,q,r,u,t,v,w,z,x,y,A,B;return __generator(this,function(g){switch(g.label){case 0:return b=a.getNodeId(),c=a.getFaceEntity().getCadFaceIndex(),this._faceSelection[1]=a,this._viewer.model.setNodeFaceColor(b,c,new d.Color(255,0,0)),e=d.Point3.zero(),
+f=d.Point3.zero(),[4,this._getNormalAndPositionFromSelection(a,f,e)];case 1:g.sent();this._secondPoint=e.copy();this._plane2.setFromPointAndNormal(this._secondPoint,f);this.planeIntersectionLine[0]=new d.Point3(0,0,0);this.planeIntersectionLine[1]=new d.Point3(0,0,0);h=d.Util.intersect3d2Planes(this._plane1,this._firstPoint,this._plane2,this._secondPoint,this.planeIntersectionLine[0],this.planeIntersectionLine[1]);if(2!==h)return[2,!1];p=d.Point3.subtract(this.planeIntersectionLine[1],this.planeIntersectionLine[0]);
+p.normalize();this.planeIntersectionLine[0].set(this.planeIntersectionLine[0].x-100*p.x,this.planeIntersectionLine[0].y-100*p.y,this.planeIntersectionLine[0].z-100*p.z);this.planeIntersectionLine[1].set(this.planeIntersectionLine[1].x+100*p.x,this.planeIntersectionLine[1].y+100*p.y,this.planeIntersectionLine[1].z+100*p.z);d.Util.computePointToLineDistance(this._secondPoint,this.planeIntersectionLine[0],this.planeIntersectionLine[1],this._pointOnLine);q=new d.Point3(0,0,0);r=new d.Point3(0,0,0);q.set(this._firstPoint.x+
+p.x,this._firstPoint.y+p.y,this._firstPoint.z+p.z);d.Util.computePointToLineDistance(this._pointOnLine,this._firstPoint,q,r);this._firstPoint=r.copy();this._clickpointOriginal2=a.getPosition().copy();u=new d.Matrix;t=d.Point3.subtract(this._secondPoint,this._pointOnLine);v=t.length();w=d.Point3.subtract(this._firstPoint,this._pointOnLine);w.normalize();this._intermediatePoint.set(this._pointOnLine.x+w.x*v,this._pointOnLine.y+w.y*v,this._pointOnLine.z+w.z*v);this._angle=d.Util.computeAngleBetweenVector(t,
+w);if(0===this._angle)return[2,!1];this._measurementValue=this._angle;this._textShape.setTextString(this._measurementValue.toFixed(2)+"\u00b0");this._viewer.trigger("measurementValueSet",this);this._textPos=this._pointOnLine.copy();z=!1;x=new d.Point3(0,0,0);y=new d.Point3(0,0,0);d.Util.computeOffaxisRotation(p,1,u);u.transform(t,y);x.set(y.x+this._pointOnLine.x,y.y+this._pointOnLine.y,y.z+this._pointOnLine.z);x=d.Point3.subtract(x,this._firstPoint);A=x.length();d.Util.computeOffaxisRotation(p,-1,
+u);u.transform(t,y);x.set(y.x+this._pointOnLine.x,y.y+this._pointOnLine.y,y.z+this._pointOnLine.z);d.Point3.subtract(x,this._firstPoint);B=x.length();B<A&&(z=!0);this._arcArray=d.Util.generateArcPoints(p,z?-this._angle:this._angle,this._pointOnLine,t,30);this._stage++;return[2,!0]}})})};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);if(!(1>=this._stage)&&(b=this._viewer.view.raycastFromPoint(b),null!==b)){var c=new d.Point3(b.origin.x+1E6*b.direction.x,b.origin.y+1E6*b.direction.y,
+b.origin.z+1E6*b.direction.z),e=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(b.origin,c,this._pointOnLine,this._firstPoint,this._secondPoint,e);this._textPos=e.copy();new d.Point3(0,0,0);b=d.Point3.subtract(e,this._pointOnLine);c=b.length();b=d.Point3.subtract(this._secondPoint,this._pointOnLine);b.normalize();this._secondPoint.set(this._pointOnLine.x+b.x*c,this._pointOnLine.y+b.y*c,this._pointOnLine.z+b.z*c);b=d.Point3.subtract(this.planeIntersectionLine[1],this.planeIntersectionLine[0]);b.normalize();
+c=new d.Matrix;e=d.Point3.subtract(this._secondPoint,this._pointOnLine);var f=e.length(),h=d.Point3.subtract(this._firstPoint,this._pointOnLine);h.normalize();this._intermediatePoint.set(this._pointOnLine.x+h.x*f,this._pointOnLine.y+h.y*f,this._pointOnLine.z+h.z*f);f=!1;h=new d.Point3(0,0,0);var m=new d.Point3(0,0,0);d.Util.computeOffaxisRotation(b,1,c);c.transform(e,m);h.set(m.x+this._pointOnLine.x,m.y+this._pointOnLine.y,m.z+this._pointOnLine.z);h=d.Point3.subtract(h,this._firstPoint);var p=h.length();
+d.Util.computeOffaxisRotation(b,-1,c);c.transform(e,m);h.set(m.x+this._pointOnLine.x,m.y+this._pointOnLine.y,m.z+this._pointOnLine.z);h=d.Point3.subtract(h,this._firstPoint);h.length()<p&&(f=!0);this._arcArray=d.Util.generateArcPoints(b,f?-this._angle:this._angle,this._pointOnLine,e,30);b=this._viewer.view.projectPoint(this._textPos);c=0;for(e=this._arcArray;c<e.length;c++)if(f=this._viewer.view.projectPoint(e[c]),f=(new d.Point3(b.x-f.x,b.y-f.y,b.z-f.z)).length(),void 0===q||q>f)var q=f;void 0===
+q||20>=q?this._textAnchorPoint=this._textPos:(c=this._viewer.view.projectPoint(this._intermediatePoint),q=this._viewer.view.projectPoint(this._secondPoint),c=new d.Point3(c.x-b.x,c.y-b.y,c.z-b.z),q=new d.Point3(q.x-b.x,q.y-b.y,q.z-b.z),b=c.length(),q=q.length(),this._textAnchorPoint=b<q?this._intermediatePoint:this._secondPoint)}};c.prototype._nextStage=function(){this._stage++;2<this._stage&&(this._finalized=!0,this.cleanup())};c.prototype.cleanup=function(){var a=this,c=function(b){b=a._faceSelection[b];
+a._viewer.model.unsetNodeFaceColor(b.getNodeId(),b.getFaceEntity().getCadFaceIndex())};2<=this._stage&&c(1);1<=this._stage&&c(0)};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;if(1<this._stage){this._lineGeometryShape.clearPoints();for(var c=0,e=this._arcArray;c<e.length;c++)this._lineGeometryShape.pushPoint(d.Point2.fromPoint3(b.projectPoint(e[c])));this._lineGeometryShape.setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineGeometryShape.setStartEndcapType(h.Shape.EndcapType.Arrowhead);
+this._lineGeometryShape.setEndEndcapSize(5);this._lineGeometryShape.setStartEndcapSize(5);this._lineGeometryShape.setEndEndcapColor(this._viewer.measureManager.getMeasurementColor());this._lineGeometryShape.setStartEndcapColor(this._viewer.measureManager.getMeasurementColor());c=Array(10);c[0]=b.projectPoint(this._textPos);c[1]=b.projectPoint(this._firstPoint);c[2]=b.projectPoint(this._clickpointOriginal1);c[3]=b.projectPoint(this._secondPoint);c[4]=b.projectPoint(this._clickpointOriginal2);c[5]=
+b.projectPoint(this._intermediatePoint);c[6]=b.projectPoint(this._textAnchorPoint);this._behindView=!1;b=Array(10);for(e=0;6>=e;e++)0>=c[e].z&&(this._behindView=!0),b[e]=d.Point2.fromPoint3(c[e]);this._textShape&&this._textShape.setPosition(b[0]);this._lineShapes[0].set(b[1],b[2]);this._lineShapes[1].set(b[1],b[5]);this._lineShapes[2].set(b[3],b[4]);this._lineShapes[3].set(b[6],b[0])}};c.prototype.draw=function(){var a=0!==this._viewer.explodeManager.getMagnitude();if(this._visibility&&!a&&(this.update(),
+!this._behindView&&2<=this._stage&&4>=this._stage)){a=this._viewer.markupManager.getRenderer();for(var c=0;4>c;c++)a.drawLine(this._lineShapes[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineGeometryShape)}};c.prototype.setUseAuthoredNormals=function(a){this._useAuthoredNormals=a};c.prototype.getUseAuthoredNormals=function(){return this._useAuthoredNormals};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],c=0,d=this._arcArray;c<d.length;c++){var e=
+d[c].toJson();a.push(e)}return{text:this._textShape.getTextString(),textPos:this._textPos.toJson(),arcArray:a,firstPoint:this._firstPoint.toJson(),clickpointOriginal1:this._clickpointOriginal1.toJson(),secondPoint:this._secondPoint.toJson(),clickpointOriginal2:this._clickpointOriginal2.toJson(),intermediatePoint:this._intermediatePoint.toJson(),textAnchorPoint:this._textAnchorPoint.toJson(),measurementValue:this._measurementValue,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};
+c.fromJson=function(a,g){g=new c(g);for(var b=0,e=a.arcArray;b<e.length;b++){var f=d.Point3.fromJson(e[b]);g._arcArray.push(f)}g._textShape.setTextString(a.text);g._textPos.assign(d.Point3.fromJson(a.textPos));g._firstPoint.assign(d.Point3.fromJson(a.firstPoint));g._clickpointOriginal1=d.Point3.fromJson(a.clickpointOriginal1);g._secondPoint.assign(d.Point3.fromJson(a.secondPoint));g._clickpointOriginal2=d.Point3.fromJson(a.clickpointOriginal2);g._intermediatePoint.assign(d.Point3.fromJson(a.intermediatePoint));
+g._textAnchorPoint.assign(d.Point3.fromJson(a.textAnchorPoint));g._measurementValue=a.measurementValue;g._stage=3;return g};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureFaceFaceAngleMarkup"};return c}(f.MeasureMarkup);f.MeasureFaceFaceAngleMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._faceSelection=[];b._line1PreviewShape1=new h.Shape.Line;b._line1PreviewShape2=new h.Shape.Line;b._line2PreviewShape1=new h.Shape.Line;b._line2PreviewShape2=new h.Shape.Line;b._matrix1=new d.Matrix;b._matrix2=new d.Matrix;b._lineGeometryShape=new h.Shape.Polyline;b._parallelFaces=!1;b._triangulatedDistance=!0;b._pointsOnSameRay=!1;b._arrowsInvert=!1;b._faceData=[];b._distance=0;b._surfaceCenter=[d.Point3.zero(),
+d.Point3.zero()];b._surfaceAxis1=[d.Point3.zero(),d.Point3.zero()];b._surfaceAxis2=[d.Point3.zero(),d.Point3.zero()];b._cylinderAxisInfinite1=[d.Point3.zero(),d.Point3.zero()];b._cylinderAxisInfinite2=[d.Point3.zero(),d.Point3.zero()];b._firstPointHelper=d.Point3.zero();b._secondPointHelper=d.Point3.zero();b._secondPoint=d.Point3.zero();b._firstPoint=d.Point3.zero();b._textPos=d.Point3.zero();b._name="MeasureFaceFaceDistance";b._lineGeometryShape.setStrokeWidth(2);b._lineGeometryShape.setStrokeColor(b._viewer.measureManager.getMeasurementColor());
+b._textShape=new h.Shape.TextBox;b._textShape.getBoxPortion().setFillOpacity(1);b._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(var c=0;5>c;c++)b._lineShapes.push(new h.Shape.Line),b._lineShapes[c].setStrokeColor(b._viewer.measureManager.getMeasurementColor());return b}__extends(c,a);c.prototype.setUnitMultiplier=function(a){this._unitMultiplier=a};c.prototype.setFirstFace=function(a,c,e,f){var b=a.getNodeId(),g=a.getFaceEntity(),k=a.getPosition();this._matrix1=e.copy();this._viewer.model.setNodeFaceColor(b,
+g.getCadFaceIndex(),new d.Color(255,0,0));this._faceSelection[0]=a;this._firstPoint=k.copy();this._faceData[0]=c;this._faceData[0]instanceof d.SubentityProperties.PlaneElement?(a=this._faceData[0],c=new d.Point3(a.origin.x+a.normal.x,a.origin.y+a.normal.y,a.origin.z+a.normal.z),this._matrix1.transform(c,this._surfaceAxis1[0]),this._matrix1.transform(a.origin,this._surfaceCenter[0])):this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&this.createCylinderData(this._faceData[0],e,f);this._stage++};
+c.prototype.getFirstSelection=function(){return this._faceSelection[0]||null};c.prototype.getFirstFaceData=function(){return this._faceData[0]||null};c.prototype.cleanup=function(){var a=this._viewer.model;2<=this._stage&&a.unsetNodeFaceColor(this._faceSelection[1].getNodeId(),this._faceSelection[1].getFaceEntity().getCadFaceIndex());1<=this._stage&&a.unsetNodeFaceColor(this._faceSelection[0].getNodeId(),this._faceSelection[0].getFaceEntity().getCadFaceIndex())};c.prototype.createCylinderData=function(a,
+c,e){e=d.Point3.subtract(e.max,e.min).length()/4;var b=new d.Point3(a.origin.x+1E4*a.normal.x,a.origin.y+1E4*a.normal.y,a.origin.z+1E4*a.normal.z),g=new d.Point3(a.origin.x-1E4*a.normal.x,a.origin.y-1E4*a.normal.y,a.origin.z-1E4*a.normal.z),f=new d.Point3(0,0,0);d.Util.computePointToLineDistance(a.origin,b,g,f);this._surfaceCenter[this._stage]=new d.Point3(0,0,0);c.transform(f,this._surfaceCenter[this._stage]);b=new d.Point3(f.x+a.normal.x,f.y+a.normal.y,f.z+a.normal.z);this._surfaceAxis1[this._stage]=
+new d.Point3(0,0,0);c.transform(b,this._surfaceAxis1[this._stage]);b.set(f.x-a.normal.x,f.y-a.normal.y,f.z-a.normal.z);this._surfaceAxis2[this._stage]=new d.Point3(0,0,0);c.transform(b,this._surfaceAxis2[this._stage]);new d.Point3(0,0,0);a=this._surfaceAxis1[this._stage].copy();a=d.Point3.subtract(a,this._surfaceCenter[this._stage]);a.normalize();this._surfaceAxis1[this._stage].set(this._surfaceCenter[this._stage].x+a.x*e,this._surfaceCenter[this._stage].y+a.y*e,this._surfaceCenter[this._stage].z+
+a.z*e);this._surfaceAxis2[this._stage].set(this._surfaceCenter[this._stage].x-a.x*e,this._surfaceCenter[this._stage].y-a.y*e,this._surfaceCenter[this._stage].z-a.z*e);this._cylinderAxisInfinite1[this._stage]=new d.Point3(this._surfaceCenter[this._stage].x+a.x*e*1E3,this._surfaceCenter[this._stage].y+a.y*e*1E3,this._surfaceCenter[this._stage].z+a.z*e*1E3);this._cylinderAxisInfinite2[this._stage]=new d.Point3(this._surfaceCenter[this._stage].x-a.x*e*1E3,this._surfaceCenter[this._stage].y-a.y*e*1E3,
+this._surfaceCenter[this._stage].z-a.z*e*1E3)};c.prototype.setSecondFace=function(a,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var b,g,k,l,n,t,v,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I;return __generator(this,function(m){switch(m.label){case 0:b=this._faceSelection[0];g=this._faceData[0];if(void 0===b||void 0===g)throw new d.CommunicatorError("setSecondFace() called before setFirstFace()");if(e instanceof d.SubentityProperties.PlaneElement)k=g,l=new d.Point3(k.origin.x+k.normal.x,k.origin.y+k.normal.y,
+k.origin.z+k.normal.z),this._matrix1.transform(l,this._surfaceAxis1[0]),this._matrix1.transform(k.origin,this._surfaceCenter[0]);else if(e instanceof d.SubentityProperties.CylinderElement)this.createCylinderData(e,f,h);else return[2];return[4,this._viewer.model.computeMinimumFaceFaceDistance(b.getNodeId(),b.getFaceEntity().getCadFaceIndex(),c.getNodeId(),c.getFaceEntity().getCadFaceIndex())];case 1:n=m.sent();if(0===n.distance)return[2];this._matrix2=f.copy();this._secondPoint=c.getPosition().copy();
+if(!(g instanceof d.SubentityProperties.PlaneElement&&e instanceof d.SubentityProperties.PlaneElement))return[3,2];t=e;l=new d.Point3(t.origin.x+t.normal.x,t.origin.y+t.normal.y,t.origin.z+t.normal.z);this._matrix2.transform(l,this._surfaceAxis1[1]);this._matrix2.transform(t.origin,this._surfaceCenter[1]);v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);w=new d.Point3(this._surfaceAxis1[1].x-
+this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,this._surfaceAxis1[1].z-this._surfaceCenter[1].z);v.normalize();w.normalize();z=new d.Point3(-v.x,-v.y,-v.z);v.equalsWithTolerance(w,1E-5)||z.equalsWithTolerance(w,1E-5)?(this._secondPointHelper=new d.Point3(this._secondPoint.x,this._secondPoint.y,this._secondPoint.z),this._firstPointHelper=new d.Point3(this._firstPoint.x,this._firstPoint.y,this._firstPoint.z),x=new d.Plane,x.setFromPointAndNormal(this._surfaceCenter[0],v),
+y=new d.Plane,y.setFromPointAndNormal(this._surfaceCenter[1],w),A=new d.Point3(this._firstPoint.x+v.x,this._firstPoint.y+v.y,this._firstPoint.z+v.z),d.Util.intersectionPlaneLine2(b.getPosition(),A,y,this._secondPoint),z.equalsWithTolerance(w,1E-5)&&(B=new d.Point3(-v.x,-v.y,-v.z),x.setFromPointAndNormal(this._surfaceCenter[0],B)),this._distance=D=Math.abs(y.d-x.d)/x.normal.length(),this._setMeasurementValue(this._distance),this._parallelFaces=!0,this._triangulatedDistance=!1,C=new d.Point3(0,1,0),
+E=d.Point3.subtract(this._secondPoint,this._firstPoint),F=new d.Point3(0,0,0),F=d.Point3.subtract(this._secondPointHelper,this._firstPoint),H=d.Util.computeAngleBetweenVector(C,E),G=d.Util.computeAngleBetweenVector(C,F),this._textPos.assign(this._secondPoint),.1>H-G&&-.1<H-G&&(this._pointsOnSameRay=!0)):(this._firstPoint.assign(n.pos1),this._secondPoint.assign(n.pos2),this._textPos.assign(n.pos2),this._distance=n.distance,this._setMeasurementValue(this._distance));return[3,8];case 2:if(!(g instanceof
+d.SubentityProperties.CylinderElement&&e instanceof d.SubentityProperties.CylinderElement))return[3,3];v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);w=new d.Point3(this._surfaceAxis1[1].x-this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,this._surfaceAxis1[1].z-this._surfaceCenter[1].z);v.normalize();w.normalize();z=new d.Point3(-v.x,-v.y,-v.z);if(v.equalsWithTolerance(w,
+1E-5)||z.equalsWithTolerance(w,1E-5)){J=new d.Point3(0,0,0);d.Util.computePointToLineDistance(this._firstPoint,this._cylinderAxisInfinite1[0],this._cylinderAxisInfinite2[0],J);this._firstPoint=J.copy();K=new d.Point3(this._firstPoint.x,this._firstPoint.y,this._firstPoint.z);K=d.Point3.subtract(K,this._surfaceCenter[0]);K.set(0,0,0);d.Util.computePointToLineDistance(this._firstPoint,this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],J);this._secondPoint=J.copy();D=d.Point3.subtract(this._secondPoint,
+this._firstPoint).length();if(1E-7>D)return[2];this._triangulatedDistance=!1;this._textPos.assign(this._secondPoint);this._setMeasurementValue(D)}else{this._distance=d.Util.distanceLineLine(this._cylinderAxisInfinite1[0],this._cylinderAxisInfinite2[0],this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],this._firstPoint,this._secondPoint);if(1E-7>this._distance)return[2];this._textPos.assign(this._firstPoint);this._setMeasurementValue(this._distance)}return[3,8];case 3:if(!(g instanceof d.SubentityProperties.CylinderElement&&
+e instanceof d.SubentityProperties.PlaneElement))return[3,5];v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);return[4,this._viewer.model.computeMinimumFaceLineDistance(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Ray(this._surfaceCenter[0],v))];case 4:I=m.sent();this._distance=I.distance;if(1E-7>this._distance)return[2];this._firstPoint.assign(I.pos1);this._secondPoint.assign(I.pos2);
+this._textPos.assign(I.pos2);this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0));this._faceData[1]=e;this._faceSelection[1]=c;this._stage++;this.adjust(a);this._setMeasurementValue(this._distance);return[3,8];case 5:if(!(g instanceof d.SubentityProperties.PlaneElement&&e instanceof d.SubentityProperties.CylinderElement))return[3,7];v=new d.Point3(this._surfaceAxis1[1].x-this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,
+this._surfaceAxis1[1].z-this._surfaceCenter[1].z);return[4,this._viewer.model.computeMinimumFaceLineDistance(b.getNodeId(),b.getFaceEntity().getCadFaceIndex(),new d.Ray(this._surfaceCenter[1],v))];case 6:I=m.sent();this._distance=I.distance;if(1E-7>this._distance)return[2];this._firstPoint.assign(I.pos1);this._secondPoint.assign(I.pos2);this._textPos.assign(I.pos2);this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0));this._faceData[1]=e;this._faceSelection[1]=
+c;this._stage++;this.adjust(a);this._setMeasurementValue(this._distance);return[3,8];case 7:this._firstPoint.assign(n.pos1);this._secondPoint.assign(n.pos2);this._textPos.assign(n.pos2);this._distance=n.distance;if(1E-7>this._distance)return[2];this._setMeasurementValue(this._distance);m.label=8;case 8:return this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0)),this._faceData[1]=e,this._faceSelection[1]=c,this._stage++,this.adjust(a),[2]}})})};
+c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);if(!(1>=this._stage)){var c=this._viewer.view.raycastFromPoint(b);if(null!==c){var e=new d.Point3(c.origin.x+1E6*c.direction.x,c.origin.y+1E6*c.direction.y,c.origin.z+1E6*c.direction.z),f=d.Util.oneVectorCross(c.direction);new d.Point3(0,0,0);var h=d.Point3.cross(c.direction,f);h.normalize();new d.Point3((this._firstPoint.x+this._secondPoint.x)/2,(this._firstPoint.y+this._secondPoint.y)/2,(this._firstPoint.z+this._secondPoint.z)/2);var m=
+this._textPos.copy();f.set(m.x+f.x,m.y+f.y,m.z+f.z);h.set(m.x+h.x,m.y+h.y,m.z+h.z);b=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(c.origin,e,m,f,h,b);2===this._stage?d.Util.computePointToLineDistance(b,this._firstPoint,this._secondPoint,this._textPos):this._parallelFaces||this._triangulatedDistance?(c=new d.Point3(0,0,0),this._pointsOnSameRay||(d.Util.computePointToLineDistance(b,this._secondPoint,this._secondPointHelper,c),new d.Point3(0,0,0),b=d.Point3.subtract(c,this._secondPoint),this._secondPoint=
+c.copy(),this._firstPoint.set(this._firstPoint.x+b.x,this._firstPoint.y+b.y,this._firstPoint.z+b.z),this._textPos.set(this._textPos.x+b.x,this._textPos.y+b.y,this._textPos.z+b.z))):(c=new d.Point3(0,0,0),d.Util.computePointToLineDistance(b,this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],c),b=d.Point3.subtract(c,this._secondPoint),this._secondPoint=c.copy(),this._firstPoint.set(this._firstPoint.x+b.x,this._firstPoint.y+b.y,this._firstPoint.z+b.z),this._textPos.set(this._textPos.x+b.x,
+this._textPos.y+b.y,this._textPos.z+b.z));this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._firstPoint.x+this._secondPoint.x)/2,(this._firstPoint.y+this._secondPoint.y)/2,(this._firstPoint.z+this._secondPoint.z)/2),c=d.Point3.subtract(this._secondPoint,this._firstPoint);2*d.Point3.subtract(this._textPos,a).length()>c.length()?this._arrowsInvert=!0:this._arrowsInvert=!1};c.prototype._nextStage=function(){this._stage++;
+if(3<this._stage||2<this._stage&&this._triangulatedDistance)this._finalized=!0,this.cleanup()};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;this._behindView=!1;if(0!==this._stage){for(var c=Array(10),e=[],f=0;10>f;f++)e.push(new d.Point3(0,0,0));this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&(e[0]=b.projectPoint(this._surfaceCenter[0]),e[1]=b.projectPoint(this._surfaceAxis1[0]),e[2]=b.projectPoint(this._surfaceAxis2[0]),c[0]=d.Point2.fromPoint3(e[0]),
+c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._line1PreviewShape1.set(c[0],c[1]),this._line1PreviewShape2.set(c[0],c[2]));1<this._stage&&this._faceData[1]instanceof d.SubentityProperties.CylinderElement&&(e[0]=b.projectPoint(this._surfaceCenter[1]),e[1]=b.projectPoint(this._surfaceAxis1[1]),e[2]=b.projectPoint(this._surfaceAxis2[1]),c[0]=d.Point2.fromPoint3(e[0]),c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._line2PreviewShape1.set(c[0],c[1]),this._line2PreviewShape2.set(c[0],
+c[2]));1<this._stage&&(e[0]=b.projectPoint(this._textPos),e[1]=b.projectPoint(this._firstPoint),e[2]=b.projectPoint(this._secondPoint),c[0]=d.Point2.fromPoint3(e[0]),c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._textShape&&this._textShape.setPosition(c[0]),this._lineShapes[0].setEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[0].setStartEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[0].setEndcapsInverted(this._arrowsInvert),this._lineShapes[0].setEndEndcapColor(this._viewer.measureManager.getMeasurementColor()),
+this._lineShapes[0].setStartEndcapColor(this._viewer.measureManager.getMeasurementColor()),this._lineShapes[0].set(c[1],c[2]),this._faceData[1]instanceof d.SubentityProperties.CylinderElement&&this._faceData[0]instanceof d.SubentityProperties.CylinderElement?(e[3]=b.projectPoint(this._surfaceCenter[0]),e[4]=b.projectPoint(this._surfaceCenter[1]),c[3]=d.Point2.fromPoint3(e[3]),c[4]=d.Point2.fromPoint3(e[4]),this._lineShapes[1].set(c[1],c[3]),this._lineShapes[2].set(c[2],c[4]),this._lineShapes[3].set(c[0],
+c[1])):(e[3]=b.projectPoint(this._firstPointHelper),e[4]=b.projectPoint(this._secondPointHelper),c[3]=d.Point2.fromPoint3(e[3]),c[4]=d.Point2.fromPoint3(e[4]),this._lineShapes[1].set(c[2],c[4]),this._lineShapes[2].set(c[1],c[3]),this._lineShapes[3].set(c[1],c[0])));for(f=0;6>f;f++)0>e[f].z&&(this._behindView=!0)}};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:this._faceData[0]instanceof
+d.SubentityProperties.CylinderElement&&(a.drawLine(this._line1PreviewShape1),a.drawLine(this._line1PreviewShape2));break;case 2:case 3:case 4:this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&this._faceData[1]instanceof d.SubentityProperties.CylinderElement?(3>this._stage&&(a.drawLine(this._line1PreviewShape1),a.drawLine(this._line1PreviewShape2),a.drawLine(this._line2PreviewShape1),a.drawLine(this._line2PreviewShape2)),a.drawLine(this._lineShapes[0]),a.drawLine(this._lineShapes[1]),
+a.drawLine(this._lineShapes[2])):(this._viewer.markupManager.getRenderer().drawLine(this._lineShapes[0]),this._parallelFaces&&(a.drawLine(this._lineShapes[1]),a.drawLine(this._lineShapes[2]))),a.drawLine(this._lineShapes[3]),a.drawTextBox(this._textShape)}}};c._serializeFaceProp=function(a){return a instanceof d.SubentityProperties.CylinderElement?{type:"CylinderElement",origin:a.origin.toJson(),normal:a.normal.toJson(),radius:a.radius}:a instanceof d.SubentityProperties.PlaneElement?{type:"PlaneElement",
+origin:a.origin.toJson(),normal:a.normal.toJson()}:null};c._constructFaceProp=function(a){if("CylinderElement"===a.type){var b=d.Point3.fromJson(a.origin),c=d.Point3.fromJson(a.normal);return new d.SubentityProperties.CylinderElement(a.radius,b,c)}return"PlaneElement"===a.type?(b=d.Point3.fromJson(a.origin),c=d.Point3.fromJson(a.normal),new d.SubentityProperties.PlaneElement(b,c)):null};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],d=0,e=this._faceData;d<
+e.length;d++)a.push(c._serializeFaceProp(e[d]));d=[];e=0;for(var f=this._surfaceCenter;e<f.length;e++)d.push(f[e].toJson());e=[];for(var h=0,m=this._surfaceAxis1;h<m.length;h++)f=m[h],e.push(f.toJson());h=[];m=0;for(var p=this._surfaceAxis2;m<p.length;m++)f=p[m],h.push(f.toJson());return{text:this._textShape.getTextString(),textPos:this._textPos.toJson(),firstPoint:this._firstPoint.toJson(),secondPoint:this._secondPoint.toJson(),firstPointHelper:this._firstPointHelper.toJson(),secondPointHelper:this._secondPointHelper.toJson(),
+measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,parallelFaces:this._parallelFaces,faceData:a,surfaceCenter:d,surfaceAxis1:e,surfaceAxis2:h,name:this.getName(),className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e.setName(a.name);e._textShape.setTextString(a.text);e._textPos.assign(d.Point3.fromJson(a.textPos));e._firstPoint.assign(d.Point3.fromJson(a.firstPoint));e._firstPointHelper.assign(d.Point3.fromJson(a.firstPointHelper));
+e._secondPoint.assign(d.Point3.fromJson(a.secondPoint));e._secondPointHelper.assign(d.Point3.fromJson(a.secondPointHelper));console.assert(Array.isArray(a.faceData));for(var b=0,g=a.faceData;b<g.length;b++){var f=c._constructFaceProp(g[b]);console.assert(null!==f);e._faceData.push(f)}e._surfaceCenter[0].assign(a.surfaceCenter[0]);e._surfaceCenter[1].assign(a.surfaceCenter[1]);e._surfaceAxis1[0].assign(a.surfaceAxis1[0]);e._surfaceAxis1[1].assign(a.surfaceAxis1[1]);e._surfaceAxis2[0].assign(a.surfaceAxis2[0]);
+e._surfaceAxis2[1].assign(a.surfaceAxis2[1]);e._stage=4;e._parallelFaces=a.parallelFaces;e._measurementValue=a.measurementValue;e._unitMultiplier=a.unitMultiplier||1;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureFaceFaceDistanceMarkup"};return c}(f.MeasureMarkup);f.MeasureFaceFaceDistanceMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this,b)||this;c._firstPointShape=new h.Shape.Circle;c._secondPointShape=new h.Shape.Circle;c._arrowsInvert=!1;c._name="MeasurePointPointDistance";c._lineShapes=[];for(var e=0;6>e;e++)c._lineShapes.push(new h.Shape.Line),c._lineShapes[e].setStrokeColor(c._viewer.measureManager.getMeasurementColor()),c._lineShapes[e].setEndEndcapColor(c._viewer.measureManager.getMeasurementColor()),c._lineShapes[e].setStartEndcapColor(c._viewer.measureManager.getMeasurementColor());
+c._viewer=b;c.initCircle(c._firstPointShape);c.initCircle(c._secondPointShape);c._textShape=new h.Shape.TextBox;c._textShape.getBoxPortion().setFillOpacity(1);c._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));return c}__extends(c,a);c.prototype.initCircle=function(a){a.setRadius(2.5);a.setFillColor(this._viewer.measureManager.getMeasurementColor())};c.prototype.setUnitMultiplier=function(a){this._unitMultiplier=a};c.prototype.setFirstPointPosition=function(a){this._stage=1;this._positions[0]=
+a.copy()};c.prototype.setSecondPointPosition=function(a){this._stage=2;this._positions[1]=a.copy();this._positions[2]=a.copy();this._setMeasurementValue(d.Point3.subtract(this._positions[1],this._positions[0]).length())};c.prototype._getStage=function(){return this._stage};c.prototype.finalize=function(){this._stage++};c.prototype.getFirstPointPosition=function(){return this._positions[0]};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);var c=this._viewer.view.raycastFromPoint(b);if(null!==
+c){b=this._positions[0];var e=this._positions[1],f=new d.Point3(1,0,0);e.equals(b)||(f=d.Point3.subtract(e,b));var h=this._viewer.view.getCamera().getUp(),m=d.Point3.cross(c.direction,h).normalize(),p=new d.Point3((b.x+e.x)/2,(b.y+e.y)/2,(b.z+e.z)/2);h=new d.Point3(p.x+h.x,p.y+h.y,p.z+h.z);var q=new d.Point3(p.x+m.x,p.y+m.y,p.z+m.z),r=new d.Point3(c.origin.x+1E6*c.direction.x,c.origin.y+1E6*c.direction.y,c.origin.z+1E6*c.direction.z);m=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(c.origin,r,p,
+h,q,m);this._positions[2].assign(m);new d.Point3(0,0,0);c=Math.abs(f.x)<=Math.abs(f.y)&&Math.abs(f.x)<=Math.abs(f.z)?new d.Point3(1,0,0):Math.abs(f.y)<=Math.abs(f.x)&&Math.abs(f.y)<=Math.abs(f.z)?new d.Point3(0,1,0):new d.Point3(0,0,1);c=d.Point3.cross(c,f);p=d.Point3.cross(c,f);c.set(b.x+c.x,b.y+c.y,b.z+c.z);p.set(b.x+p.x,b.y+p.y,b.z+p.z);h=new d.Point3(m.x+1E4*f.x,m.y+1E4*f.y,m.z+1E4*f.z);f=new d.Point3(m.x-1E4*f.x,m.y-1E4*f.y,m.z-1E4*f.z);f=d.Util.intersectionPlaneLine(h,f,b,c,p,m);c=!isNaN(m.x)&&
+!isNaN(m.y)&&!isNaN(m.z);f&&c||(m=e.copy());m=d.Point3.subtract(m,b);this._positions[3]=new d.Point3(b.x+m.x,b.y+m.y,b.z+m.z);this._positions[4]=new d.Point3(e.x+m.x,e.y+m.y,e.z+m.z);this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._positions[3].x+this._positions[4].x)/2,(this._positions[3].y+this._positions[4].y)/2,(this._positions[3].z+this._positions[4].z)/2),c=d.Point3.subtract(this._positions[4],this._positions[3]);
+2*d.Point3.subtract(this._positions[2],a).length()>c.length()?this._arrowsInvert=!0:this._arrowsInvert=!1};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view,c=Array(6);if(0<this._stage){this._behindView=!1;for(var e=0;e<this._positions.length;e++)0>=b.projectPoint(this._positions[e]).z&&(this._behindView=!0),c[e]=d.Point2.fromPoint3(b.projectPoint(this._positions[e]));this._firstPointShape.setCenter(c[0])}1<this._stage&&(this._textShape&&this._textShape.setPosition(c[2]),
+this._secondPointShape.setCenter(c[1]),this._lineShapes[0].set(c[0],c[1]),this._lineShapes[1].set(c[3],c[4]),this._lineShapes[2].set(c[0],c[3]),this._lineShapes[3].set(c[1],c[4]),this._lineShapes[4].set(c[3],c[2]),this._lineShapes[5].set(c[3],c[4]),this._lineShapes[5].setEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[5].setStartEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[5].setEndcapsInverted(this._arrowsInvert))};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&
+(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawCircle(this._firstPointShape);break;case 2:case 3:a.drawCircle(this._firstPointShape);a.drawCircle(this._secondPointShape);for(var c=0,d=this._lineShapes;c<d.length;c++)a.drawLine(d[c]);a.drawTextBox(this._textShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{name:this._name,measurePoint1:this._positions[0].copy(),measurePoint2:this._positions[1].copy(),
+leaderPoint1:this._positions[3].copy(),leaderPoint2:this._positions[4].copy(),textPoint:this._positions[2].copy(),text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._name=a.name;e._positions[0]=d.Point3.fromJson(a.measurePoint1);e._positions[1]=d.Point3.fromJson(a.measurePoint2);e._positions[2]=d.Point3.fromJson(a.textPoint);
+e._textShape.setTextString(a.text);e._positions[3]=d.Point3.fromJson(a.leaderPoint1);e._positions[4]=d.Point3.fromJson(a.leaderPoint2);e._measurementValue=a.measurementValue;e._unitMultiplier=a.unitMultiplier||1;e._updateArrowsInverted();e._stage=2;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasurePointPointDistanceMarkup"};return c}(f.MeasureMarkup);f.MeasurePointPointDistanceMarkup=a})(h.Measure||(h.Measure=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f){b=a.call(this,b)||this;b._lineProperties=null;b._worldSpaceLength=0;b._arrowsInvert=!1;b._name="MeasureStraightEdgeLength";b._lineProperties=c;b._matrix=e.copy();b._matrix.setTranslationComponent(0,0,0);b._unitMultiplier=f;c=b._viewer.measureManager.getMeasurementColor();for(e=0;5>e;e++)f=new h.Shape.Line,f.setStrokeColor(c),f.setEndEndcapColor(c),f.setStartEndcapColor(c),b._lineShapes.push(f);c=b._textShape.getBoxPortion();
+c.setFillOpacity(1);c.setFillColor(new d.Color(255,255,255));return b}__extends(c,a);c.prototype.setLineGeometry=function(b){a.prototype.setLineGeometry.call(this,b);this._positions[0]=this._linePositions[0];this._positions[2]=this._linePositions[0].copy();this._positions[1]=this._linePositions[this._linePositions.length-1];null!==this._lineProperties&&-1!==this._lineProperties.length?(b=new d.Point3(this._lineProperties.length,0,0),this._matrix.transform(b,b),b=this._worldSpaceLength=b.length()):
+b=d.Point3.subtract(this._positions[1],this._positions[0]).length();this._setMeasurementValue(b)};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);var c=this._viewer.view,e=c.raycastFromPoint(b);if(null!==e){b=this._positions[0];var f=this._positions[1],h=new d.Point3(1,0,0);f.equals(b)||(h=d.Point3.subtract(f,b));var m=c.getCamera().getUp();c=d.Point3.cross(e.direction,m).normalize();var p=d.Point3.add(b,f).scale(.5);m=d.Point3.add(p,m);var q=d.Point3.add(p,c),r=d.Point3.add(d.Point3.scale(e.direction,
+1E6),e.origin);c=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(e.origin,r,p,m,q,c);this._positions[2].assign(c);new d.Point3(0,0,0);e=Math.abs(h.x)<=Math.abs(h.y)&&Math.abs(h.x)<=Math.abs(h.z)?new d.Point3(1,0,0):Math.abs(h.y)<=Math.abs(h.x)&&Math.abs(h.y)<=Math.abs(h.z)?new d.Point3(0,1,0):new d.Point3(0,0,1);e=d.Point3.cross(e,h);p=d.Point3.cross(e,h);e.add(b);p.add(b);m=d.Point3.add(d.Point3.scale(h,1E4),c);h=d.Point3.add(d.Point3.scale(h,-1E4),c);d.Util.intersectionPlaneLine(m,h,b,e,p,c);h=
+d.Point3.subtract(c,b);this._positions[3]=d.Point3.add(b,h);this._positions[4]=d.Point3.add(f,h);this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=d.Point3.add(this._positions[3],this._positions[4]).scale(.5),c=d.Point3.subtract(this._positions[4],this._positions[3]);this._arrowsInvert=2*d.Point3.subtract(this._positions[2],a).squaredLength()>c.squaredLength()};c.prototype.update=function(){a.prototype.update.call(this);var b=
+this._viewer.view;this._behindView=!1;if(0<this._stage){this._lineEdgeShape.clearPoints();for(var c=Array(this._linePositions.length),e=0;e<this._linePositions.length;e++)c[e]=b.projectPoint(this._linePositions[e]),0>=c[e].z&&(this._behindView=!0),this._lineEdgeShape.pushPoint(d.Point2.fromPoint3(c[e]))}if(1<this._stage){var f=Array(6);c=Array(6);for(e=0;e<this._positions.length;e++)c[e]=b.projectPoint(this._positions[e]),0>=c[e].z&&(this._behindView=!0),f[e]=d.Point2.fromPoint3(c[e]);this._textShape&&
+this._textShape.setPosition(f[2]);b=this._viewer.measureManager.getMeasurementColor();this._lineShapes[0].set(f[3],f[4]);this._lineShapes[1].set(f[0],f[3]);this._lineShapes[2].set(f[1],f[4]);this._lineShapes[3].set(f[3],f[2]);this._lineShapes[4].set(f[3],f[4]);this._lineShapes[4].setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[4].setStartEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[4].setEndcapsInverted(this._arrowsInvert);this._lineShapes[4].setEndEndcapColor(b);this._lineShapes[4].setStartEndcapColor(b)}};
+c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawPolyline(this._lineEdgeShape);break;case 2:case 3:for(var c=0,d=this._lineShapes;c<d.length;c++)a.drawLine(d[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineEdgeShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{name:this._name,
+measurePoint1:this._positions[0].copy(),measurePoint2:this._positions[1].copy(),leaderPoint1:this._positions[3].copy(),leaderPoint2:this._positions[4].copy(),textPoint:this._positions[2].copy(),text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName(),matrix:this._matrix.toJson()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){var b=d.Matrix.fromJson(a.matrix);e=new c(e,null,b,a.unitMultiplier||
+1);e._name=a.name;e._positions[0]=d.Point3.fromJson(a.measurePoint1);e._positions[1]=d.Point3.fromJson(a.measurePoint2);e._positions[2]=d.Point3.fromJson(a.textPoint);e._textShape.setTextString(a.text);e._positions[3]=d.Point3.fromJson(a.leaderPoint1);e._positions[4]=d.Point3.fromJson(a.leaderPoint2);e._measurementValue=a.measurementValue;e._updateArrowsInverted();e._stage=2;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureStraightEdgeLengthMarkup"};
+return c}(f.MeasureLengthMarkup);f.MeasureStraightEdgeLengthMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f,h){var g=a.call(this)||this;g._uniqueId=d.UUID.create();g._noteElementId=null;g._position=d.Point3.zero();g._text="";g._color=d.Color.white();g._sphereRadius=.03;g._deleted=!1;g._active=!1;g._callbacks=null;g._viewer=b;g._noteTextManager=c;g._selectionPosition=e;g._selectionNormal=f;g._partId=h;g._noteTextManager.addNote(g);g._init();return g}__extends(c,a);c.prototype._init=function(){return __awaiter(this,void 0,void 0,
+function(){var a,c,d,e,f=this;return __generator(this,function(b){switch(b.label){case 0:return a=this._createPinTransformationMatrix(this._selectionPosition,this._selectionNormal),[4,Promise.all([this._createPinStemInstance(a),this._createPinSphereInstance(a)])];case 1:return c=b.sent(),d=c[0],e=c[1],this._stemInstanceId=d,this._sphereInstanceId=e,[4,this._restore(!1)];case 2:return b.sent(),this._callbacks={visibilityChanged:function(){f._matchPartVisibility()}},this._viewer.setCallbacks(this._callbacks),
+this._viewer.trigger("noteTextCreated",this),[2]}})})};c.prototype._matchPartVisibility=function(){if(void 0!==this._sphereInstanceId&&void 0!==this._stemInstanceId){var a=this._viewer.model,c=a.getNodeVisibility(this._partId),d=a.getNodeVisibility(this._sphereInstanceId);c===d||this._noteTextManager.getExplodeActive()||a.setNodesVisibility([this._stemInstanceId,this._sphereInstanceId],c);a=this._noteTextManager.getActiveItem();null===a||a.getStemInstanceId()!==this._stemInstanceId||c||this.hide()}};
+c.prototype.updatePosition=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(b){switch(b.label){case 0:return void 0===this._sphereInstanceId?[2]:[4,this._viewer.model.getNodeRealBounding(this._sphereInstanceId)];case 1:return this._pinBoundingBox=a=b.sent(),this._position=this._pinBoundingBox.center(),this.setText(this._text),[2]}})})};c.prototype._restore=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._noteTextManager.setActiveItemHandle(this._viewer.markupManager.registerMarkup(this)),
+this._noteTextManager.setActiveItem(this),this._show(a),this._updateColor(),[4,this.draw()];case 1:return b.sent(),[2]}})})};c.prototype.restore=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._restore(!0)]})})};c.prototype.setText=function(a){this._text=a;this._noteTextManager.getNoteTextElement().setText(a)};c.prototype.saveTextValue=function(){this._text=this._noteTextManager.getNoteTextElement().getText()};c.prototype.draw=function(){return __awaiter(this,
+void 0,void 0,function(){var a,c,e;return __generator(this,function(b){switch(b.label){case 0:if(this._deleted||!this._active)return[2];this._behindView=!1;return[4,this.updatePosition()];case 1:return b.sent(),a=this._viewer.view.projectPoint(this._position),0>=a.z&&(this._behindView=!0),this._behindView?null!==this._noteElementId&&null!==document.getElementById(this._noteElementId)&&(this._viewer.markupManager.removeMarkupElement(this._noteElementId),this._noteElementId=null):(c=new d.Point2(a.x,
+a.y),e=this._noteTextManager.getNoteTextElement(),e.setPosition(c),null===this._noteElementId&&(this._noteElementId=this._viewer.markupManager.addMarkupElement(e.getHtmlContainer()))),[2]}})})};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){var b=this._noteTextManager.getNoteTextElement(),e=b.getPosition();b=b.getSize();return d.Util.isPointInRect2d(a,e,b,c)};c.prototype.getClassName=function(){return c.className};c.prototype.getUniqueId=
+function(){return this._uniqueId};c.prototype.getSphereInstanceId=function(){return this._sphereInstanceId};c.prototype.getStemInstanceId=function(){return this._stemInstanceId};c.prototype.onSelect=function(){this._noteTextManager.getNoteTextElement().focus()};c.prototype.onDeselect=function(){this._noteTextManager.getNoteTextElement().blur()};c.prototype.hide=function(){var a=this._noteTextManager.getNoteTextElement();a.hide();this.setText(a.getText());this._noteTextManager.setActiveItem(null);
+this._active=!1;this._viewer.trigger("noteTextHidden",this)};c.prototype._show=function(a){this._noteTextManager.getNoteTextElement().show(this);this._active=!0;a&&this._viewer.trigger("noteTextShown",this)};c.prototype.show=function(){this._show(!0)};c.prototype.remove=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(e){switch(e.label){case 0:return null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),this._callbacks=null),b=this._viewer.model,
+c=[],void 0!==this._stemInstanceId&&c.push(b.deleteMeshInstances([this._stemInstanceId])),void 0!==this._sphereInstanceId&&c.push(b.deleteMeshInstances([this._sphereInstanceId])),this.hide(),this._noteTextManager.removeNote(this),this._deleted=!0,[4,d.Util.waitForAll(c)];case 1:return e.sent(),a.prototype.remove.call(this),[2]}})})};c.prototype.getRemoved=function(){return this._deleted};c.prototype.setColor=function(a){this._color=a;this._updateColor();return Promise.resolve()};c.prototype.getColor=
+function(){return this._color};c.prototype.getPartId=function(){return this._partId};c.prototype._updateColor=function(){void 0!==this._sphereInstanceId&&this._viewer.model.setNodesFaceColor([this._sphereInstanceId],this._color)};c.prototype._createPinTransformationMatrix=function(a,c){var b=0,e=c.x;Math.abs(c.y)<Math.abs(e)&&(e=c.y,b=1);Math.abs(c.z)<Math.abs(e)&&(b=2);e=[0,0,0];e[b]=1;b=d.Point3.createFromArray(e);b=d.Point3.cross(c,b).normalize();e=d.Point3.cross(c,b);var g=new d.Matrix;g.m=[c.x,
+c.y,c.z,0,b.x,b.y,b.z,0,e.x,e.y,e.z,0,0,0,0,1];g=d.Matrix.multiply(g,(new d.Matrix).setScaleComponent(this._sphereRadius,this._sphereRadius,this._sphereRadius));g.setTranslationComponent(a.x,a.y,a.z);return g};c.prototype._createPinStemInstance=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){b=this._noteTextManager.getPinStemMeshId();if(null===b)throw new d.CommunicatorError("stem mesh hasn't been created yet");c=new d.MeshInstanceData(b,
+a,"pin-stem-instance",void 0,d.Color.black());c.setOpacity(1);e=d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.AlwaysDraw;c.setCreationFlags(e);f=this._viewer.model;return[2,f.createMeshInstance(c,void 0,!0)]})})};c.prototype._createPinSphereInstance=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){b=this._noteTextManager.getPinSphereMeshId();if(null===b)throw new d.CommunicatorError("sphere mesh hasn't been created yet");c=new d.MeshInstanceData(b,a,"pin-sphere-instance",d.Color.white(),void 0);c.setOpacity(1);e=d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.OverrideSceneVisibility|
+d.MeshInstanceCreationFlags.AlwaysDraw;c.setCreationFlags(e);f=this._viewer.model;return[2,f.createMeshInstance(c,void 0,!0)]})})};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),selectionPosition:this._selectionPosition.toJson(),selectionNormal:this._selectionNormal.toJson(),text:this._text,color:this._color,partId:this._partId}};c.prototype.forJson=function(){return this.toJson()};c._fromJson=function(a,
+e,f){if(!f.findById(a.uniqueId)){var b=d.Point3.fromJson(a.selectionPosition),g=d.Point3.fromJson(a.selectionNormal);e=new c(e,f,b,g,a.partId);e._uniqueId=a.uniqueId;e.setText(a.text);e.setColor(d.Color.fromJson(a.color));return e}return null};c.fromJson=function(a,d,e){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=c._fromJson(a,d,e);return[2,b]})})};c.className="Communicator.Markup.Note.NoteText";return c}(h.MarkupItem);f.NoteText=a})(h.Note||(h.Note=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._pinSphereMeshId=null;c._pinStemMeshId=null;c._noteTextList=[];c._activeItemHandle=null;c._activeItem=null;c._explodeActive=!1;c._isolateActive=!1;c._stemLength=2;c._sphereIterations=2;c._viewer=b;c._noteTextElement=new f.NoteTextElement;c._noteTextElement.setPositionOffset(new d.Point2(12,-24));c._viewer.setCallbacks({sceneReady:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,
+function(a){switch(a.label){case 0:return[4,this._init()];case 1:return a.sent(),[2]}})})}});return c}__extends(c,a);c.prototype._init=function(){return __awaiter(this,void 0,void 0,function(){var a,d,e,f;return __generator(this,function(b){switch(b.label){case 0:return null===c._globalPinSphereMeshData&&(c._globalPinSphereMeshData=this._createPinSphereMeshData()),null===c._globalPinStemMeshData&&(c._globalPinStemMeshData=this._createPinStemMeshData()),a=this._viewer.model,d=a.createMesh(c._globalPinSphereMeshData),
+e=a.createMesh(c._globalPinStemMeshData),[4,Promise.all([d,e])];case 1:return f=b.sent(),this._pinSphereMeshId=f[0],this._pinStemMeshId=f[1],[2]}})})};c.prototype._createPinStemMeshData=function(){var a=new d.MeshData;a.addPolyline([0,0,0,this._stemLength,0,0]);return a};c.prototype._createPinSphereMeshData=function(){var a=(1+Math.sqrt(5))/2,c=Math.sqrt(10+2*Math.sqrt(5))/(4*a),e=c/2;a=c/(2*a);var f=[];f[0]=new d.Point3(-a,e,0);f[1]=new d.Point3(a,e,0);f[2]=new d.Point3(-a,-e,0);f[3]=new d.Point3(a,
+-e,0);f[4]=new d.Point3(0,-a,e);f[5]=new d.Point3(0,a,e);f[6]=new d.Point3(0,-a,-e);f[7]=new d.Point3(0,a,-e);f[8]=new d.Point3(e,0,-a);f[9]=new d.Point3(e,0,a);f[10]=new d.Point3(-e,0,-a);f[11]=new d.Point3(-e,0,a);for(e=0;e<f.length;e++){var h=f[e];h.normalize()}var m=[[0,11,5],[0,5,1],[0,1,7],[0,7,10],[0,10,11],[1,5,9],[5,11,4],[11,10,2],[10,7,6],[7,1,8],[3,9,4],[3,4,2],[3,2,6],[3,6,8],[3,8,9],[4,9,5],[2,4,11],[6,2,10],[8,6,7],[9,8,1]],p=12;a=function(a){var b=[];m.map(function(a){var c=f[a[0]],
+e=f[a[1]],g=f[a[2]];f[p++]=(new d.Point3(c.x+e.x,c.y+e.y,c.z+e.z)).scale(.5).normalize();f[p++]=(new d.Point3(e.x+g.x,e.y+g.y,e.z+g.z)).scale(.5).normalize();f[p++]=(new d.Point3(g.x+c.x,g.y+c.y,g.z+c.z)).scale(.5).normalize();b.push([a[0],p-3,p-1]);b.push([p-3,p-2,p-1]);b.push([p-3,a[1],p-2]);b.push([p-2,a[2],p-1])});m=b};for(e=0;e<this._sphereIterations;e++)a(e);a=[];c=[];for(var q=0,r=m;q<r.length;q++){var u=r[q];for(e=0;3>e;e++)h=f[u[e]],a.push(h.x+this._stemLength+1),a.push(h.y),a.push(h.z),
+h=h.normalize(),c.push(h.x),c.push(h.y),c.push(h.z)}e=new d.MeshData;e.addFaces(a,c);e.setFaceWinding(d.FaceWinding.CounterClockwise);return e};c.prototype.getPinStemMeshId=function(){return this._pinStemMeshId};c.prototype.getPinSphereMeshId=function(){return this._pinSphereMeshId};c.prototype.getNoteTextElement=function(){return this._noteTextElement};c.prototype.setNoteTextElement=function(a){this._noteTextElement.hide();this._noteTextElement=a};c.prototype.getNoteTextList=function(){return this._noteTextList};
+c.prototype.addNote=function(a){this._noteTextList.push(a);this._activeItem=a};c.prototype.removeNote=function(a){a=this._noteTextList.indexOf(a);this._noteTextList.splice(a,1)};c.prototype.updatePinVisibility=function(){return __awaiter(this,void 0,void 0,function(){var a,c,d,e,f,h,p;return __generator(this,function(b){if(0<this._noteTextList.length){a=[];c=0;for(d=this._noteTextList;c<d.length;c++)e=d[c],f=e.getSphereInstanceId(),h=e.getStemInstanceId(),void 0!==f&&a.push(f),void 0!==h&&a.push(h);
+p=this._viewer.model.setNodesVisibility(a,!this._explodeActive);this._explodeActive&&this._noteTextElement.hide();return[2,p]}return[2]})})};c.prototype.explode=function(a){this._explodeActive=0<a;return this.updatePinVisibility()};c.prototype.getExplodeActive=function(){return this._explodeActive};c.prototype.setIsolateActive=function(a){this._isolateActive=a};c.prototype.getIsolateActive=function(){return this._isolateActive};c.prototype.getActiveItem=function(){return this._activeItem};c.prototype.setActiveItem=
+function(a){this._activeItem=a};c.prototype.getActiveItemHandle=function(){return this._activeItemHandle};c.prototype.setActiveItemHandle=function(a){this._activeItemHandle=a};c.prototype.selectPin=function(a){this._activeItem&&this._activeItem.hide();a=a.getNodeId();return null!==a&&(a=this._getNoteTextFromNodeId(a),null!==a)?(a.restore(),!0):!1};c.prototype.checkPinInstance=function(a){return null!==this._getNoteTextFromNodeId(a)};c.prototype._getNoteTextFromNodeId=function(a){for(var b=0,c=this._noteTextList;b<
+c.length;b++){var d=c[b];if(d.getSphereInstanceId()===a||d.getStemInstanceId()===a)return d}return null};c.prototype.findById=function(a){for(var b=0,c=this._noteTextList;b<c.length;b++)if(a===c[b].getUniqueId())return!0;return!1};c.prototype.loadData=function(a){for(var b=[],c=0;c<a.length;c++){var d=f.NoteText.fromJson(a[c],this._viewer,this).then(function(a){return null!==a});b.push(d)}return Promise.all(b)};c.prototype.exportMarkup=function(){for(var a=[],c=0,d=this._noteTextList;c<d.length;c++)a.push(d[c].toJson());
+return a};c._globalPinSphereMeshData=null;c._globalPinStemMeshData=null;return c}(d.MarkupTypeManager);f.NoteTextManager=a})(h.Note||(h.Note={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._centerPt=d.Point3.zero();b._radiusPt=d.Point3.zero();b._circleShape=new h.Shape.Circle;b._previousDragPlanePosition=d.Point3.zero();b._circleShape.setFillOpacity(0);b._circleShape.setStrokeColor(d.Color.red());b._circleShape.setStrokeWidth(2);return b}__extends(c,a);c.prototype.setCenter=function(a){this._centerPt.assign(a)};c.prototype.getCenter=function(){return this._centerPt.copy()};
+c.prototype.setRadiusPoint=function(a){this._radiusPt.assign(a)};c.prototype.getRadiusPoint=function(){return this._radiusPt.copy()};c.prototype.getUniqueId=function(){return this._uniqueId};c.prototype._update=function(){var a=this._viewer.view,c=d.Point2.fromPoint3(a.projectPoint(this._centerPt));a=d.Point2.fromPoint3(a.projectPoint(this._radiusPt));a=d.Point2.distance(c,a);this._circleShape.set(c,a)};c.prototype.draw=function(){this._update();this._viewer.markupManager.getRenderer().drawCircle(this._circleShape)};
+c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._circleShape.getStrokeWidth()+c;a=d.Point2.distance(this._circleShape.getCenter(),a)-this._circleShape.getRadius();return Math.abs(a)<=c};c.prototype.onSelect=function(){this._circleShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._circleShape.setStrokeWidth(2)};c.prototype.isValid=function(){return this._circleShape.getRadius()>c._validRadiusTolerance};c.prototype.onDragStart=
+function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(b=d.Point3.subtract(a,this._previousDragPlanePosition),this._centerPt.add(b),this._radiusPt.add(b),this._previousDragPlanePosition.assign(a));return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,
+centerPoint:this._centerPt.toJson(),radiusPoint:this._radiusPt.toJson(),className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;e.setCenter(d.Point3.fromJson(a.centerPoint));e.setRadiusPoint(d.Point3.fromJson(a.radiusPoint));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlineCircle"};c._validRadiusTolerance=1;return c}(f.RedlineItem);
+f.RedlineCircle=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._points=[];b._polylineShape=new h.Shape.Polyline;b._previousDragPlanePosition=d.Point3.zero();b._polylineShape.setStrokeWidth(2);b._polylineShape.setStrokeColor(d.Color.red());return b}__extends(c,a);c.prototype.addPoint=function(a){this._points.push(a.copy())};c.prototype.getPoints=function(){var a=[];this._points.forEach(function(b){a.push(b.copy())});return a};c.prototype._update=
+function(){var a=this._viewer.view;this._polylineShape.clearPoints();for(var c=0,e=this._points;c<e.length;c++){var f=d.Point2.fromPoint3(a.projectPoint(e[c]));this._polylineShape.pushPoint(f)}};c.prototype.draw=function(){this._update();this.isValid()&&this._viewer.markupManager.getRenderer().drawPolyline(this._polylineShape)};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._polylineShape.getStrokeWidth()+c;var b=this._polylineShape.getPoints();
+if(1<b.length)for(var e=1;e<b.length;e++)if(d.Util.isPointOnLineSegment2d(a,b[e-1],b[e],c))return!0;return!1};c.prototype.onSelect=function(){this._polylineShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._polylineShape.setStrokeWidth(2)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlinePolyline"};c.prototype.isValid=function(){return 1<this._points.length};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,
+b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);if(null!==a){b=d.Point3.subtract(a,this._previousDragPlanePosition);for(var c=0,e=this._points;c<e.length;c++)e[c].add(b);this._polylineShape.clearPoints();this._previousDragPlanePosition.assign(a)}return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],c=0,d=this._points;c<
+d.length;c++)a.push(d[c].toJson());return{uniqueId:this._uniqueId,points:a}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;var b=0;for(a=a.points;b<a.length;b++)e.addPoint(d.Point3.fromJson(a[b]));return e};c.construct=function(a,d){return c.fromJson(a,d)};return c}(f.RedlineItem);f.RedlinePolyline=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._point1=d.Point3.zero();b._point2=d.Point3.zero();b._rectangleShape=new h.Shape.Rectangle;b._previousDragPlanePosition=d.Point3.zero();b._rectangleShape.setFillOpacity(0);b._rectangleShape.setStrokeColor(d.Color.red());b._rectangleShape.setStrokeWidth(2);return b}__extends(c,a);c.prototype.setPoint1=function(a){this._point1.assign(a)};c.prototype.getPoint1=function(){return this._point1.copy()};
+c.prototype.setPoint2=function(a){this._point2.assign(a)};c.prototype.getPoint2=function(){return this._point2.copy()};c.prototype.getUniqueId=function(){return this._uniqueId};c.prototype._update=function(){var a=this._viewer.view,c=a.projectPoint(this._point1),e=a.projectPoint(this._point2);a=new d.Point2(Math.min(c.x,e.x),Math.min(c.y,e.y));c=new d.Point2(Math.max(c.x,e.x),Math.max(c.y,e.y));c=d.Point2.subtract(c,a);this._rectangleShape.setPosition(a);this._rectangleShape.setSize(c)};c.prototype.draw=
+function(){this._update();this._viewer.markupManager.getRenderer().drawRectangle(this._rectangleShape)};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._rectangleShape.getStrokeWidth()+c;var b=this._rectangleShape.getPosition(),e=this._rectangleShape.getSize(),g=new d.Point2(b.x+e.x,b.y),f=new d.Point2(b.x,b.y+e.y);e=new d.Point2(b.x+e.x,b.y+e.y);return d.Util.isPointOnLineSegment2d(a,b,g,c)||d.Util.isPointOnLineSegment2d(a,
+g,e,c)||d.Util.isPointOnLineSegment2d(a,e,f,c)||d.Util.isPointOnLineSegment2d(a,f,b,c)?!0:!1};c.prototype.onSelect=function(){this._rectangleShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._rectangleShape.setStrokeWidth(2)};c.prototype.isValid=function(){var a=this._rectangleShape.getSize();return a.x>c._validSizeTolerance.x&&a.y>c._validSizeTolerance.y};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);
+return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(b=d.Point3.subtract(a,this._previousDragPlanePosition),this._point1.add(b),this._point2.add(b),this._previousDragPlanePosition.assign(a));return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),point1:this._point1.toJson(),point2:this._point2.toJson()}};c.prototype.forJson=
+function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;e.setPoint1(d.Point3.fromJson(a.point1));e.setPoint2(d.Point3.fromJson(a.point2));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlineRectangle"};c._validSizeTolerance=new d.Point2(5,5);return c}(f.RedlineItem);f.RedlineRectangle=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a,b){this._sizeChanged=!1;this._sizeUpdateCallback=a;this._textUpdateCallback=b;this._createTextBox()}a.prototype._createTextBox=function(){var c=this;this._currentSize=a._defaultSize.copy();this._textArea=document.createElement("textarea");this._textArea.style.position="absolute";this._textArea.style.width=a._defaultSize.x+"px";this._textArea.style.height=a._defaultSize.y+"px";this._textArea.style.zIndex="1";this._textArea.style.pointerEvents=
+"none";this._textArea.style.resize="none";this.setBorderWidth(2);this._textArea.onmousemove=function(a){a.stopPropagation();a=new d.Point2(parseInt(c._textArea.style.width,10),parseInt(c._textArea.style.height,10));c.setSize(a)};this._textArea.onmouseup=function(a){a.stopPropagation();c._sizeChanged&&(c._sizeChanged=!1,c._sizeUpdateCallback(c._currentSize))};this._textArea.oninput=function(){c._textUpdateCallback(c._textArea.value)}};a.prototype.setPosition=function(a){this._textArea.style.left=a.x+
+"px";this._textArea.style.top=a.y+"px"};a.prototype.setBorderWidth=function(a){this._textArea.style.outline=a+"px solid red"};a.prototype.setText=function(a){this._textArea.textContent=a};a.prototype.setSize=function(a){this._currentSize.equals(a)||(this._sizeChanged=!0,this._currentSize.assign(a),this._textArea.style.width=a.x+"px",this._textArea.style.height=a.y+"px")};a.prototype.focus=function(){this._textArea.focus();this._textArea.style.pointerEvents="auto";this._textArea.style.resize="both"};
+a.prototype.blur=function(){this._textArea.blur();this._textArea.style.pointerEvents="none";this._textArea.style.resize="none"};a.prototype.getTextArea=function(){return this._textArea};a._defaultSize=new d.Point2(100,100);return a}();f.RedlineTextElement=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,e){void 0===e&&(e=c.defaultText);var g=a.call(this,b)||this;g._uniqueId=d.UUID.create();g._position=d.Point3.zero();g._size=new d.Point2(100,100);g._redlineElementId=null;g._previousDragPlanePosition=d.Point3.zero();g._text=e;g._redlineTextElement=new f.RedlineTextElement(function(a){g.setSize(a)},function(a){g.setText(a)});g._redlineTextElement.setText(g._text);g._callbacks={selectionArray:function(){g.onDeselect()}};g._viewer.setCallbacks(g._callbacks);
+return g}__extends(c,a);c.prototype.setPosition=function(a){this._position.assign(a)};c.prototype.getPosition=function(){return this._position.copy()};c.prototype.setSize=function(a){this._viewer.trigger("redlineUpdated",this);this._size.assign(a)};c.prototype.setText=function(a){this._viewer.trigger("redlineUpdated",this);this._text=a};c.prototype.draw=function(){var a=d.Point2.fromPoint3(this._viewer.view.projectPoint(this._position));this._redlineTextElement.setPosition(a);null===this._redlineElementId&&
+(this._redlineElementId=this._viewer.markupManager.addMarkupElement(this._redlineTextElement.getTextArea()))};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){var b=this._redlineTextElement.getTextArea(),e=new d.Point2(parseFloat(b.style.left||"0"),parseFloat(b.style.top||"0"));b=new d.Point2(parseFloat(b.style.width||"0"),parseFloat(b.style.height||"0"));return d.Util.isPointInRect2d(a,e,b,c)};c.prototype.getClassName=function(){return c.className};
+c.prototype.onSelect=function(){this._redlineTextElement.setBorderWidth(4);this._redlineTextElement.focus()};c.prototype.onDeselect=function(){this._redlineTextElement.setBorderWidth(2);this._redlineTextElement.blur()};c.prototype.isValid=function(){return 0<this._text.length};c.prototype.remove=function(){this._redlineElementId&&(this._viewer.markupManager.removeMarkupElement(this._redlineElementId),this._redlineElementId=null);null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),
+this._callbacks=null);a.prototype.remove.call(this)};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);if(null!==a){b=d.Point3.subtract(a,this._previousDragPlanePosition);var c=this.getPosition();c.add(b);this.setPosition(c);this._previousDragPlanePosition.assign(a)}return!0};
+c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),position:this._position.toJson(),size:this._size.toJson(),text:this._text}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e,a.text);e._uniqueId=a.uniqueId;e.setPosition(d.Point3.fromJson(a.position));e.setSize(d.Point2.fromJson(a.size));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.className="Communicator.Markup.Redline.RedlineText";
+c.defaultText="Type Here...";return c}(f.RedlineItem);f.RedlineText=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._pickConfig=new d.PickConfig(d.SelectionMask.Line);c._moveSelectionAction=new d.Util.CurrentAction(!0);c._lengthMarkup=null;c._edgeMarkup=null;c._measureManager=b;c._pickConfig.restrictLinesAndPointsToSelectedFaceInstances=!1;return c}__extends(e,a);e.prototype.onActivate=function(){null===this._edgeMarkup&&(this._edgeMarkup=new d.Markup.Measure.MeasureStraightEdgeLengthMarkup(this._viewer,null,new d.Matrix,1))};
+e.prototype._unregisterEdgeMarkup=function(){if(null!==this._edgeMarkup){var a=this._edgeMarkup._getId();""!==a&&(this._viewer.markupManager.unregisterMarkup(a),this._edgeMarkup._setId(""))}};e.prototype._registerEdgeMarkup=function(){null!==this._edgeMarkup&&(this._unregisterEdgeMarkup(),this._edgeMarkup._setId(this._viewer.markupManager.registerMarkup(this._edgeMarkup)))};e.prototype._resetEdgeMarkup=function(){null!==this._edgeMarkup&&(this._unregisterEdgeMarkup(),this._edgeMarkup.reset())};e.prototype._performMoveSelection=
+function(a,b){return __awaiter(this,void 0,void 0,function(){var c,d,e;return __generator(this,function(g){switch(g.label){case 0:return c=this._viewer.view,[4,c.pickFromPoint(a,this._pickConfig)];case 1:return d=g.sent(),(e=d.getLineEntity())&&0===d.overlayIndex()&&0!==(e.getLineBits()&4)?(b.setLineGeometry(e.getPoints()),this._registerEdgeMarkup()):this._resetEdgeMarkup(),[2]}})})};e.prototype._performUpSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h,m,p,q;return __generator(this,
+function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,this._pickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._lengthMarkup&&2===this._lengthMarkup._getStage())return this._lengthMarkup._nextStage(),this._measureManager.finalizeMeasurement(this._lengthMarkup),this._lengthMarkup=null,[2];if(this._lengthMarkup||!e.isLineSelection())return[2];f=e.getLineEntity();if(0===(f.getLineBits()&4))return[2];h=e.getNodeId();m=c.getNodeUnitMultiplier(h);
+return[4,c.getEdgeProperty(h,f.getLineId())];case 2:p=g.sent();this._viewer.trigger("measurementBegin");if(!p)return[2];p instanceof d.SubentityProperties.LineElement||p instanceof d.SubentityProperties.OtherEdgeElement?(q=c.getNodeNetMatrix(h),this._lengthMarkup=new d.Markup.Measure.MeasureStraightEdgeLengthMarkup(this._viewer,p,q,m),this._measureManager.addMeasurement(this._lengthMarkup),this._lengthMarkup.setLineGeometry(f.getPoints()),this._lengthMarkup._nextStage(),this._lengthMarkup.adjust(a)):
+p instanceof d.SubentityProperties.CircleElement&&(q=c.getNodeNetMatrix(h),this._lengthMarkup=new d.Markup.Measure.MeasureCircleEdgeLengthMarkup(this._viewer,p,q,m),this._measureManager.addMeasurement(this._lengthMarkup),this._lengthMarkup.setLineGeometry(f.getPoints()),this._lengthMarkup._nextStage(),this._lengthMarkup.adjust(a));2===this._lengthMarkup._getStage()&&this._viewer.trigger("measurementValueSet",this._lengthMarkup);return[2]}})})};e.prototype.onMouseMove=function(c){var b=this;a.prototype.onMouseMove.call(this,
+c);var d=this._edgeMarkup;if(null!==d){var e=c.getPosition();this.isDragging()&&null===this._primaryTouchId?this._resetEdgeMarkup():(null===this._lengthMarkup&&this._moveSelectionAction.set(function(){return b._performMoveSelection(e,d)}),this._viewer.markupManager.refreshMarkup(),null!==this._lengthMarkup&&0<this._lengthMarkup._getStage()&&this._lengthMarkup.adjust(e))}};e.prototype._onMouseUpImpl=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:if(!this.isActive())return[2];
+b=null!==this._primaryTouchId&&null!==this._lengthMarkup;if(!(3>this._dragCount||b))return[2];c=a.getPosition();return[4,this._performUpSelection(c)];case 1:return d.sent(),[2]}})})};e.prototype.onMouseUp=function(c){this._onMouseUpImpl(c);a.prototype.onMouseUp.call(this,c)};e.prototype.setDraggingEnabled=function(a){this._dragging=a};e.prototype.onKeyUp=function(a){};e.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&(null!==this._lengthMarkup?(this._measureManager.removeMeasurement(this._lengthMarkup),
+this._lengthMarkup=null):this._measureManager.removeLastMeasurement(),null!==this._edgeMarkup&&this._resetEdgeMarkup())};e.prototype.setHandled=function(){return null!==this._lengthMarkup};e.prototype.onDeactivate=function(){null!==this._lengthMarkup&&(this._measureManager.removeMeasurement(this._lengthMarkup),this._lengthMarkup=null);null!==this._edgeMarkup&&this._resetEdgeMarkup()};return e}(h.OperatorBase);h.MeasureEdgeLengthOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){function f(a){return a.getSelectionType()!==d.SelectionType.None?(a=a.getFaceEntity().getCadFaceBits(),0!==(a&2)&&0!==(a&1)):!1}var a=function(a){function c(b,c){b=a.call(this,b)||this;b._moveSelectionAction=new d.Util.CurrentAction(!0);b._currentHighlight=null;b._markup=null;b._useAuthoredNormals=!0;b._measureManager=c;return b}__extends(c,a);c.prototype._unsetCurrentHighlight=function(){null!==this._currentHighlight&&(this._viewer.model.unsetNodeFaceColor(this._currentHighlight.getNodeId(),this._currentHighlight.getFaceEntity().getCadFaceIndex()),
+this._currentHighlight=null)};c.prototype._performMoveSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(0!==e.overlayIndex()||!e.isFaceSelection())return[2];h=e.getNodeId();m=e.getFaceEntity();if(c.getNodeType(e.getNodeId())!==d.NodeType.BodyInstance||this._markup&&(p=this._markup.getFirstSelection(),
+h===p.getNodeId()&&(q=p.getFaceEntity().getCadFaceIndex(),r=m.getCadFaceIndex(),q===r)))return[2];null!==this._currentHighlight?e.equals(this._currentHighlight)?e.getSelectionType()===d.SelectionType.None&&this._unsetCurrentHighlight():(this._unsetCurrentHighlight(),f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()))):null===this._currentHighlight&&f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()));return[2]}})})};c.prototype._performUpSelection=
+function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._markup&&1<this._markup._getStage())return this._viewer.trigger("measurementBegin"),this._markup._nextStage(),this._markup._isFinalized()&&(this._measureManager.finalizeMeasurement(this._markup),this._markup=null),[2];if(!e.isFaceSelection()||
+c.getNodeType(e.getNodeId())!==d.NodeType.BodyInstance||this._markup&&!(1>=this._markup._getStage())||!f(e))return[2];h=e.getFaceEntity();return[4,c.getFaceProperty(e.getNodeId(),h.getCadFaceIndex())];case 2:m=g.sent();if(!(m instanceof d.SubentityProperties.PlaneElement))return[2];this._unsetCurrentHighlight();if(null!==this._markup)return[3,4];this._markup=new d.Markup.Measure.MeasureFaceFaceAngleMarkup(this._viewer);this._markup.setUseAuthoredNormals(this._useAuthoredNormals);return[4,this._markup.setFirstFace(e)];
+case 3:return g.sent(),this._measureManager.addMeasurement(this._markup),[3,6];case 4:return[4,this._markup.setSecondFace(e)];case 5:(p=g.sent())&&this._markup.adjust(a),g.label=6;case 6:return[2]}})})};c.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);b=b.getPosition();(!this._markup||1>=this._markup._getStage())&&this._performMoveSelection(b);this._viewer.markupManager.refreshMarkup();null!==this._markup&&0<this._markup._getStage()&&this._markup.adjust(b)};c.prototype._onMouseUpImpl=
+function(a){var b=this;if(this.isActive()){var c=null!==this._primaryTouchId&&null!==this._markup&&1<this._markup._getStage();if(3>this._dragCount||c){var d=a.getPosition();this._moveSelectionAction.set(function(){return b._performUpSelection(d)})}}};c.prototype.onMouseUp=function(b){this._onMouseUpImpl(b);a.prototype.onMouseUp.call(this,b)};c.prototype.setDraggingEnabled=function(a){this._dragging=a};c.prototype.onKeyUp=function(a){};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&
+(null!==this._markup?(this._markup.cleanup(),this._measureManager.removeMeasurement(this._markup),this._markup=null):this._measureManager.removeLastMeasurement())};c.prototype.setHandled=function(){return null!==this._markup&&1<this._markup._getStage()};c.prototype.onDeactivate=function(){this._unsetCurrentHighlight();null!==this._markup&&(this._measureManager.removeMeasurement(this._markup),this._markup.cleanup(),this._markup=null)};c.prototype.setUseAuthoredNormals=function(a){this._useAuthoredNormals=
+a};c.prototype.getUseAuthoredNormals=function(){return this._useAuthoredNormals};return c}(h.OperatorBase);h.MeasureFaceFaceAngleOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a){return a.getSelectionType()!==d.SelectionType.None?0!==(a.getFaceEntity().getCadFaceBits()&1):!1}var a=function(a){function c(b,c){b=a.call(this,b)||this;b._moveSelectionAction=new d.Util.CurrentAction(!0);b._currentHighlight=null;b._markup=null;b._measureManager=c;return b}__extends(c,a);c.prototype._unsetCurrentHighlight=function(){null!==this._currentHighlight&&(this._viewer.model.unsetNodeFaceColor(this._currentHighlight.getNodeId(),this._currentHighlight.getFaceEntity().getCadFaceIndex()),
+this._currentHighlight=null)};c.prototype._performMoveSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(0!==e.overlayIndex()||!e.isFaceSelection())return[2];h=e.getNodeId();m=e.getFaceEntity();if(c.getNodeType(h)!==d.NodeType.BodyInstance||this._markup&&(p=this._markup.getFirstSelection(),null!==p&&
+h===p.getNodeId()&&m.getCadFaceIndex()===p.getFaceEntity().getCadFaceIndex()))return[2];null!==this._currentHighlight?e.equals(this._currentHighlight)?e.getSelectionType()===d.SelectionType.None&&this._unsetCurrentHighlight():(this._unsetCurrentHighlight(),f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()))):f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()));return[2]}})})};c.prototype._performUpSelection=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._markup&&1<this._markup._getStage())return this._viewer.trigger("measurementBegin"),this._markup._nextStage(),this._markup._isFinalized()&&(this._measureManager.finalizeMeasurement(this._markup),this._markup=null),[2];if(!e.isFaceSelection())return[2];h=
+e.getNodeId();m=e.getFaceEntity();return f(e)&&c.getNodeType(h)===d.NodeType.BodyInstance&&(!this._markup||1>=this._markup._getStage())?[4,c.getFaceProperty(h,m.getCadFaceIndex())]:[2];case 2:p=g.sent();if(!p)return[2];q=c.getNodeNetMatrix(h);this._unsetCurrentHighlight();return p instanceof d.SubentityProperties.PlaneElement||p instanceof d.SubentityProperties.CylinderElement?[4,c.getNodesBounding([h])]:[3,6];case 3:r=g.sent();if(this._markup)return[3,4];this._markup=new d.Markup.Measure.MeasureFaceFaceDistanceMarkup(this._viewer);
+this._markup.setUnitMultiplier(c.getNodeUnitMultiplier(h));this._markup.setFirstFace(e,p,q,r);this._measureManager.addMeasurement(this._markup);return[3,6];case 4:return[4,this._markup.setSecondFace(a,e,p,q,r)];case 5:g.sent(),g.label=6;case 6:return[2]}})})};c.prototype.onMouseMove=function(b){var c=this;a.prototype.onMouseMove.call(this,b);var d=b.getPosition();(!this._markup||1>=this._markup._getStage())&&this._moveSelectionAction.set(function(){return c._performMoveSelection(d)});this._viewer.markupManager.refreshMarkup();
+null!==this._markup&&0<this._markup._getStage()&&this._markup.adjust(d)};c.prototype._onMouseUpImpl=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:if(!this.isActive())return[2];b=null!==this._primaryTouchId&&null!==this._markup&&1<this._markup._getStage();if(!(3>this._dragCount||b))return[2];c=a.getPosition();return[4,this._performUpSelection(c)];case 1:return d.sent(),[2]}})})};c.prototype.onMouseUp=function(b){this._onMouseUpImpl(b);
+a.prototype.onMouseUp.call(this,b)};c.prototype.setDraggingEnabled=function(a){this._dragging=a};c.prototype.onKeyUp=function(a){};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&(null!==this._markup?(this._markup.cleanup(),this._measureManager.removeMeasurement(this._markup),this._markup=null):this._measureManager.removeLastMeasurement())};c.prototype.setHandled=function(){return null!==this._markup&&1<this._markup._getStage()};c.prototype.onDeactivate=function(){a.prototype.onDeactivate.call(this);
+this._unsetCurrentHighlight();null!==this._markup&&(this._measureManager.removeMeasurement(this._markup),this._markup.cleanup(),this._markup=null)};return c}(h.OperatorBase);h.MeasureFaceFaceDistanceOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,c){var b=new d.Point4(c.x,c.y,c.z,1);c=new d.Point4(0,0,0,0);a.view.getFullCameraMatrix().transform4(b,c);b=1/c.w;c=new d.Point2(c.x*b,c.y*b);b=a.model.getClientDimensions();a=b[0];b=b[1];c.x=.5*a*(c.x+1);c.y=.5*b*(c.y+1);c.x=Math.max(0,Math.min(c.x,a));c.y=b-Math.max(0,Math.min(c.y,b));return c}var a=function(){return function(a,c,d){this.worldPosition=a;this.screenPosition=c;this.selectionItem=d}}(),e=function(a){function b(b){var c=a.call(this,b)||this;c._cursorSprite=
+new d.Markup.Shape.Circle;c._name="CursorMarkup";c._cursorSprite.setFillColor(b.measureManager.getMeasurementColor());c._markupId=b.markupManager.registerMarkup(c);return c}__extends(b,a);b.prototype.draw=function(){this._viewer.markupManager.getRenderer().drawCircle(this._cursorSprite)};b.prototype.enable=function(a){this._cursorSprite.setRadius(a?2.5:0)};b.prototype.isEnabled=function(){return 0<this._cursorSprite.getRadius()};b.prototype.setPosition=function(a){this._cursorSprite.setCenter(a)};
+b.prototype.destroy=function(){this._viewer.markupManager.unregisterMarkup(this._markupId)};return b}(d.Markup.Measure.MeasureMarkup),c=function(b){function c(a,c){var e=b.call(this,a)||this;e._updateCursorSpriteAction=new d.Util.CurrentAction(!0);e._measureMarkup=null;e._cursorMarkup=null;e._cameraInteractionActive=!1;e._viewer=a;e._measureManager=c;e._snappingConfig={enabled:!0,preferVertices:!0};e._viewer.setCallbacks({beginInteraction:function(){e._onBeginInteraction()},endInteraction:function(){e._onEndInteraction()}});
+return e}__extends(c,b);c.prototype._onBeginInteraction=function(){this._cameraInteractionActive=!0;this._activateCursorSprite(!1)};c.prototype._onEndInteraction=function(){this._cameraInteractionActive=!1};c.prototype._getStage=function(){return null===this._measureMarkup?0:this._measureMarkup._getStage()};c.prototype._draw=function(){var a=!1;2>this._getStage()&&null!==this._cursorMarkup&&(this._cursorMarkup.draw(),a=!0);null!==this._measureMarkup&&(this._measureMarkup.draw(),a=!0);a&&this._viewer.markupManager.refreshMarkup()};
+c.prototype._activateCursorSprite=function(a){null!==this._cursorMarkup&&this._cursorMarkup.enable(a)};c.prototype._createConfig=function(a){return new d.PickConfig(a?d.SelectionMask.All:d.SelectionMask.Face)};c.prototype._finalizeMeasurement=function(a,b){return __awaiter(this,void 0,void 0,function(){var c,d,e;return __generator(this,function(f){switch(f.label){case 0:c=this._measureMarkup;if(null===c)return console.assert(!1),[2];d=this._createConfig(b);return[4,this._viewer.view.pickFromPoint(a,
+d)];case 1:e=f.sent();if(e.overlayIndex())return[2];this._measureMarkup.finalize();this._measureManager.finalizeMeasurement(this._measureMarkup);this._measureMarkup=null;return[2]}})})};c.prototype._getLineSnapPoint=function(a,b){console.assert(2!==this._getStage());var c=this._snappingConfig.preferVertices?a.getBestVertex():null;if(null!==c)return c;c=a.getPosition();if(!b||0===this._getStage())return c;console.assert(null!==this._measureMarkup);b=a.getPoints();a:{for(a=0;a<b.length-1;a++)if(d.Util.isPointOnLineSegment(b[a],
+b[a+1],c,1E-10)){var e=a;break a}e=0}a=b[e];b=b[e+1];e=this._measureMarkup.getFirstPointPosition();a=d.Util.closestPointFromPointToSegment(a,b,e);b=f(this._viewer,a);e=f(this._viewer,c);b=d.Point2.subtract(b,e).squaredLength();e=this._viewer.selectionManager.getPickTolerance();return b<=e*e?a:c};c.prototype._getSelectionCursorPoints=function(b,c){return __awaiter(this,void 0,void 0,function(){var d,e,g,h,k,l,t,v;return __generator(this,function(m){switch(m.label){case 0:d=this._getStage();if(2<=d)return[2,
+null];e=this._createConfig(c);return[4,this._viewer.view.pickFromPoint(b,e)];case 1:g=m.sent();if(0!==g.overlayIndex())return[2,null];h=g.getPosition();k=b;this._snappingConfig.enabled&&(l=g.getLineEntity(),t=g.getPointEntity(),l||t)&&(v=null,null!==l?v=this._getLineSnapPoint(l,c):null!==t&&(v=t.getPosition()),null!==v&&(h=v,k=f(this._viewer,h)));return[2,new a(h,k,g)]}})})};c.prototype._updateMeasurementPoints=function(a,b){return __awaiter(this,void 0,void 0,function(){var c,e,f;return __generator(this,
+function(g){switch(g.label){case 0:return c=this._getStage(),console.assert(2>c),this._viewer.trigger("measurementBegin"),[4,this._getSelectionCursorPoints(a,b)];case 1:e=g.sent();if(null===e||null===e.worldPosition)return this._activateCursorSprite(!1),[2];this._activateCursorSprite(!0);null===this._measureMarkup&&(this._measureMarkup=new d.Markup.Measure.MeasurePointPointDistanceMarkup(this._viewer),this._measureManager.addMeasurement(this._measureMarkup));0===c?(this._measureMarkup.setFirstPointPosition(e.worldPosition),
+this._measureMarkup.setUnitMultiplier(e.selectionItem.isNodeSelection()?this._viewer.model.getNodeUnitMultiplier(e.selectionItem.getNodeId()):1)):1===c&&(f=this._measureMarkup.getFirstPointPosition(),e.worldPosition.equalsWithTolerance(f,1E-7)||(this._measureMarkup.setSecondPointPosition(e.worldPosition),this._measureMarkup.adjust(e.screenPosition)));return[2]}})})};c.prototype._updateCursorSpriteImpl=function(a,b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return null===
+this._cursorMarkup?[3,3]:b?[4,this._getSelectionCursorPoints(a,b)]:[3,2];case 1:return c=d.sent(),null!==c?(this._cursorMarkup.setPosition(c.screenPosition),this._activateCursorSprite(!0)):this._activateCursorSprite(!1),[3,3];case 2:this._cursorMarkup.setPosition(a),d.label=3;case 3:return this._draw(),[2]}})})};c.prototype._updateCursorSprite=function(a,b){var c=this;this._updateCursorSpriteAction.set(function(){return c._updateCursorSpriteImpl(a,b)})};c.prototype._useSnapping=function(a){return this._snappingConfig.enabled&&
+!a.altDown()};c.prototype.onMouseMove=function(a){b.prototype.onMouseMove.call(this,a);var c=this._getStage();2>c?this._cameraInteractionActive||(c=a.getPosition(),this._updateCursorSprite(c,this._useSnapping(a))):2===c&&(this._measureMarkup.adjust(a.getPosition()),a.setHandled(!0));this._draw()};c.prototype.onMouseUp=function(a){if(this.isActive()){var c=this._getStage(),d=null!==this._primaryTouchId&&null!==this._measureMarkup&&1<c;if(3>this._dragCount||d){d=this._useSnapping(a);var e=a.getPosition();
+1>=c?this._updateMeasurementPoints(e,d):this._finalizeMeasurement(e,d)}}b.prototype.onMouseUp.call(this,a)};c.prototype.onKeyUp=function(a){};c.prototype._clearMeasurement=function(){null!==this._measureMarkup?(this._measureManager.removeMeasurement(this._measureMarkup),this._measureMarkup=null):this._measureManager.removeLastMeasurement()};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&this._clearMeasurement()};c.prototype.setHandled=function(){return 1<this._getStage()};c.prototype.onActivate=
+function(){this._cursorMarkup=new e(this._viewer);this._viewer.sheetManager.isDrawingSheetActive()&&this._viewer.sheetManager.setBackgroundSelectionEnabled(!0)};c.prototype.onDeactivate=function(){null!==this._cursorMarkup&&(this._cursorMarkup.destroy(),this._cursorMarkup=null);null!==this._measureMarkup&&(this._measureManager.removeMeasurement(this._measureMarkup),this._measureMarkup=null);this._viewer.sheetManager.isDrawingSheetActive()&&this._viewer.sheetManager.setBackgroundSelectionEnabled(!1)};
+return c}(h.OperatorBase);h.MeasurePointPointDistanceOperator=c})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a){var c=f.call(this,a)||this;c._activeRedlineItem=null;c._newRedlineItem=null;c._viewer=a;return c}__extends(a,f);a.prototype.createRedlineItem=function(a){a;return null};a.prototype.updateRedlineItem=function(a){a};a.prototype.finalizeRedlineItem=function(a){a;return null};a.prototype.onMouseDown=function(a){f.prototype.onMouseDown.call(this,a);this.isActive()&&(a.getButton()!==d.Button.Left&&null===this._primaryTouchId||this._redlineOperatorStart(),a.setHandled(!0))};
+a.prototype.onMouseMove=function(a){f.prototype.onMouseMove.call(this,a);this.isActive()&&(this._redlineOperatorMove(),a.setHandled(!0))};a.prototype.onMouseUp=function(a){this.isActive()&&(a.getButton()!==d.Button.Left&&null===this._primaryTouchId||this._redlineOperatorEnd(),a.setHandled(!0));f.prototype.onMouseUp.call(this,a)};a.prototype.onMousewheel=function(a){a.setHandled(!0)};a.prototype.setDraggingEnabled=function(a){this._dragging=a};a.prototype.setHandled=function(){return!0};a.prototype._isRedlineItem=
+function(a){return Object.getPrototypeOf(a)instanceof d.Markup.Redline.RedlineItem};a.prototype.onKeyUp=function(a){a=a.getKeyCode();if(a===d.KeyCode.Backspace||a===d.KeyCode.Delete){a=this._viewer.markupManager;var c=a.getSelectedMarkup(),b=a.getActiveMarkupView();null!==c&&this._isRedlineItem(c)&&null!==b&&(b.removeMarkup(c),a.selectMarkup(null))}};a.prototype._removeRedlineTextIfInvalid=function(a){if(!a.isValid()){var c=this._viewer.markupManager.getActiveMarkupView();null!==c&&(c.removeMarkup(a),
+this._viewer.trigger("redlineDeleted",a));a.remove()}};a.prototype._redlineOperatorStart=function(){var a=this._viewer.markupManager,c=a.pickMarkupItem(this._ptFirst),b=a.getSelectedMarkup();c?(this._activeRedlineItem=c,this._dragging&&this._activeRedlineItem.onDragStart(this._ptFirst)&&a.refreshMarkup()):(a.selectMarkup(null),this._markupIsTextArea(b)?this._removeRedlineTextIfInvalid(b):this._newRedlineItem=this.createRedlineItem(this._ptFirst))};a.prototype._redlineOperatorMove=function(){this._activeRedlineItem?
+this._dragging&&this._activeRedlineItem.onDragMove(this._ptCurrent)&&this._viewer.markupManager.refreshMarkup():this.updateRedlineItem(this._ptCurrent)};a.prototype._redlineOperatorEnd=function(){var a=this._viewer.markupManager;this._activeRedlineItem?this._ptFirst.equals(this._ptCurrent)?a.selectMarkup(this._activeRedlineItem):(this._viewer.trigger("redlineUpdated",this._activeRedlineItem),this._dragging&&this._activeRedlineItem.onDragEnd(this._ptCurrent)&&a.refreshMarkup()):this._newRedlineItem&&
+(a=this.finalizeRedlineItem(this._ptCurrent))&&this._attachNewMarkupToView(a);this._newRedlineItem=this._activeRedlineItem=null};a.prototype._attachNewMarkupToView=function(a){return __awaiter(this,void 0,void 0,function(){var c,b,e,f,h,n,m,p,q;return __generator(this,function(g){switch(g.label){case 0:c=this._viewer;b=c.model;e=c.markupManager;f=e.getActiveMarkupView();h=!1;if(null!==f)return[3,3];n=b.getAbsoluteRootNode();return[4,b.getVisibilityState(n)];case 1:return m=g.sent(),[4,b.getNodeColorMap(b.getAbsoluteRootNode(),
+d.ElementType.Faces)];case 2:p=g.sent(),q=e.createMarkupView(void 0,!1,m,p,null),f=e.getMarkupView(q),h=!0,g.label=3;case 3:return null!==f&&(f.addMarkupItem(a),e.selectMarkup(a)),h&&null!==f&&this._viewer.trigger("viewCreated",f),this._viewer.trigger("redlineCreated",a),[2]}})})};a.prototype._markupIsTextArea=function(a){return a?a.getClassName()===d.Markup.Redline.RedlineText.className:!1};return a}(d.Operator.OperatorBase);d.RedlineOperator=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineCircle=null;c._previewHandle=null;c._centerSet=!1;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;this._redlineCircle=new d.Markup.Redline.RedlineCircle(this._viewer);this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlineCircle);a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(this._centerSet=!0,this._redlineCircle.setCenter(a),this._redlineCircle.setRadiusPoint(a));
+return this._redlineCircle};e.prototype.updateRedlineItem=function(a){var b=this._viewer.view;this._redlineCircle&&(a=b.getCamera().getCameraPlaneIntersectionPoint(a,b),null!==a&&(this._centerSet||(this._centerSet=!0,this._redlineCircle.setCenter(a)),this._redlineCircle.setRadiusPoint(a),this._viewer.markupManager.refreshMarkup()))};e.prototype.finalizeRedlineItem=function(a){a=this._viewer.markupManager;var b=null;this._redlineCircle&&(this._redlineCircle.isValid()&&(b=this._redlineCircle),this._redlineCircle=
+null,null!==this._previewHandle&&(a.unregisterMarkup(this._previewHandle),this._previewHandle=null),a.refreshMarkup());return b};return e}(d.RedlineOperator);h.RedlineCircleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlinePolyline=null;c._previewHandle=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;this._redlinePolyline=new d.Markup.Redline.RedlinePolyline(this._viewer);this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlinePolyline);a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._redlinePolyline.addPoint(a);return this._redlinePolyline};
+e.prototype.updateRedlineItem=function(a){if(this._redlinePolyline){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(this._redlinePolyline.addPoint(a),this._viewer.markupManager.refreshMarkup())}};e.prototype.finalizeRedlineItem=function(a){a=this._viewer.markupManager;var b=null;this._redlinePolyline&&(this._redlinePolyline.isValid()&&(b=this._redlinePolyline),this._redlinePolyline=null,null!==this._previewHandle&&(a.unregisterMarkup(this._previewHandle),this._previewHandle=
+null),a.refreshMarkup());return b};return e}(d.RedlineOperator);h.RedlinePolylineOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineRectangle=null;c._previewHandle=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);this._redlineRectangle=new d.Markup.Redline.RedlineRectangle(this._viewer);null!==a&&(this._redlineRectangle.setPoint1(a),this._redlineRectangle.setPoint2(a));this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlineRectangle);
+return this._redlineRectangle};e.prototype.updateRedlineItem=function(a){if(this._redlineRectangle){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._redlineRectangle.setPoint2(a);this._viewer.markupManager.refreshMarkup()}};e.prototype.finalizeRedlineItem=function(a){a=null;if(this._redlineRectangle&&this._previewHandle){var b=this._viewer.markupManager;this._redlineRectangle.isValid()&&(a=this._redlineRectangle);b.unregisterMarkup(this._previewHandle);
+this._redlineRectangle=this._previewHandle=null;b.refreshMarkup()}return a};return e}(d.RedlineOperator);h.RedlineRectangleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineText=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){return this._redlineText=new d.Markup.Redline.RedlineText(this._viewer)};e.prototype.finalizeRedlineItem=function(a){if(null===this._redlineText)return null;var b=this._viewer.view,c=this._redlineText;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&c.setPosition(a);this._redlineText=null;return c};return e}(d.RedlineOperator);
+h.RedlineTextOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+
+/*! promise-polyfill 2.1.0 */
+!function(a){function b(a,b){return function(){a.apply(b,arguments)}}function c(a){if("object"!=typeof this)throw new TypeError("Promises must be constructed via new");if("function"!=typeof a)throw new TypeError("not a function");this._state=null,this._value=null,this._deferreds=[],i(a,b(e,this),b(f,this))}function d(a){var b=this;return null===this._state?void this._deferreds.push(a):void j(function(){var c=b._state?a.onFulfilled:a.onRejected;if(null===c)return void(b._state?a.resolve:a.reject)(b._value);var d;try{d=c(b._value)}catch(e){return void a.reject(e)}a.resolve(d)})}function e(a){try{if(a===this)throw new TypeError("A promise cannot be resolved with itself.");if(a&&("object"==typeof a||"function"==typeof a)){var c=a.then;if("function"==typeof c)return void i(b(c,a),b(e,this),b(f,this))}this._state=!0,this._value=a,g.call(this)}catch(d){f.call(this,d)}}function f(a){this._state=!1,this._value=a,g.call(this)}function g(){for(var a=0,b=this._deferreds.length;b>a;a++)d.call(this,this._deferreds[a]);this._deferreds=null}function h(a,b,c,d){this.onFulfilled="function"==typeof a?a:null,this.onRejected="function"==typeof b?b:null,this.resolve=c,this.reject=d}function i(a,b,c){var d=!1;try{a(function(a){d||(d=!0,b(a))},function(a){d||(d=!0,c(a))})}catch(e){if(d)return;d=!0,c(e)}}var j="function"==typeof setImmediate&&setImmediate||function(a){setTimeout(a,1)},k=Array.isArray||function(a){return"[object Array]"===Object.prototype.toString.call(a)};c.prototype["catch"]=function(a){return this.then(null,a)},c.prototype.then=function(a,b){var e=this;return new c(function(c,f){d.call(e,new h(a,b,c,f))})},c.all=function(){var a=Array.prototype.slice.call(1===arguments.length&&k(arguments[0])?arguments[0]:arguments);return new c(function(b,c){function d(f,g){try{if(g&&("object"==typeof g||"function"==typeof g)){var h=g.then;if("function"==typeof h)return void h.call(g,function(a){d(f,a)},c)}a[f]=g,0===--e&&b(a)}catch(i){c(i)}}if(0===a.length)return b([]);for(var e=a.length,f=0;f<a.length;f++)d(f,a[f])})},c.resolve=function(a){return a&&"object"==typeof a&&a.constructor===c?a:new c(function(b){b(a)})},c.reject=function(a){return new c(function(b,c){c(a)})},c.race=function(a){return new c(function(b,c){for(var d=0,e=a.length;e>d;d++)a[d].then(b,c)})},c._setImmediateFn=function(a){j=a},"undefined"!=typeof module&&module.exports?module.exports=c:a.Promise||(a.Promise=c)}(this);
+
+/*!
+ * Bowser - a browser detector
+ * https://github.com/ded/bowser
+ * MIT License | (c) Dustin Diaz 2015
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+"longjmp"!==y)throw y;e.setThrew(1,0)}},invoke_viiiidi:function(a,b,c,d,f,g,h){try{e.dynCall_viiiidi(a,b,c,d,f,g,h)}catch(l){if("number"!==typeof l&&"longjmp"!==l)throw l;e.setThrew(1,0)}},invoke_viiiidii:function(a,b,c,d,f,g,h,l){try{e.dynCall_viiiidii(a,b,c,d,f,g,h,l)}catch(m){if("number"!==typeof m&&"longjmp"!==m)throw m;e.setThrew(1,0)}},invoke_viiiidiiii:function(a,b,c,d,f,g,h,l,m,n){try{e.dynCall_viiiidiiii(a,b,c,d,f,g,h,l,m,n)}catch(p){if("number"!==typeof p&&"longjmp"!==p)throw p;e.setThrew(1,
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+typeof n&&"longjmp"!==n)throw n;e.setThrew(1,0)}},invoke_viiiiiiddd:function(a,b,c,d,f,g,h,l,m,n){try{e.dynCall_viiiiiiddd(a,b,c,d,f,g,h,l,m,n)}catch(p){if("number"!==typeof p&&"longjmp"!==p)throw p;e.setThrew(1,0)}},invoke_viiiiiidiii:function(a,b,c,d,f,g,h,l,m,n,p){try{e.dynCall_viiiiiidiii(a,b,c,d,f,g,h,l,m,n,p)}catch(t){if("number"!==typeof t&&"longjmp"!==t)throw t;e.setThrew(1,0)}},invoke_viiiiiii:function(a,b,c,d,f,g,h,l){try{e.dynCall_viiiiiii(a,b,c,d,f,g,h,l)}catch(m){if("number"!==typeof m&&
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+_glGetActiveAttrib:function(a,b,c,d,f,g,h){a=mg[a];if(a=GLctx.getActiveAttrib(a,b))0<c&&h?(c=Oa(a.name,u,h,c),d&&(v[d>>2]=c)):d&&(v[d>>2]=0),f&&(v[f>>2]=a.size),g&&(v[g>>2]=a.type)},_glGetActiveUniform:function(a,b,c,d,f,g,h){a=mg[a];if(a=GLctx.getActiveUniform(a,b))0<c&&h?(c=Oa(a.name,u,h,c),d&&(v[d>>2]=c)):d&&(v[d>>2]=0),f&&(v[f>>2]=a.size),g&&(v[g>>2]=a.type)},_glGetAttribLocation:function(a,b){a=mg[a];b=G(b);return GLctx.getAttribLocation(a,b)},_glGetBooleanv:function(a,b){Lg(a,b,"Boolean")},
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+GLctx.ACTIVE_UNIFORMS),f=0;f<d;++f){var g=GLctx.getActiveUniform(b,f),h=g.name;a.$a=Math.max(a.$a,h.length+1);-1!==h.indexOf("]",h.length-1)&&(h=h.slice(0,h.lastIndexOf("[")));var l=GLctx.getUniformLocation(b,h);if(null!=l){var m=xg(W);c[h]=[g.size,m];W[m]=l;for(var n=1;n<g.size;++n)l=GLctx.getUniformLocation(b,h+"["+n+"]"),m=xg(W),W[m]=l}}},_glPixelStorei:function(a,b){3333==a||3317==a&&(wg=b);GLctx.pixelStorei(a,b)},_glPolygonOffset:function(a,b){GLctx.polygonOffset(a,b)},_glReadPixels:function(a,
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+count_emval_handles:We,craftEmvalAllocator:lf,craftInvokerFunction:Re,createNamedFunction:Hd,downcastPointer:xe,embind__requireFunction:Ke,embind_init_charCodes:Pd,emscriptenWebGLComputeImageSize:Mg,emscriptenWebGLGet:Lg,emscriptenWebGLGetHeapForType:Og,emscriptenWebGLGetShiftForType:Pg,emscriptenWebGLGetTexPixelData:Ng,emval_get_global:jf,ensureOverloadTable:le,enumReadValueFromPointer:Ze,exposePublicSymbol:me,extendError:Id,floatReadValueFromPointer:af,flushPendingDeletes:he,genericPointerToWireType:re,
+getBasestPointer:De,getInheritedInstance:Ee,getInheritedInstanceCount:ye,getLiveInheritedInstances:Ae,getShiftFromSize:Od,getStringOrSymbol:gf,getTypeName:Me,get_first_emval:Xe,heap32VectorToArray:Se,init_ClassHandle:je,init_RegisteredPointer:He,init_embind:Ce,init_emval:Ye,integerReadValueFromPointer:bf,makeClassHandle:Fe,makeLegalFunctionName:Gd,new_:Qe,nonConstNoSmartPtrRawPointerToWireType:te,readLatin1String:U,registerType:Md,replacePublicSymbol:Je,requireHandle:cf,requireRegisteredType:$e,runDestructor:ce,
+runDestructors:Bd,setDelayFunction:Be,shallowCopyInternalPointer:$d,simpleReadValueFromPointer:Cd,throwBindingError:V,throwInstanceAlreadyDeleted:ae,throwInternalError:Kd,throwUnboundTypeError:Pe,upcastPointer:oe,whenDependentTypesAreResolved:Ld,DYNAMICTOP_PTR:za,tempDoublePtr:$b,ABORT:Ha,STACKTOP:bb,STACK_MAX:cb,cttz_i8:dc};// EMSCRIPTEN_START_ASM
+
+var Y=(/** @suppress {uselessCode} */ function(global,env,buffer) {
+"almost asm";var a=global.Int8Array;var b=new a(buffer);var c=global.Int16Array;var d=new c(buffer);var e=global.Int32Array;var f=new e(buffer);var g=global.Uint8Array;var h=new g(buffer);var i=global.Uint16Array;var j=new i(buffer);var k=global.Uint32Array;var l=new k(buffer);var m=global.Float32Array;var n=new m(buffer);var o=global.Float64Array;var p=new o(buffer);var q=global.byteLength;var r=env.DYNAMICTOP_PTR|0;var s=env.tempDoublePtr|0;var t=env.ABORT|0;var u=env.STACKTOP|0;var v=env.STACK_MAX|0;var w=env.cttz_i8|0;var x=0;var y=0;var z=0;var A=0;var B=global.NaN,C=global.Infinity;var D=0,E=0,F=0,G=0,H=0.0;var I=0;var J=global.Math.floor;var K=global.Math.abs;var L=global.Math.sqrt;var M=global.Math.pow;var N=global.Math.cos;var O=global.Math.sin;var P=global.Math.tan;var Q=global.Math.acos;var R=global.Math.asin;var S=global.Math.atan;var T=global.Math.atan2;var U=global.Math.exp;var V=global.Math.log;var W=global.Math.ceil;var X=global.Math.imul;var Y=global.Math.min;var Z=global.Math.max;var _=global.Math.clz32;var $=env.abort;var aa=env.assert;var ba=env.enlargeMemory;var ca=env.getTotalMemory;var da=env.abortOnCannotGrowMemory;var ea=env.invoke_di;var fa=env.invoke_dii;var ga=env.invoke_i;var ha=env.invoke_ii;var ia=env.invoke_iid;var ja=env.invoke_iii;var ka=env.invoke_iiii;var la=env.invoke_iiiii;var ma=env.invoke_iiiiid;var na=env.invoke_iiiiii;var oa=env.invoke_iiiiiid;var pa=env.invoke_iiiiiidi;var qa=env.invoke_iiiiiii;var ra=env.invoke_iiiiiiii;var sa=env.invoke_iiiiiiiii;var ta=env.invoke_iiiiiiiiiiiiiiid;var ua=env.invoke_iiiiiiiiiiiiiiiid;var va=env.invoke_v;var wa=env.invoke_vd;var xa=env.invoke_vdd;var ya=env.invoke_vddi;var za=env.invoke_vdi;var Aa=env.invoke_vi;var Ba=env.invoke_vid;var Ca=env.invoke_vidd;var Da=env.invoke_viddd;var Ea=env.invoke_vidddiii;var Fa=env.invoke_viddi;var Ga=env.invoke_vidi;var Ha=env.invoke_vidiii;var Ia=env.invoke_vii;var Ja=env.invoke_viid;var Ka=env.invoke_viidd;var La=env.invoke_viiddd;var Ma=env.invoke_viiddi;var Na=env.invoke_viidi;var Oa=env.invoke_viididididi;var Pa=env.invoke_viidii;var Qa=env.invoke_viidiii;var Ra=env.invoke_viii;var Sa=env.invoke_viiid;var Ta=env.invoke_viiidd;var Ua=env.invoke_viiiddddi;var Va=env.invoke_viiiddi;var Wa=env.invoke_viiidi;var Xa=env.invoke_viiididididi;var Ya=env.invoke_viiidii;var Za=env.invoke_viiii;var _a=env.invoke_viiiid;var $a=env.invoke_viiiidddiiii;var ab=env.invoke_viiiidi;var bb=env.invoke_viiiidii;var cb=env.invoke_viiiidiiii;var db=env.invoke_viiiii;var eb=env.invoke_viiiiidd;var fb=env.invoke_viiiiiddd;var gb=env.invoke_viiiiiddi;var hb=env.invoke_viiiiidi;var ib=env.invoke_viiiiidii;var jb=env.invoke_viiiiidiii;var kb=env.invoke_viiiiidiiii;var lb=env.invoke_viiiiii;var mb=env.invoke_viiiiiidd;var nb=env.invoke_viiiiiiddd;var ob=env.invoke_viiiiiidiii;var pb=env.invoke_viiiiiii;var qb=env.invoke_viiiiiiii;var rb=env.invoke_viiiiiiiii;var sb=env.invoke_viiiiiiiiii;var tb=env.invoke_viiiiiiiiiii;var ub=env.invoke_viiiiiiiiiiii;var vb=env.invoke_viiiiiiiiiiiii;var wb=env.invoke_viiiiiiiiiiiiidddddi;var xb=env.invoke_viiiiiiiiiiiiii;var yb=env.invoke_viiiiiiiiiiiiiii;var zb=env.invoke_viiiiiiiiiiiiiiii;var Ab=env.invoke_viiiiiiiiiiiiiiiii;var Bb=env.ClassHandle;var Cb=env.ClassHandle_clone;var Db=env.ClassHandle_delete;var Eb=env.ClassHandle_deleteLater;var Fb=env.ClassHandle_isAliasOf;var Gb=env.ClassHandle_isDeleted;var Hb=env.RegisteredClass;var Ib=env.RegisteredPointer;var Jb=env.RegisteredPointer_deleteObject;var Kb=env.RegisteredPointer_destructor;var Lb=env.RegisteredPointer_fromWireType;var Mb=env.RegisteredPointer_getPointee;var Nb=env._TC_MeshBuffer_allocate;var Ob=env._TC_MeshBuffer_allocateAndFill;var Pb=env._TC_MeshBuffer_clear;var Qb=env._TC_MeshBuffer_create;var Rb=env._TC_MeshBuffer_delete;var Sb=env._TC_MeshBuffer_getIndexData;var Tb=env._TC_MeshBuffer_getVertexData;var Ub=env._TC_MeshBuffer_indexSize;var Vb=env._TC_MeshBuffer_setGlIndexData;var Wb=env._TC_MeshBuffer_setGlIndexSubData;var Xb=env._TC_MeshBuffer_setGlVertexData;var Yb=env._TC_MeshBuffer_setGlVertexSubData;var Zb=env._TC_MeshBuffer_setVertexSubData;var _b=env._TC_MeshBuffer_vertexSize;var $b=env._TC_announceModelHook;var ac=env._TC_callAfter;var bc=env._TC_callAfterCleanup;var cc=env._TC_cappingIdleHook;var dc=env._TC_dataAccessAttachedHook;var ec=env._TC_firstInstanceHook;var fc=env._TC_genericHook;var gc=env._TC_genericJsonHook;var hc=env._TC_inclusionHook;var ic=env._TC_metaDataHook;var jc=env._TC_missingModelHook;var kc=env._TC_networkReceiveHook;var lc=env._TC_postDrawHook;var mc=env._TC_priorityMetaDataHook;var nc=env._TC_remapInclusionHook;var oc=env._TC_remapModelHook;var pc=env._TC_sendRpc;var qc=env._TC_sessionStartedHook;var rc=env._TC_setReady;var sc=env.__ZSt18uncaught_exceptionv;var tc=env.___assert_fail;var uc=env.___buildEnvironment;var vc=env.___cxa_pure_virtual;var wc=env.___lock;var xc=env.___map_file;var yc=env.___setErrNo;var zc=env.___syscall140;var Ac=env.___syscall145;var Bc=env.___syscall146;var Cc=env.___syscall221;var Dc=env.___syscall5;var Ec=env.___syscall54;var Fc=env.___syscall6;var Gc=env.___syscall91;var Hc=env.___unlock;var Ic=env.__addDays;var Jc=env.__arraySum;var Kc=env.__embind_finalize_value_array;var Lc=env.__embind_finalize_value_object;var Mc=env.__embind_register_bool;var Nc=env.__embind_register_class;var Oc=env.__embind_register_class_class_function;var Pc=env.__embind_register_emval;var Qc=env.__embind_register_enum;var Rc=env.__embind_register_enum_value;var Sc=env.__embind_register_float;var Tc=env.__embind_register_integer;var Uc=env.__embind_register_memory_view;var Vc=env.__embind_register_std_string;var Wc=env.__embind_register_std_wstring;var Xc=env.__embind_register_value_array;var Yc=env.__embind_register_value_array_element;var Zc=env.__embind_register_value_object;var _c=env.__embind_register_value_object_field;var $c=env.__embind_register_void;var ad=env.__emval_addMethodCaller;var bd=env.__emval_allocateDestructors;var cd=env.__emval_as;var dd=env.__emval_call;var ed=env.__emval_call_method;var fd=env.__emval_decref;var gd=env.__emval_get_global;var hd=env.__emval_get_method_caller;var id=env.__emval_get_module_property;var jd=env.__emval_get_property;var kd=env.__emval_incref;var ld=env.__emval_lookupTypes;var md=env.__emval_new;var nd=env.__emval_new_array;var od=env.__emval_new_cstring;var pd=env.__emval_new_object;var qd=env.__emval_register;var rd=env.__emval_run_destructors;var sd=env.__emval_set_property;var td=env.__emval_take_value;var ud=env.__isLeapYear;var vd=env._abort;var wd=env._clock_gettime;var xd=env._embind_repr;var yd=env._emscripten_asm_const_i;var zd=env._emscripten_asm_const_iii;var Ad=env._emscripten_get_canvas_size;var Bd=env._emscripten_get_now;var Cd=env._emscripten_get_now_is_monotonic;var Dd=env._emscripten_memcpy_big;var Ed=env._emscripten_set_main_loop;var Fd=env._emscripten_set_main_loop_timing;var Gd=env._emscripten_webgl_create_context;var Hd=env._emscripten_webgl_destroy_context;var Id=env._emscripten_webgl_init_context_attributes;var Jd=env._emscripten_webgl_make_context_current;var Kd=env._getenv;var Ld=env._glActiveTexture;var Md=env._glAttachShader;var Nd=env._glBindBuffer;var Od=env._glBindFramebuffer;var Pd=env._glBindRenderbuffer;var Qd=env._glBindTexture;var Rd=env._glBlendFunc;var Sd=env._glBlendFuncSeparate;var Td=env._glBufferData;var Ud=env._glBufferSubData;var Vd=env._glClear;var Wd=env._glClearColor;var Xd=env._glClearStencil;var Yd=env._glColorMask;var Zd=env._glCompileShader;var _d=env._glCreateProgram;var $d=env._glCreateShader;var ae=env._glDeleteBuffers;var be=env._glDeleteFramebuffers;var ce=env._glDeleteProgram;var de=env._glDeleteRenderbuffers;var ee=env._glDeleteShader;var fe=env._glDeleteTextures;var ge=env._glDepthFunc;var he=env._glDepthMask;var ie=env._glDepthRangef;var je=env._glDisable;var ke=env._glDisableVertexAttribArray;var le=env._glDrawArrays;var me=env._glDrawArraysInstanced;var ne=env._glDrawBuffers;var oe=env._glDrawElements;var pe=env._glDrawElementsInstanced;var qe=env._glEnable;var re=env._glEnableVertexAttribArray;var se=env._glFinish;var te=env._glFramebufferRenderbuffer;var ue=env._glFramebufferTexture2D;var ve=env._glFrontFace;var we=env._glGenBuffers;var xe=env._glGenFramebuffers;var ye=env._glGenRenderbuffers;var ze=env._glGenTextures;var Ae=env._glGenerateMipmap;var Be=env._glGetActiveAttrib;var Ce=env._glGetActiveUniform;var De=env._glGetAttribLocation;var Ee=env._glGetBooleanv;var Fe=env._glGetError;var Ge=env._glGetFloatv;var He=env._glGetIntegerv;var Ie=env._glGetProgramiv;var Je=env._glGetShaderPrecisionFormat;var Ke=env._glGetString;var Le=env._glGetUniformLocation;var Me=env._glIsEnabled;var Ne=env._glLinkProgram;var Oe=env._glPixelStorei;var Pe=env._glPolygonOffset;var Qe=env._glReadPixels;var Re=env._glRenderbufferStorage;var Se=env._glScissor;var Te=env._glShaderSource;var Ue=env._glStencilFunc;var Ve=env._glStencilFuncSeparate;var We=env._glStencilMask;var Xe=env._glStencilMaskSeparate;var Ye=env._glStencilOp;var Ze=env._glStencilOpSeparate;var _e=env._glTexImage2D;var $e=env._glTexParameterf;var af=env._glTexParameteri;var bf=env._glUniform1f;var cf=env._glUniform1fv;var df=env._glUniform1i;var ef=env._glUniform2f;var ff=env._glUniform2fv;var gf=env._glUniform2i;var hf=env._glUniform3f;var jf=env._glUniform3fv;var kf=env._glUniform4f;var lf=env._glUniform4fv;var mf=env._glUniformMatrix3fv;var nf=env._glUniformMatrix4fv;var of=env._glUseProgram;var pf=env._glVertexAttrib1f;var qf=env._glVertexAttrib4f;var rf=env._glVertexAttribDivisor;var sf=env._glVertexAttribPointer;var tf=env._glViewport;var uf=env._glppAsyncUploadImage;var vf=env._llvm_ceil_f64;var wf=env._llvm_fabs_f32;var xf=env._llvm_fabs_f64;var yf=env._llvm_trap;var zf=env._nanosleep;var Af=env._networkClose;var Bf=env._networkCloseBeforeUnload;var Cf=env._networkConnect;var Df=env._networkSendData;var Ef=env._pthread_cond_wait;var Ff=env._pthread_mutex_destroy;var Gf=env._strftime;var Hf=env._strftime_l;var If=env._usleep;var Jf=env.constNoSmartPtrRawPointerToWireType;var Kf=env.count_emval_handles;var Lf=env.craftEmvalAllocator;var Mf=env.craftInvokerFunction;var Nf=env.createNamedFunction;var Of=env.downcastPointer;var Pf=env.embind__requireFunction;var Qf=env.embind_init_charCodes;var Rf=env.emscriptenWebGLComputeImageSize;var Sf=env.emscriptenWebGLGet;var Tf=env.emscriptenWebGLGetHeapForType;var Uf=env.emscriptenWebGLGetShiftForType;var Vf=env.emscriptenWebGLGetTexPixelData;var Wf=env.emval_get_global;var Xf=env.ensureOverloadTable;var Yf=env.enumReadValueFromPointer;var Zf=env.exposePublicSymbol;var _f=env.extendError;var $f=env.floatReadValueFromPointer;var ag=env.flushPendingDeletes;var bg=env.genericPointerToWireType;var cg=env.getBasestPointer;var dg=env.getInheritedInstance;var eg=env.getInheritedInstanceCount;var fg=env.getLiveInheritedInstances;var gg=env.getShiftFromSize;var hg=env.getStringOrSymbol;var ig=env.getTypeName;var jg=env.get_first_emval;var kg=env.heap32VectorToArray;var lg=env.init_ClassHandle;var mg=env.init_RegisteredPointer;var ng=env.init_embind;var og=env.init_emval;var pg=env.integerReadValueFromPointer;var qg=env.makeClassHandle;var rg=env.makeLegalFunctionName;var sg=env.new_;var tg=env.nonConstNoSmartPtrRawPointerToWireType;var ug=env.readLatin1String;var vg=env.registerType;var wg=env.replacePublicSymbol;var xg=env.requireHandle;var yg=env.requireRegisteredType;var zg=env.runDestructor;var Ag=env.runDestructors;var Bg=env.setDelayFunction;var Cg=env.shallowCopyInternalPointer;var Dg=env.simpleReadValueFromPointer;var Eg=env.throwBindingError;var Fg=env.throwInstanceAlreadyDeleted;var Gg=env.throwInternalError;var Hg=env.throwUnboundTypeError;var Ig=env.upcastPointer;var Jg=env.whenDependentTypesAreResolved;var Kg=0.0;function Lg(newBuffer){if(q(newBuffer)&16777215||q(newBuffer)<=16777215||q(newBuffer)>2147483648)return false;b=new a(newBuffer);d=new c(newBuffer);f=new e(newBuffer);h=new g(newBuffer);j=new i(newBuffer);l=new k(newBuffer);n=new m(newBuffer);p=new o(newBuffer);buffer=newBuffer;return true}
+// EMSCRIPTEN_START_FUNCS
+function uN(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function vN(a){a=a|0;return a+4|0}function wN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21768;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function xN(a){a=a|0;yf()}function yN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zN(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function zN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;IG(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);IG(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);IG(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function AN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262859;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262859)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262859)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BN(a){a=a|0;sOb(a);return}function CN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21792;f[b+4>>2]=f[a+4>>2];return b|0}function DN(a,b){a=a|0;b=b|0;f[b>>2]=21792;f[b+4>>2]=f[a+4>>2];return}function EN(a){a=a|0;return}function FN(a){a=a|0;sOb(a);return}function GN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==87392?a+4|0:0)|0}function IN(a){a=a|0;return 4088}function JN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KN(a){a=a|0;sOb(a);return}function LN(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function MN(a){a=a|0;return a+4|0}function NN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function ON(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262860;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262860)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262860)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;d=i;e=a+4|0;b=f[e>>2]|0;g=f[a>>2]|0;h=g+4|0;if((b|0)!=((f[h>>2]|0)-(f[g>>2]|0)>>2|0)){h=b;g=f[g>>2]|0;h=g+(h<<2)|0;h=f[h>>2]|0;u=i;return h|0}b=pOb(288)|0;dQb(b|0,0,288)|0;n[b+64>>2]=1.0;c=b+68|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+84>>2]=1.0;c=b+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+104>>2]=1.0;c=b+108|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+124>>2]=1.0;c=b+128|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[b>>2]=21904;f[b+148>>2]=0;f[b+152>>2]=0;f[b+156>>2]=0;f[b+144>>2]=18364;f[b+160>>2]=18020;f[b+172>>2]=0;f[b+176>>2]=0;f[b+180>>2]=0;f[b+168>>2]=21952;f[b+184>>2]=22e3;f[b+196>>2]=0;f[b+200>>2]=0;f[b+204>>2]=0;f[b+192>>2]=22024;f[b+208>>2]=22072;f[b+228>>2]=0;f[b+232>>2]=0;f[b+236>>2]=0;f[b+224>>2]=22024;f[b+240>>2]=22072;f[b+260>>2]=0;f[b+264>>2]=0;f[b+268>>2]=0;f[b+256>>2]=22024;f[b+272>>2]=22072;f[d>>2]=b;c=f[h>>2]|0;if(c>>>0<(f[g+8>>2]|0)>>>0){f[c>>2]=b;f[h>>2]=c+4}else YN(g,d);g=f[a>>2]|0;h=f[e>>2]|0;g=f[g>>2]|0;h=g+(h<<2)|0;h=f[h>>2]|0;u=i;return h|0}function QN(a){a=a|0;sOb(a);return}function RN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21860;f[b+4>>2]=f[a+4>>2];return b|0}function SN(a,b){a=a|0;b=b|0;f[b>>2]=21860;f[b+4>>2]=f[a+4>>2];return}function TN(a){a=a|0;return}function UN(a){a=a|0;sOb(a);return}function VN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==87835?a+4|0:0)|0}function XN(a){a=a|0;return 4160}function YN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21904;f[a+256>>2]=22048;b=f[a+260>>2]|0;if(b|0){c=a+264|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+224>>2]=22048;b=f[a+228>>2]|0;if(b|0){c=a+232|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+192>>2]=22048;b=f[a+196>>2]|0;if(b|0){c=a+200|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+168>>2]=21976;d=f[a+172>>2]|0;if(d|0){b=a+176|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-2-d|0)>>>1)<<1);sOb(d)}f[a+144>>2]=18388;b=f[a+148>>2]|0;if(!b){f[a>>2]=21928;a=a+4|0;dO(a);return}c=a+152|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);f[a>>2]=21928;a=a+4|0;dO(a);return}function _N(a){a=a|0;ZN(a);sOb(a);return}function $N(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0;y=a+144|0;d=a+168|0;e=a+192|0;g=a+224|0;i=a+256|0;b=Sg[f[(f[y>>2]|0)+8>>2]&255](y,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){a=0;return a|0}y=Sg[f[(f[i>>2]|0)+8>>2]&255](i,b,c)|0;if(!y){a=0;return a|0}if((c-y|0)<64){a=0;return a|0}s=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;t=y+4|0;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;u=y+8|0;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;v=y+12|0;v=h[v>>0]|h[v+1>>0]<<8|h[v+2>>0]<<16|h[v+3>>0]<<24;w=y+16|0;w=h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24;x=y+20|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;i=y+24|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=y+28|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=y+32|0;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=y+36|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;m=y+40|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;n=y+44|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=y+48|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;p=y+52|0;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;q=y+56|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;r=y+60|0;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;b=y+64|0;if((c-b|0)<4){a=0;return a|0}g=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=y+68|0;if((c-b|0)<4){a=0;return a|0}b=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;d=y+72|0;if((c-d|0)<4){a=0;return a|0}e=y+76|0;if((c-e|0)<4){a=0;return a|0}d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=a+4|0;z=a+148|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+8|0;A=a+152|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+12|0;e=a+156|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+16|0;z=a+172|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+20|0;A=a+176|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+24|0;e=a+180|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+28|0;z=a+196|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+32|0;A=a+200|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+36|0;e=a+204|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+40|0;z=a+228|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+44|0;A=a+232|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+48|0;e=a+236|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+52|0;z=a+260|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+56|0;A=a+264|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+60|0;e=a+268|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;f[a+64>>2]=s;f[a+68>>2]=t;f[a+72>>2]=u;f[a+76>>2]=v;f[a+80>>2]=w;f[a+84>>2]=x;f[a+88>>2]=i;f[a+92>>2]=j;f[a+96>>2]=k;f[a+100>>2]=l;f[a+104>>2]=m;f[a+108>>2]=n;f[a+112>>2]=o;f[a+116>>2]=p;f[a+120>>2]=q;f[a+124>>2]=r;f[a+128>>2]=g;f[a+132>>2]=b;f[a+136>>2]=d;f[a+140>>2]=c;a=y+80|0;return a|0}function aO(a){a=a|0;return a+4|0}function bO(a){a=a|0;f[a>>2]=21928;dO(a+4|0);return}function cO(a){a=a|0;yf()}function dO(a){a=a|0;var b=0,c=0,d=0;b=f[a+48>>2]|0;if(b|0){c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}d=f[a+12>>2]|0;if(d|0){b=a+16|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-2-d|0)>>>1)<<1);sOb(d)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function eO(a){a=a|0;var b=0,c=0;f[a>>2]=21976;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-2-c|0)>>>1)<<1);sOb(c);return}function fO(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21976;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-2-b|0)>>>1)<<1);sOb(b);sOb(a);return}function gO(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=e;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=c+4|0;l=a+4|0;i=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;g=i;if((c|0)!=(i|0)){c=c+(~((c+-2-g|0)>>>1)<<1)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-g>>1>>>0<n>>>0){if((n|0)<0)vd();c=c-g|0;g=pOb(n<<1)|0;if((c|0)>0)bQb(g|0,i|0,c|0)|0;f[l>>2]=g;f[k>>2]=g+(c>>1<<1);f[j>>2]=g+(n<<1);if(i|0)sOb(i)}else if(!n){n=e;return n|0}a=a+20|0;g=0;while(1){if((m-e|0)<2){e=0;c=18;break}i=h[e>>0]|h[e+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;e=e+2|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){d[c>>1]=i;f[k>>2]=c+2}else nO(l,a);g=g+1|0;if(g>>>0>=n>>>0){c=18;break}}if((c|0)==18)return e|0;return 0}function hO(a){a=a|0;return a+4|0}function iO(a){a=a|0;var b=0,c=0;f[a>>2]=21976;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-2-c|0)>>>1)<<1);sOb(c);return}function jO(a){a=a|0;yf()}function kO(a){a=a|0;sOb(a);return}function lO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<2){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8;b[d>>0]=a;b[d+1>>0]=a>>8;d=c+2|0;return d|0}function mO(a){a=a|0;return a+4|0}function nO(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=a+4|0;k=f[a>>2]|0;l=(f[h>>2]|0)-k|0;g=l>>1;c=g+1|0;if((l|0)<-2)AMb(a);m=a+8|0;e=(f[m>>2]|0)-k|0;e=e>>1>>>0<1073741823?(e>>>0<c>>>0?c:e):2147483647;do if(!e){i=0;j=0}else if((e|0)<0)vd();else{j=pOb(e<<1)|0;i=j;break}while(0);c=i+(g<<1)|0;d[c>>1]=d[b>>1]|0;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=i;f[h>>2]=c+2;f[m>>2]=i+(e<<1);if(!k)return;sOb(k);return}function oO(a){a=a|0;var b=0,c=0;f[a>>2]=22048;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function pO(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22048;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function qO(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=d;if((n-c|0)<4){o=0;return o|0}o=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;m=a+4|0;j=f[m>>2]|0;l=a+8|0;c=f[l>>2]|0;e=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-e|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}k=a+12|0;if((((f[k>>2]|0)-e|0)/12|0)>>>0<o>>>0){if(o>>>0>357913941)vd();c=c-e|0;e=pOb(o*12|0)|0;g=e+(((c|0)/12|0)*12|0)|0;i=g+(((c|0)/-12|0)*12|0)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[m>>2]=i;f[l>>2]=g;f[k>>2]=e+(o*12|0);if(j|0)sOb(j)}else if(!o){o=d;return o|0}j=a+20|0;i=0;while(1){if((n-d|0)<12){d=0;c=18;break}c=j;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[l>>2]|0;if(c>>>0<(f[k>>2]|0)>>>0){f[c>>2]=f[j>>2];f[c+4>>2]=f[j+4>>2];f[c+8>>2]=f[j+8>>2];f[l>>2]=(f[l>>2]|0)+12}else xO(m,j);i=i+1|0;if(i>>>0>=o>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function rO(a){a=a|0;return a+4|0}function sO(a){a=a|0;var b=0,c=0;f[a>>2]=22048;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function tO(a){a=a|0;yf()}function uO(a){a=a|0;sOb(a);return}function vO(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function wO(a){a=a|0;return a+4|0}function xO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function yO(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zO(c,a);fd(f[64564]|0);f[64564]=f[c>>2];f[c>>2]=0;fd(0);u=b;return}function zO(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+32|0;m=t;k=t+16|0;o=pd()|0;f[a>>2]=o;o=gd(88647)|0;p=gd(88660)|0;q=gd(88672)|0;r=id(88684)|0;s=id(88692)|0;l=id(88700)|0;e=f[c>>2]|0;d=e>>>2;e=((f[c+4>>2]|0)-e>>2)+d|0;if(!(b[255592]|0))if(MPb(255592)|0){i=hd(3,22092)|0;f[64588]=i}i=f[64588]|0;f[m>>2]=d;f[m+8>>2]=e;v=+ed(i|0,r|0,88717,k|0,m|0);d=~~v>>>0;i=d;rd(f[k>>2]|0);kd(i|0);f[m>>2]=d;d=md(o|0,1,22088,m|0)|0;h=f[a>>2]|0;e=od(88708)|0;sd(h|0,e|0,d|0);fd(e|0);fd(d|0);fd(i|0);i=f[c+12>>2]|0;d=f[c+16>>2]|0;e=i;if((i|0)!=(d|0)){g=e>>>1;d=(d-e>>1)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){i=hd(3,22092)|0;f[64588]=i}h=f[64588]|0;f[m>>2]=g;f[m+8>>2]=d;v=+ed(h|0,s|0,88717,k|0,m|0);h=~~v>>>0;i=h;rd(f[k>>2]|0);kd(i|0);f[m>>2]=h;h=md(p|0,1,22088,m|0)|0;e=f[a>>2]|0;g=od(88726)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);fd(i|0)}h=nd()|0;i=m+8|0;g=f[c+24>>2]|0;d=f[c+28>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=0;g=td(17744,m|0)|0;sd(h|0,g|0,2);fd(g|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);e=~~v>>>0;g=e;rd(f[k>>2]|0);kd(g|0);f[m>>2]=e;e=md(q|0,1,22088,m|0)|0;f[m>>2]=0;d=td(17744,m|0)|0;sd(h|0,d|0,e|0);fd(d|0);fd(e|0);fd(g|0)}g=f[c+36>>2]|0;d=f[c+40>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=1;g=td(17744,m|0)|0;sd(h|0,g|0,2);fd(g|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);e=~~v>>>0;g=e;rd(f[k>>2]|0);kd(g|0);f[m>>2]=e;e=md(q|0,1,22088,m|0)|0;f[m>>2]=1;d=td(17744,m|0)|0;sd(h|0,d|0,e|0);fd(d|0);fd(e|0);fd(g|0)}g=f[c+48>>2]|0;d=f[c+52>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=2;i=td(17744,m|0)|0;sd(h|0,i|0,2);fd(i|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);g=~~v>>>0;i=g;rd(f[k>>2]|0);kd(i|0);f[m>>2]=g;g=md(q|0,1,22088,m|0)|0;f[m>>2]=2;e=td(17744,m|0)|0;sd(h|0,e|0,g|0);fd(e|0);fd(g|0);fd(i|0)}i=f[a>>2]|0;d=od(88734)|0;sd(i|0,d|0,h|0);fd(d|0);fd(h|0);d=c+60|0;do if(+n[d>>2]!=1.0)j=31;else if(+n[c+64>>2]!=0.0)j=31;else if(+n[c+68>>2]!=0.0)j=31;else if(+n[c+72>>2]!=0.0)j=31;else if(+n[c+76>>2]!=0.0)j=31;else if(+n[c+80>>2]!=1.0)j=31;else if(+n[c+84>>2]!=0.0)j=31;else if(+n[c+88>>2]!=0.0)j=31;else if(+n[c+92>>2]!=0.0)j=31;else if(+n[c+96>>2]!=0.0)j=31;else if(+n[c+100>>2]!=1.0)j=31;else if(+n[c+104>>2]!=0.0)j=31;else if(+n[c+108>>2]!=0.0)j=31;else if(+n[c+112>>2]!=0.0)j=31;else{if(+n[c+116>>2]!=0.0){j=31;break}if(+n[c+120>>2]!=1.0)j=31}while(0);if((j|0)==31){d=d>>>2;e=d+16|0;if(!(b[255592]|0))if(MPb(255592)|0){j=hd(3,22092)|0;f[64588]=j}h=f[64588]|0;f[m>>2]=d;f[m+8>>2]=e;v=+ed(h|0,r|0,88717,k|0,m|0);h=~~v>>>0;j=h;rd(f[k>>2]|0);kd(j|0);f[m>>2]=h;k=md(o|0,1,22088,m|0)|0;h=f[a>>2]|0;i=od(88743)|0;sd(h|0,i|0,k|0);fd(i|0);fd(k|0);fd(j|0)}d=pd()|0;g=c+136|0;e=f[g>>2]|0;if(!(e&2)){if(e&1|0){k=od(88759)|0;j=od(88784)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0)}}else{k=od(88759)|0;j=od(88767)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0)}j=(f[g>>2]|0)>>>2&1;k=od(88794)|0;f[m>>2]=j;j=td(17688,m|0)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0);k=(f[g>>2]|0)>>>16&1;j=od(88805)|0;f[m>>2]=k;k=td(17688,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88816)|0;sd(j|0,k|0,d|0);fd(k|0);fd(d|0);k=lMa(g)|0;d=f[a>>2]|0;j=od(88824)|0;f[m>>2]=k;k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88831)|0;f[m>>2]=3;d=td(17744,m|0)|0;sd(j|0,k|0,d|0);fd(d|0);fd(k|0);k=f[g>>2]&4096|0?6:3;d=f[a>>2]|0;j=od(88844)|0;f[m>>2]=k;k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[g>>2]|0;k=f[a>>2]|0;d=od(88853)|0;f[m>>2]=(j&4096|0?6:3)+(j>>>12&2);j=td(17744,m|0)|0;sd(k|0,d|0,j|0);fd(j|0);fd(d|0);d=f[a>>2]|0;j=od(88866)|0;f[m>>2]=f[c+124>>2];k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88882)|0;f[m>>2]=f[c+128>>2];d=td(17744,m|0)|0;sd(j|0,k|0,d|0);fd(d|0);fd(k|0);k=f[a>>2]|0;d=od(88898)|0;f[m>>2]=f[c+132>>2];c=td(17744,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0;if(d&8){k=f[a>>2]|0;d=od(88915)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&16){k=f[a>>2]|0;d=od(88927)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&32){k=f[a>>2]|0;d=od(88935)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&64){k=f[a>>2]|0;d=od(88947)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&128){k=f[a>>2]|0;d=od(88959)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&256){k=f[a>>2]|0;d=od(88967)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&512){k=f[a>>2]|0;d=od(88979)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&1024){k=f[a>>2]|0;d=od(88992)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(!(d&2048)){fd(l|0);fd(s|0);fd(r|0);fd(q|0);fd(p|0);fd(o|0);u=t;return}c=f[a>>2]|0;a=od(89001)|0;f[m>>2]=1;m=td(17688,m|0)|0;sd(c|0,a|0,m|0);fd(m|0);fd(a|0);fd(l|0);fd(s|0);fd(r|0);fd(q|0);fd(p|0);fd(o|0);u=t;return}function AO(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262861;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262861)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262861)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BO(a){a=a|0;sOb(a);return}function CO(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22112;f[b+4>>2]=f[a+4>>2];return b|0}function DO(a,b){a=a|0;b=b|0;f[b>>2]=22112;f[b+4>>2]=f[a+4>>2];return}function EO(a){a=a|0;return}function FO(a){a=a|0;sOb(a);return}function GO(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HO(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==89204?a+4|0:0)|0}function IO(a){a=a|0;return 4384}function JO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KO(a){a=a|0;sOb(a);return}function LO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function MO(a){a=a|0;return a+4|0}function NO(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function OO(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262862;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262862)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262862)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PO(a){a=a|0;sOb(a);return}function QO(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22180;f[b+4>>2]=f[a+4>>2];return b|0}function RO(a,b){a=a|0;b=b|0;f[b>>2]=22180;f[b+4>>2]=f[a+4>>2];return}function SO(a){a=a|0;return}function TO(a){a=a|0;sOb(a);return}function UO(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function VO(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==89695?a+4|0:0)|0}function WO(a){a=a|0;return 4456}function XO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function YO(a){a=a|0;sOb(a);return}function ZO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function _O(a){a=a|0;return a+4|0}function $O(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function aP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262863;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262863)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262863)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function bP(a){a=a|0;sOb(a);return}function cP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22248;f[b+4>>2]=f[a+4>>2];return b|0}function dP(a,b){a=a|0;b=b|0;f[b>>2]=22248;f[b+4>>2]=f[a+4>>2];return}function eP(a){a=a|0;return}function fP(a){a=a|0;sOb(a);return}function gP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function hP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==90168?a+4|0:0)|0}function iP(a){a=a|0;return 4528}function jP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function kP(a){a=a|0;sOb(a);return}function lP(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<48){c=0;return c|0}a=a+8|0;d=c;e=a+48|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+48|0;return c|0}function mP(a){a=a|0;return a+8|0}function nP(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(48)|0;p[d>>3]=+p[a>>3];p[d+8>>3]=+p[a+8>>3];p[d+16>>3]=+p[a+16>>3];p[d+24>>3]=+p[a+24>>3];p[d+32>>3]=+p[a+32>>3];p[d+40>>3]=+p[a+40>>3];f[c>>2]=d;a=td(4584,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function oP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262864;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262864)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262864)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function pP(a){a=a|0;sOb(a);return}function qP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22316;f[b+4>>2]=f[a+4>>2];return b|0}function rP(a,b){a=a|0;b=b|0;f[b>>2]=22316;f[b+4>>2]=f[a+4>>2];return}function sP(a){a=a|0;return}function tP(a){a=a|0;sOb(a);return}function uP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==90609?a+4|0:0)|0}function wP(a){a=a|0;return 4608}function xP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yP(a){a=a|0;sOb(a);return}function zP(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function AP(a){a=a|0;return a+4|0}function BP(a){a=a|0;var b=0,c=0;a=u;u=u+16|0;b=a;c=pOb(1)|0;f[b>>2]=c;b=td(4664,b|0)|0;fd(f[64564]|0);f[64564]=b;fd(0);u=a;return}function CP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262865;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262865)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262865)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function DP(a){a=a|0;sOb(a);return}function EP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22384;f[b+4>>2]=f[a+4>>2];return b|0}function FP(a,b){a=a|0;b=b|0;f[b>>2]=22384;f[b+4>>2]=f[a+4>>2];return}function GP(a){a=a|0;return}function HP(a){a=a|0;sOb(a);return}function IP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function JP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91105?a+4|0:0)|0}function KP(a){a=a|0;return 4688}function LP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function MP(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22428;f[a+28>>2]=19804;b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=22452;d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function NP(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22428;f[a+28>>2]=19804;b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=22452;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function OP(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0;e=a+28|0;g=d;if((g-c|0)<1){i=0;return i|0}i=b[c>>0]|0;c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c+1|0,d)|0;if(!c){i=0;return i|0}if((g-c|0)<8){i=0;return i|0}g=c;e=g;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=g+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[a+4>>0]=i;i=a+8|0;d=a+32|0;j=f[i>>2]|0;f[i>>2]=f[d>>2];f[d>>2]=j;d=a+12|0;j=a+36|0;i=f[d>>2]|0;f[d>>2]=f[j>>2];f[j>>2]=i;j=a+16|0;i=a+40|0;d=f[j>>2]|0;f[j>>2]=f[i>>2];f[i>>2]=d;i=a+20|0;f[i>>2]=e;f[i+4>>2]=g;i=c+8|0;return i|0}function PP(a){a=a|0;return a+4|0}function QP(a){a=a|0;var b=0,c=0;f[a>>2]=22452;c=f[a+8>>2]|0;if(!c)return;a=a+12|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function RP(a){a=a|0;yf()}function SP(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;TP(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function TP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;g=od(83077)|0;f[e>>2]=h[b>>0];a=td(4728,e|0)|0;sd(d|0,g|0,a|0);fd(a|0);fd(g|0);IG(e,b+4|0);g=od(91327)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);cL(e,b+16|0);a=od(83105)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function UP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262866;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262866)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262866)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VP(a){a=a|0;sOb(a);return}function WP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22476;f[b+4>>2]=f[a+4>>2];return b|0}function XP(a,b){a=a|0;b=b|0;f[b>>2]=22476;f[b+4>>2]=f[a+4>>2];return}function YP(a){a=a|0;return}function ZP(a){a=a|0;sOb(a);return}function _P(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $P(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91551?a+4|0:0)|0}function aQ(a){a=a|0;return 4752}function bQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cQ(a){a=a|0;sOb(a);return}function dQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<1){c=0;return c|0}e=c+1|0;if((d-e|0)<8){c=0;return c|0}d=e;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;b[a+4>>0]=b[c>>0]|0;a=a+8|0;f[a>>2]=d;f[a+4>>2]=e;c=c+9|0;return c|0}function eQ(a){a=a|0;return a+4|0}function fQ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;gQ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function gQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;a=od(83077)|0;f[e>>2]=h[b>>0];g=td(4792,e|0)|0;sd(d|0,a|0,g|0);fd(g|0);fd(a|0);hQ(e,b+4|0);a=od(91776)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function hQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function iQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262867;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262867)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262867)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jQ(a){a=a|0;sOb(a);return}function kQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22544;f[b+4>>2]=f[a+4>>2];return b|0}function lQ(a,b){a=a|0;b=b|0;f[b>>2]=22544;f[b+4>>2]=f[a+4>>2];return}function mQ(a){a=a|0;return}function nQ(a){a=a|0;sOb(a);return}function oQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91985?a+4|0:0)|0}function qQ(a){a=a|0;return 4816}function rQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sQ(a){a=a|0;sOb(a);return}function tQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+8|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function uQ(a){a=a|0;return a+8|0}function vQ(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(4872,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function wQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262868;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262868)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262868)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function xQ(a){a=a|0;sOb(a);return}function yQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22612;f[b+4>>2]=f[a+4>>2];return b|0}function zQ(a,b){a=a|0;b=b|0;f[b>>2]=22612;f[b+4>>2]=f[a+4>>2];return}function AQ(a){a=a|0;return}function BQ(a){a=a|0;sOb(a);return}function CQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function DQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==92445?a+4|0:0)|0}function EQ(a){a=a|0;return 4896}function FQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function GQ(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(24)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[d+16>>2]=f[a+16>>2];f[d+20>>2]=f[a+20>>2];f[c>>2]=d;a=td(1112,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function HQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262869;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262869)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262869)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function IQ(a){a=a|0;sOb(a);return}function JQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22656;f[b+4>>2]=f[a+4>>2];return b|0}function KQ(a,b){a=a|0;b=b|0;f[b>>2]=22656;f[b+4>>2]=f[a+4>>2];return}function LQ(a){a=a|0;return}function MQ(a){a=a|0;sOb(a);return}function NQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function OQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==92687?a+4|0:0)|0}function PQ(a){a=a|0;return 4920}function QQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function RQ(a){a=a|0;sOb(a);return}function SQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0.0,m=0,n=0,o=0,q=0,r=0,t=0,v=0;v=u;u=u+992|0;e=v+952|0;h=v+920|0;k=v+888|0;r=v+752|0;t=v;f[e>>2]=22748;f[h>>2]=22748;f[k>>2]=22748;f[r>>2]=22772;if((d-c|0)<1){t=0;u=v;return t|0}q=b[c>>0]|0;g=c+1|0;if((d-g|0)<24){t=0;u=v;return t|0}o=e+8|0;m=o;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));g=c+25|0;if((d-g|0)<24){t=0;u=v;return t|0}n=h+8|0;m=n;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));g=c+49|0;if((d-g|0)<24){t=0;u=v;return t|0}h=k+8|0;m=h;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));e=c+73|0;if((d-e|0)<8){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];l=+p[s>>3];e=c+81|0;if((d-e|0)<8){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+89|0;if((d-e|0)<8){t=0;u=v;return t|0}g=c+97|0;if((d-g|0)<128){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];d=r+8|0;m=d;e=m+128|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));aAa(t,q,o,n,h,l,j,i);a=a+8|0;VQ(a,t)|0;UAa(a,d);t=c+225|0;u=v;return t|0}function TQ(a){a=a|0;return a+8|0}function UQ(a){a=a|0;yf()}function VQ(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0;e=u;u=u+912|0;b[a>>0]=b[c>>0]|0;i=+p[(c+8|0)>>3];p[(c+8|0)>>3]=+p[(a+8|0)>>3];p[(a+8|0)>>3]=i;i=+p[(c+16|0)>>3];p[(c+16|0)>>3]=+p[(a+16|0)>>3];p[(a+16|0)>>3]=i;i=+p[(c+24|0)>>3];p[(c+24|0)>>3]=+p[(a+24|0)>>3];p[(a+24|0)>>3]=i;i=+p[(c+32|0)>>3];p[(c+32|0)>>3]=+p[(a+32|0)>>3];p[(a+32|0)>>3]=i;i=+p[(c+40|0)>>3];p[(c+40|0)>>3]=+p[(a+40|0)>>3];p[(a+40|0)>>3]=i;i=+p[(c+48|0)>>3];p[(c+48|0)>>3]=+p[(a+48|0)>>3];p[(a+48|0)>>3]=i;i=+p[(c+56|0)>>3];p[(c+56|0)>>3]=+p[(a+56|0)>>3];p[(a+56|0)>>3]=i;i=+p[(c+64|0)>>3];p[(c+64|0)>>3]=+p[(a+64|0)>>3];p[(a+64|0)>>3]=i;i=+p[(c+72|0)>>3];p[(c+72|0)>>3]=+p[(a+72|0)>>3];p[(a+72|0)>>3]=i;i=+p[(c+80|0)>>3];p[(c+80|0)>>3]=+p[(a+80|0)>>3];p[(a+80|0)>>3]=i;i=+p[(c+88|0)>>3];p[(c+88|0)>>3]=+p[(a+88|0)>>3];p[(a+88|0)>>3]=i;i=+p[(c+96|0)>>3];p[(c+96|0)>>3]=+p[(a+96|0)>>3];p[(a+96|0)>>3]=i;i=+p[(c+104|0)>>3];p[(c+104|0)>>3]=+p[(a+104|0)>>3];p[(a+104|0)>>3]=i;i=+p[(c+112|0)>>3];p[(c+112|0)>>3]=+p[(a+112|0)>>3];p[(a+112|0)>>3]=i;i=+p[(c+120|0)>>3];p[(c+120|0)>>3]=+p[(a+120|0)>>3];p[(a+120|0)>>3]=i;i=+p[(c+128|0)>>3];p[(c+128|0)>>3]=+p[(a+128|0)>>3];p[(a+128|0)>>3]=i;i=+p[(c+136|0)>>3];p[(c+136|0)>>3]=+p[(a+136|0)>>3];p[(a+136|0)>>3]=i;i=+p[(c+144|0)>>3];p[(c+144|0)>>3]=+p[(a+144|0)>>3];p[(a+144|0)>>3]=i;i=+p[(c+152|0)>>3];p[(c+152|0)>>3]=+p[(a+152|0)>>3];p[(a+152|0)>>3]=i;i=+p[(c+160|0)>>3];p[(c+160|0)>>3]=+p[(a+160|0)>>3];p[(a+160|0)>>3]=i;i=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(a+168|0)>>3];p[(a+168|0)>>3]=i;i=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(a+176|0)>>3];p[(a+176|0)>>3]=i;i=+p[(c+184|0)>>3];p[(c+184|0)>>3]=+p[(a+184|0)>>3];p[(a+184|0)>>3]=i;i=+p[(c+192|0)>>3];p[(c+192|0)>>3]=+p[(a+192|0)>>3];p[(a+192|0)>>3]=i;i=+p[(c+200|0)>>3];p[(c+200|0)>>3]=+p[(a+200|0)>>3];p[(a+200|0)>>3]=i;d=a+208|0;g=c+208|0;h=d+40|0;do{f[d>>2]=f[g>>2];d=d+4|0;g=g+4|0}while((d|0)<(h|0));i=+p[(c+248|0)>>3];p[(c+248|0)>>3]=+p[(a+248|0)>>3];p[(a+248|0)>>3]=i;i=+p[(c+256|0)>>3];p[(c+256|0)>>3]=+p[(a+256|0)>>3];p[(a+256|0)>>3]=i;i=+p[(c+264|0)>>3];p[(c+264|0)>>3]=+p[(a+264|0)>>3];p[(a+264|0)>>3]=i;i=+p[(c+272|0)>>3];p[(c+272|0)>>3]=+p[(a+272|0)>>3];p[(a+272|0)>>3]=i;i=+p[(c+280|0)>>3];p[(c+280|0)>>3]=+p[(a+280|0)>>3];p[(a+280|0)>>3]=i;i=+p[(c+288|0)>>3];p[(c+288|0)>>3]=+p[(a+288|0)>>3];p[(a+288|0)>>3]=i;i=+p[(c+296|0)>>3];p[(c+296|0)>>3]=+p[(a+296|0)>>3];p[(a+296|0)>>3]=i;i=+p[(c+304|0)>>3];p[(c+304|0)>>3]=+p[(a+304|0)>>3];p[(a+304|0)>>3]=i;i=+p[(c+312|0)>>3];p[(c+312|0)>>3]=+p[(a+312|0)>>3];p[(a+312|0)>>3]=i;i=+p[(c+320|0)>>3];p[(c+320|0)>>3]=+p[(a+320|0)>>3];p[(a+320|0)>>3]=i;i=+p[(c+328|0)>>3];p[(c+328|0)>>3]=+p[(a+328|0)>>3];p[(a+328|0)>>3]=i;i=+p[(c+336|0)>>3];p[(c+336|0)>>3]=+p[(a+336|0)>>3];p[(a+336|0)>>3]=i;i=+p[(c+344|0)>>3];p[(c+344|0)>>3]=+p[(a+344|0)>>3];p[(a+344|0)>>3]=i;i=+p[(c+352|0)>>3];p[(c+352|0)>>3]=+p[(a+352|0)>>3];p[(a+352|0)>>3]=i;i=+p[(c+360|0)>>3];p[(c+360|0)>>3]=+p[(a+360|0)>>3];p[(a+360|0)>>3]=i;i=+p[(c+368|0)>>3];p[(c+368|0)>>3]=+p[(a+368|0)>>3];p[(a+368|0)>>3]=i;h=f[(c+376|0)>>2]|0;f[(c+376|0)>>2]=f[(a+376|0)>>2];f[(a+376|0)>>2]=h;h=f[(c+380|0)>>2]|0;f[(c+380|0)>>2]=f[(a+380|0)>>2];f[(a+380|0)>>2]=h;h=f[(c+384|0)>>2]|0;f[(c+384|0)>>2]=f[(a+384|0)>>2];f[(a+384|0)>>2]=h;h=f[(c+388|0)>>2]|0;f[(c+388|0)>>2]=f[(a+388|0)>>2];f[(a+388|0)>>2]=h;h=f[(c+392|0)>>2]|0;f[(c+392|0)>>2]=f[(a+392|0)>>2];f[e+16>>2]=a;f[e+24>>2]=c;f[e+216>>2]=h;f[e+840>>2]=0;f[e+844>>2]=0;A$(e);G=f[e+840>>2]|0;D=f[e+844>>2]|0;H=+n[e+844>>2];f[e+840>>2]=0;f[e+844>>2]=0;if((G|0)==6){u=e;return D|0}u=e;return 0|0;return 0}function WQ(a){a=a|0;sOb(a);return}function XQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<24){c=0;return c|0}a=a+8|0;d=c;e=a+24|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+24|0;return c|0}function YQ(a){a=a|0;return a+8|0}function ZQ(a){a=a|0;sOb(a);return}function _Q(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<128){c=0;return c|0}a=a+8|0;d=c;e=a+128|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+128|0;return c|0}function $Q(a){a=a|0;return a+8|0}function aR(a){a=a|0;var c=0,d=0;d=u;u=u+16|0;c=d;if(!(b[256352]|0))if(MPb(256352)|0)eAa(255600);bR(255600,a)|0;f[c>>2]=255600;c=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=c;fd(0);u=d;return}function bR(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;b[a>>0]=b[c>>0]|0;p[a+8>>3]=+p[c+8>>3];p[a+16>>3]=+p[c+16>>3];p[a+24>>3]=+p[c+24>>3];p[a+32>>3]=+p[c+32>>3];p[a+40>>3]=+p[c+40>>3];p[a+48>>3]=+p[c+48>>3];p[a+56>>3]=+p[c+56>>3];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];p[a+88>>3]=+p[c+88>>3];p[a+96>>3]=+p[c+96>>3];p[a+104>>3]=+p[c+104>>3];p[a+112>>3]=+p[c+112>>3];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];p[a+184>>3]=+p[c+184>>3];p[a+192>>3]=+p[c+192>>3];p[a+200>>3]=+p[c+200>>3];d=a+208|0;e=c+208|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+248>>3]=+p[c+248>>3];p[a+256>>3]=+p[c+256>>3];p[a+264>>3]=+p[c+264>>3];p[a+272>>3]=+p[c+272>>3];p[a+280>>3]=+p[c+280>>3];p[a+288>>3]=+p[c+288>>3];p[a+296>>3]=+p[c+296>>3];p[a+304>>3]=+p[c+304>>3];p[a+312>>3]=+p[c+312>>3];p[a+320>>3]=+p[c+320>>3];p[a+328>>3]=+p[c+328>>3];p[a+336>>3]=+p[c+336>>3];p[a+344>>3]=+p[c+344>>3];p[a+352>>3]=+p[c+352>>3];p[a+360>>3]=+p[c+360>>3];p[a+368>>3]=+p[c+368>>3];f[a+376>>2]=f[c+376>>2];f[a+380>>2]=f[c+380>>2];f[a+384>>2]=f[c+384>>2];f[a+388>>2]=f[c+388>>2];f[a+392>>2]=f[c+392>>2];f[a+396>>2]=f[c+396>>2];f[a+400>>2]=f[c+400>>2];f[a+404>>2]=f[c+404>>2];f[a+408>>2]=f[c+408>>2];f[a+412>>2]=f[c+412>>2];f[a+416>>2]=f[c+416>>2];f[a+420>>2]=f[c+420>>2];f[a+424>>2]=f[c+424>>2];f[a+428>>2]=f[c+428>>2];f[a+432>>2]=f[c+432>>2];f[a+436>>2]=f[c+436>>2];p[a+440>>3]=+p[c+440>>3];p[a+448>>3]=+p[c+448>>3];p[a+456>>3]=+p[c+456>>3];p[a+464>>3]=+p[c+464>>3];p[a+472>>3]=+p[c+472>>3];p[a+480>>3]=+p[c+480>>3];p[a+488>>3]=+p[c+488>>3];p[a+496>>3]=+p[c+496>>3];p[a+504>>3]=+p[c+504>>3];p[a+512>>3]=+p[c+512>>3];p[a+520>>3]=+p[c+520>>3];p[a+528>>3]=+p[c+528>>3];p[a+536>>3]=+p[c+536>>3];p[a+544>>3]=+p[c+544>>3];p[a+552>>3]=+p[c+552>>3];p[a+560>>3]=+p[c+560>>3];p[a+568>>3]=+p[c+568>>3];p[a+576>>3]=+p[c+576>>3];p[a+584>>3]=+p[c+584>>3];p[a+592>>3]=+p[c+592>>3];p[a+600>>3]=+p[c+600>>3];p[a+608>>3]=+p[c+608>>3];p[a+616>>3]=+p[c+616>>3];p[a+624>>3]=+p[c+624>>3];p[a+632>>3]=+p[c+632>>3];p[a+640>>3]=+p[c+640>>3];p[a+648>>3]=+p[c+648>>3];p[a+656>>3]=+p[c+656>>3];p[a+664>>3]=+p[c+664>>3];p[a+672>>3]=+p[c+672>>3];p[a+680>>3]=+p[c+680>>3];p[a+688>>3]=+p[c+688>>3];f[a+696>>2]=f[c+696>>2];f[a+700>>2]=f[c+700>>2];f[a+704>>2]=f[c+704>>2];f[a+708>>2]=f[c+708>>2];f[a+712>>2]=f[c+712>>2];f[a+716>>2]=f[c+716>>2];f[a+720>>2]=f[c+720>>2];f[a+724>>2]=f[c+724>>2];f[a+728>>2]=f[c+728>>2];g=a+732|0;e=c+732|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];b[g+12>>0]=b[e+12>>0]|0;return a|0}function cR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262870;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262870)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262870)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dR(a){a=a|0;sOb(a);return}function eR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22796;f[b+4>>2]=f[a+4>>2];return b|0}function fR(a,b){a=a|0;b=b|0;f[b>>2]=22796;f[b+4>>2]=f[a+4>>2];return}function gR(a){a=a|0;return}function hR(a){a=a|0;sOb(a);return}function iR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==93430?a+4|0:0)|0}function kR(a){a=a|0;return 5072}function lR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mR(a){a=a|0;sOb(a);return}function nR(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function oR(a){a=a|0;return a+4|0}function pR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function qR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262871;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262871)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262871)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function rR(a){a=a|0;sOb(a);return}function sR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22864;f[b+4>>2]=f[a+4>>2];return b|0}function tR(a,b){a=a|0;b=b|0;f[b>>2]=22864;f[b+4>>2]=f[a+4>>2];return}function uR(a){a=a|0;return}function vR(a){a=a|0;sOb(a);return}function wR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function xR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==93902?a+4|0:0)|0}function yR(a){a=a|0;return 5144}function zR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function AR(a){a=a|0;sOb(a);return}function BR(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function CR(a){a=a|0;return a+4|0}function DR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function ER(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262872;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262872)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262872)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FR(a){a=a|0;sOb(a);return}function GR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22932;f[b+4>>2]=f[a+4>>2];return b|0}function HR(a,b){a=a|0;b=b|0;f[b>>2]=22932;f[b+4>>2]=f[a+4>>2];return}function IR(a){a=a|0;return}function JR(a){a=a|0;sOb(a);return}function KR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==94378?a+4|0:0)|0}function MR(a){a=a|0;return 5216}function NR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OR(a){a=a|0;sOb(a);return}function PR(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function QR(a){a=a|0;return a+4|0}function RR(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function SR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262873;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262873)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262873)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TR(a){a=a|0;sOb(a);return}function UR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23e3;f[b+4>>2]=f[a+4>>2];return b|0}function VR(a,b){a=a|0;b=b|0;f[b>>2]=23e3;f[b+4>>2]=f[a+4>>2];return}function WR(a){a=a|0;return}function XR(a){a=a|0;sOb(a);return}function YR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==94896?a+4|0:0)|0}function _R(a){a=a|0;return 5288}function $R(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=23044;f[a+16>>2]=23116;b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[e>>2]=d;a=f[d>>2]|0;if(!a)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~((d+-32-a|0)>>>5)<<5);sOb(a);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);return}function bS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;f[a>>2]=23044;f[a+16>>2]=23116;b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b){sOb(a);return}h=a+8|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);sOb(a);return}function cS(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;if((c-b|0)<4){o=0;return o|0}o=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=b+4|0;n=a+4|0;i=f[n>>2]|0;m=a+8|0;d=f[m>>2]|0;if((d|0)!=(i|0))do{e=d+-12|0;f[m>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[m>>2]|0}}while((d|0)!=(i|0));rS(n,o);i=a+16|0;if(!o){o=b;return o|0}j=a+20|0;k=a+12|0;l=a+24|0;g=a+28|0;e=0;while(1){b=iS(i,b,c)|0;if(!b){b=0;d=15;break}d=f[m>>2]|0;if(d>>>0<(f[k>>2]|0)>>>0){f[d>>2]=0;a=d+4|0;f[a>>2]=0;f[d+8>>2]=0;f[d>>2]=f[j>>2];f[a>>2]=f[l>>2];f[d+8>>2]=f[g>>2];f[g>>2]=0;f[l>>2]=0;f[j>>2]=0;f[m>>2]=(f[m>>2]|0)+12}else sS(n,j);e=e+1|0;if(e>>>0>=o>>>0){d=15;break}}if((d|0)==15)return b|0;return 0}function dS(a){a=a|0;return a+4|0}function eS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;a=f[e>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-12|0;f[e>>2]=a;d=f[a>>2]|0;if(d){a=c+-8|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[g>>2]|0}sOb(b);return}function fS(a){a=a|0;yf()}function gS(a){a=a|0;var b=0,c=0;f[a>>2]=23116;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function hS(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=23116;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);sOb(a);return}function iS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;r=d;if((r-c|0)<4){s=0;return s|0}s=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;q=a+4|0;m=f[q>>2]|0;o=a+8|0;c=f[o>>2]|0;l=m;if((c|0)!=(m|0)){c=c+(~((c+-32-l|0)>>>5)<<5)|0;f[o>>2]=c}e=c;n=a+12|0;if((f[n>>2]|0)-l>>5>>>0<s>>>0){if(s>>>0>134217727)vd();k=pOb(s<<5)|0;g=k+(e-l>>5<<5)|0;j=g;k=k+(s<<5)|0;if((c|0)==(m|0))c=j;else{i=c+-32|0;e=g;while(1){t=c;c=c+-32|0;p[e+-32>>3]=+p[c>>3];p[e+-24>>3]=+p[t+-24>>3];p[e+-16>>3]=+p[t+-16>>3];p[e+-8>>3]=+p[t+-8>>3];if((c|0)==(m|0))break;else e=e+-32|0}c=g+(~((i-l|0)>>>5)<<5)|0}f[q>>2]=c;f[o>>2]=j;f[n>>2]=k;if(m|0)sOb(m)}if(!s){t=d;return t|0}k=a+24|0;l=a+32|0;m=a+40|0;j=a+48|0;i=0;while(1){if((r-d|0)<32){d=0;c=20;break}c=k;e=d;g=c+32|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+32|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];f[c+16>>2]=f[k+16>>2];f[c+20>>2]=f[k+20>>2];f[c+24>>2]=f[k+24>>2];f[c+28>>2]=f[k+28>>2];p[c>>3]=+p[k>>3];p[c+8>>3]=+p[l>>3];p[c+16>>3]=+p[m>>3];p[c+24>>3]=+p[j>>3];f[o>>2]=(f[o>>2]|0)+32}else qS(q,k);i=i+1|0;if(i>>>0>=s>>>0){c=20;break}}if((c|0)==20)return d|0;return 0}function jS(a){a=a|0;return a+4|0}function kS(a){a=a|0;var b=0,c=0;f[a>>2]=23116;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function lS(a){a=a|0;yf()}function mS(a){a=a|0;return}function nS(a){a=a|0;sOb(a);return}function oS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<32){c=0;return c|0}a=a+8|0;d=c;e=a+32|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+32|0;return c|0}function pS(a){a=a|0;return a+8|0}function qS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>5;c=h+1|0;j=m;if(c>>>0>134217727)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>4;e=i>>5>>>0<67108863?(e>>>0<c>>>0?c:e):134217727;do if(!e)g=0;else if(e>>>0>134217727)vd();else{g=pOb(e<<5)|0;break}while(0);c=g+(h<<5)|0;i=g+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];p[c>>3]=+p[b>>3];p[g+(h<<5)+8>>3]=+p[b+8>>3];p[g+(h<<5)+16>>3]=+p[b+16>>3];p[g+(h<<5)+24>>3]=+p[b+24>>3];g=c+32|0;if((d|0)!=(j|0)){b=d+-32-m|0;e=c;while(1){h=d;d=d+-32|0;p[e+-32>>3]=+p[d>>3];p[e+-24>>3]=+p[h+-24>>3];p[e+-16>>3]=+p[h+-16>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-32|0}c=c+(~(b>>>5)<<5)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function rS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function sS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function tS(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;uS(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function uS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;h=k;g=(f[b+4>>2]|0)-(f[b>>2]|0)|0;i=(g|0)/12|0;j=nd()|0;f[a>>2]=j;if(!g){u=k;return}e=0;do{c=f[b>>2]|0;a=c+(e*12|0)|0;c=(f[c+(e*12|0)+4>>2]|0)-(f[a>>2]|0)>>5;d=nd()|0;if(c|0){g=0;do{m=f[a>>2]|0;l=pOb(32)|0;p[l>>3]=+p[m+(g<<5)>>3];p[l+8>>3]=+p[m+(g<<5)+8>>3];p[l+16>>3]=+p[m+(g<<5)+16>>3];p[l+24>>3]=+p[m+(g<<5)+24>>3];f[h>>2]=l;l=td(5528,h|0)|0;f[h>>2]=g;m=td(17744,h|0)|0;sd(d|0,m|0,l|0);fd(m|0);fd(l|0);g=g+1|0}while((g|0)!=(c|0))}f[h>>2]=e;m=td(17744,h|0)|0;sd(j|0,m|0,d|0);fd(m|0);fd(d|0);e=e+1|0}while(e>>>0<i>>>0);u=k;return}function vS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262874;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262874)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262874)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function wS(a){a=a|0;sOb(a);return}function xS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23164;f[b+4>>2]=f[a+4>>2];return b|0}function yS(a,b){a=a|0;b=b|0;f[b>>2]=23164;f[b+4>>2]=f[a+4>>2];return}function zS(a){a=a|0;return}function AS(a){a=a|0;sOb(a);return}function BS(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function CS(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==96441?a+4|0:0)|0}function DS(a){a=a|0;return 5560}function ES(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function FS(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function GS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262875;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262875)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262875)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function HS(a){a=a|0;sOb(a);return}function IS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23208;f[b+4>>2]=f[a+4>>2];return b|0}function JS(a,b){a=a|0;b=b|0;f[b>>2]=23208;f[b+4>>2]=f[a+4>>2];return}function KS(a){a=a|0;return}function LS(a){a=a|0;sOb(a);return}function MS(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function NS(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==96709?a+4|0:0)|0}function OS(a){a=a|0;return 5584}function PS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function QS(a){a=a|0;sOb(a);return}function RS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<56){c=0;return c|0}a=a+8|0;d=c;e=a+56|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+56|0;return c|0}function SS(a){a=a|0;return a+8|0}function TS(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(56)|0;p[d>>3]=+p[a>>3];p[d+8>>3]=+p[a+8>>3];p[d+16>>3]=+p[a+16>>3];p[d+24>>3]=+p[a+24>>3];p[d+32>>3]=+p[a+32>>3];p[d+40>>3]=+p[a+40>>3];p[d+48>>3]=+p[a+48>>3];f[c>>2]=d;a=td(5640,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function US(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262876;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262876)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262876)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VS(a){a=a|0;sOb(a);return}function WS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23276;f[b+4>>2]=f[a+4>>2];return b|0}function XS(a,b){a=a|0;b=b|0;f[b>>2]=23276;f[b+4>>2]=f[a+4>>2];return}function YS(a){a=a|0;return}function ZS(a){a=a|0;sOb(a);return}function _S(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $S(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97136?a+4|0:0)|0}function aT(a){a=a|0;return 5664}function bT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cT(a){a=a|0;sOb(a);return}function dT(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function eT(a){a=a|0;return a+4|0}function fT(a){a=a|0;var b=0,c=0;a=u;u=u+16|0;b=a;c=pOb(1)|0;f[b>>2]=c;b=td(4664,b|0)|0;fd(f[64564]|0);f[64564]=b;fd(0);u=a;return}function gT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262877;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262877)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262877)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function hT(a){a=a|0;sOb(a);return}function iT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23344;f[b+4>>2]=f[a+4>>2];return b|0}function jT(a,b){a=a|0;b=b|0;f[b>>2]=23344;f[b+4>>2]=f[a+4>>2];return}function kT(a){a=a|0;return}function lT(a){a=a|0;sOb(a);return}function mT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function nT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97523?a+4|0:0)|0}function oT(a){a=a|0;return 5736}function pT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function qT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function rT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262878;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262878)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262878)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sT(a){a=a|0;sOb(a);return}function tT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23388;f[b+4>>2]=f[a+4>>2];return b|0}function uT(a,b){a=a|0;b=b|0;f[b>>2]=23388;f[b+4>>2]=f[a+4>>2];return}function vT(a){a=a|0;return}function wT(a){a=a|0;sOb(a);return}function xT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97803?a+4|0:0)|0}function zT(a){a=a|0;return 5760}function AT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BT(a){a=a|0;sOb(a);return}function CT(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function DT(a){a=a|0;return a+4|0}function ET(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function FT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262879;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262879)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262879)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function GT(a){a=a|0;sOb(a);return}function HT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23456;f[b+4>>2]=f[a+4>>2];return b|0}function IT(a,b){a=a|0;b=b|0;f[b>>2]=23456;f[b+4>>2]=f[a+4>>2];return}function JT(a){a=a|0;return}function KT(a){a=a|0;sOb(a);return}function LT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function MT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==98279?a+4|0:0)|0}function NT(a){a=a|0;return 5832}function OT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function PT(a){a=a|0;sOb(a);return}function QT(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function RT(a){a=a|0;return a+4|0}function ST(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function TT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262880;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262880)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262880)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function UT(a){a=a|0;sOb(a);return}function VT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23524;f[b+4>>2]=f[a+4>>2];return b|0}function WT(a,b){a=a|0;b=b|0;f[b>>2]=23524;f[b+4>>2]=f[a+4>>2];return}function XT(a){a=a|0;return}function YT(a){a=a|0;sOb(a);return}function ZT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function _T(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==98754?a+4|0:0)|0}function $T(a){a=a|0;return 5904}function aU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function bU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;hQ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function cU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262881;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262881)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262881)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dU(a){a=a|0;sOb(a);return}function eU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23568;f[b+4>>2]=f[a+4>>2];return b|0}function fU(a,b){a=a|0;b=b|0;f[b>>2]=23568;f[b+4>>2]=f[a+4>>2];return}function gU(a){a=a|0;return}function hU(a){a=a|0;sOb(a);return}function iU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99034?a+4|0:0)|0}function kU(a){a=a|0;return 5928}function lU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mU(a){a=a|0;sOb(a);return}function nU(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function oU(a){a=a|0;return a+4|0}function pU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function qU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262882;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262882)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262882)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function rU(a){a=a|0;sOb(a);return}function sU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23636;f[b+4>>2]=f[a+4>>2];return b|0}function tU(a,b){a=a|0;b=b|0;f[b>>2]=23636;f[b+4>>2]=f[a+4>>2];return}function uU(a){a=a|0;return}function vU(a){a=a|0;sOb(a);return}function wU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function xU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99510?a+4|0:0)|0}function yU(a){a=a|0;return 6e3}function zU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function AU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function BU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262883;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262883)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262883)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function CU(a){a=a|0;sOb(a);return}function DU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23680;f[b+4>>2]=f[a+4>>2];return b|0}function EU(a,b){a=a|0;b=b|0;f[b>>2]=23680;f[b+4>>2]=f[a+4>>2];return}function FU(a){a=a|0;return}function GU(a){a=a|0;sOb(a);return}function HU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function IU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99791?a+4|0:0)|0}function JU(a){a=a|0;return 6024}function KU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function LU(a){a=a|0;sOb(a);return}function MU(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NU(a){a=a|0;return a+4|0}function OU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function PU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262884;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262884)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262884)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QU(a){a=a|0;sOb(a);return}function RU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23748;f[b+4>>2]=f[a+4>>2];return b|0}function SU(a,b){a=a|0;b=b|0;f[b>>2]=23748;f[b+4>>2]=f[a+4>>2];return}function TU(a){a=a|0;return}function UU(a){a=a|0;sOb(a);return}function VU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==100266?a+4|0:0)|0}function XU(a){a=a|0;return 6096}function YU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;_U(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function _U(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function $U(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262885;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262885)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262885)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function aV(a){a=a|0;sOb(a);return}function bV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23792;f[b+4>>2]=f[a+4>>2];return b|0}function cV(a,b){a=a|0;b=b|0;f[b>>2]=23792;f[b+4>>2]=f[a+4>>2];return}function dV(a){a=a|0;return}function eV(a){a=a|0;sOb(a);return}function fV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function gV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==100546?a+4|0:0)|0}function hV(a){a=a|0;return 6120}function iV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function jV(a){a=a|0;sOb(a);return}function kV(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function lV(a){a=a|0;return a+4|0}function mV(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function nV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262886;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262886)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262886)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function oV(a){a=a|0;sOb(a);return}function pV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23860;f[b+4>>2]=f[a+4>>2];return b|0}function qV(a,b){a=a|0;b=b|0;f[b>>2]=23860;f[b+4>>2]=f[a+4>>2];return}function rV(a){a=a|0;return}function sV(a){a=a|0;sOb(a);return}function tV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function uV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101021?a+4|0:0)|0}function vV(a){a=a|0;return 6192}function wV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function xV(a){a=a|0;sOb(a);return}function yV(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function zV(a){a=a|0;return a+4|0}function AV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function BV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262887;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262887)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262887)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function CV(a){a=a|0;sOb(a);return}function DV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23928;f[b+4>>2]=f[a+4>>2];return b|0}function EV(a,b){a=a|0;b=b|0;f[b>>2]=23928;f[b+4>>2]=f[a+4>>2];return}function FV(a){a=a|0;return}function GV(a){a=a|0;sOb(a);return}function HV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function IV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101493?a+4|0:0)|0}function JV(a){a=a|0;return 6264}function KV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function LV(a){a=a|0;sOb(a);return}function MV(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NV(a){a=a|0;return a+4|0}function OV(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function PV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262888;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262888)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262888)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QV(a){a=a|0;sOb(a);return}function RV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23996;f[b+4>>2]=f[a+4>>2];return b|0}function SV(a,b){a=a|0;b=b|0;f[b>>2]=23996;f[b+4>>2]=f[a+4>>2];return}function TV(a){a=a|0;return}function UV(a){a=a|0;sOb(a);return}function VV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101968?a+4|0:0)|0}function XV(a){a=a|0;return 6336}function YV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function _V(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262889;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262889)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262889)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $V(a){a=a|0;sOb(a);return}function aW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24040;f[b+4>>2]=f[a+4>>2];return b|0}function bW(a,b){a=a|0;b=b|0;f[b>>2]=24040;f[b+4>>2]=f[a+4>>2];return}function cW(a){a=a|0;return}function dW(a){a=a|0;sOb(a);return}function eW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==102248?a+4|0:0)|0}function gW(a){a=a|0;return 6360}function hW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;cL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function jW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262890;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262890)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262890)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function kW(a){a=a|0;sOb(a);return}function lW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24084;f[b+4>>2]=f[a+4>>2];return b|0}function mW(a,b){a=a|0;b=b|0;f[b>>2]=24084;f[b+4>>2]=f[a+4>>2];return}function nW(a){a=a|0;return}function oW(a){a=a|0;sOb(a);return}function pW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function qW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==102529?a+4|0:0)|0}function rW(a){a=a|0;return 6384}function sW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function tW(a){a=a|0;sOb(a);return}function uW(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function vW(a){a=a|0;return a+4|0}function wW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function xW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262891;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262891)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262891)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yW(a){a=a|0;sOb(a);return}function zW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24152;f[b+4>>2]=f[a+4>>2];return b|0}function AW(a,b){a=a|0;b=b|0;f[b>>2]=24152;f[b+4>>2]=f[a+4>>2];return}function BW(a){a=a|0;return}function CW(a){a=a|0;sOb(a);return}function DW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103005?a+4|0:0)|0}function FW(a){a=a|0;return 6456}function GW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function IW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262892;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262892)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262892)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function JW(a){a=a|0;sOb(a);return}function KW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24196;f[b+4>>2]=f[a+4>>2];return b|0}function LW(a,b){a=a|0;b=b|0;f[b>>2]=24196;f[b+4>>2]=f[a+4>>2];return}function MW(a){a=a|0;return}function NW(a){a=a|0;sOb(a);return}function OW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function PW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103287?a+4|0:0)|0}function QW(a){a=a|0;return 6480}function RW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function SW(a){a=a|0;sOb(a);return}function TW(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function UW(a){a=a|0;return a+4|0}function VW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function WW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262893;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262893)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262893)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function XW(a){a=a|0;sOb(a);return}function YW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24264;f[b+4>>2]=f[a+4>>2];return b|0}function ZW(a,b){a=a|0;b=b|0;f[b>>2]=24264;f[b+4>>2]=f[a+4>>2];return}function _W(a){a=a|0;return}function $W(a){a=a|0;sOb(a);return}function aX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function bX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103766?a+4|0:0)|0}function cX(a){a=a|0;return 6552}function dX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function eX(a){a=a|0;sOb(a);return}function fX(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function gX(a){a=a|0;return a+4|0}function hX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function iX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262894;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262894)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262894)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jX(a){a=a|0;sOb(a);return}function kX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24332;f[b+4>>2]=f[a+4>>2];return b|0}function lX(a,b){a=a|0;b=b|0;f[b>>2]=24332;f[b+4>>2]=f[a+4>>2];return}function mX(a){a=a|0;return}function nX(a){a=a|0;sOb(a);return}function oX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104238?a+4|0:0)|0}function qX(a){a=a|0;return 6624}function rX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function tX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262895;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262895)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262895)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function uX(a){a=a|0;sOb(a);return}function vX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24376;f[b+4>>2]=f[a+4>>2];return b|0}function wX(a,b){a=a|0;b=b|0;f[b>>2]=24376;f[b+4>>2]=f[a+4>>2];return}function xX(a){a=a|0;return}function yX(a){a=a|0;sOb(a);return}function zX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function AX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104519?a+4|0:0)|0}function BX(a){a=a|0;return 6648}function CX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function DX(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function EX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262896;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262896)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262896)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FX(a){a=a|0;sOb(a);return}function GX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24420;f[b+4>>2]=f[a+4>>2];return b|0}function HX(a,b){a=a|0;b=b|0;f[b>>2]=24420;f[b+4>>2]=f[a+4>>2];return}function IX(a){a=a|0;return}function JX(a){a=a|0;sOb(a);return}function KX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104800?a+4|0:0)|0}function MX(a){a=a|0;return 6672}function NX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function PX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262897;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262897)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262897)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QX(a){a=a|0;sOb(a);return}function RX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24464;f[b+4>>2]=f[a+4>>2];return b|0}function SX(a,b){a=a|0;b=b|0;f[b>>2]=24464;f[b+4>>2]=f[a+4>>2];return}function TX(a){a=a|0;return}function UX(a){a=a|0;sOb(a);return}function VX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105082?a+4|0:0)|0}function XX(a){a=a|0;return 6696}function YX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZX(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function _X(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262898;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262898)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262898)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $X(a){a=a|0;sOb(a);return}function aY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24508;f[b+4>>2]=f[a+4>>2];return b|0}function bY(a,b){a=a|0;b=b|0;f[b>>2]=24508;f[b+4>>2]=f[a+4>>2];return}function cY(a){a=a|0;return}function dY(a){a=a|0;sOb(a);return}function eY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105365?a+4|0:0)|0}function gY(a){a=a|0;return 6720}function hY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iY(a){a=a|0;sOb(a);return}function jY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function kY(a){a=a|0;return a+4|0}function lY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function mY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262899;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262899)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262899)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function nY(a){a=a|0;sOb(a);return}function oY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24576;f[b+4>>2]=f[a+4>>2];return b|0}function pY(a,b){a=a|0;b=b|0;f[b>>2]=24576;f[b+4>>2]=f[a+4>>2];return}function qY(a){a=a|0;return}function rY(a){a=a|0;sOb(a);return}function sY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function tY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105846?a+4|0:0)|0}function uY(a){a=a|0;return 6792}function vY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function wY(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function xY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262900;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262900)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262900)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yY(a){a=a|0;sOb(a);return}function zY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24620;f[b+4>>2]=f[a+4>>2];return b|0}function AY(a,b){a=a|0;b=b|0;f[b>>2]=24620;f[b+4>>2]=f[a+4>>2];return}function BY(a){a=a|0;return}function CY(a){a=a|0;sOb(a);return}function DY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==106128?a+4|0:0)|0}function FY(a){a=a|0;return 6816}function GY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HY(a){a=a|0;sOb(a);return}function IY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function JY(a){a=a|0;return a+4|0}function KY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function LY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262901;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262901)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262901)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function MY(a){a=a|0;sOb(a);return}function NY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24688;f[b+4>>2]=f[a+4>>2];return b|0}function OY(a,b){a=a|0;b=b|0;f[b>>2]=24688;f[b+4>>2]=f[a+4>>2];return}function PY(a){a=a|0;return}function QY(a){a=a|0;sOb(a);return}function RY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function SY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==106605?a+4|0:0)|0}function TY(a){a=a|0;return 6888}function UY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VY(a){a=a|0;sOb(a);return}function WY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function XY(a){a=a|0;return a+4|0}function YY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function ZY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262902;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262902)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262902)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function _Y(a){a=a|0;sOb(a);return}function $Y(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24756;f[b+4>>2]=f[a+4>>2];return b|0}function aZ(a,b){a=a|0;b=b|0;f[b>>2]=24756;f[b+4>>2]=f[a+4>>2];return}function bZ(a){a=a|0;return}function cZ(a){a=a|0;sOb(a);return}function dZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function eZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107086?a+4|0:0)|0}function fZ(a){a=a|0;return 6960}function gZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function hZ(a){a=a|0;sOb(a);return}function iZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function jZ(a){a=a|0;return a+4|0}function kZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function lZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262903;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262903)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262903)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function mZ(a){a=a|0;sOb(a);return}function nZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24824;f[b+4>>2]=f[a+4>>2];return b|0}function oZ(a,b){a=a|0;b=b|0;f[b>>2]=24824;f[b+4>>2]=f[a+4>>2];return}function pZ(a){a=a|0;return}function qZ(a){a=a|0;sOb(a);return}function rZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function sZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107551?a+4|0:0)|0}function tZ(a){a=a|0;return 7032}function uZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function vZ(a){a=a|0;sOb(a);return}function wZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function xZ(a){a=a|0;return a+4|0}function yZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function zZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262904;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262904)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262904)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function AZ(a){a=a|0;sOb(a);return}function BZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24892;f[b+4>>2]=f[a+4>>2];return b|0}function CZ(a,b){a=a|0;b=b|0;f[b>>2]=24892;f[b+4>>2]=f[a+4>>2];return}function DZ(a){a=a|0;return}function EZ(a){a=a|0;sOb(a);return}function FZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function GZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107955?a+4|0:0)|0}function HZ(a){a=a|0;return 7104}function IZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function JZ(a){a=a|0;sOb(a);return}function KZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function LZ(a){a=a|0;return a+4|0}function MZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function NZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262905;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262905)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262905)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function OZ(a){a=a|0;sOb(a);return}function PZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24960;f[b+4>>2]=f[a+4>>2];return b|0}function QZ(a,b){a=a|0;b=b|0;f[b>>2]=24960;f[b+4>>2]=f[a+4>>2];return}function RZ(a){a=a|0;return}function SZ(a){a=a|0;sOb(a);return}function TZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function UZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==108383?a+4|0:0)|0}function VZ(a){a=a|0;return 7176}function WZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function XZ(a){a=a|0;sOb(a);return}function YZ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function ZZ(a){a=a|0;return a+4|0}function _Z(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function $Z(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262906;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262906)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262906)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function a_(a){a=a|0;sOb(a);return}function b_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25028;f[b+4>>2]=f[a+4>>2];return b|0}function c_(a,b){a=a|0;b=b|0;f[b>>2]=25028;f[b+4>>2]=f[a+4>>2];return}function d_(a){a=a|0;return}function e_(a){a=a|0;sOb(a);return}function f_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function g_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==108860?a+4|0:0)|0}function h_(a){a=a|0;return 7248}function i_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function j_(a){a=a|0;sOb(a);return}function k_(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function l_(a){a=a|0;return a+4|0}function m_(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function n_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262907;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262907)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262907)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function o_(a){a=a|0;sOb(a);return}function p_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25096;f[b+4>>2]=f[a+4>>2];return b|0}function q_(a,b){a=a|0;b=b|0;f[b>>2]=25096;f[b+4>>2]=f[a+4>>2];return}function r_(a){a=a|0;return}function s_(a){a=a|0;sOb(a);return}function t_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function u_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==109322?a+4|0:0)|0}function v_(a){a=a|0;return 7320}function w_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function x_(a){a=a|0;sOb(a);return}function y_(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+8|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function z_(a){a=a|0;return a+8|0}function A_(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(7376,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function B_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262908;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262908)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262908)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function C_(a){a=a|0;sOb(a);return}function D_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25164;f[b+4>>2]=f[a+4>>2];return b|0}function E_(a,b){a=a|0;b=b|0;f[b>>2]=25164;f[b+4>>2]=f[a+4>>2];return}function F_(a){a=a|0;return}function G_(a){a=a|0;sOb(a);return}function H_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function I_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==109728?a+4|0:0)|0}function J_(a){a=a|0;return 7400}function K_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function L_(a){a=a|0;sOb(a);return}function M_(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function N_(a){a=a|0;return a+4|0}function O_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;c=b;d=pOb(8)|0;g=a;e=f[g+4>>2]|0;a=d;f[a>>2]=f[g>>2];f[a+4>>2]=e;f[c>>2]=d;a=td(7456,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function P_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262909;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262909)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262909)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Q_(a){a=a|0;sOb(a);return}function R_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25232;f[b+4>>2]=f[a+4>>2];return b|0}function S_(a,b){a=a|0;b=b|0;f[b>>2]=25232;f[b+4>>2]=f[a+4>>2];return}function T_(a){a=a|0;return}function U_(a){a=a|0;sOb(a);return}function V_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function W_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110134?a+4|0:0)|0}function X_(a){a=a|0;return 7480}function Y_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Z_(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(400,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function __(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262910;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262910)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262910)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $_(a){a=a|0;sOb(a);return}function a$(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25276;f[b+4>>2]=f[a+4>>2];return b|0}function b$(a,b){a=a|0;b=b|0;f[b>>2]=25276;f[b+4>>2]=f[a+4>>2];return}function c$(a){a=a|0;return}function d$(a){a=a|0;sOb(a);return}function e$(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function f$(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110380?a+4|0:0)|0}function g$(a){a=a|0;return 7504}function h$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function i$(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(12)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[c>>2]=d;a=td(2968,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function j$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262911;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262911)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262911)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function k$(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j;g=a+4|0;c=f[g>>2]|0;h=f[a>>2]|0;i=h+4|0;if((c|0)!=((f[i>>2]|0)-(f[h>>2]|0)>>2|0)){i=c;h=f[h>>2]|0;i=h+(i<<2)|0;i=f[i>>2]|0;u=j;return i|0}c=pOb(944)|0;dQb(c|0,0,944)|0;f[c>>2]=25364;f[c+60>>2]=0;f[c+64>>2]=0;f[c+68>>2]=0;f[c+56>>2]=25412;f[c+72>>2]=25460;f[c+276>>2]=0;f[c+280>>2]=0;f[c+284>>2]=0;f[c+272>>2]=25532;f[c+384>>2]=0;f[c+388>>2]=0;f[c+392>>2]=0;f[c+396>>2]=-1;b[c+496>>0]=0;f[c+288>>2]=25580;f[c+508>>2]=0;f[c+512>>2]=0;f[c+516>>2]=0;f[c+504>>2]=20568;f[c+520>>2]=18528;f[c+540>>2]=0;f[c+544>>2]=0;f[c+548>>2]=0;f[c+536>>2]=25628;b[c+672>>0]=0;f[c+552>>2]=25676;f[c+684>>2]=0;f[c+688>>2]=0;f[c+692>>2]=0;f[c+680>>2]=25700;b[c+936>>0]=0;f[c+696>>2]=25748;f[e>>2]=c;d=f[i>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=c;f[i>>2]=d+4}else t$(h,e);h=f[a>>2]|0;i=f[g>>2]|0;h=f[h>>2]|0;i=h+(i<<2)|0;i=f[i>>2]|0;u=j;return i|0}function l$(a){a=a|0;sOb(a);return}function m$(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25320;f[b+4>>2]=f[a+4>>2];return b|0}function n$(a,b){a=a|0;b=b|0;f[b>>2]=25320;f[b+4>>2]=f[a+4>>2];return}function o$(a){a=a|0;return}function p$(a){a=a|0;sOb(a);return}function q$(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function r$(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110646?a+4|0:0)|0}function s$(a){a=a|0;return 7528}function t$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function u$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25364;f[a+680>>2]=25724;b=f[a+684>>2]|0;if(b|0){c=a+688|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b)}f[a+536>>2]=25652;b=f[a+540>>2]|0;if(b|0){c=a+544|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b)}U$(a+272|0);f[a+56>>2]=25436;b=f[a+60>>2]|0;if(!b){f[a>>2]=25388;a=a+4|0;B$(a);return}c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-192-b|0)>>>0)/192|0)*192|0);sOb(b);f[a>>2]=25388;a=a+4|0;B$(a);return}function v$(a){a=a|0;u$(a);sOb(a);return}function w$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=a+56|0;d=a+272|0;e=a+536|0;g=a+680|0;b=Sg[f[(f[h>>2]|0)+8>>2]&255](h,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){h=0;return h|0}h=a+4|0;c=a+60|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+8|0;g=a+64|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+12|0;h=a+68|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+16|0;c=a+276|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+20|0;g=a+280|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+24|0;h=a+284|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+28|0;c=a+540|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+32|0;g=a+544|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+36|0;h=a+548|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+40|0;c=a+684|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+44|0;g=a+688|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+48|0;h=a+692|0;a=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=a;h=b;return h|0}function x$(a){a=a|0;return a+4|0}function y$(a){a=a|0;f[a>>2]=25388;B$(a+4|0);return}function z$(a){a=a|0;yf()}function A$(a){a=a|0;var c=0,d=0,e=0,g=0.0;c=f[a+16>>2]|0;d=f[a+24>>2]|0;e=f[a+216>>2]|0;a:{f[(c+392|0)>>2]=e;e=f[(d+396|0)>>2]|0;f[(d+396|0)>>2]=f[(c+396|0)>>2];f[(c+396|0)>>2]=e;e=f[(d+400|0)>>2]|0;f[(d+400|0)>>2]=f[(c+400|0)>>2];f[(c+400|0)>>2]=e;e=f[(d+404|0)>>2]|0;f[(d+404|0)>>2]=f[(c+404|0)>>2];f[(c+404|0)>>2]=e;e=f[(d+408|0)>>2]|0;f[(d+408|0)>>2]=f[(c+408|0)>>2];f[(c+408|0)>>2]=e;e=f[(d+412|0)>>2]|0;f[(d+412|0)>>2]=f[(c+412|0)>>2];f[(c+412|0)>>2]=e;e=f[(d+416|0)>>2]|0;f[(d+416|0)>>2]=f[(c+416|0)>>2];f[(c+416|0)>>2]=e;e=f[(d+420|0)>>2]|0;f[(d+420|0)>>2]=f[(c+420|0)>>2];f[(c+420|0)>>2]=e;e=f[(d+424|0)>>2]|0;f[(d+424|0)>>2]=f[(c+424|0)>>2];f[(c+424|0)>>2]=e;e=f[(d+428|0)>>2]|0;f[(d+428|0)>>2]=f[(c+428|0)>>2];f[(c+428|0)>>2]=e;e=f[(d+432|0)>>2]|0;f[(d+432|0)>>2]=f[(c+432|0)>>2];f[(c+432|0)>>2]=e;e=f[(d+436|0)>>2]|0;f[(d+436|0)>>2]=f[(c+436|0)>>2];f[(c+436|0)>>2]=e;g=+p[(d+440|0)>>3];p[(d+440|0)>>3]=+p[(c+440|0)>>3];p[(c+440|0)>>3]=g;g=+p[(d+448|0)>>3];p[(d+448|0)>>3]=+p[(c+448|0)>>3];p[(c+448|0)>>3]=g;g=+p[(d+456|0)>>3];p[(d+456|0)>>3]=+p[(c+456|0)>>3];p[(c+456|0)>>3]=g;g=+p[(d+464|0)>>3];p[(d+464|0)>>3]=+p[(c+464|0)>>3];p[(c+464|0)>>3]=g;g=+p[(d+472|0)>>3];p[(d+472|0)>>3]=+p[(c+472|0)>>3];p[(c+472|0)>>3]=g;g=+p[(d+480|0)>>3];p[(d+480|0)>>3]=+p[(c+480|0)>>3];p[(c+480|0)>>3]=g;g=+p[(d+488|0)>>3];p[(d+488|0)>>3]=+p[(c+488|0)>>3];p[(c+488|0)>>3]=g;g=+p[(d+496|0)>>3];p[(d+496|0)>>3]=+p[(c+496|0)>>3];p[(c+496|0)>>3]=g;g=+p[(d+504|0)>>3];p[(d+504|0)>>3]=+p[(c+504|0)>>3];p[(c+504|0)>>3]=g;g=+p[(d+512|0)>>3];p[(d+512|0)>>3]=+p[(c+512|0)>>3];p[(c+512|0)>>3]=g;g=+p[(d+520|0)>>3];p[(d+520|0)>>3]=+p[(c+520|0)>>3];p[(c+520|0)>>3]=g;g=+p[(d+528|0)>>3];p[(d+528|0)>>3]=+p[(c+528|0)>>3];p[(c+528|0)>>3]=g;g=+p[(d+536|0)>>3];p[(d+536|0)>>3]=+p[(c+536|0)>>3];p[(c+536|0)>>3]=g;g=+p[(d+544|0)>>3];p[(d+544|0)>>3]=+p[(c+544|0)>>3];p[(c+544|0)>>3]=g;g=+p[(d+552|0)>>3];p[(d+552|0)>>3]=+p[(c+552|0)>>3];p[(c+552|0)>>3]=g;g=+p[(d+560|0)>>3];p[(d+560|0)>>3]=+p[(c+560|0)>>3];p[(c+560|0)>>3]=g;g=+p[(d+568|0)>>3];p[(d+568|0)>>3]=+p[(c+568|0)>>3];p[(c+568|0)>>3]=g;g=+p[(d+576|0)>>3];p[(d+576|0)>>3]=+p[(c+576|0)>>3];p[(c+576|0)>>3]=g;g=+p[(d+584|0)>>3];p[(d+584|0)>>3]=+p[(c+584|0)>>3];p[(c+584|0)>>3]=g;g=+p[(d+592|0)>>3];p[(d+592|0)>>3]=+p[(c+592|0)>>3];p[(c+592|0)>>3]=g;g=+p[(d+600|0)>>3];p[(d+600|0)>>3]=+p[(c+600|0)>>3];p[(c+600|0)>>3]=g;g=+p[(d+608|0)>>3];p[(d+608|0)>>3]=+p[(c+608|0)>>3];p[(c+608|0)>>3]=g;g=+p[(d+616|0)>>3];p[(d+616|0)>>3]=+p[(c+616|0)>>3];p[(c+616|0)>>3]=g;g=+p[(d+624|0)>>3];p[(d+624|0)>>3]=+p[(c+624|0)>>3];p[(c+624|0)>>3]=g;g=+p[(d+632|0)>>3];p[(d+632|0)>>3]=+p[(c+632|0)>>3];p[(c+632|0)>>3]=g;g=+p[(d+640|0)>>3];p[(d+640|0)>>3]=+p[(c+640|0)>>3];p[(c+640|0)>>3]=g;g=+p[(d+648|0)>>3];p[(d+648|0)>>3]=+p[(c+648|0)>>3];p[(c+648|0)>>3]=g;g=+p[(d+656|0)>>3];p[(d+656|0)>>3]=+p[(c+656|0)>>3];p[(c+656|0)>>3]=g;g=+p[(d+664|0)>>3];p[(d+664|0)>>3]=+p[(c+664|0)>>3];p[(c+664|0)>>3]=g;g=+p[(d+672|0)>>3];p[(d+672|0)>>3]=+p[(c+672|0)>>3];p[(c+672|0)>>3]=g;g=+p[(d+680|0)>>3];p[(d+680|0)>>3]=+p[(c+680|0)>>3];p[(c+680|0)>>3]=g;g=+p[(d+688|0)>>3];p[(d+688|0)>>3]=+p[(c+688|0)>>3];p[(c+688|0)>>3]=g;e=f[(d+696|0)>>2]|0;f[(d+696|0)>>2]=f[(c+696|0)>>2];f[(c+696|0)>>2]=e;e=f[(d+700|0)>>2]|0;f[(d+700|0)>>2]=f[(c+700|0)>>2];f[(c+700|0)>>2]=e;e=f[(d+704|0)>>2]|0;f[(d+704|0)>>2]=f[(c+704|0)>>2];f[(c+704|0)>>2]=e;e=f[(d+708|0)>>2]|0;f[(d+708|0)>>2]=f[(c+708|0)>>2];f[(c+708|0)>>2]=e;e=f[(d+712|0)>>2]|0;f[(d+712|0)>>2]=f[(c+712|0)>>2];f[(c+712|0)>>2]=e;e=f[(d+716|0)>>2]|0;f[(d+716|0)>>2]=f[(c+716|0)>>2];f[(c+716|0)>>2]=e;e=f[(d+720|0)>>2]|0;f[(d+720|0)>>2]=f[(c+720|0)>>2];f[(c+720|0)>>2]=e;e=f[(d+724|0)>>2]|0;f[(d+724|0)>>2]=f[(c+724|0)>>2];f[(c+724|0)>>2]=e;e=f[(d+728|0)>>2]|0;f[(d+728|0)>>2]=f[(c+728|0)>>2];f[(c+728|0)>>2]=e;f[(c+732|0)>>2]=f[(d+732|0)>>2];f[(c+732|0)+4>>2]=f[(d+732|0)+4>>2];f[(c+732|0)+8>>2]=f[(d+732|0)+8>>2];b[(c+732|0)+12>>0]=b[(d+732|0)+12>>0]|0;f[a+840>>2]=6;f[a+844>>2]=c|0;break a}}
+function msb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function nsb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0;i=f[a>>2]|0;d=f[b>>2]|0;i=i+(((d-i|0)/192|0)*192|0)|0;b=f[c>>2]|0;if((b|0)==(d|0))return i|0;b=i+(((b-d|0)/192|0)*192|0)|0;h=a+4|0;g=f[h>>2]|0;if((b|0)==(g|0))c=i;else{c=i;do{d=c;a=b;e=d+36|0;do{f[d>>2]=f[a>>2];d=d+4|0;a=a+4|0}while((d|0)<(e|0));a=b+40|0;j=+p[a>>3];d=c+40|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+48|0;j=+p[d>>3];a=c+48|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+56|0;j=+p[a>>3];d=c+56|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+64|0;j=+p[d>>3];a=c+64|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+72|0;j=+p[a>>3];d=c+72|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+80|0;j=+p[d>>3];a=c+80|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=c+88|0;d=b+88|0;e=f[d>>2]|0;f[d>>2]=f[a>>2];f[a>>2]=e;a=b+92|0;e=f[a>>2]|0;d=c+92|0;f[a>>2]=f[d>>2];f[d>>2]=e;d=b+96|0;e=f[d>>2]|0;a=c+96|0;f[d>>2]=f[a>>2];f[a>>2]=e;a=c+100|0;e=b+100|0;d=f[e>>2]|0;f[e>>2]=f[a>>2];f[a>>2]=d;a=b+104|0;d=f[a>>2]|0;e=c+104|0;f[a>>2]=f[e>>2];f[e>>2]=d;e=b+108|0;d=f[e>>2]|0;a=c+108|0;f[e>>2]=f[a>>2];f[a>>2]=d;a=b+112|0;j=+p[a>>3];d=c+112|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+120|0;j=+p[d>>3];a=c+120|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+128|0;j=+p[a>>3];d=c+128|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+136|0;j=+p[d>>3];a=c+136|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+144|0;j=+p[a>>3];d=c+144|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+152|0;j=+p[d>>3];a=c+152|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+160|0;j=+p[a>>3];d=c+160|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+168|0;j=+p[d>>3];a=c+168|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+176|0;j=+p[a>>3];d=c+176|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+184|0;a=f[d+4>>2]|0;e=c+184|0;f[e>>2]=f[d>>2];f[e+4>>2]=a;b=b+192|0;c=c+192|0}while((b|0)!=(g|0));b=f[h>>2]|0}if((b|0)==(c|0))return i|0;f[h>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);return i|0}function osb(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0;N=0;na=u;u=u+3632|0;a:while(1){l=c;Y=c+-208|0;B=c+-416|0;C=c+-24|0;M=c+-16|0;Z=c+-172|0;_=c+-168|0;$=c+-164|0;S=c+-160|0;T=c+-156|0;U=c+-152|0;V=c+-144|0;W=c+-136|0;X=c+-128|0;ea=c+-120|0;aa=c+-116|0;ba=c+-112|0;ca=c+-108|0;fa=c+-88|0;ga=c+-80|0;ha=c+-72|0;ia=c+-64|0;ja=c+-56|0;ka=c+-48|0;la=c+-40|0;ma=c+-32|0;da=c+-24|0;i=a;while(1){R=i;b:while(1){m=R;switch((l-m|0|0)/208|0|0){case 2:{N=5;break a}case 3:{N=15;break a}case 4:{N=16;break a}case 5:{N=17;break a}case 1:case 0:{N=144;break a}default:{}}if((l-m|0|0)<1456){N=19;break a}o=R+((((l-m|0)>>>0)/416|0)*208|0)|0;if((l-m|0|0)>207792)j=Dsb(R,R+((((l-m|0)>>>0)/832|0)*208|0)|0,o,o+((((l-m|0)>>>0)/832|0)*208|0)|0,Y)|0;else j=Bsb(R,o,Y)|0;z=R+184|0;g=~~+p[z>>3]>>>0;A=R+((((l-m|0)>>>0)/416|0)*208|0)+184|0;h=~~+p[A>>3]>>>0;if(g>>>0<h>>>0){F=Y;I=j;break}if(g>>>0<=h>>>0){d=+p[R+192>>3];e=+p[R+((((l-m|0)>>>0)/416|0)*208|0)+192>>3];if(d<e){F=Y;I=j;break}if(!(d>e))if(gub(R,o)|0){F=Y;I=j;break}}f[na+312>>2]=E;f[na+392>>2]=R;f[na+600>>2]=aa;f[na+648>>2]=ba;f[na+688>>2]=ca;f[na+824>>2]=da;f[na+832>>2]=S;f[na+864>>2]=T;f[na+888>>2]=U;f[na+920>>2]=V;f[na+944>>2]=W;f[na+968>>2]=X;f[na+1016>>2]=ea;f[na+1032>>2]=fa;f[na+1064>>2]=ga;f[na+1096>>2]=ha;f[na+1152>>2]=l;f[na+1160>>2]=ia;f[na+1216>>2]=ja;f[na+1280>>2]=ka;f[na+1312>>2]=la;f[na+1360>>2]=ma;f[na+1424>>2]=m;f[na+1488>>2]=o;f[na+1496>>2]=z;f[na+1512>>2]=A;f[na+1600>>2]=Y;f[na+2024>>2]=B;f[na+2280>>2]=K;f[na+2496>>2]=C;f[na+2936>>2]=M;f[na+3288>>2]=Z;f[na+3352>>2]=_;f[na+3376>>2]=$;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3504>>2]=0;f[na+3508>>2]=0;utb(na);E=f[na+312>>2]|0;R=f[na+392>>2]|0;K=f[na+2280>>2]|0;O=f[na+3408>>2]|0;P=f[na+3424>>2]|0;Q=f[na+3432>>2]|0;N=f[na+3448>>2]|0;G=f[na+3504>>2]|0;D=f[na+3508>>2]|0;H=+n[na+3508>>2];f[na+3504>>2]=0;f[na+3508>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 7:break a}if((G|0)==3)continue;if((G|0)==4)switch(D|0){case 8:continue b}}f[na+288>>2]=i;f[na+312>>2]=E;f[na+336>>2]=j;f[na+352>>2]=c;f[na+392>>2]=R;f[na+440>>2]=F;f[na+464>>2]=I;f[na+536>>2]=J;f[na+1152>>2]=l;f[na+1424>>2]=m;f[na+1488>>2]=o;f[na+2280>>2]=K;f[na+3304>>2]=L;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3496>>2]=0;f[na+3500>>2]=0;ttb(na);i=f[na+288>>2]|0;F=f[na+440>>2]|0;I=f[na+464>>2]|0;J=f[na+536>>2]|0;L=f[na+3304>>2]|0;O=f[na+3408>>2]|0;P=f[na+3424>>2]|0;Q=f[na+3432>>2]|0;N=f[na+3448>>2]|0;G=f[na+3496>>2]|0;D=f[na+3500>>2]|0;H=+n[na+3500>>2];f[na+3496>>2]=0;f[na+3500>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if((N|0)==142){N=0;osb(J+208|0,c);a=R;c=J;continue}else if((N|0)==143){N=0;if(L){N=144;break}else{a=R;c=J;continue}}}a=1;if(a)if((N|0)==5){a=~~+p[C>>3]>>>0;c=~~+p[R+184>>3]>>>0;if(a>>>0>=c>>>0){if(a>>>0>c>>>0){u=na;return}d=+p[M>>3];e=+p[R+192>>3];if(!(d<e)){if(d>e){u=na;return}if(!(gub(Y,R)|0)){u=na;return}}}O=na+24|0;P=R;Q=O+36|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));a=f[R+36>>2]|0;c=f[R+40>>2]|0;g=f[R+44>>2]|0;h=f[R+48>>2]|0;i=f[R+52>>2]|0;j=f[R+56>>2]|0;d=+p[R+64>>3];e=+p[R+72>>3];k=+p[R+80>>3];O=R+88|0;l=f[O>>2]|0;P=R+92|0;m=f[P>>2]|0;Q=R+96|0;o=f[Q>>2]|0;f[Q>>2]=0;f[P>>2]=0;f[O>>2]=0;O=R+100|0;f[(na+232|0)>>2]=f[O>>2];f[(na+232|0)+4>>2]=f[O+4>>2];f[(na+232|0)+8>>2]=f[O+8>>2];f[(na+232|0)+12>>2]=f[O+12>>2];f[(na+232|0)+16>>2]=f[O+16>>2];q=+p[R+120>>3];r=+p[R+128>>3];s=+p[R+136>>3];t=+p[R+144>>3];v=+p[R+152>>3];w=+p[R+160>>3];x=+p[R+168>>3];y=+p[R+176>>3];O=R+184|0;f[na>>2]=f[O>>2];f[na+4>>2]=f[O+4>>2];f[na+8>>2]=f[O+8>>2];f[na+12>>2]=f[O+12>>2];b[na+16>>0]=b[O+16>>0]|0;psb(R,Y)|0;O=Y;P=na+24|0;Q=O+36|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));f[Z>>2]=a;f[_>>2]=c;f[$>>2]=g;f[S>>2]=h;f[T>>2]=i;f[U>>2]=j;p[V>>3]=d;p[W>>3]=e;p[X>>3]=k;a=f[ea>>2]|0;if(a|0){c=f[aa>>2]|0;if((c|0)!=(a|0))f[aa>>2]=c+(~(((c+-12-a|0)>>>0)/12|0)*12|0);sOb(a);f[ba>>2]=0;f[aa>>2]=0;f[ea>>2]=0}f[ea>>2]=l;f[aa>>2]=m;f[ba>>2]=o;f[ca>>2]=f[(na+232|0)>>2];f[ca+4>>2]=f[(na+232|0)+4>>2];f[ca+8>>2]=f[(na+232|0)+8>>2];f[ca+12>>2]=f[(na+232|0)+12>>2];f[ca+16>>2]=f[(na+232|0)+16>>2];p[fa>>3]=q;p[ga>>3]=r;p[ha>>3]=s;p[ia>>3]=t;p[ja>>3]=v;p[ka>>3]=w;p[la>>3]=x;p[ma>>3]=y;f[da>>2]=f[na>>2];f[da+4>>2]=f[na+4>>2];f[da+8>>2]=f[na+8>>2];f[da+12>>2]=f[na+12>>2];b[da+16>>0]=b[na+16>>0]|0;u=na;return}else a=1;f[na+352>>2]=c;f[na+392>>2]=R;f[na+1600>>2]=Y;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3456>>2]=a;f[na+3488>>2]=0;f[na+3492>>2]=0;stb(na);G=f[na+3488>>2]|0;D=f[na+3492>>2]|0;H=+n[na+3492>>2];f[na+3488>>2]=0;f[na+3492>>2]=0;if((G|0)==5)return}function psb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0;d=a;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));i=a+36|0;h=c+36|0;d=f[h>>2]|0;f[h>>2]=f[i>>2];f[i>>2]=d;i=c+40|0;d=f[i>>2]|0;h=a+40|0;f[i>>2]=f[h>>2];f[h>>2]=d;h=c+44|0;d=f[h>>2]|0;i=a+44|0;f[h>>2]=f[i>>2];f[i>>2]=d;i=a+48|0;d=c+48|0;h=f[d>>2]|0;f[d>>2]=f[i>>2];f[i>>2]=h;i=c+52|0;h=f[i>>2]|0;d=a+52|0;f[i>>2]=f[d>>2];f[d>>2]=h;d=c+56|0;h=f[d>>2]|0;i=a+56|0;f[d>>2]=f[i>>2];f[i>>2]=h;i=c+64|0;j=+p[i>>3];h=a+64|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+72|0;j=+p[h>>3];i=a+72|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+80|0;j=+p[i>>3];h=a+80|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=a+88|0;i=c+88|0;d=f[h>>2]|0;g=a+92|0;if(!d)d=a+96|0;else{e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d);d=a+96|0;f[d>>2]=0;f[g>>2]=0;f[h>>2]=0}f[h>>2]=f[i>>2];h=c+92|0;f[g>>2]=f[h>>2];g=c+96|0;f[d>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;i=a+100|0;h=c+100|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];i=c+120|0;j=+p[i>>3];h=a+120|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+128|0;j=+p[h>>3];i=a+128|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+136|0;j=+p[i>>3];h=a+136|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+144|0;j=+p[h>>3];i=a+144|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+152|0;j=+p[i>>3];h=a+152|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+160|0;j=+p[h>>3];i=a+160|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+168|0;j=+p[i>>3];h=a+168|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+176|0;j=+p[h>>3];i=a+176|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=a+184|0;c=c+184|0;f[i>>2]=f[c>>2];f[i+4>>2]=f[c+4>>2];f[i+8>>2]=f[c+8>>2];f[i+12>>2]=f[c+12>>2];b[i+16>>0]=b[c+16>>0]|0;return a|0}function qsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+8|0;h=f[l>>2]|0;m=a+4|0;d=f[m>>2]|0;if(((h-d|0)/208|0)>>>0>=c>>>0){do{dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;d=(f[m>>2]|0)+208|0;f[m>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/208|0;d=g+c|0;if(d>>>0>20648881)AMb(a);j=(h-e|0)/208|0;k=j<<1;d=j>>>0<10324440?(k>>>0<d>>>0?d:k):20648881;do if(!d)i=0;else if(d>>>0>20648881)vd();else{i=pOb(d*208|0)|0;break}while(0);j=i+(g*208|0)|0;e=j;g=i+(d*208|0)|0;k=e;d=j;do{dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;d=k+208|0;k=d;c=c+-1|0}while((c|0)!=0);h=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(h|0)){c=e;i=h;d=h}else{c=j;do{d=d+-208|0;f0(c+-208|0,d);c=e+-208|0;e=c}while((d|0)!=(h|0));c=e;i=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=c;f[m>>2]=k;f[l>>2]=g;h=i;if((d|0)!=(h|0))do{c=f[d+-120>>2]|0;if(c|0){e=d+-116|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~(((g+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}d=d+-208|0}while((d|0)!=(h|0));if(!i)return;sOb(i);return}function rsb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function ssb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0.0;F=0;J=u;u=u+2704|0;a:while(1){z=c;v=c+-120|0;A=c+-240|0;d=c+-24|0;h=c+-16|0;w=c+-80|0;x=c+-72|0;y=c+-64|0;q=c+-56|0;r=c+-40|0;s=c+-32|0;t=c+-24|0;k=a;f[J+224>>2]=k;f[J+240>>2]=a;f[J+288>>2]=c;f[J+320>>2]=I;f[J+840>>2]=q;f[J+912>>2]=r;f[J+976>>2]=s;f[J+1008>>2]=t;f[J+1256>>2]=z;f[J+1712>>2]=v;f[J+2200>>2]=A;f[J+2304>>2]=d;f[J+2352>>2]=h;f[J+2376>>2]=w;f[J+2408>>2]=x;f[J+2440>>2]=y;f[J+2504>>2]=B;f[J+2520>>2]=C;f[J+2528>>2]=E;f[J+2536>>2]=F;f[J+2584>>2]=0;f[J+2588>>2]=0;wtb(J);a=f[J+240>>2]|0;c=f[J+288>>2]|0;I=f[J+320>>2]|0;B=f[J+2504>>2]|0;C=f[J+2520>>2]|0;E=f[J+2528>>2]|0;F=f[J+2536>>2]|0;G=f[J+2584>>2]|0;D=f[J+2588>>2]|0;H=+n[J+2588>>2];f[J+2584>>2]=0;f[J+2588>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}a=1;if(a)if((F|0)==5){a=~~+p[d>>3]>>>0;c=~~+p[I+96>>3]>>>0;if(a>>>0>=c>>>0){if(a>>>0>c>>>0){u=J;return}e=+p[h>>3];g=+p[I+104>>3];if(!(e<g)){if(e>g){u=J;return}if(!(hub(v,I)|0)){u=J;return}}}B=J+24|0;C=I;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));j=I+40|0;k=I+48|0;a=I+56|0;e=+p[j>>3];g=+p[k>>3];l=+p[a>>3];c=I+64|0;f[(J+64|0)>>2]=f[c>>2];f[(J+64|0)+4>>2]=f[c+4>>2];f[(J+64|0)+8>>2]=f[c+8>>2];f[(J+64|0)+12>>2]=f[c+12>>2];d=I+80|0;h=I+88|0;m=+p[d>>3];o=+p[h>>3];i=I+96|0;f[J>>2]=f[i>>2];f[J+4>>2]=f[i+4>>2];f[J+8>>2]=f[i+8>>2];f[J+12>>2]=f[i+12>>2];b[J+16>>0]=b[i+16>>0]|0;B=I;C=v;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));K=+p[w>>3];p[w>>3]=e;p[j>>3]=K;K=+p[x>>3];p[x>>3]=+p[k>>3];p[k>>3]=K;K=+p[y>>3];p[y>>3]=+p[a>>3];p[a>>3]=K;f[c>>2]=f[q>>2];f[c+4>>2]=f[q+4>>2];f[c+8>>2]=f[q+8>>2];f[c+12>>2]=f[q+12>>2];K=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=K;p[h>>3]=+p[s>>3];f[i>>2]=f[t>>2];f[i+4>>2]=f[t+4>>2];f[i+8>>2]=f[t+8>>2];f[i+12>>2]=f[t+12>>2];b[i+16>>0]=b[t+16>>0]|0;B=v;C=J+24|0;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));p[w>>3]=e;p[x>>3]=g;p[y>>3]=l;f[q>>2]=f[(J+64|0)>>2];f[q+4>>2]=f[(J+64|0)+4>>2];f[q+8>>2]=f[(J+64|0)+8>>2];f[q+12>>2]=f[(J+64|0)+12>>2];p[r>>3]=m;p[s>>3]=o;f[t>>2]=f[J>>2];f[t+4>>2]=f[J+4>>2];f[t+8>>2]=f[J+8>>2];f[t+12>>2]=f[J+12>>2];b[t+16>>0]=b[J+16>>0]|0;u=J;return}else a=1;if(a)if((F|0)==11){xsb(I,I+120|0,v)|0;u=J;return}else if((F|0)==12){ysb(I,I+120|0,I+240|0,v)|0;u=J;return}else if((F|0)==13){zsb(I,I+120|0,I+240|0,I+360|0,v)|0;u=J;return}else a=1;if(a)if((F|0)==15){d=I+240|0;xsb(I,I+120|0,d)|0;a=I+360|0;if((a|0)==(c|0)){u=J;return}x=(J+64|0)+40|0;y=(J+64|0)+64|0;z=(J+64|0)+80|0;A=(J+64|0)+96|0;w=a;while(1){a=~~+p[w+96>>3]>>>0;h=~~+p[d+96>>3]>>>0;if(a>>>0<h>>>0)F=22;else if(a>>>0<=h>>>0){e=+p[w+104>>3];g=+p[d+104>>3];if(e<g)F=22;else if(!(e>g))if(hub(w,d)|0)F=22}if((F|0)==22){F=0;B=J+64|0;C=w;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));a=w+40|0;f[x>>2]=f[a>>2];f[x+4>>2]=f[a+4>>2];f[x+8>>2]=f[a+8>>2];f[x+12>>2]=f[a+12>>2];f[x+16>>2]=f[a+16>>2];f[x+20>>2]=f[a+20>>2];p[x>>3]=+p[a>>3];p[((J+64|0)+48|0)>>3]=+p[w+48>>3];p[((J+64|0)+56|0)>>3]=+p[w+56>>3];a=w+64|0;f[y>>2]=f[a>>2];f[y+4>>2]=f[a+4>>2];f[y+8>>2]=f[a+8>>2];f[y+12>>2]=f[a+12>>2];a=w+80|0;f[z>>2]=f[a>>2];f[z+4>>2]=f[a+4>>2];f[z+8>>2]=f[a+8>>2];f[z+12>>2]=f[a+12>>2];p[z>>3]=+p[a>>3];p[((J+64|0)+88|0)>>3]=+p[w+88>>3];a=w+96|0;f[A>>2]=f[a>>2];f[A+4>>2]=f[a+4>>2];f[A+8>>2]=f[a+8>>2];f[A+12>>2]=f[a+12>>2];b[A+16>>0]=b[a+16>>0]|0;a=w;while(1){B=a;C=d;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));t=d+40|0;K=+p[t>>3];v=a+40|0;p[t>>3]=+p[v>>3];p[v>>3]=K;v=d+48|0;K=+p[v>>3];k=a+48|0;p[v>>3]=+p[k>>3];p[k>>3]=K;k=d+56|0;K=+p[k>>3];r=a+56|0;p[k>>3]=+p[r>>3];p[r>>3]=K;r=a+64|0;q=d+64|0;f[r>>2]=f[q>>2];f[r+4>>2]=f[q+4>>2];f[r+8>>2]=f[q+8>>2];f[r+12>>2]=f[q+12>>2];r=d+80|0;K=+p[r>>3];s=a+80|0;p[r>>3]=+p[s>>3];p[s>>3]=K;s=d+88|0;K=+p[s>>3];E=a+88|0;p[s>>3]=+p[E>>3];p[E>>3]=K;E=a+96|0;j=d+96|0;f[E>>2]=f[j>>2];f[E+4>>2]=f[j+4>>2];f[E+8>>2]=f[j+8>>2];f[E+12>>2]=f[j+12>>2];b[E+16>>0]=b[j+16>>0]|0;if((d|0)==(I|0))break;i=d+-120|0;a=~~+p[((J+64|0)+96|0)>>3]>>>0;h=~~+p[d+-24>>3]>>>0;if(a>>>0<h>>>0){a=d;d=i;continue}if(a>>>0>h>>>0)break;e=+p[((J+64|0)+104|0)>>3];g=+p[d+-16>>3];if(e<g){a=d;d=i;continue}if(e>g)break;if(hub(J+64|0,i)|0){a=d;d=i}else break}B=d;C=J+64|0;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));K=+p[((J+64|0)+40|0)>>3];p[((J+64|0)+40|0)>>3]=+p[t>>3];p[t>>3]=K;K=+p[((J+64|0)+48|0)>>3];p[((J+64|0)+48|0)>>3]=+p[v>>3];p[v>>3]=K;K=+p[((J+64|0)+56|0)>>3];p[((J+64|0)+56|0)>>3]=+p[k>>3];p[k>>3]=K;f[q>>2]=f[y>>2];f[q+4>>2]=f[y+4>>2];f[q+8>>2]=f[y+8>>2];f[q+12>>2]=f[y+12>>2];K=+p[((J+64|0)+80|0)>>3];p[((J+64|0)+80|0)>>3]=+p[r>>3];p[r>>3]=K;K=+p[((J+64|0)+88|0)>>3];p[((J+64|0)+88|0)>>3]=+p[s>>3];p[s>>3]=K;f[j>>2]=f[A>>2];f[j+4>>2]=f[A+4>>2];f[j+8>>2]=f[A+8>>2];f[j+12>>2]=f[A+12>>2];b[j+16>>0]=b[A+16>>0]|0}a=w+120|0;if((a|0)==(c|0))break;else{d=w;w=a}}u=J;return}else a=1;if(a)if((F|0)==111)if(1){u=J;return}}function tsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+8|0;h=f[n>>2]|0;o=a+4|0;d=f[o>>2]|0;if(((h-d|0)/120|0)>>>0>=c>>>0){do{l=d+120|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));d=(f[o>>2]|0)+120|0;f[o>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/120|0;d=g+c|0;if(d>>>0>35791394)AMb(a);l=(h-e|0)/120|0;m=l<<1;d=l>>>0<17895697?(m>>>0<d>>>0?d:m):35791394;do if(!d)i=0;else if(d>>>0>35791394)vd();else{i=pOb(d*120|0)|0;break}while(0);h=i+(g*120|0)|0;g=h;e=i+(d*120|0)|0;d=h;m=g;do{l=d+120|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));d=m+120|0;m=d;c=c+-1|0}while((c|0)!=0);k=f[a>>2]|0;d=f[o>>2]|0;if((d|0)==(k|0)){c=g;d=k}else{j=d;c=g;do{g=j;j=j+-120|0;d=h+-120|0;i=j;l=d+36|0;do{f[d>>2]=f[i>>2];d=d+4|0;i=i+4|0}while((d|0)<(l|0));p[h+-80>>3]=+p[g+-80>>3];p[h+-72>>3]=+p[g+-72>>3];p[h+-64>>3]=+p[g+-64>>3];l=h+-56|0;i=g+-56|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[l+12>>2]=f[i+12>>2];p[h+-40>>3]=+p[g+-40>>3];p[h+-32>>3]=+p[g+-32>>3];l=h+-24|0;i=g+-24|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[l+12>>2]=f[i+12>>2];b[l+16>>0]=b[i+16>>0]|0;h=c+-120|0;c=h}while((j|0)!=(k|0));d=f[a>>2]|0}f[a>>2]=c;f[o>>2]=m;f[n>>2]=e;if(!d)return;sOb(d);return}function usb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function vsb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wsb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wsb(a,b);return}function wsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+720|0;j=+p[(c+96|0)>>3];e=~~+p[(a+96|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){m=1;h=j}else if(~~j>>>0>>>0>e>>>0){m=0;h=j}else{h=+p[c+104>>3];i=+p[a+104>>3];if(h<i){m=1;h=j}else if(h>i){m=0;h=j}else{m=hub(c,a)|0;h=+p[(c+96|0)>>3]}}g=~~+p[(d+96|0)>>3]>>>0;e=~~h>>>0;if(g>>>0<e>>>0)e=1;else if(g>>>0>e>>>0)e=0;else{h=+p[d+104>>3];i=+p[c+104>>3];if(h<i)e=1;else if(h>i)e=0;else e=hub(d,c)|0}if(!m){if(!e){c=0;u=t;return c|0}q=t+24|0;r=c;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));h=+p[(c+40|0)>>3];i=+p[(c+48|0)>>3];j=+p[(c+56|0)>>3];f[(t+64|0)>>2]=f[(c+64|0)>>2];f[(t+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(c+64|0)+12>>2];k=+p[(c+80|0)>>3];l=+p[(c+88|0)>>3];f[t>>2]=f[(c+96|0)>>2];f[t+4>>2]=f[(c+96|0)+4>>2];f[t+8>>2]=f[(c+96|0)+8>>2];f[t+12>>2]=f[(c+96|0)+12>>2];b[t+16>>0]=b[(c+96|0)+16>>0]|0;q=c;r=d;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));v=+p[(d+40|0)>>3];p[(d+40|0)>>3]=h;p[(c+40|0)>>3]=v;v=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=v;v=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=v;f[(c+64|0)>>2]=f[(d+64|0)>>2];f[(c+64|0)+4>>2]=f[(d+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(d+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(d+64|0)+12>>2];p[(c+80|0)>>3]=+p[(d+80|0)>>3];p[(c+88|0)>>3]=+p[(d+88|0)>>3];f[(c+96|0)>>2]=f[(d+96|0)>>2];f[(c+96|0)+4>>2]=f[(d+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(d+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(d+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(d+96|0)+16>>0]|0;q=d;r=t+24|0;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));p[(d+40|0)>>3]=h;p[(d+48|0)>>3]=i;p[(d+56|0)>>3]=j;f[(d+64|0)>>2]=f[(t+64|0)>>2];f[(d+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(d+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(d+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(d+80|0)>>3]=k;p[(d+88|0)>>3]=l;f[(d+96|0)>>2]=f[t>>2];f[(d+96|0)+4>>2]=f[t+4>>2];f[(d+96|0)+8>>2]=f[t+8>>2];f[(d+96|0)+12>>2]=f[t+12>>2];b[(d+96|0)+16>>0]=b[t+16>>0]|0;e=~~+p[(c+96|0)>>3]>>>0;g=~~+p[(a+96|0)>>3]>>>0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){c=1;u=t;return c|0}h=+p[c+104>>3];i=+p[a+104>>3];if(!(h<i)){if(h>i){c=1;u=t;return c|0}if(!(hub(c,a)|0)){c=1;u=t;return c|0}}}q=t+24|0;r=a;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));h=+p[(a+40|0)>>3];i=+p[(a+48|0)>>3];j=+p[(a+56|0)>>3];f[(t+64|0)>>2]=f[(a+64|0)>>2];f[(t+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(a+64|0)+12>>2];k=+p[(a+80|0)>>3];l=+p[(a+88|0)>>3];f[t>>2]=f[(a+96|0)>>2];f[t+4>>2]=f[(a+96|0)+4>>2];f[t+8>>2]=f[(a+96|0)+8>>2];f[t+12>>2]=f[(a+96|0)+12>>2];b[t+16>>0]=b[(a+96|0)+16>>0]|0;q=a;r=c;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));v=+p[(c+40|0)>>3];p[(c+40|0)>>3]=h;p[(a+40|0)>>3]=v;v=+p[(c+48|0)>>3];p[(c+48|0)>>3]=+p[(a+48|0)>>3];p[(a+48|0)>>3]=v;v=+p[(c+56|0)>>3];p[(c+56|0)>>3]=+p[(a+56|0)>>3];p[(a+56|0)>>3]=v;f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];p[(a+80|0)>>3]=+p[(c+80|0)>>3];p[(a+88|0)>>3]=+p[(c+88|0)>>3];f[(a+96|0)>>2]=f[(c+96|0)>>2];f[(a+96|0)+4>>2]=f[(c+96|0)+4>>2];f[(a+96|0)+8>>2]=f[(c+96|0)+8>>2];f[(a+96|0)+12>>2]=f[(c+96|0)+12>>2];b[(a+96|0)+16>>0]=b[(c+96|0)+16>>0]|0;q=c;r=t+24|0;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));p[(c+40|0)>>3]=h;p[(c+48|0)>>3]=i;p[(c+56|0)>>3]=j;f[(c+64|0)>>2]=f[(t+64|0)>>2];f[(c+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(c+80|0)>>3]=k;p[(c+88|0)>>3]=l;f[(c+96|0)>>2]=f[t>>2];f[(c+96|0)+4>>2]=f[t+4>>2];f[(c+96|0)+8>>2]=f[t+8>>2];f[(c+96|0)+12>>2]=f[t+12>>2];b[(c+96|0)+16>>0]=b[t+16>>0]|0;c=2;u=t;return c|0}f[t+96>>2]=a;f[t+104>>2]=c;f[t+112>>2]=d;f[t+120>>2]=o;f[t+136>>2]=e;f[t+608>>2]=q;f[t+624>>2]=r;f[t+632>>2]=s;f[t+640>>2]=0;f[t+644>>2]=0;xtb(t);G=f[t+640>>2]|0;D=f[t+644>>2]|0;H=+n[t+644>>2];f[t+640>>2]=0;f[t+644>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function ysb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;O=u;u=u+80|0;L=O+64|0;K=O+24|0;M=O;N=xsb(a,c,d)|0;j=~~+p[e+96>>3]>>>0;t=d+96|0;g=~~+p[t>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=O;return N|0}h=+p[e+104>>3];i=+p[d+104>>3];if(!(h<i)){if(h>i){u=O;return N|0}if(!(hub(e,d)|0)){u=O;return N|0}}}H=K;I=d;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));F=d+40|0;G=d+48|0;A=d+56|0;h=+p[F>>3];i=+p[G>>3];q=+p[A>>3];B=d+64|0;f[L>>2]=f[B>>2];f[L+4>>2]=f[B+4>>2];f[L+8>>2]=f[B+8>>2];f[L+12>>2]=f[B+12>>2];C=d+80|0;D=d+88|0;r=+p[C>>3];s=+p[D>>3];E=d+96|0;f[M>>2]=f[E>>2];f[M+4>>2]=f[E+4>>2];f[M+8>>2]=f[E+8>>2];f[M+12>>2]=f[E+12>>2];b[M+16>>0]=b[E+16>>0]|0;H=d;I=e;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));g=e+40|0;P=+p[g>>3];p[g>>3]=h;p[F>>3]=P;j=e+48|0;P=+p[j>>3];p[j>>3]=+p[G>>3];p[G>>3]=P;k=e+56|0;P=+p[k>>3];p[k>>3]=+p[A>>3];p[A>>3]=P;l=e+64|0;f[B>>2]=f[l>>2];f[B+4>>2]=f[l+4>>2];f[B+8>>2]=f[l+8>>2];f[B+12>>2]=f[l+12>>2];m=e+80|0;p[C>>3]=+p[m>>3];n=e+88|0;p[D>>3]=+p[n>>3];o=e+96|0;f[E>>2]=f[o>>2];f[E+4>>2]=f[o+4>>2];f[E+8>>2]=f[o+8>>2];f[E+12>>2]=f[o+12>>2];b[E+16>>0]=b[o+16>>0]|0;H=e;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[g>>3]=h;p[j>>3]=i;p[k>>3]=q;f[l>>2]=f[L>>2];f[l+4>>2]=f[L+4>>2];f[l+8>>2]=f[L+8>>2];f[l+12>>2]=f[L+12>>2];p[m>>3]=r;p[n>>3]=s;f[o>>2]=f[M>>2];f[o+4>>2]=f[M+4>>2];f[o+8>>2]=f[M+8>>2];f[o+12>>2]=f[M+12>>2];b[o+16>>0]=b[M+16>>0]|0;k=N+1|0;g=~~+p[t>>3]>>>0;l=c+96|0;j=~~+p[l>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){N=k;u=O;return N|0}h=+p[d+104>>3];i=+p[c+104>>3];if(!(h<i)){if(h>i){N=k;u=O;return N|0}if(!(hub(d,c)|0)){N=k;u=O;return N|0}}}H=K;I=c;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));y=c+40|0;z=c+48|0;e=c+56|0;h=+p[y>>3];i=+p[z>>3];q=+p[e>>3];t=c+64|0;f[L>>2]=f[t>>2];f[L+4>>2]=f[t+4>>2];f[L+8>>2]=f[t+8>>2];f[L+12>>2]=f[t+12>>2];v=c+80|0;w=c+88|0;r=+p[v>>3];s=+p[w>>3];x=c+96|0;f[M>>2]=f[x>>2];f[M+4>>2]=f[x+4>>2];f[M+8>>2]=f[x+8>>2];f[M+12>>2]=f[x+12>>2];b[M+16>>0]=b[x+16>>0]|0;H=c;I=d;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));P=+p[F>>3];p[F>>3]=h;p[y>>3]=P;P=+p[G>>3];p[G>>3]=+p[z>>3];p[z>>3]=P;P=+p[A>>3];p[A>>3]=+p[e>>3];p[e>>3]=P;f[t>>2]=f[B>>2];f[t+4>>2]=f[B+4>>2];f[t+8>>2]=f[B+8>>2];f[t+12>>2]=f[B+12>>2];p[v>>3]=+p[C>>3];p[w>>3]=+p[D>>3];f[x>>2]=f[E>>2];f[x+4>>2]=f[E+4>>2];f[x+8>>2]=f[E+8>>2];f[x+12>>2]=f[E+12>>2];b[x+16>>0]=b[E+16>>0]|0;H=d;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[F>>3]=h;p[G>>3]=i;p[A>>3]=q;f[B>>2]=f[L>>2];f[B+4>>2]=f[L+4>>2];f[B+8>>2]=f[L+8>>2];f[B+12>>2]=f[L+12>>2];p[C>>3]=r;p[D>>3]=s;f[E>>2]=f[M>>2];f[E+4>>2]=f[M+4>>2];f[E+8>>2]=f[M+8>>2];f[E+12>>2]=f[M+12>>2];b[E+16>>0]=b[M+16>>0]|0;k=N+2|0;g=~~+p[l>>3]>>>0;j=~~+p[a+96>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){N=k;u=O;return N|0}h=+p[c+104>>3];i=+p[a+104>>3];if(!(h<i)){if(h>i){N=k;u=O;return N|0}if(!(hub(c,a)|0)){N=k;u=O;return N|0}}}H=K;I=a;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));n=a+40|0;o=a+48|0;g=a+56|0;h=+p[n>>3];i=+p[o>>3];q=+p[g>>3];j=a+64|0;f[L>>2]=f[j>>2];f[L+4>>2]=f[j+4>>2];f[L+8>>2]=f[j+8>>2];f[L+12>>2]=f[j+12>>2];k=a+80|0;l=a+88|0;r=+p[k>>3];s=+p[l>>3];m=a+96|0;f[M>>2]=f[m>>2];f[M+4>>2]=f[m+4>>2];f[M+8>>2]=f[m+8>>2];f[M+12>>2]=f[m+12>>2];b[M+16>>0]=b[m+16>>0]|0;H=a;I=c;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));P=+p[y>>3];p[y>>3]=h;p[n>>3]=P;P=+p[z>>3];p[z>>3]=+p[o>>3];p[o>>3]=P;P=+p[e>>3];p[e>>3]=+p[g>>3];p[g>>3]=P;f[j>>2]=f[t>>2];f[j+4>>2]=f[t+4>>2];f[j+8>>2]=f[t+8>>2];f[j+12>>2]=f[t+12>>2];p[k>>3]=+p[v>>3];p[l>>3]=+p[w>>3];f[m>>2]=f[x>>2];f[m+4>>2]=f[x+4>>2];f[m+8>>2]=f[x+8>>2];f[m+12>>2]=f[x+12>>2];b[m+16>>0]=b[x+16>>0]|0;H=c;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[y>>3]=h;p[z>>3]=i;p[e>>3]=q;f[t>>2]=f[L>>2];f[t+4>>2]=f[L+4>>2];f[t+8>>2]=f[L+8>>2];f[t+12>>2]=f[L+12>>2];p[v>>3]=r;p[w>>3]=s;f[x>>2]=f[M>>2];f[x+4>>2]=f[M+4>>2];f[x+8>>2]=f[M+8>>2];f[x+12>>2]=f[M+12>>2];b[x+16>>0]=b[M+16>>0]|0;N=N+3|0;u=O;return N|0}function zsb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+640|0;s=ysb(a,c,d,e)|0;i=~~+p[g+96>>3]>>>0;h=~~+p[(e+96|0)>>3]>>>0;if(i>>>0>=h>>>0){if(i>>>0>h>>>0){u=t;return s|0}j=+p[g+104>>3];k=+p[e+104>>3];if(!(j<k)){if(j>k){u=t;return s|0}if(!(hub(g,e)|0)){u=t;return s|0}}}h=t+24|0;i=e;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));j=+p[(e+40|0)>>3];k=+p[(e+48|0)>>3];l=+p[(e+56|0)>>3];f[(t+64|0)>>2]=f[(e+64|0)>>2];f[(t+64|0)+4>>2]=f[(e+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(e+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(e+64|0)+12>>2];m=+p[(e+80|0)>>3];o=+p[(e+88|0)>>3];f[t>>2]=f[(e+96|0)>>2];f[t+4>>2]=f[(e+96|0)+4>>2];f[t+8>>2]=f[(e+96|0)+8>>2];f[t+12>>2]=f[(e+96|0)+12>>2];b[t+16>>0]=b[(e+96|0)+16>>0]|0;h=e;i=g;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));v=+p[(g+40|0)>>3];p[(g+40|0)>>3]=j;p[(e+40|0)>>3]=v;v=+p[(g+48|0)>>3];p[(g+48|0)>>3]=+p[(e+48|0)>>3];p[(e+48|0)>>3]=v;v=+p[(g+56|0)>>3];p[(g+56|0)>>3]=+p[(e+56|0)>>3];p[(e+56|0)>>3]=v;f[(e+64|0)>>2]=f[(g+64|0)>>2];f[(e+64|0)+4>>2]=f[(g+64|0)+4>>2];f[(e+64|0)+8>>2]=f[(g+64|0)+8>>2];f[(e+64|0)+12>>2]=f[(g+64|0)+12>>2];p[(e+80|0)>>3]=+p[(g+80|0)>>3];p[(e+88|0)>>3]=+p[(g+88|0)>>3];f[(e+96|0)>>2]=f[(g+96|0)>>2];f[(e+96|0)+4>>2]=f[(g+96|0)+4>>2];f[(e+96|0)+8>>2]=f[(g+96|0)+8>>2];f[(e+96|0)+12>>2]=f[(g+96|0)+12>>2];b[(e+96|0)+16>>0]=b[(g+96|0)+16>>0]|0;h=g;i=t+24|0;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));p[(g+40|0)>>3]=j;p[(g+48|0)>>3]=k;p[(g+56|0)>>3]=l;f[(g+64|0)>>2]=f[(t+64|0)>>2];f[(g+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(g+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(g+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(g+80|0)>>3]=m;p[(g+88|0)>>3]=o;f[(g+96|0)>>2]=f[t>>2];f[(g+96|0)+4>>2]=f[t+4>>2];f[(g+96|0)+8>>2]=f[t+8>>2];f[(g+96|0)+12>>2]=f[t+12>>2];b[(g+96|0)+16>>0]=b[t+16>>0]|0;h=~~+p[(e+96|0)>>3]>>>0;i=~~+p[(d+96|0)>>3]>>>0;if(h>>>0>=i>>>0){if(h>>>0>i>>>0){s=s+1|0;u=t;return s|0}j=+p[e+104>>3];k=+p[d+104>>3];if(!(j<k)){if(j>k){s=s+1|0;u=t;return s|0}if(!(hub(e,d)|0)){s=s+1|0;u=t;return s|0}}}h=t+24|0;i=d;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));j=+p[(d+40|0)>>3];k=+p[(d+48|0)>>3];l=+p[(d+56|0)>>3];f[(t+64|0)>>2]=f[(d+64|0)>>2];f[(t+64|0)+4>>2]=f[(d+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(d+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(d+64|0)+12>>2];m=+p[(d+80|0)>>3];o=+p[(d+88|0)>>3];f[t>>2]=f[(d+96|0)>>2];f[t+4>>2]=f[(d+96|0)+4>>2];f[t+8>>2]=f[(d+96|0)+8>>2];f[t+12>>2]=f[(d+96|0)+12>>2];b[t+16>>0]=b[(d+96|0)+16>>0]|0;h=d;i=e;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));v=+p[(e+40|0)>>3];p[(e+40|0)>>3]=j;p[(d+40|0)>>3]=v;v=+p[(e+48|0)>>3];p[(e+48|0)>>3]=+p[(d+48|0)>>3];p[(d+48|0)>>3]=v;v=+p[(e+56|0)>>3];p[(e+56|0)>>3]=+p[(d+56|0)>>3];p[(d+56|0)>>3]=v;f[(d+64|0)>>2]=f[(e+64|0)>>2];f[(d+64|0)+4>>2]=f[(e+64|0)+4>>2];f[(d+64|0)+8>>2]=f[(e+64|0)+8>>2];f[(d+64|0)+12>>2]=f[(e+64|0)+12>>2];p[(d+80|0)>>3]=+p[(e+80|0)>>3];p[(d+88|0)>>3]=+p[(e+88|0)>>3];f[(d+96|0)>>2]=f[(e+96|0)>>2];f[(d+96|0)+4>>2]=f[(e+96|0)+4>>2];f[(d+96|0)+8>>2]=f[(e+96|0)+8>>2];f[(d+96|0)+12>>2]=f[(e+96|0)+12>>2];b[(d+96|0)+16>>0]=b[(e+96|0)+16>>0]|0;h=e;i=t+24|0;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));p[(e+40|0)>>3]=j;p[(e+48|0)>>3]=k;p[(e+56|0)>>3]=l;f[(e+64|0)>>2]=f[(t+64|0)>>2];f[(e+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(e+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(e+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(e+80|0)>>3]=m;p[(e+88|0)>>3]=o;f[(e+96|0)>>2]=f[t>>2];f[(e+96|0)+4>>2]=f[t+4>>2];f[t+96>>2]=a;f[t+104>>2]=c;f[t+112>>2]=d;f[t+120>>2]=e;f[t+136>>2]=r;f[t+336>>2]=s;f[t+536>>2]=h;f[t+552>>2]=i;f[t+560>>2]=q;f[t+568>>2]=0;f[t+572>>2]=0;ytb(t);G=f[t+568>>2]|0;D=f[t+572>>2]|0;H=+n[t+572>>2];f[t+568>>2]=0;f[t+572>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Asb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;O=u;u=u+160|0;N=O+40|0;x=O+24|0;y=O;switch((c-a|0)/120|0|0){case 2:{w=c+-120|0;e=~~+p[c+-24>>3]>>>0;d=~~+p[a+96>>3]>>>0;if(e>>>0>=d>>>0){if(e>>>0>d>>>0){c=1;u=O;return c|0}g=+p[c+-16>>3];h=+p[a+104>>3];if(!(g<h)){if(g>h){c=1;u=O;return c|0}if(!(hub(w,a)|0)){c=1;u=O;return c|0}}}K=N;L=a;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));d=a+40|0;e=a+48|0;i=a+56|0;g=+p[d>>3];h=+p[e>>3];s=+p[i>>3];k=a+64|0;f[x>>2]=f[k>>2];f[x+4>>2]=f[k+4>>2];f[x+8>>2]=f[k+8>>2];f[x+12>>2]=f[k+12>>2];m=a+80|0;o=a+88|0;t=+p[m>>3];v=+p[o>>3];r=a+96|0;f[y>>2]=f[r>>2];f[y+4>>2]=f[r+4>>2];f[y+8>>2]=f[r+8>>2];f[y+12>>2]=f[r+12>>2];b[y+16>>0]=b[r+16>>0]|0;K=a;L=w;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));q=c+-80|0;P=+p[q>>3];p[q>>3]=g;p[d>>3]=P;n=c+-72|0;P=+p[n>>3];p[n>>3]=+p[e>>3];p[e>>3]=P;l=c+-64|0;P=+p[l>>3];p[l>>3]=+p[i>>3];p[i>>3]=P;j=c+-56|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];i=c+-40|0;p[m>>3]=+p[i>>3];e=c+-32|0;p[o>>3]=+p[e>>3];d=c+-24|0;f[r>>2]=f[d>>2];f[r+4>>2]=f[d+4>>2];f[r+8>>2]=f[d+8>>2];f[r+12>>2]=f[d+12>>2];b[r+16>>0]=b[d+16>>0]|0;K=w;L=N;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));p[q>>3]=g;p[n>>3]=h;p[l>>3]=s;f[j>>2]=f[x>>2];f[j+4>>2]=f[x+4>>2];f[j+8>>2]=f[x+8>>2];f[j+12>>2]=f[x+12>>2];p[i>>3]=t;p[e>>3]=v;f[d>>2]=f[y>>2];f[d+4>>2]=f[y+4>>2];f[d+8>>2]=f[y+8>>2];f[d+12>>2]=f[y+12>>2];b[d+16>>0]=b[y+16>>0]|0;c=1;u=O;return c|0}case 3:{xsb(a,a+120|0,c+-120|0)|0;c=1;u=O;return c|0}case 4:{ysb(a,a+120|0,a+240|0,c+-120|0)|0;c=1;u=O;return c|0}case 5:{zsb(a,a+120|0,a+240|0,a+360|0,c+-120|0)|0;c=1;u=O;return c|0}case 1:case 0:{c=1;u=O;return c|0}default:{e=a+240|0;xsb(a,a+120|0,e)|0;d=a+360|0;a:do if((d|0)==(c|0)){e=1;d=0}else{y=N+40|0;z=N+48|0;A=N+56|0;B=N+64|0;C=N+80|0;D=N+88|0;E=N+96|0;F=N+96|0;G=N+104|0;H=N+40|0;I=N+80|0;x=d;d=0;while(1){i=~~+p[x+96>>3]>>>0;j=~~+p[e+96>>3]>>>0;if(i>>>0<j>>>0)J=18;else if(i>>>0<=j>>>0){g=+p[x+104>>3];h=+p[e+104>>3];if(g<h)J=18;else if(!(g>h))if(hub(x,e)|0)J=18}if((J|0)==18){J=0;K=N;L=x;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));i=x+40|0;f[y>>2]=f[i>>2];f[y+4>>2]=f[i+4>>2];f[y+8>>2]=f[i+8>>2];f[y+12>>2]=f[i+12>>2];f[y+16>>2]=f[i+16>>2];f[y+20>>2]=f[i+20>>2];p[y>>3]=+p[i>>3];p[z>>3]=+p[x+48>>3];p[A>>3]=+p[x+56>>3];i=x+64|0;f[B>>2]=f[i>>2];f[B+4>>2]=f[i+4>>2];f[B+8>>2]=f[i+8>>2];f[B+12>>2]=f[i+12>>2];i=x+80|0;f[C>>2]=f[i>>2];f[C+4>>2]=f[i+4>>2];f[C+8>>2]=f[i+8>>2];f[C+12>>2]=f[i+12>>2];p[C>>3]=+p[i>>3];p[D>>3]=+p[x+88>>3];i=x+96|0;f[E>>2]=f[i>>2];f[E+4>>2]=f[i+4>>2];f[E+8>>2]=f[i+8>>2];f[E+12>>2]=f[i+12>>2];b[E+16>>0]=b[i+16>>0]|0;i=x;while(1){K=i;L=e;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));r=e+40|0;P=+p[r>>3];w=i+40|0;p[r>>3]=+p[w>>3];p[w>>3]=P;w=e+48|0;P=+p[w>>3];m=i+48|0;p[w>>3]=+p[m>>3];p[m>>3]=P;m=e+56|0;P=+p[m>>3];o=i+56|0;p[m>>3]=+p[o>>3];p[o>>3]=P;o=i+64|0;n=e+64|0;f[o>>2]=f[n>>2];f[o+4>>2]=f[n+4>>2];f[o+8>>2]=f[n+8>>2];f[o+12>>2]=f[n+12>>2];o=e+80|0;P=+p[o>>3];q=i+80|0;p[o>>3]=+p[q>>3];p[q>>3]=P;q=e+88|0;P=+p[q>>3];M=i+88|0;p[q>>3]=+p[M>>3];p[M>>3]=P;M=i+96|0;l=e+96|0;f[M>>2]=f[l>>2];f[M+4>>2]=f[l+4>>2];f[M+8>>2]=f[l+8>>2];f[M+12>>2]=f[l+12>>2];b[M+16>>0]=b[l+16>>0]|0;if((e|0)==(a|0))break;k=e+-120|0;i=~~+p[F>>3]>>>0;j=~~+p[e+-24>>3]>>>0;if(i>>>0<j>>>0){i=e;e=k;continue}if(i>>>0>j>>>0)break;g=+p[G>>3];h=+p[e+-16>>3];if(g<h){i=e;e=k;continue}if(g>h)break;if(hub(N,k)|0){i=e;e=k}else break}K=e;L=N;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));P=+p[H>>3];p[H>>3]=+p[r>>3];p[r>>3]=P;P=+p[z>>3];p[z>>3]=+p[w>>3];p[w>>3]=P;P=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=P;f[n>>2]=f[B>>2];f[n+4>>2]=f[B+4>>2];f[n+8>>2]=f[B+8>>2];f[n+12>>2]=f[B+12>>2];P=+p[I>>3];p[I>>3]=+p[o>>3];p[o>>3]=P;P=+p[D>>3];p[D>>3]=+p[q>>3];p[q>>3]=P;f[l>>2]=f[E>>2];f[l+4>>2]=f[E+4>>2];f[l+8>>2]=f[E+8>>2];f[l+12>>2]=f[E+12>>2];b[l+16>>0]=b[E+16>>0]|0;d=d+1|0;if((d|0)==8){e=0;d=(x+120|0)==(c|0);break a}}e=x+120|0;if((e|0)==(c|0)){e=1;d=0;break}else{M=x;x=e;e=M}}}while(0);c=d|e;u=O;return c|0}}return 0}function Bsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,E=0,F=0,I=0;I=u;u=u+1312|0;j=+p[(c+184|0)>>3];e=~~+p[(a+184|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){k=1;h=j}else if(~~j>>>0>>>0>e>>>0){k=0;h=j}else{h=+p[c+192>>3];i=+p[a+192>>3];if(h<i){k=1;h=j}else if(h>i){k=0;h=j}else{k=gub(c,a)|0;h=+p[(c+184|0)>>3]}}g=~~+p[(d+184|0)>>3]>>>0;e=~~h>>>0;if(g>>>0<e>>>0)e=1;else if(g>>>0>e>>>0)e=0;else{h=+p[d+192>>3];i=+p[c+192>>3];if(h<i)e=1;else if(h>i)e=0;else e=gub(d,c)|0}if(!k){if(!e){c=0;u=I;return c|0}C=I+24|0;E=c;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));e=f[(c+36|0)>>2]|0;g=f[(c+40|0)>>2]|0;k=f[(c+44|0)>>2]|0;l=f[(c+48|0)>>2]|0;m=f[(c+52|0)>>2]|0;o=f[(c+56|0)>>2]|0;h=+p[(c+64|0)>>3];i=+p[(c+72|0)>>3];j=+p[(c+80|0)>>3];q=f[(c+88|0)>>2]|0;r=f[(c+92|0)>>2]|0;s=f[(c+96|0)>>2]|0;f[(c+96|0)>>2]=0;f[(c+92|0)>>2]=0;f[(c+88|0)>>2]=0;f[(I+60|0)>>2]=f[(c+100|0)>>2];f[(I+60|0)+4>>2]=f[(c+100|0)+4>>2];f[(I+60|0)+8>>2]=f[(c+100|0)+8>>2];f[(I+60|0)+12>>2]=f[(c+100|0)+12>>2];f[(I+60|0)+16>>2]=f[(c+100|0)+16>>2];t=+p[(c+120|0)>>3];v=+p[(c+128|0)>>3];w=+p[(c+136|0)>>3];x=+p[(c+144|0)>>3];y=+p[(c+152|0)>>3];z=+p[(c+160|0)>>3];A=+p[(c+168|0)>>3];B=+p[(c+176|0)>>3];f[I>>2]=f[(c+184|0)>>2];f[I+4>>2]=f[(c+184|0)+4>>2];f[I+8>>2]=f[(c+184|0)+8>>2];f[I+12>>2]=f[(c+184|0)+12>>2];b[I+16>>0]=b[(c+184|0)+16>>0]|0;psb(c,d)|0;C=d;E=I+24|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[d+36>>2]=e;f[d+40>>2]=g;f[d+44>>2]=k;f[d+48>>2]=l;f[d+52>>2]=m;f[d+56>>2]=o;p[d+64>>3]=h;p[d+72>>3]=i;p[d+80>>3]=j;e=f[(d+88|0)>>2]|0;if(!e)e=d+96|0;else{g=f[(d+92|0)>>2]|0;if((g|0)!=(e|0))f[(d+92|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e);f[(d+96|0)>>2]=0;f[(d+92|0)>>2]=0;f[(d+88|0)>>2]=0;e=d+96|0}f[(d+88|0)>>2]=q;f[(d+92|0)>>2]=r;f[e>>2]=s;f[(d+100|0)>>2]=f[(I+60|0)>>2];f[(d+100|0)+4>>2]=f[(I+60|0)+4>>2];f[(d+100|0)+8>>2]=f[(I+60|0)+8>>2];f[(d+100|0)+12>>2]=f[(I+60|0)+12>>2];f[(d+100|0)+16>>2]=f[(I+60|0)+16>>2];p[d+120>>3]=t;p[d+128>>3]=v;p[d+136>>3]=w;p[d+144>>3]=x;p[d+152>>3]=y;p[d+160>>3]=z;p[d+168>>3]=A;p[d+176>>3]=B;f[(d+184|0)>>2]=f[I>>2];f[(d+184|0)+4>>2]=f[I+4>>2];f[(d+184|0)+8>>2]=f[I+8>>2];f[(d+184|0)+12>>2]=f[I+12>>2];b[(d+184|0)+16>>0]=b[I+16>>0]|0;e=~~+p[(c+184|0)>>3]>>>0;g=~~+p[(a+184|0)>>3]>>>0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){c=1;u=I;return c|0}h=+p[c+192>>3];i=+p[a+192>>3];if(!(h<i)){if(h>i){c=1;u=I;return c|0}if(!(gub(c,a)|0)){c=1;u=I;return c|0}}}C=I+24|0;E=a;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));e=f[a+36>>2]|0;g=f[a+40>>2]|0;k=f[a+44>>2]|0;l=f[a+48>>2]|0;m=f[a+52>>2]|0;o=f[a+56>>2]|0;h=+p[a+64>>3];i=+p[a+72>>3];j=+p[a+80>>3];q=f[(a+88|0)>>2]|0;r=f[(a+92|0)>>2]|0;s=f[(a+96|0)>>2]|0;f[(a+96|0)>>2]=0;f[(a+92|0)>>2]=0;f[(a+88|0)>>2]=0;f[(I+60|0)>>2]=f[(a+100|0)>>2];f[(I+60|0)+4>>2]=f[(a+100|0)+4>>2];f[(I+60|0)+8>>2]=f[(a+100|0)+8>>2];f[(I+60|0)+12>>2]=f[(a+100|0)+12>>2];f[(I+60|0)+16>>2]=f[(a+100|0)+16>>2];t=+p[a+120>>3];v=+p[a+128>>3];w=+p[a+136>>3];x=+p[a+144>>3];y=+p[a+152>>3];z=+p[a+160>>3];A=+p[a+168>>3];B=+p[a+176>>3];f[I>>2]=f[(a+184|0)>>2];f[I+4>>2]=f[(a+184|0)+4>>2];f[I+8>>2]=f[(a+184|0)+8>>2];f[I+12>>2]=f[(a+184|0)+12>>2];b[I+16>>0]=b[(a+184|0)+16>>0]|0;psb(a,c)|0;C=c;E=I+24|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[(c+36|0)>>2]=e;f[(c+40|0)>>2]=g;f[(c+44|0)>>2]=k;f[(c+48|0)>>2]=l;f[(c+52|0)>>2]=m;f[(c+56|0)>>2]=o;p[(c+64|0)>>3]=h;p[(c+72|0)>>3]=i;p[(c+80|0)>>3]=j;e=f[(c+88|0)>>2]|0;if(e|0){g=f[(c+92|0)>>2]|0;if((g|0)!=(e|0))f[(c+92|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e);f[(c+96|0)>>2]=0;f[(c+92|0)>>2]=0;f[(c+88|0)>>2]=0}f[(c+88|0)>>2]=q;f[(c+92|0)>>2]=r;f[(c+96|0)>>2]=s;f[(c+100|0)>>2]=f[(I+60|0)>>2];f[(c+100|0)+4>>2]=f[(I+60|0)+4>>2];f[(c+100|0)+8>>2]=f[(I+60|0)+8>>2];f[(c+100|0)+12>>2]=f[(I+60|0)+12>>2];f[(c+100|0)+16>>2]=f[(I+60|0)+16>>2];p[(c+120|0)>>3]=t;p[(c+128|0)>>3]=v;p[(c+136|0)>>3]=w;p[(c+144|0)>>3]=x;p[(c+152|0)>>3]=y;p[(c+160|0)>>3]=z;p[(c+168|0)>>3]=A;p[(c+176|0)>>3]=B;f[(c+184|0)>>2]=f[I>>2];f[(c+184|0)+4>>2]=f[I+4>>2];f[(c+184|0)+8>>2]=f[I+8>>2];f[(c+184|0)+12>>2]=f[I+12>>2];b[(c+184|0)+16>>0]=b[I+16>>0]|0;c=2;u=I;return c|0}f[I+96>>2]=a;f[I+104>>2]=c;f[I+112>>2]=d;f[I+120>>2]=l;f[I+136>>2]=e;f[I+1200>>2]=C;f[I+1216>>2]=E;f[I+1224>>2]=F;f[I+1232>>2]=0;f[I+1236>>2]=0;ztb(I);G=f[I+1232>>2]|0;D=f[I+1236>>2]|0;H=+n[I+1236>>2];f[I+1232>>2]=0;f[I+1236>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Csb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0;za=u;u=u+80|0;va=za+24|0;wa=za+60|0;xa=za;ya=Bsb(a,c,d)|0;j=~~+p[e+184>>3]>>>0;C=d+184|0;g=~~+p[C>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=za;return ya|0}h=+p[e+192>>3];i=+p[d+192>>3];if(!(h<i)){if(h>i){u=za;return ya|0}if(!(gub(e,d)|0)){u=za;return ya|0}}}sa=va;ta=d;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));ca=d+36|0;ba=d+40|0;Y=d+44|0;g=f[ca>>2]|0;j=f[ba>>2]|0;k=f[Y>>2]|0;da=d+48|0;Z=d+52|0;_=d+56|0;l=f[da>>2]|0;m=f[Z>>2]|0;n=f[_>>2]|0;$=d+72|0;aa=d+80|0;ea=d+64|0;h=+p[ea>>3];i=+p[$>>3];o=+p[aa>>3];ma=d+88|0;q=f[ma>>2]|0;na=d+92|0;r=f[na>>2]|0;oa=d+96|0;s=f[oa>>2]|0;f[oa>>2]=0;f[na>>2]=0;f[ma>>2]=0;fa=d+100|0;f[wa>>2]=f[fa>>2];f[wa+4>>2]=f[fa+4>>2];f[wa+8>>2]=f[fa+8>>2];f[wa+12>>2]=f[fa+12>>2];f[wa+16>>2]=f[fa+16>>2];ga=d+128|0;ha=d+136|0;pa=d+120|0;t=+p[pa>>3];v=+p[ga>>3];w=+p[ha>>3];ia=d+152|0;ja=d+160|0;qa=d+144|0;x=+p[qa>>3];y=+p[ia>>3];z=+p[ja>>3];ka=d+176|0;ra=d+168|0;A=+p[ra>>3];B=+p[ka>>3];la=d+184|0;f[xa>>2]=f[la>>2];f[xa+4>>2]=f[la+4>>2];f[xa+8>>2]=f[la+8>>2];f[xa+12>>2]=f[la+12>>2];b[xa+16>>0]=b[la+16>>0]|0;psb(d,e)|0;sa=e;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[e+36>>2]=g;f[e+40>>2]=j;f[e+44>>2]=k;f[e+48>>2]=l;f[e+52>>2]=m;f[e+56>>2]=n;p[e+64>>3]=h;p[e+72>>3]=i;p[e+80>>3]=o;l=e+88|0;g=f[l>>2]|0;k=e+92|0;if(!g)g=e+96|0;else{j=f[k>>2]|0;if((j|0)!=(g|0))f[k>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);g=e+96|0;f[g>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=q;f[k>>2]=r;f[g>>2]=s;k=e+100|0;f[k>>2]=f[wa>>2];f[k+4>>2]=f[wa+4>>2];f[k+8>>2]=f[wa+8>>2];f[k+12>>2]=f[wa+12>>2];f[k+16>>2]=f[wa+16>>2];p[e+120>>3]=t;p[e+128>>3]=v;p[e+136>>3]=w;p[e+144>>3]=x;p[e+152>>3]=y;p[e+160>>3]=z;p[e+168>>3]=A;p[e+176>>3]=B;k=e+184|0;f[k>>2]=f[xa>>2];f[k+4>>2]=f[xa+4>>2];f[k+8>>2]=f[xa+8>>2];f[k+12>>2]=f[xa+12>>2];b[k+16>>0]=b[xa+16>>0]|0;k=ya+1|0;g=~~+p[C>>3]>>>0;e=c+184|0;j=~~+p[e>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){ya=k;u=za;return ya|0}h=+p[d+192>>3];i=+p[c+192>>3];if(!(h<i)){if(h>i){ya=k;u=za;return ya|0}if(!(gub(d,c)|0)){ya=k;u=za;return ya|0}}}sa=va;ta=c;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));J=c+36|0;H=c+40|0;C=c+44|0;g=f[J>>2]|0;j=f[H>>2]|0;k=f[C>>2]|0;K=c+48|0;D=c+52|0;E=c+56|0;l=f[K>>2]|0;m=f[D>>2]|0;n=f[E>>2]|0;F=c+72|0;G=c+80|0;I=c+64|0;h=+p[I>>3];i=+p[F>>3];o=+p[G>>3];S=c+88|0;q=f[S>>2]|0;T=c+92|0;r=f[T>>2]|0;U=c+96|0;s=f[U>>2]|0;f[U>>2]=0;f[T>>2]=0;f[S>>2]=0;L=c+100|0;f[wa>>2]=f[L>>2];f[wa+4>>2]=f[L+4>>2];f[wa+8>>2]=f[L+8>>2];f[wa+12>>2]=f[L+12>>2];f[wa+16>>2]=f[L+16>>2];M=c+128|0;N=c+136|0;V=c+120|0;t=+p[V>>3];v=+p[M>>3];w=+p[N>>3];O=c+152|0;P=c+160|0;W=c+144|0;x=+p[W>>3];y=+p[O>>3];z=+p[P>>3];Q=c+176|0;X=c+168|0;A=+p[X>>3];B=+p[Q>>3];R=c+184|0;f[xa>>2]=f[R>>2];f[xa+4>>2]=f[R+4>>2];f[xa+8>>2]=f[R+8>>2];f[xa+12>>2]=f[R+12>>2];b[xa+16>>0]=b[R+16>>0]|0;psb(c,d)|0;sa=d;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[ca>>2]=g;f[ba>>2]=j;f[Y>>2]=k;f[da>>2]=l;f[Z>>2]=m;f[_>>2]=n;p[ea>>3]=h;p[$>>3]=i;p[aa>>3]=o;g=f[ma>>2]|0;if(g|0){j=f[na>>2]|0;if((j|0)!=(g|0))f[na>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[oa>>2]=0;f[na>>2]=0;f[ma>>2]=0}f[ma>>2]=q;f[na>>2]=r;f[oa>>2]=s;f[fa>>2]=f[wa>>2];f[fa+4>>2]=f[wa+4>>2];f[fa+8>>2]=f[wa+8>>2];f[fa+12>>2]=f[wa+12>>2];f[fa+16>>2]=f[wa+16>>2];p[pa>>3]=t;p[ga>>3]=v;p[ha>>3]=w;p[qa>>3]=x;p[ia>>3]=y;p[ja>>3]=z;p[ra>>3]=A;p[ka>>3]=B;f[la>>2]=f[xa>>2];f[la+4>>2]=f[xa+4>>2];f[la+8>>2]=f[xa+8>>2];f[la+12>>2]=f[xa+12>>2];b[la+16>>0]=b[xa+16>>0]|0;k=ya+2|0;g=~~+p[e>>3]>>>0;j=~~+p[a+184>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){ya=k;u=za;return ya|0}h=+p[c+192>>3];i=+p[a+192>>3];if(!(h<i)){if(h>i){ya=k;u=za;return ya|0}if(!(gub(c,a)|0)){ya=k;u=za;return ya|0}}}sa=va;ta=a;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));g=f[a+36>>2]|0;j=f[a+40>>2]|0;k=f[a+44>>2]|0;l=f[a+48>>2]|0;m=f[a+52>>2]|0;n=f[a+56>>2]|0;h=+p[a+64>>3];i=+p[a+72>>3];o=+p[a+80>>3];sa=a+88|0;q=f[sa>>2]|0;ta=a+92|0;r=f[ta>>2]|0;ua=a+96|0;s=f[ua>>2]|0;f[ua>>2]=0;f[ta>>2]=0;f[sa>>2]=0;sa=a+100|0;f[wa>>2]=f[sa>>2];f[wa+4>>2]=f[sa+4>>2];f[wa+8>>2]=f[sa+8>>2];f[wa+12>>2]=f[sa+12>>2];f[wa+16>>2]=f[sa+16>>2];t=+p[a+120>>3];v=+p[a+128>>3];w=+p[a+136>>3];x=+p[a+144>>3];y=+p[a+152>>3];z=+p[a+160>>3];A=+p[a+168>>3];B=+p[a+176>>3];sa=a+184|0;f[xa>>2]=f[sa>>2];f[xa+4>>2]=f[sa+4>>2];f[xa+8>>2]=f[sa+8>>2];f[xa+12>>2]=f[sa+12>>2];b[xa+16>>0]=b[sa+16>>0]|0;psb(a,c)|0;sa=c;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[J>>2]=g;f[H>>2]=j;f[C>>2]=k;f[K>>2]=l;f[D>>2]=m;f[E>>2]=n;p[I>>3]=h;p[F>>3]=i;p[G>>3]=o;g=f[S>>2]|0;if(g|0){j=f[T>>2]|0;if((j|0)!=(g|0))f[T>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[U>>2]=0;f[T>>2]=0;f[S>>2]=0}f[S>>2]=q;f[T>>2]=r;f[U>>2]=s;f[L>>2]=f[wa>>2];f[L+4>>2]=f[wa+4>>2];f[L+8>>2]=f[wa+8>>2];f[L+12>>2]=f[wa+12>>2];f[L+16>>2]=f[wa+16>>2];p[V>>3]=t;p[M>>3]=v;p[N>>3]=w;p[W>>3]=x;p[O>>3]=y;p[P>>3]=z;p[X>>3]=A;p[Q>>3]=B;f[R>>2]=f[xa>>2];f[R+4>>2]=f[xa+4>>2];f[R+8>>2]=f[xa+8>>2];f[R+12>>2]=f[xa+12>>2];b[R+16>>0]=b[xa+16>>0]|0;ya=ya+3|0;u=za;return ya|0}function Dsb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0,I=0,J=0,K=0,L=0,M=0;M=u;u=u+1088|0;L=Csb(a,c,d,e)|0;i=~~+p[g+184>>3]>>>0;h=~~+p[(e+184|0)>>3]>>>0;if(i>>>0>=h>>>0){if(i>>>0>h>>>0){u=M;return L|0}j=+p[g+192>>3];k=+p[e+192>>3];if(!(j<k)){if(j>k){u=M;return L|0}if(!(gub(g,e)|0)){u=M;return L|0}}}F=M+24|0;I=e;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));h=f[(e+36|0)>>2]|0;i=f[(e+40|0)>>2]|0;m=f[(e+44|0)>>2]|0;o=f[(e+48|0)>>2]|0;q=f[(e+52|0)>>2]|0;r=f[(e+56|0)>>2]|0;j=+p[(e+64|0)>>3];k=+p[(e+72|0)>>3];l=+p[(e+80|0)>>3];s=f[(e+88|0)>>2]|0;t=f[(e+92|0)>>2]|0;v=f[(e+96|0)>>2]|0;f[(e+96|0)>>2]=0;f[(e+92|0)>>2]=0;f[(e+88|0)>>2]=0;f[(M+60|0)>>2]=f[(e+100|0)>>2];f[(M+60|0)+4>>2]=f[(e+100|0)+4>>2];f[(M+60|0)+8>>2]=f[(e+100|0)+8>>2];f[(M+60|0)+12>>2]=f[(e+100|0)+12>>2];f[(M+60|0)+16>>2]=f[(e+100|0)+16>>2];w=+p[(e+120|0)>>3];x=+p[(e+128|0)>>3];y=+p[(e+136|0)>>3];z=+p[(e+144|0)>>3];A=+p[(e+152|0)>>3];B=+p[(e+160|0)>>3];C=+p[(e+168|0)>>3];E=+p[(e+176|0)>>3];f[M>>2]=f[(e+184|0)>>2];f[M+4>>2]=f[(e+184|0)+4>>2];f[M+8>>2]=f[(e+184|0)+8>>2];f[M+12>>2]=f[(e+184|0)+12>>2];b[M+16>>0]=b[(e+184|0)+16>>0]|0;psb(e,g)|0;F=g;I=M+24|0;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));f[g+36>>2]=h;f[g+40>>2]=i;f[g+44>>2]=m;f[g+48>>2]=o;f[g+52>>2]=q;f[g+56>>2]=r;p[g+64>>3]=j;p[g+72>>3]=k;p[g+80>>3]=l;h=f[(g+88|0)>>2]|0;if(!h)h=g+96|0;else{i=f[(g+92|0)>>2]|0;if((i|0)!=(h|0))f[(g+92|0)>>2]=i+(~(((i+-12-h|0)>>>0)/12|0)*12|0);sOb(h);f[(g+96|0)>>2]=0;f[(g+92|0)>>2]=0;f[(g+88|0)>>2]=0;h=g+96|0}f[(g+88|0)>>2]=s;f[(g+92|0)>>2]=t;f[h>>2]=v;f[(g+100|0)>>2]=f[(M+60|0)>>2];f[(g+100|0)+4>>2]=f[(M+60|0)+4>>2];f[(g+100|0)+8>>2]=f[(M+60|0)+8>>2];f[(g+100|0)+12>>2]=f[(M+60|0)+12>>2];f[(g+100|0)+16>>2]=f[(M+60|0)+16>>2];p[g+120>>3]=w;p[g+128>>3]=x;p[g+136>>3]=y;p[g+144>>3]=z;p[g+152>>3]=A;p[g+160>>3]=B;p[g+168>>3]=C;p[g+176>>3]=E;f[(g+184|0)>>2]=f[M>>2];f[(g+184|0)+4>>2]=f[M+4>>2];f[(g+184|0)+8>>2]=f[M+8>>2];f[(g+184|0)+12>>2]=f[M+12>>2];b[(g+184|0)+16>>0]=b[M+16>>0]|0;h=~~+p[(e+184|0)>>3]>>>0;i=~~+p[(d+184|0)>>3]>>>0;if(h>>>0>=i>>>0){if(h>>>0>i>>>0){L=L+1|0;u=M;return L|0}j=+p[e+192>>3];k=+p[d+192>>3];if(!(j<k)){if(j>k){L=L+1|0;u=M;return L|0}if(!(gub(e,d)|0)){L=L+1|0;u=M;return L|0}}}F=M+24|0;I=d;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));i=f[(d+36|0)>>2]|0;m=f[(d+40|0)>>2]|0;o=f[(d+44|0)>>2]|0;q=f[(d+48|0)>>2]|0;r=f[(d+52|0)>>2]|0;h=f[(d+56|0)>>2]|0;j=+p[(d+64|0)>>3];k=+p[(d+72|0)>>3];l=+p[(d+80|0)>>3];s=f[(d+88|0)>>2]|0;t=f[(d+92|0)>>2]|0;v=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=0;f[(d+92|0)>>2]=0;f[(d+88|0)>>2]=0;f[(M+60|0)>>2]=f[(d+100|0)>>2];f[(M+60|0)+4>>2]=f[(d+100|0)+4>>2];f[(M+60|0)+8>>2]=f[(d+100|0)+8>>2];f[(M+60|0)+12>>2]=f[(d+100|0)+12>>2];f[(M+60|0)+16>>2]=f[(d+100|0)+16>>2];w=+p[(d+120|0)>>3];x=+p[(d+128|0)>>3];y=+p[(d+136|0)>>3];z=+p[(d+144|0)>>3];A=+p[(d+152|0)>>3];B=+p[(d+160|0)>>3];C=+p[(d+168|0)>>3];E=+p[(d+176|0)>>3];f[M>>2]=f[(d+184|0)>>2];f[M+4>>2]=f[(d+184|0)+4>>2];f[M+8>>2]=f[(d+184|0)+8>>2];f[M+12>>2]=f[(d+184|0)+12>>2];b[M+16>>0]=b[(d+184|0)+16>>0]|0;psb(d,e)|0;F=e;I=M+24|0;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));f[(e+36|0)>>2]=i;f[(e+40|0)>>2]=m;f[(e+44|0)>>2]=o;f[(e+48|0)>>2]=q;f[(e+52|0)>>2]=r;f[(e+56|0)>>2]=h;p[(e+64|0)>>3]=j;p[(e+72|0)>>3]=k;p[(e+80|0)>>3]=l;h=f[(e+88|0)>>2]|0;if(h|0){i=f[(e+92|0)>>2]|0;if((i|0)!=(h|0))f[(e+92|0)>>2]=i+(~(((i+-12-h|0)>>>0)/12|0)*12|0);sOb(h);f[(e+96|0)>>2]=0;f[(e+92|0)>>2]=0;f[(e+88|0)>>2]=0}f[(e+88|0)>>2]=s;f[(e+92|0)>>2]=t;f[(e+96|0)>>2]=v;f[(e+100|0)>>2]=f[(M+60|0)>>2];f[(e+100|0)+4>>2]=f[(M+60|0)+4>>2];f[(e+100|0)+8>>2]=f[(M+60|0)+8>>2];f[(e+100|0)+12>>2]=f[(M+60|0)+12>>2];f[(e+100|0)+16>>2]=f[(M+60|0)+16>>2];p[(e+120|0)>>3]=w;p[(e+128|0)>>3]=x;p[(e+136|0)>>3]=y;p[(e+144|0)>>3]=z;p[(e+152|0)>>3]=A;p[(e+160|0)>>3]=B;p[(e+168|0)>>3]=C;f[M+96>>2]=a;f[M+104>>2]=c;f[M+112>>2]=d;f[M+120>>2]=e;f[M+136>>2]=K;n[M+272>>2]=E;f[M+888>>2]=L;f[M+992>>2]=F;f[M+1008>>2]=I;f[M+1016>>2]=J;f[M+1024>>2]=0;f[M+1028>>2]=0;Atb(M);G=f[M+1024>>2]|0;D=f[M+1028>>2]|0;H=+n[M+1028>>2];f[M+1024>>2]=0;f[M+1028>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Esb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0;L=0;P=u;u=u+1296|0;d=1;h=(c-a|0)/208|0|0;if(d)switch(h|0){case 2:{h=~~+p[c+-24>>3]>>>0;d=~~+p[a+184>>3]>>>0;if(h>>>0>=d>>>0){if(h>>>0>d>>>0){c=1;u=P;return c|0}e=+p[c+-16>>3];g=+p[a+192>>3];if(!(e<g)){if(e>g){c=1;u=P;return c|0}if(!(gub(c+-208|0,a)|0)){c=1;u=P;return c|0}}}M=P+24|0;N=a;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));d=f[a+36>>2]|0;h=f[a+40>>2]|0;i=f[a+44>>2]|0;j=f[a+48>>2]|0;k=f[a+52>>2]|0;l=f[a+56>>2]|0;e=+p[a+64>>3];g=+p[a+72>>3];s=+p[a+80>>3];m=f[(a+88|0)>>2]|0;o=f[(a+92|0)>>2]|0;q=f[(a+96|0)>>2]|0;f[(a+96|0)>>2]=0;f[(a+92|0)>>2]=0;f[(a+88|0)>>2]=0;f[(P+232|0)>>2]=f[(a+100|0)>>2];f[(P+232|0)+4>>2]=f[(a+100|0)+4>>2];f[(P+232|0)+8>>2]=f[(a+100|0)+8>>2];f[(P+232|0)+12>>2]=f[(a+100|0)+12>>2];f[(P+232|0)+16>>2]=f[(a+100|0)+16>>2];A=+p[a+120>>3];B=+p[a+128>>3];C=+p[a+136>>3];E=+p[a+144>>3];F=+p[a+152>>3];I=+p[a+160>>3];J=+p[a+168>>3];K=+p[a+176>>3];f[P>>2]=f[(a+184|0)>>2];f[P+4>>2]=f[(a+184|0)+4>>2];f[P+8>>2]=f[(a+184|0)+8>>2];f[P+12>>2]=f[(a+184|0)+12>>2];b[P+16>>0]=b[(a+184|0)+16>>0]|0;psb(a,c+-208|0)|0;M=c+-208|0;N=P+24|0;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));f[c+-172>>2]=d;f[c+-168>>2]=h;f[c+-164>>2]=i;f[c+-160>>2]=j;f[c+-156>>2]=k;f[c+-152>>2]=l;p[c+-144>>3]=e;p[c+-136>>3]=g;p[c+-128>>3]=s;d=f[(c+-120|0)>>2]|0;if(!d)d=c+-112|0;else{h=f[(c+-116|0)>>2]|0;if((h|0)!=(d|0))f[(c+-116|0)>>2]=h+(~(((h+-12-d|0)>>>0)/12|0)*12|0);sOb(d);f[(c+-112|0)>>2]=0;f[(c+-116|0)>>2]=0;f[(c+-120|0)>>2]=0;d=c+-112|0}f[(c+-120|0)>>2]=m;f[(c+-116|0)>>2]=o;f[d>>2]=q;f[(c+-108|0)>>2]=f[(P+232|0)>>2];f[(c+-108|0)+4>>2]=f[(P+232|0)+4>>2];f[(c+-108|0)+8>>2]=f[(P+232|0)+8>>2];f[(c+-108|0)+12>>2]=f[(P+232|0)+12>>2];f[(c+-108|0)+16>>2]=f[(P+232|0)+16>>2];p[c+-88>>3]=A;p[c+-80>>3]=B;p[c+-72>>3]=C;p[c+-64>>3]=E;p[c+-56>>3]=F;p[c+-48>>3]=I;p[c+-40>>3]=J;p[c+-32>>3]=K;f[(c+-24|0)>>2]=f[P>>2];f[(c+-24|0)+4>>2]=f[P+4>>2];f[(c+-24|0)+8>>2]=f[P+8>>2];f[(c+-24|0)+12>>2]=f[P+12>>2];b[(c+-24|0)+16>>0]=b[P+16>>0]|0;c=1;u=P;return c|0}default:d=1}if(d)switch(h|0){case 3:{Bsb(a,a+208|0,c+-208|0)|0;c=1;u=P;return c|0}case 4:{Csb(a,a+208|0,a+416|0,c+-208|0)|0;c=1;u=P;return c|0}case 5:{Dsb(a,a+208|0,a+416|0,a+624|0,c+-208|0)|0;c=1;u=P;return c|0}case 1:case 0:{c=1;u=P;return c|0}default:d=1}if(d)switch(h|0){default:{Bsb(a,a+208|0,a+416|0)|0;a:{d=1;if(d){d=0;if((a+624|0|0)==(c|0)){x=1;z=0}else d=1}if(d)if(1){t=(P+24|0)+36|0;v=(P+24|0)+48|0;w=(P+24|0)+64|0;l=(P+24|0)+100|0;m=(P+24|0)+120|0;o=(P+24|0)+144|0;q=(P+24|0)+168|0;r=(P+24|0)+184|0;k=a+624|0;i=0;j=a+416|0;while(1){d=~~+p[k+184>>3]>>>0;h=~~+p[j+184>>3]>>>0;if(d>>>0<h>>>0)L=23;else if(d>>>0>h>>>0)y=i;else{e=+p[k+192>>3];g=+p[j+192>>3];if(e<g)L=23;else if(e>g)y=i;else if(gub(k,j)|0)L=23;else y=i}if((L|0)==23){L=0;M=P+24|0;N=k;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));h=k+36|0;f[t>>2]=f[h>>2];f[t+4>>2]=f[h+4>>2];f[t+8>>2]=f[h+8>>2];f[t>>2]=f[h>>2];f[((P+24|0)+40|0)>>2]=f[k+40>>2];f[((P+24|0)+44|0)>>2]=f[k+44>>2];h=k+48|0;f[v>>2]=f[h>>2];f[v+4>>2]=f[h+4>>2];f[v+8>>2]=f[h+8>>2];f[v>>2]=f[h>>2];f[((P+24|0)+52|0)>>2]=f[k+52>>2];f[((P+24|0)+56|0)>>2]=f[k+56>>2];h=k+64|0;f[w>>2]=f[h>>2];f[w+4>>2]=f[h+4>>2];f[P+272>>2]=a;f[P+280>>2]=c;f[P+304>>2]=k;f[P+312>>2]=i;f[P+320>>2]=j;f[P+336>>2]=x;f[P+344>>2]=y;f[P+352>>2]=z;f[P+392>>2]=l;f[P+400>>2]=m;f[P+408>>2]=o;f[P+416>>2]=q;f[P+424>>2]=r;f[P+488>>2]=h;f[P+1128>>2]=t;f[P+1136>>2]=v;f[P+1144>>2]=w;f[P+1152>>2]=M;f[P+1168>>2]=N;f[P+1176>>2]=O;f[P+1224>>2]=0;f[P+1228>>2]=0;Btb(P);x=f[P+336>>2]|0;y=f[P+344>>2]|0;z=f[P+352>>2]|0;G=f[P+1224>>2]|0;D=f[P+1228>>2]|0;H=+n[P+1228>>2];f[P+1224>>2]=0;f[P+1228>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 2:break a}}d=k+208|0;if((d|0)==(c|0)){x=1;z=0;break}else{j=k;k=d;i=y}}}}c=z|x;u=P;return c|0}}return 0}function Fsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0,j=0.0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0,J=0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0,ga=0,ha=0,ia=0,ja=0.0,ka=0;ga=u;u=u+2144|0;j=+p[(c+216|0)>>3];e=~~+p[(a+216|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){k=1;g=j}else if(~~j>>>0>>>0>e>>>0){k=0;g=j}else{g=+p[c+224>>3];h=+p[a+224>>3];if(g<h){k=1;g=j}else if(g>h){k=0;g=j}else{k=fub(c,a)|0;g=+p[(c+216|0)>>3]}}i=~~+p[(d+216|0)>>3]>>>0;e=~~g>>>0;if(i>>>0<e>>>0)I=1;else if(i>>>0>e>>>0)I=0;else{g=+p[d+224>>3];h=+p[c+224>>3];if(g<h)I=1;else if(g>h)I=0;else I=fub(d,c)|0}if(!k){if(!I){ia=0;u=ga;return ia|0}fa=ga+24|0;ha=c;ia=fa+36|0;do{f[fa>>2]=f[ha>>2];fa=fa+4|0;ha=ha+4|0}while((fa|0)<(ia|0));g=+p[(c+40|0)>>3];h=+p[(c+48|0)>>3];j=+p[(c+56|0)>>3];l=+p[(c+64|0)>>3];m=+p[(c+72|0)>>3];o=+p[(c+80|0)>>3];e=f[(c+88|0)>>2]|0;i=f[(c+92|0)>>2]|0;k=f[(c+96|0)>>2]|0;q=f[(c+100|0)>>2]|0;r=f[(c+104|0)>>2]|0;s=f[(c+108|0)>>2]|0;t=+p[(c+112|0)>>3];v=+p[(c+120|0)>>3];w=+p[(c+128|0)>>3];x=+p[(c+136|0)>>3];y=+p[(c+144|0)>>3];z=+p[(c+152|0)>>3];A=+p[(c+160|0)>>3];B=+p[(c+168|0)>>3];C=+p[(c+176|0)>>3];f[(ga+64|0)>>2]=f[(c+184|0)>>2];f[(ga+64|0)+4>>2]=f[(c+184|0)+4>>2];f[(ga+64|0)+8>>2]=f[(c+184|0)+8>>2];f[(ga+64|0)+12>>2]=f[(c+184|0)+12>>2];E=+p[(c+200|0)>>3];F=+p[(c+208|0)>>3];f[ga>>2]=f[(c+216|0)>>2];f[ga+4>>2]=f[(c+216|0)+4>>2];f[ga+8>>2]=f[(c+216|0)+8>>2];f[ga+12>>2]=f[(c+216|0)+12>>2];b[ga+16>>0]=b[(c+216|0)+16>>0]|0;fa=c;ha=d;ia=fa+36|0;do{f[fa>>2]=f[ha>>2];fa=fa+4|0;ha=ha+4|0}while((fa|0)<(ia|0));ja=+p[(d+40|0)>>3];p[(d+40|0)>>3]=g;p[(c+40|0)>>3]=ja;ja=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=ja;ja=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=ja;ja=+p[(d+64|0)>>3];p[(d+64|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=ja;ja=+p[(d+72|0)>>3];p[(d+72|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=ja;ja=+p[(d+80|0)>>3];p[(d+80|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=ja;ka=f[(d+88|0)>>2]|0;f[(d+88|0)>>2]=e;f[(c+88|0)>>2]=ka;ka=f[(d+92|0)>>2]|0;f[(d+92|0)>>2]=f[(c+92|0)>>2];f[(c+92|0)>>2]=ka;ka=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=f[(c+96|0)>>2];f[(c+96|0)>>2]=ka;ka=f[(d+100|0)>>2]|0;f[(d+100|0)>>2]=f[(c+100|0)>>2];f[(c+100|0)>>2]=ka;f[(c+104|0)>>2]=f[(d+104|0)>>2];f[(c+108|0)>>2]=f[(d+108|0)>>2];ja=+p[(d+112|0)>>3];p[(d+112|0)>>3]=+p[(c+112|0)>>3];p[(c+112|0)>>3]=ja;ja=+p[(d+120|0)>>3];p[(d+120|0)>>3]=+p[(c+120|0)>>3];p[(c+120|0)>>3]=ja;ja=+p[(d+128|0)>>3];p[(d+128|0)>>3]=+p[(c+128|0)>>3];p[(c+128|0)>>3]=ja;ja=+p[(d+136|0)>>3];p[(d+136|0)>>3]=+p[(c+136|0)>>3];p[(c+136|0)>>3]=ja;ja=+p[(d+144|0)>>3];p[(d+144|0)>>3]=+p[(c+144|0)>>3];p[(c+144|0)>>3]=ja;ja=+p[(d+152|0)>>3];p[(d+152|0)>>3]=+p[(c+152|0)>>3];p[(c+152|0)>>3]=ja;ja=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(c+160|0)>>3];f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;n[ga+160>>2]=ja;n[ga+1152>>2]=g;n[ga+1184>>2]=h;n[ga+1224>>2]=j;n[ga+1248>>2]=l;n[ga+1280>>2]=m;n[ga+1320>>2]=o;f[ga+1368>>2]=e;f[ga+1408>>2]=i;f[ga+1448>>2]=k;f[ga+1504>>2]=q;f[ga+1536>>2]=r;f[ga+1576>>2]=s;n[ga+1592>>2]=t;n[ga+1680>>2]=v;n[ga+1768>>2]=w;n[ga+1784>>2]=x;n[ga+1792>>2]=y;n[ga+1800>>2]=z;n[ga+1808>>2]=A;n[ga+1816>>2]=B;n[ga+1824>>2]=C;n[ga+1832>>2]=E;n[ga+1840>>2]=F;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2016>>2]=0;f[ga+2020>>2]=0;Etb(ga);J=f[ga+120>>2]|0;fa=f[ga+1968>>2]|0;ha=f[ga+1984>>2]|0;ia=f[ga+1992>>2]|0;G=f[ga+2016>>2]|0;D=f[ga+2020>>2]|0;H=+n[ga+2020>>2];f[ga+2016>>2]=0;f[ga+2020>>2]=0;if((G|0)==6)return D|0}f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;f[ga+136>>2]=I;n[ga+952>>2]=K;n[ga+960>>2]=L;n[ga+968>>2]=M;n[ga+976>>2]=N;n[ga+984>>2]=O;n[ga+992>>2]=P;f[ga+1e3>>2]=Q;f[ga+1008>>2]=R;f[ga+1016>>2]=S;f[ga+1024>>2]=T;f[ga+1032>>2]=U;f[ga+1040>>2]=V;n[ga+1048>>2]=W;n[ga+1056>>2]=X;n[ga+1064>>2]=Y;n[ga+1072>>2]=Z;n[ga+1080>>2]=_;n[ga+1088>>2]=$;n[ga+1096>>2]=aa;n[ga+1104>>2]=ba;n[ga+1112>>2]=ca;n[ga+1120>>2]=da;n[ga+1128>>2]=ea;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2008>>2]=0;f[ga+2012>>2]=0;Dtb(ga);J=f[ga+120>>2]|0;K=+n[ga+952>>2];L=+n[ga+960>>2];M=+n[ga+968>>2];N=+n[ga+976>>2];O=+n[ga+984>>2];P=+n[ga+992>>2];Q=f[ga+1e3>>2]|0;R=f[ga+1008>>2]|0;S=f[ga+1016>>2]|0;T=f[ga+1024>>2]|0;U=f[ga+1032>>2]|0;V=f[ga+1040>>2]|0;W=+n[ga+1048>>2];X=+n[ga+1056>>2];Y=+n[ga+1064>>2];Z=+n[ga+1072>>2];_=+n[ga+1080>>2];$=+n[ga+1088>>2];aa=+n[ga+1096>>2];ba=+n[ga+1104>>2];ca=+n[ga+1112>>2];da=+n[ga+1120>>2];ea=+n[ga+1128>>2];fa=f[ga+1968>>2]|0;ha=f[ga+1984>>2]|0;ia=f[ga+1992>>2]|0;G=f[ga+2008>>2]|0;D=f[ga+2012>>2]|0;H=+n[ga+2012>>2];f[ga+2008>>2]=0;f[ga+2012>>2]=0;if((G|0)==6)return D|0;f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;n[ga+952>>2]=K;n[ga+960>>2]=L;n[ga+968>>2]=M;n[ga+976>>2]=N;n[ga+984>>2]=O;n[ga+992>>2]=P;f[ga+1e3>>2]=Q;f[ga+1008>>2]=R;f[ga+1016>>2]=S;f[ga+1024>>2]=T;f[ga+1032>>2]=U;f[ga+1040>>2]=V;n[ga+1048>>2]=W;n[ga+1056>>2]=X;n[ga+1064>>2]=Y;n[ga+1072>>2]=Z;n[ga+1080>>2]=_;n[ga+1088>>2]=$;n[ga+1096>>2]=aa;n[ga+1104>>2]=ba;n[ga+1112>>2]=ca;n[ga+1120>>2]=da;n[ga+1128>>2]=ea;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2e3>>2]=0;f[ga+2004>>2]=0;Ctb(ga);G=f[ga+2e3>>2]|0;D=f[ga+2004>>2]|0;H=+n[ga+2004>>2];f[ga+2e3>>2]=0;f[ga+2004>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Gsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0,ja=0,ka=0,la=0.0,ma=0;ka=u;u=u+1376|0;ja=Fsb(a,c,d)|0;j=~~+p[e+216>>3]>>>0;g=~~+p[(d+216|0)>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=ka;return ja|0}h=+p[e+224>>3];i=+p[d+224>>3];if(!(h<i)){if(h>i){u=ka;return ja|0}if(!(fub(e,d)|0)){u=ka;return ja|0}}}J=ka+24|0;K=d;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));h=+p[(d+40|0)>>3];i=+p[(d+48|0)>>3];k=+p[(d+56|0)>>3];l=+p[(d+64|0)>>3];m=+p[(d+72|0)>>3];o=+p[(d+80|0)>>3];g=f[(d+88|0)>>2]|0;j=f[(d+92|0)>>2]|0;q=f[(d+96|0)>>2]|0;r=f[(d+100|0)>>2]|0;s=f[(d+104|0)>>2]|0;t=f[(d+108|0)>>2]|0;v=+p[(d+112|0)>>3];w=+p[(d+120|0)>>3];x=+p[(d+128|0)>>3];y=+p[(d+136|0)>>3];z=+p[(d+144|0)>>3];A=+p[(d+152|0)>>3];B=+p[(d+160|0)>>3];C=+p[(d+168|0)>>3];E=+p[(d+176|0)>>3];f[(ka+64|0)>>2]=f[(d+184|0)>>2];f[(ka+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(ka+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(ka+64|0)+12>>2]=f[(d+184|0)+12>>2];F=+p[(d+200|0)>>3];I=+p[(d+208|0)>>3];f[ka>>2]=f[(d+216|0)>>2];f[ka+4>>2]=f[(d+216|0)+4>>2];f[ka+8>>2]=f[(d+216|0)+8>>2];f[ka+12>>2]=f[(d+216|0)+12>>2];b[ka+16>>0]=b[(d+216|0)+16>>0]|0;J=d;K=e;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));la=+p[(e+40|0)>>3];p[(e+40|0)>>3]=h;p[(d+40|0)>>3]=la;la=+p[(e+48|0)>>3];p[(e+48|0)>>3]=+p[(d+48|0)>>3];p[(d+48|0)>>3]=la;la=+p[(e+56|0)>>3];p[(e+56|0)>>3]=+p[(d+56|0)>>3];p[(d+56|0)>>3]=la;la=+p[(e+64|0)>>3];p[(e+64|0)>>3]=+p[(d+64|0)>>3];p[(d+64|0)>>3]=la;la=+p[(e+72|0)>>3];p[(e+72|0)>>3]=+p[(d+72|0)>>3];p[(d+72|0)>>3]=la;la=+p[(e+80|0)>>3];p[(e+80|0)>>3]=+p[(d+80|0)>>3];p[(d+80|0)>>3]=la;ma=f[(e+88|0)>>2]|0;f[(e+88|0)>>2]=g;f[(d+88|0)>>2]=ma;ma=f[(e+92|0)>>2]|0;f[(e+92|0)>>2]=f[(d+92|0)>>2];f[(d+92|0)>>2]=ma;ma=f[(e+96|0)>>2]|0;f[(e+96|0)>>2]=f[(d+96|0)>>2];f[(d+96|0)>>2]=ma;ma=f[(e+100|0)>>2]|0;f[(e+100|0)>>2]=f[(d+100|0)>>2];f[(d+100|0)>>2]=ma;f[(d+104|0)>>2]=f[(e+104|0)>>2];f[(d+108|0)>>2]=f[(e+108|0)>>2];la=+p[(e+112|0)>>3];p[(e+112|0)>>3]=+p[(d+112|0)>>3];p[(d+112|0)>>3]=la;la=+p[(e+120|0)>>3];p[(e+120|0)>>3]=+p[(d+120|0)>>3];p[(d+120|0)>>3]=la;la=+p[(e+128|0)>>3];p[(e+128|0)>>3]=+p[(d+128|0)>>3];p[(d+128|0)>>3]=la;f[ka+104>>2]=c;f[ka+112>>2]=d;f[ka+120>>2]=e;f[ka+128>>2]=M;n[ka+184>>2]=N;n[ka+192>>2]=O;n[ka+200>>2]=P;n[ka+208>>2]=Q;n[ka+216>>2]=R;n[ka+224>>2]=S;f[ka+232>>2]=T;f[ka+240>>2]=U;f[ka+248>>2]=V;f[ka+256>>2]=W;f[ka+264>>2]=X;f[ka+272>>2]=Y;n[ka+280>>2]=Z;n[ka+296>>2]=_;n[ka+304>>2]=$;n[ka+312>>2]=aa;n[ka+320>>2]=ba;n[ka+328>>2]=ca;n[ka+336>>2]=da;n[ka+344>>2]=ea;n[ka+352>>2]=fa;n[ka+360>>2]=ga;n[ka+368>>2]=ha;f[ka+440>>2]=ia;n[ka+560>>2]=h;n[ka+616>>2]=i;n[ka+688>>2]=k;n[ka+776>>2]=l;n[ka+832>>2]=m;n[ka+872>>2]=o;f[ka+952>>2]=g;f[ka+960>>2]=j;f[ka+968>>2]=q;f[ka+976>>2]=r;f[ka+984>>2]=s;f[ka+992>>2]=t;n[ka+1e3>>2]=v;n[ka+1008>>2]=w;n[ka+1016>>2]=x;n[ka+1024>>2]=y;n[ka+1032>>2]=z;n[ka+1040>>2]=A;f[ka+1048>>2]=ja;n[ka+1056>>2]=B;n[ka+1064>>2]=C;n[ka+1072>>2]=E;n[ka+1080>>2]=F;n[ka+1088>>2]=I;f[ka+1248>>2]=J;f[ka+1264>>2]=K;f[ka+1272>>2]=L;f[ka+1288>>2]=0;f[ka+1292>>2]=0;Gtb(ka);M=f[ka+128>>2]|0;N=+n[ka+184>>2];O=+n[ka+192>>2];P=+n[ka+200>>2];Q=+n[ka+208>>2];R=+n[ka+216>>2];S=+n[ka+224>>2];T=f[ka+232>>2]|0;U=f[ka+240>>2]|0;V=f[ka+248>>2]|0;W=f[ka+256>>2]|0;X=f[ka+264>>2]|0;Y=f[ka+272>>2]|0;Z=+n[ka+280>>2];_=+n[ka+296>>2];$=+n[ka+304>>2];aa=+n[ka+312>>2];ba=+n[ka+320>>2];ca=+n[ka+328>>2];da=+n[ka+336>>2];ea=+n[ka+344>>2];fa=+n[ka+352>>2];ga=+n[ka+360>>2];ha=+n[ka+368>>2];ia=f[ka+440>>2]|0;J=f[ka+1248>>2]|0;K=f[ka+1264>>2]|0;L=f[ka+1272>>2]|0;G=f[ka+1288>>2]|0;D=f[ka+1292>>2]|0;H=+n[ka+1292>>2];f[ka+1288>>2]=0;f[ka+1292>>2]=0;if((G|0)==6)return D|0;f[ka+96>>2]=a;f[ka+104>>2]=c;f[ka+112>>2]=d;f[ka+128>>2]=M;n[ka+184>>2]=N;n[ka+192>>2]=O;n[ka+200>>2]=P;n[ka+208>>2]=Q;n[ka+216>>2]=R;n[ka+224>>2]=S;f[ka+232>>2]=T;f[ka+240>>2]=U;f[ka+248>>2]=V;f[ka+256>>2]=W;f[ka+264>>2]=X;f[ka+272>>2]=Y;n[ka+280>>2]=Z;n[ka+296>>2]=_;n[ka+304>>2]=$;n[ka+312>>2]=aa;n[ka+320>>2]=ba;n[ka+328>>2]=ca;n[ka+336>>2]=da;n[ka+344>>2]=ea;n[ka+352>>2]=fa;n[ka+360>>2]=ga;n[ka+368>>2]=ha;f[ka+440>>2]=ia;f[ka+1048>>2]=ja;f[ka+1248>>2]=J;f[ka+1264>>2]=K;f[ka+1272>>2]=L;f[ka+1280>>2]=0;f[ka+1284>>2]=0;Ftb(ka);G=f[ka+1280>>2]|0;D=f[ka+1284>>2]|0;H=+n[ka+1284>>2];f[ka+1280>>2]=0;f[ka+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Hsb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0,$=0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0.0,oa=0.0,pa=0.0,qa=0.0,ra=0.0,sa=0.0;$=u;u=u+1792|0;_=Gsb(a,b,c,d)|0;j=~~+p[e+216>>3]>>>0;g=~~+p[(d+216|0)>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=$;return _|0}h=+p[e+224>>3];i=+p[d+224>>3];if(!(h<i)){if(h>i){u=$;return _|0}if(!(fub(e,d)|0)){u=$;return _|0}}}g=$+24|0;j=d;k=g+36|0;do{f[g>>2]=f[j>>2];g=g+4|0;j=j+4|0}while((g|0)<(k|0));sa=+p[(d+40|0)>>3];ra=+p[(d+48|0)>>3];qa=+p[(d+56|0)>>3];pa=+p[(d+64|0)>>3];oa=+p[(d+72|0)>>3];na=+p[(d+80|0)>>3];ma=f[(d+88|0)>>2]|0;la=f[(d+92|0)>>2]|0;ka=f[(d+96|0)>>2]|0;ja=f[(d+100|0)>>2]|0;ia=f[(d+104|0)>>2]|0;ha=f[(d+108|0)>>2]|0;ga=+p[(d+112|0)>>3];fa=+p[(d+120|0)>>3];ea=+p[(d+128|0)>>3];da=+p[(d+136|0)>>3];ca=+p[(d+144|0)>>3];ba=+p[(d+152|0)>>3];aa=+p[(d+160|0)>>3];h=+p[(d+168|0)>>3];i=+p[(d+176|0)>>3];f[($+64|0)>>2]=f[(d+184|0)>>2];f[($+64|0)+4>>2]=f[(d+184|0)+4>>2];f[($+64|0)+8>>2]=f[(d+184|0)+8>>2];f[($+64|0)+12>>2]=f[(d+184|0)+12>>2];f[$+112>>2]=c;f[$+120>>2]=d;f[$+128>>2]=e;f[$+136>>2]=l;n[$+200>>2]=m;n[$+208>>2]=o;n[$+216>>2]=q;n[$+224>>2]=r;n[$+232>>2]=s;n[$+240>>2]=t;f[$+248>>2]=v;f[$+256>>2]=w;f[$+264>>2]=x;f[$+272>>2]=y;f[$+280>>2]=z;n[$+616>>2]=sa;n[$+688>>2]=ra;n[$+776>>2]=qa;n[$+832>>2]=pa;n[$+880>>2]=oa;n[$+928>>2]=na;f[$+984>>2]=ma;f[$+1040>>2]=la;f[$+1112>>2]=ka;f[$+1248>>2]=ja;f[$+1296>>2]=ia;f[$+1344>>2]=ha;n[$+1384>>2]=ga;n[$+1392>>2]=fa;n[$+1400>>2]=ea;n[$+1408>>2]=da;n[$+1416>>2]=ca;n[$+1424>>2]=ba;n[$+1432>>2]=aa;n[$+1440>>2]=h;n[$+1448>>2]=i;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1672>>2]=0;f[$+1676>>2]=0;Jtb($);l=f[$+136>>2]|0;m=+n[$+200>>2];o=+n[$+208>>2];q=+n[$+216>>2];r=+n[$+224>>2];s=+n[$+232>>2];t=+n[$+240>>2];v=f[$+248>>2]|0;w=f[$+256>>2]|0;x=f[$+264>>2]|0;y=f[$+272>>2]|0;z=f[$+280>>2]|0;g=f[$+1624>>2]|0;j=f[$+1640>>2]|0;k=f[$+1648>>2]|0;G=f[$+1672>>2]|0;D=f[$+1676>>2]|0;H=+n[$+1676>>2];f[$+1672>>2]=0;f[$+1676>>2]=0;if((G|0)==6)return D|0;f[$+104>>2]=b;f[$+112>>2]=c;f[$+120>>2]=d;f[$+136>>2]=l;n[$+200>>2]=m;n[$+208>>2]=o;n[$+216>>2]=q;n[$+224>>2]=r;n[$+232>>2]=s;n[$+240>>2]=t;f[$+248>>2]=v;f[$+256>>2]=w;f[$+264>>2]=x;f[$+272>>2]=y;f[$+280>>2]=z;n[$+584>>2]=A;n[$+592>>2]=B;n[$+600>>2]=C;n[$+608>>2]=E;n[$+624>>2]=F;n[$+632>>2]=I;f[$+640>>2]=J;f[$+648>>2]=K;f[$+656>>2]=L;f[$+664>>2]=M;f[$+672>>2]=N;f[$+680>>2]=O;n[$+696>>2]=P;n[$+704>>2]=Q;n[$+712>>2]=R;n[$+720>>2]=S;n[$+728>>2]=T;n[$+736>>2]=U;n[$+744>>2]=V;n[$+752>>2]=W;n[$+760>>2]=X;n[$+768>>2]=Y;n[$+784>>2]=Z;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1664>>2]=0;f[$+1668>>2]=0;Itb($);l=f[$+136>>2]|0;A=+n[$+584>>2];B=+n[$+592>>2];C=+n[$+600>>2];E=+n[$+608>>2];F=+n[$+624>>2];I=+n[$+632>>2];J=f[$+640>>2]|0;K=f[$+648>>2]|0;L=f[$+656>>2]|0;M=f[$+664>>2]|0;N=f[$+672>>2]|0;O=f[$+680>>2]|0;P=+n[$+696>>2];Q=+n[$+704>>2];R=+n[$+712>>2];S=+n[$+720>>2];T=+n[$+728>>2];U=+n[$+736>>2];V=+n[$+744>>2];W=+n[$+752>>2];X=+n[$+760>>2];Y=+n[$+768>>2];Z=+n[$+784>>2];g=f[$+1624>>2]|0;j=f[$+1640>>2]|0;k=f[$+1648>>2]|0;G=f[$+1664>>2]|0;D=f[$+1668>>2]|0;H=+n[$+1668>>2];f[$+1664>>2]=0;f[$+1668>>2]=0;if((G|0)==6)return D|0;f[$+96>>2]=a;f[$+104>>2]=b;f[$+112>>2]=c;f[$+136>>2]=l;n[$+584>>2]=A;n[$+592>>2]=B;n[$+600>>2]=C;n[$+608>>2]=E;n[$+624>>2]=F;n[$+632>>2]=I;f[$+640>>2]=J;f[$+648>>2]=K;f[$+656>>2]=L;f[$+664>>2]=M;f[$+672>>2]=N;f[$+680>>2]=O;n[$+696>>2]=P;n[$+704>>2]=Q;n[$+712>>2]=R;n[$+720>>2]=S;n[$+728>>2]=T;n[$+736>>2]=U;n[$+744>>2]=V;n[$+752>>2]=W;n[$+760>>2]=X;n[$+768>>2]=Y;n[$+784>>2]=Z;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1656>>2]=0;f[$+1660>>2]=0;Htb($);G=f[$+1656>>2]|0;D=f[$+1660>>2]|0;H=+n[$+1660>>2];f[$+1656>>2]=0;f[$+1660>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Isb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0;B=0;C=u;u=u+1952|0;c=1;g=(b-a|0)/240|0|0;if(c)switch(g|0){case 2:{g=~~+p[b+-24>>3]>>>0;c=~~+p[a+216>>3]>>>0;if(g>>>0>=c>>>0){if(g>>>0>c>>>0){b=1;u=C;return b|0}d=+p[b+-16>>3];e=+p[a+224>>3];if(!(d<e)){if(d>e){b=1;u=C;return b|0}if(!(fub(b+-240|0,a)|0)){b=1;u=C;return b|0}}}c=C+40|0;g=a;i=c+36|0;do{f[c>>2]=f[g>>2];c=c+4|0;g=g+4|0}while((c|0)<(i|0));R=+p[(a+40|0)>>3];Q=+p[(a+48|0)>>3];P=+p[(a+56|0)>>3];O=+p[(a+64|0)>>3];N=+p[(a+72|0)>>3];M=+p[(a+80|0)>>3];w=f[(a+88|0)>>2]|0;x=f[(a+92|0)>>2]|0;y=f[(a+96|0)>>2]|0;z=f[(a+100|0)>>2]|0;A=f[(a+104|0)>>2]|0;B=f[(a+108|0)>>2]|0;L=+p[(a+112|0)>>3];K=+p[(a+120|0)>>3];J=+p[(a+128|0)>>3];I=+p[(a+136|0)>>3];F=+p[(a+144|0)>>3];E=+p[(a+152|0)>>3];d=+p[(a+160|0)>>3];e=+p[(a+168|0)>>3];f[C+304>>2]=a;f[C+312>>2]=b;f[C+400>>2]=h;n[C+632>>2]=R;n[C+704>>2]=Q;n[C+776>>2]=P;n[C+840>>2]=O;n[C+912>>2]=N;n[C+976>>2]=M;f[C+1104>>2]=w;f[C+1176>>2]=x;f[C+1248>>2]=y;f[C+1336>>2]=z;f[C+1376>>2]=A;f[C+1424>>2]=B;n[C+1472>>2]=L;n[C+1520>>2]=K;n[C+1568>>2]=J;n[C+1584>>2]=I;n[C+1592>>2]=F;n[C+1600>>2]=E;n[C+1608>>2]=d;n[C+1616>>2]=e;f[C+1792>>2]=c;f[C+1808>>2]=g;f[C+1816>>2]=i;f[C+1864>>2]=0;f[C+1868>>2]=0;Ltb(C);G=f[C+1864>>2]|0;D=f[C+1868>>2]|0;H=+n[C+1868>>2];f[C+1864>>2]=0;f[C+1868>>2]=0;if((G|0)==6)return D|0}default:c=1}if(c)switch(g|0){case 3:{Fsb(a,a+240|0,b+-240|0)|0;b=1;u=C;return b|0}case 4:{Gsb(a,a+240|0,a+480|0,b+-240|0)|0;b=1;u=C;return b|0}case 5:{Hsb(a,a+240|0,a+480|0,a+720|0,b+-240|0)|0;b=1;u=C;return b|0}case 1:case 0:{b=1;u=C;return b|0}default:c=1}if(c)switch(g|0){default:{Fsb(a,a+240|0,a+480|0)|0;a:{c=1;if(c){c=0;if((a+720|0|0)==(b|0)){y=1;A=0}else c=1}if(c)if(1){l=(C+40|0)+40|0;m=(C+40|0)+64|0;o=(C+40|0)+88|0;q=(C+40|0)+100|0;r=(C+40|0)+112|0;s=(C+40|0)+136|0;t=(C+40|0)+160|0;v=(C+40|0)+184|0;w=(C+40|0)+200|0;x=(C+40|0)+216|0;k=a+720|0;h=0;j=a+480|0;while(1){c=~~+p[k+216>>3]>>>0;g=~~+p[j+216>>3]>>>0;if(c>>>0<g>>>0)B=18;else if(c>>>0>g>>>0)z=h;else{d=+p[k+224>>3];e=+p[j+224>>3];if(d<e)B=18;else if(d>e)z=h;else if(fub(k,j)|0)B=18;else z=h}if((B|0)==18){B=0;c=C+40|0;g=k;i=c+36|0;do{f[c>>2]=f[g>>2];c=c+4|0;g=g+4|0}while((c|0)<(i|0));S=k+40|0;f[l>>2]=f[S>>2];f[l+4>>2]=f[S+4>>2];f[l+8>>2]=f[S+8>>2];f[l+12>>2]=f[S+12>>2];f[l+16>>2]=f[S+16>>2];f[l+20>>2]=f[S+20>>2];p[l>>3]=+p[S>>3];p[((C+40|0)+48|0)>>3]=+p[k+48>>3];p[((C+40|0)+56|0)>>3]=+p[k+56>>3];S=k+64|0;f[m>>2]=f[S>>2];f[m+4>>2]=f[S+4>>2];f[m+8>>2]=f[S+8>>2];f[m+12>>2]=f[S+12>>2];f[m+16>>2]=f[S+16>>2];f[m+20>>2]=f[S+20>>2];f[C+304>>2]=a;f[C+312>>2]=b;f[C+328>>2]=k;f[C+336>>2]=h;f[C+344>>2]=j;f[C+360>>2]=y;f[C+368>>2]=z;f[C+392>>2]=A;f[C+440>>2]=m;f[C+448>>2]=o;f[C+456>>2]=q;f[C+464>>2]=r;f[C+472>>2]=s;f[C+480>>2]=t;f[C+488>>2]=v;f[C+496>>2]=w;f[C+504>>2]=x;f[C+560>>2]=S;f[C+1792>>2]=c;f[C+1808>>2]=g;f[C+1816>>2]=i;f[C+1856>>2]=0;f[C+1860>>2]=0;Ktb(C);y=f[C+360>>2]|0;z=f[C+368>>2]|0;A=f[C+392>>2]|0;G=f[C+1856>>2]|0;D=f[C+1860>>2]|0;H=+n[C+1860>>2];f[C+1856>>2]=0;f[C+1860>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break a}}c=k+240|0;if((c|0)==(b|0)){y=1;A=0;break}else{j=k;k=c;h=z}}}}S=A|y;u=C;return S|0}}return 0}function Jsb(){if(!(b[257144]|0))MPb(257144)|0;f[64728]=262921;return}function Ksb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[b+56>>2]|0;if(!e)e=0;else e=f[f[e>>2]>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];QDa(f[b+48>>2]|0,e,d,a);return}function Lsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;F=u;u=u+1104|0;C=F+1040|0;E=F+520|0;D=F;if(b[a+55>>0]|0)if(!(f[d+196>>2]&16777216)){u=F;return}g=a+56|0;do if(b[a+23>>0]|0){if(f[g>>2]|0)if(b[a+8>>0]|0)break;if(!(FSa(f[a+48>>2]|0,d+116|0,b[a+32>>0]|0)|0)){u=F;return}}while(0);h=f[d+4>>2]|0;B=f[d+96>>2]|0;g=f[g>>2]|0;if(!g)g=0;else g=f[f[g>>2]>>2]|0;f[C>>2]=f[B>>2];j=C+4|0;f[j>>2]=f[B+4>>2];k=C+8|0;f[k>>2]=f[B+8>>2];l=C+12|0;f[l>>2]=f[B+12>>2];m=C+16|0;f[m>>2]=f[B+16>>2];o=C+20|0;f[o>>2]=f[B+20>>2];q=C+24|0;f[q>>2]=f[B+24>>2];r=C+28|0;f[r>>2]=f[B+28>>2];s=C+32|0;f[s>>2]=f[B+32>>2];t=C+36|0;f[t>>2]=f[B+36>>2];v=C+40|0;f[v>>2]=f[B+40>>2];w=C+44|0;f[w>>2]=f[B+44>>2];x=C+48|0;f[x>>2]=f[B+48>>2];y=C+52|0;f[y>>2]=f[B+52>>2];z=C+56|0;f[z>>2]=f[B+56>>2];A=C+60|0;f[A>>2]=f[B+60>>2];QDa(f[a+48>>2]|0,g,d,C);f[E>>2]=a;i=a+120|0;f[E+4>>2]=i;G=E+8|0;f[G>>2]=d;g=E+12|0;f[g>>2]=h;jEa(E+16|0,f[h+44>>2]|0);f[E+100>>2]=B;p[E+104>>3]=+n[C>>2];p[E+112>>3]=+n[j>>2];p[E+120>>3]=+n[k>>2];p[E+128>>3]=+n[l>>2];p[E+136>>3]=+n[m>>2];p[E+144>>3]=+n[o>>2];p[E+152>>3]=+n[q>>2];p[E+160>>3]=+n[r>>2];p[E+168>>3]=+n[s>>2];p[E+176>>3]=+n[t>>2];p[E+184>>3]=+n[v>>2];p[E+192>>3]=+n[w>>2];p[E+200>>3]=+n[x>>2];p[E+208>>3]=+n[y>>2];p[E+216>>3]=+n[z>>2];p[E+224>>3]=+n[A>>2];h=(f[(f[G>>2]|0)+4>>2]|0)!=(f[g>>2]|0);b[E+361>>0]=h&1;g=d+196|0;if(h)h=1;else h=(f[g>>2]|0)>>>1&1;b[E+362>>0]=h;p[E+368>>3]=+p[(f[E>>2]|0)+112>>3];f[E+504>>2]=0;p[E+512>>3]=0.0;Msb(E,c,e)|0;if(f[g>>2]&1048576|0)if(!(b[a+21>>0]|0)){h=lJa(d)|0;h=f[h>>2]|0;f[D>>2]=a;f[D+4>>2]=i;a=D+8|0;f[a>>2]=d;G=D+12|0;f[G>>2]=h;jEa(D+16|0,f[h+44>>2]|0);f[D+100>>2]=B;p[D+104>>3]=+n[C>>2];p[D+112>>3]=+n[j>>2];p[D+120>>3]=+n[k>>2];p[D+128>>3]=+n[l>>2];p[D+136>>3]=+n[m>>2];p[D+144>>3]=+n[o>>2];p[D+152>>3]=+n[q>>2];p[D+160>>3]=+n[r>>2];p[D+168>>3]=+n[s>>2];p[D+176>>3]=+n[t>>2];p[D+184>>3]=+n[v>>2];p[D+192>>3]=+n[w>>2];p[D+200>>3]=+n[x>>2];p[D+208>>3]=+n[y>>2];p[D+216>>3]=+n[z>>2];p[D+224>>3]=+n[A>>2];G=(f[(f[a>>2]|0)+4>>2]|0)!=(f[G>>2]|0);b[D+361>>0]=G&1;if(G)g=1;else g=(f[g>>2]|0)>>>1&1;b[D+362>>0]=g;p[D+368>>3]=+p[(f[D>>2]|0)+112>>3];f[D+504>>2]=0;p[D+512>>3]=0.0;Msb(D,c,e)|0;g=D+64|0;h=f[D+76>>2]|0;if(h|0)RBa(h,g);g=f[g>>2]|0;if(g|0){h=D+68|0;i=f[h>>2]|0;if((i|0)!=(g|0))f[h>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}g=D+48|0;h=f[D+60>>2]|0;if(h|0)SBa(h,g);i=f[g>>2]|0;if(i|0){g=D+52|0;h=f[g>>2]|0;if((h|0)!=(i|0))f[g>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i)}}g=E+64|0;h=f[E+76>>2]|0;if(h|0)RBa(h,g);g=f[g>>2]|0;if(g|0){h=E+68|0;i=f[h>>2]|0;if((i|0)!=(g|0))f[h>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}g=E+48|0;h=f[E+60>>2]|0;if(h|0)SBa(h,g);i=f[g>>2]|0;if(i|0){g=E+52|0;h=f[g>>2]|0;if((h|0)!=(i|0))f[g>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i)}u=F;return}function Msb(a,c,d){a=a|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=0;o=u;u=u+4208|0;i=f[a>>2]|0;h=(b[i+24>>0]|0)!=0;e=(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+24>>2]|0)!=0;if(!(f[i+56>>2]|0))l=0;else if((b[i+12>>0]|0)==0|e^1)l=1;else l=(c|0)==2?1:(f[(f[a+8>>2]|0)+196>>2]&24576|0)==24576;do if(!(c&1))j=0;else if(!(b[i+109>>0]|0))j=0;else{if(!(b[i+20>>0]|0)){if(!e){j=0;break}}else if(!(+p[i+112>>3]>=d)|e^1){j=0;break}if(h)e=(b[i+26>>0]|0)==0;else e=0;j=cjb(i+52|0,e,f[i+104>>2]|0,f[a+8>>2]|0)|0}while(0);if((c&2|0)!=0|l){c=f[a>>2]|0;if(!(b[c+110>>0]|0))g=0;else if(!(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+28>>2]|0))g=0;else{if(h)e=(b[c+27>>0]|0)==0;else e=0;g=djb(i+52|0,e,f[c+104>>2]|0,f[a+8>>2]|0)|0;c=f[a>>2]|0}if(!(b[c+111>>0]|0))c=0;else if(!(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+32>>2]|0))c=0;else{if(h)e=(b[c+28>>0]|0)==0;else e=0;c=ejb(i+52|0,e,f[c+104>>2]|0,f[a+8>>2]|0)|0}}else{g=0;c=0}if(!(c|(j|g))){m=0;u=o;return m|0}e=f[(f[(a+8|0)>>2]|0)+108>>2]|0;if(e|0)if(!(Xtb(f[a>>2]|0,e)|0)){m=0;u=o;return m|0}i=1;f[o+656>>2]=a;n[o+672>>2]=d;f[o+920>>2]=k;f[o+3192>>2]=l;f[o+3744>>2]=g;f[o+3760>>2]=j;f[o+3776>>2]=c;f[o+3848>>2]=m;f[o+3856>>2]=i;f[o+4e3>>2]=0;f[o+4004>>2]=0;Ptb(o);G=f[o+4e3>>2]|0;D=f[o+4004>>2]|0;H=+n[o+4004>>2];f[o+4e3>>2]=0;f[o+4004>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Nsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;k=f[m>>2]|0;d=f[a>>2]|0;j=(k-d|0)/208|0;e=j+1|0;c=d;g=k;if(e>>>0>20648881)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/208|0;h=l<<1;h=l>>>0<10324440?(h>>>0<e>>>0?e:h):20648881;do if(!h)i=0;else if(h>>>0>20648881)vd();else{i=pOb(h*208|0)|0;break}while(0);d=i+(j*208|0)|0;e=d;l=i+(h*208|0)|0;dQb(d|0,0,208)|0;f[i+(j*208|0)+100>>2]=-1;b[i+(j*208|0)+200>>0]=0;h=d+208|0;if((g|0)==(c|0))i=k;else{do{g=g+-208|0;f0(d+-208|0,g);d=e+-208|0;e=d}while((g|0)!=(c|0));i=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=h;f[n>>2]=l;h=i;if((c|0)!=(h|0))do{d=f[c+-120>>2]|0;if(d|0){e=c+-116|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}c=c+-208|0}while((c|0)!=(h|0));if(!i)return;sOb(i);return}function Osb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=a+4|0;c=f[o>>2]|0;d=f[a>>2]|0;g=(c-d|0)/120|0;e=g+1|0;n=d;i=c;if(e>>>0>35791394)AMb(a);q=a+8|0;l=((f[q>>2]|0)-d|0)/120|0;m=l<<1;e=l>>>0<17895697?(m>>>0<e>>>0?e:m):35791394;do if(!e)h=0;else if(e>>>0>35791394)vd();else{h=pOb(e*120|0)|0;break}while(0);g=h+(g*120|0)|0;d=g;l=h+(e*120|0)|0;j=g;k=j+120|0;do{f[j>>2]=0;j=j+4|0}while((j|0)<(k|0));m=g+120|0;if((i|0)!=(n|0)){h=i;e=g;do{c=h;h=h+-120|0;j=e+-120|0;g=h;k=j+36|0;do{f[j>>2]=f[g>>2];j=j+4|0;g=g+4|0}while((j|0)<(k|0));p[e+-80>>3]=+p[c+-80>>3];p[e+-72>>3]=+p[c+-72>>3];p[e+-64>>3]=+p[c+-64>>3];k=e+-56|0;j=c+-56|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];p[e+-40>>3]=+p[c+-40>>3];p[e+-32>>3]=+p[c+-32>>3];k=e+-24|0;j=c+-24|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];b[k+16>>0]=b[j+16>>0]|0;e=d+-120|0;d=e}while((h|0)!=(n|0));c=f[a>>2]|0}f[a>>2]=d;f[o>>2]=m;f[q>>2]=l;if(!c)return;sOb(c);return}function Psb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+168|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+184>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+192>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+176>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+192>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+64>>3]+y/z*.0001;A=+p[c+72>>3]+x/z*.0001;z=w/z*.0001+ +p[c+80>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+192>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Qsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=(k<<6)+-1640531527+(k>>>2)+i^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Rsb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0;j=f[b>>2]|0;i=f[b+4>>2]|0;q=(j<<6)+-1640531527+(j>>>2)+i^j;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)h=q&g;else if(q>>>0<l>>>0)h=q;else h=(q>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{b=f[b>>2]|0;if(!b)b=h;else{if(c){while(1){o=f[b+4>>2]|0;if(!((o|0)==(q|0)|(o&g|0)==(h|0))){b=h;break a}if((f[b+8>>2]|0)==(j|0))if((f[b+12>>2]|0)==(i|0))break;b=f[b>>2]|0;if(!b){b=h;break a}}a=b+16|0;return a|0}while(1){c=f[b+4>>2]|0;if((c|0)!=(q|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}if((f[b+8>>2]|0)==(j|0))if((f[b+12>>2]|0)==(i|0))break;b=f[b>>2]|0;if(!b){b=h;break a}}a=b+16|0;return a|0}}}while(0);o=pOb(24)|0;f[o+8>>2]=j;f[o+12>>2]=i;p[o+16>>3]=0.0;f[o+4>>2]=q;f[o>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Ssb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&q;break}if(q>>>0<b>>>0){g=b;b=q}else{g=b;b=(q>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[o>>2]=f[b>>2];f[b>>2]=o;f[c>>2]=b;b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;r=33}}else{f[o>>2]=f[b>>2];r=33}if((r|0)==33)f[b>>2]=o;f[h>>2]=(f[h>>2]|0)+1;a=o;a=a+16|0;return a|0}function Ssb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Tsb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Tsb(a,b);return}function Tsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Usb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+80|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+96>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+104>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+88>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+104>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+40>>3]+y/z*.0001;A=+p[c+48>>3]+x/z*.0001;z=w/z*.0001+ +p[c+56>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+104>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Vsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+200|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+216>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+224>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+208>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+224>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+40>>3]+y/z*.0001;A=+p[c+48>>3]+x/z*.0001;z=w/z*.0001+ +p[c+56>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+224>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Wsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+64|0;c=j+48|0;h=j;i=a+109|0;b[c>>0]=b[i>>0]|0;b[c+1>>0]=b[i+1>>0]|0;b[c+2>>0]=b[i+2>>0]|0;ujb(i,b[a+108>>0]|0);i=AQa(f[a+48>>2]|0)|0;d=f[a+56>>2]|0;e=a+104|0;g=f[e>>2]|0;if(!g){if(_9a(i)|0){f[h>>2]=a;f[h+4>>2]=d;$9a(i,106,h);f[e>>2]=0;if(b[a+96>>0]|0)if((f[a+120>>2]|0)!=(f[a+124>>2]|0))p[a+112>>3]=0.0}}else{Xsb(h,a,W9a(i,g,0)|0,d+24|0);Ujb(a+120|0,h);B$(h)}i=a+109|0;b[i>>0]=b[c>>0]|0;b[i+1>>0]=b[c+1>>0]|0;b[i+2>>0]=b[c+2>>0]|0;u=j;return}function Xsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0;g=u;u=u+1408|0;i=g+1360|0;k=g+1344|0;j=g+976|0;m=g+776|0;h=g;l=g+1392|0;o=f[c+56>>2]|0;qeb(i,d);n=+(~~(+p[i+24>>3]*+p[o+16>>3])|0);p[k>>3]=+(~~(+p[i+16>>3]*+p[o+8>>3])|0);p[k+8>>3]=n;ojb(j,d+16|0,k,f[c+16>>2]|0);qjb(m,j,e,k);k=b[c+108>>0]|0;j=f[c+48>>2]|0;f[l>>2]=m;b[l+4>>0]=0;e=f[c+104>>2]|0;b[i>>0]=b[l>>0]|0;b[i+1>>0]=b[l+1>>0]|0;b[i+2>>0]=b[l+2>>0]|0;b[i+3>>0]=b[l+3>>0]|0;b[i+4>>0]=b[l+4>>0]|0;b[i+5>>0]=b[l+5>>0]|0;b[i+6>>0]=b[l+6>>0]|0;b[i+7>>0]=b[l+7>>0]|0;Sjb(h,c,k,j,c+52|0,i,e);Xjb(h,d);Vrb(h);Tjb(a,h+120|0);Jjb(h);u=g;return}function Ysb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0.0;o=u;u=u+64|0;i=o+16|0;n=o;if(!(b[c+812>>0]|0)){u=o;return}if(!(Vjb((f[d>>2]|0)+120|0)|0)){u=o;return}q=f[d+4>>2]|0;qeb(i,c);e=+p[q+8>>3];g=+p[q+16>>3];h=~~(+p[i+24>>3]*g);j=+(~~(e*+p[i>>3])|0);k=+p[q+24>>3]-j;l=+(~~g-h-~~(g*+p[i+8>>3])|0);m=+p[q+32>>3]-l;if(!(k<0.0|m<0.0)){r=+(~~(+p[i+16>>3]*e)|0);e=e-j;j=+(h|0);l=g-l;if(k>=(e<r?e:r)?0:!(m>=(l<j?l:j))){p[n>>3]=k;p[n+8>>3]=m;f[(f[d>>2]|0)+104>>2]=a;Xsb(i,f[d>>2]|0,c,n);Ujb((f[d>>2]|0)+120|0,i);B$(i)}}u=o;return}function Zsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0.0,s=0.0;q=u;u=u+32|0;o=q;j=f[a+56>>2]|0;h=+p[d>>3];if(h<0.0){o=0;u=q;return o|0}n=d+8|0;g=+p[n>>3];if(g<0.0){o=0;u=q;return o|0}if(h>+p[j+8>>3]){o=0;u=q;return o|0}if(g>+p[j+16>>3]){o=0;u=q;return o|0}if(!e){o=1;u=q;return o|0}a=W9a(AQa(f[a+48>>2]|0)|0,e,0)|0;if(!(b[a+812>>0]|0)){o=0;u=q;return o|0}qeb(o,a);m=+p[c+8>>3];k=+p[c+16>>3];a=~~(+p[o+24>>3]*k);l=+(~~(m*+p[o>>3])|0);h=+p[d>>3]-l;i=+(~~k-a-~~(k*+p[o+8>>3])|0);g=+p[n>>3]-i;if(h<0.0|g<0.0){o=0;u=q;return o|0}else{r=+(~~(+p[o+16>>3]*m)|0);s=m-l;m=+(a|0);l=k-i;u=q;return (h>=(s<r?s:r)?0:!(g>=(l<m?l:m)))|0}return 0}function _sb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;t=a+d|0;u=c+e|0;v=u+-12|0;if(!e){if((d|0)!=1){w=-1;return w|0}w=((b[a>>0]|0)!=0)<<31>>31;return w|0}n=t+-15|0;o=t+-8|0;p=t+-5|0;q=u+-5|0;r=u+-8|0;s=r;e=a;g=c;a:while(1){d=e+1|0;l=h[e>>0]|0;e=l>>>4;if((e|0)==15){e=15;do{m=d;d=d+1|0;m=b[m>>0]|0;e=e+(m&255)|0}while(m<<24>>24==-1&d>>>0<n>>>0);if((e|0)<0)break}m=g+e|0;i=d+e|0;if(m>>>0>v>>>0|i>>>0>o>>>0){w=9;break}else e=g;while(1){j=d;x=j;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=e;g=k;b[g>>0]=x;b[g+1>>0]=x>>8;b[g+2>>0]=x>>16;b[g+3>>0]=x>>24;k=k+4|0;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;e=e+8|0;if(e>>>0>=m>>>0)break;else d=d+8|0}g=h[i+1>>0]<<8|h[i>>0];j=g&65535;k=m+(0-g)|0;d=i+2|0;if(k>>>0<c>>>0)break;e=l&15;if((e|0)==15){e=15;do{if(d>>>0>p>>>0)break a;x=d;d=d+1|0;x=b[x>>0]|0;e=e+(x&255)|0}while(x<<24>>24==-1);if((e|0)<0)break}l=m+(e+4)|0;if((j&65535)<8){x=f[42168+(g<<2)>>2]|0;b[m>>0]=b[k>>0]|0;b[m+1>>0]=b[k+1>>0]|0;b[m+2>>0]=b[k+2>>0]|0;b[m+3>>0]=b[k+3>>0]|0;g=k+(f[42200+(g<<2)>>2]|0)|0;k=m+4|0;j=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;g=g+(0-x)|0}else{x=k;i=x;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;x=x+4|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;g=m;j=g;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;g=g+4|0;b[g>>0]=x;b[g+1>>0]=x>>8;b[g+2>>0]=x>>16;b[g+3>>0]=x>>24;g=k+8|0}e=m+8|0;if(l>>>0<=v>>>0)while(1){m=g;j=m;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;x=e;k=x;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;x=x+4|0;b[x>>0]=m;b[x+1>>0]=m>>8;b[x+2>>0]=m>>16;b[x+3>>0]=m>>24;e=e+8|0;if(e>>>0<l>>>0)g=g+8|0;else{e=d;g=l;continue a}}if(l>>>0>q>>>0)break;if(e>>>0<r>>>0){i=e;j=g;while(1){m=j;y=m;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;x=i;k=x;b[k>>0]=y;b[k+1>>0]=y>>8;b[k+2>>0]=y>>16;b[k+3>>0]=y>>24;x=x+4|0;b[x>>0]=m;b[x+1>>0]=m>>8;b[x+2>>0]=m>>16;b[x+3>>0]=m>>24;i=i+8|0;if(i>>>0>=r>>>0)break;else j=j+8|0}g=g+(s-e)|0;e=r}if(e>>>0>=l>>>0){e=d;g=l;continue}while(1){i=e+1|0;b[e>>0]=b[g>>0]|0;if(i>>>0<l>>>0){g=g+1|0;e=i}else{e=d;g=l;continue a}}}if((w|0)==9)if(!(m>>>0>u>>>0|(i|0)!=(t|0))){bQb(g|0,d|0,e|0)|0;y=m-c|0;return y|0}y=a+-1-d|0;return y|0}function $sb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=a+8|0;f[d>>2]=b;f[d+4>>2]=c;d=QPb(b|0,c|0,-1379879466,1625958382)|0;e=a+16|0;f[e>>2]=d;f[e+4>>2]=I;e=QPb(b|0,c|0,668265295,-1028477379)|0;d=a+24|0;f[d>>2]=e;f[d+4>>2]=I;d=a+32|0;f[d>>2]=b;f[d+4>>2]=c;b=QPb(b|0,c|0,2048144761,1640531534)|0;c=a+40|0;f[c>>2]=b;f[c+4>>2]=I;c=a;f[c>>2]=0;f[c+4>>2]=0;f[a+80>>2]=0;return 0}function atb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;r=b+c|0;d=a;d=QPb(f[d>>2]|0,f[d+4>>2]|0,c|0,0)|0;s=a;f[s>>2]=d;f[s+4>>2]=I;s=a+80|0;d=f[s>>2]|0;do if((d+c|0)>>>0<32){bQb(a+48+d|0,b|0,c|0)|0;b=(f[s>>2]|0)+c|0}else{if(d){m=a+48|0;bQb(m+d|0,b|0,32-d|0)|0;q=m;m=m+4|0;m=WPb(h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,668265295,-1028477379)|0;q=a+16|0;o=q;m=QPb(f[o>>2]|0,f[o+4>>2]|0,m|0,I|0)|0;o=I;n=_Pb(m|0,o|0,31)|0;p=I;o=ZPb(m|0,o|0,33)|0;p=WPb(n|o|0,p|I|0,-2048144761,-1640531535)|0;f[q>>2]=p;f[q+4>>2]=I;q=a+56|0;p=q;q=q+4|0;q=WPb(h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24|0,h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,668265295,-1028477379)|0;p=a+24|0;o=p;q=QPb(f[o>>2]|0,f[o+4>>2]|0,q|0,I|0)|0;o=I;n=_Pb(q|0,o|0,31)|0;m=I;o=ZPb(q|0,o|0,33)|0;m=WPb(n|o|0,m|I|0,-2048144761,-1640531535)|0;f[p>>2]=m;f[p+4>>2]=I;p=a+64|0;m=p;p=p+4|0;p=WPb(h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24|0,668265295,-1028477379)|0;m=a+32|0;o=m;p=QPb(f[o>>2]|0,f[o+4>>2]|0,p|0,I|0)|0;o=I;n=_Pb(p|0,o|0,31)|0;q=I;o=ZPb(p|0,o|0,33)|0;q=WPb(n|o|0,q|I|0,-2048144761,-1640531535)|0;f[m>>2]=q;f[m+4>>2]=I;m=a+72|0;q=m;m=m+4|0;m=WPb(h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,668265295,-1028477379)|0;q=a+40|0;o=q;m=QPb(f[o>>2]|0,f[o+4>>2]|0,m|0,I|0)|0;o=I;n=_Pb(m|0,o|0,31)|0;p=I;o=ZPb(m|0,o|0,33)|0;p=WPb(n|o|0,p|I|0,-2048144761,-1640531535)|0;f[q>>2]=p;f[q+4>>2]=I;b=b+(32-(f[s>>2]|0))|0;f[s>>2]=0}if((b+32|0)>>>0<=r>>>0){m=r+-32|0;n=a+16|0;c=n;o=a+24|0;g=o;p=a+32|0;j=p;q=a+40|0;l=q;d=f[c>>2]|0;c=f[c+4>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;i=f[j>>2]|0;j=f[j+4>>2]|0;k=f[l>>2]|0;l=f[l+4>>2]|0;do{t=b;u=t;t=t+4|0;t=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24|0,668265295,-1028477379)|0;t=QPb(t|0,I|0,d|0,c|0)|0;u=I;v=_Pb(t|0,u|0,31)|0;w=I;u=ZPb(t|0,u|0,33)|0;d=WPb(v|u|0,w|I|0,-2048144761,-1640531535)|0;c=I;w=b+8|0;u=w;w=w+4|0;w=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24|0,668265295,-1028477379)|0;w=QPb(w|0,I|0,e|0,g|0)|0;u=I;v=_Pb(w|0,u|0,31)|0;t=I;u=ZPb(w|0,u|0,33)|0;e=WPb(v|u|0,t|I|0,-2048144761,-1640531535)|0;g=I;t=b+16|0;u=t;t=t+4|0;t=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24|0,668265295,-1028477379)|0;t=QPb(t|0,I|0,i|0,j|0)|0;u=I;v=_Pb(t|0,u|0,31)|0;w=I;u=ZPb(t|0,u|0,33)|0;i=WPb(v|u|0,w|I|0,-2048144761,-1640531535)|0;j=I;w=b+24|0;u=w;w=w+4|0;w=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24|0,668265295,-1028477379)|0;w=QPb(w|0,I|0,k|0,l|0)|0;u=I;v=_Pb(w|0,u|0,31)|0;t=I;u=ZPb(w|0,u|0,33)|0;k=WPb(v|u|0,t|I|0,-2048144761,-1640531535)|0;l=I;b=b+32|0}while(b>>>0<=m>>>0);w=n;f[w>>2]=d;f[w+4>>2]=c;w=o;f[w>>2]=e;f[w+4>>2]=g;w=p;f[w>>2]=i;f[w+4>>2]=j;w=q;f[w>>2]=k;f[w+4>>2]=l}if(b>>>0<r>>>0){w=r-b|0;bQb(a+48|0,b|0,w|0)|0;b=w;break}else return 0}while(0);f[s>>2]=b;return 0}function btb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;g=a+48|0;i=g+(f[a+80>>2]|0)|0;b=a;e=f[b>>2]|0;b=f[b+4>>2]|0;if(b>>>0>0|(b|0)==0&e>>>0>31){p=a+16|0;m=f[p>>2]|0;p=f[p+4>>2]|0;n=a+24|0;j=f[n>>2]|0;n=f[n+4>>2]|0;l=a+32|0;c=f[l>>2]|0;l=f[l+4>>2]|0;k=a+40|0;d=f[k>>2]|0;k=f[k+4>>2]|0;s=_Pb(m|0,p|0,1)|0;o=I;q=ZPb(m|0,p|0,63)|0;o=o|I;u=_Pb(j|0,n|0,7)|0;t=I;r=ZPb(j|0,n|0,57)|0;o=QPb(u|r|0,t|I|0,s|q|0,o|0)|0;q=I;s=_Pb(c|0,l|0,12)|0;t=I;r=ZPb(c|0,l|0,52)|0;t=QPb(o|0,q|0,s|r|0,t|I|0)|0;r=I;s=_Pb(d|0,k|0,18)|0;q=I;o=ZPb(d|0,k|0,46)|0;q=QPb(t|0,r|0,s|o|0,q|I|0)|0;o=I;s=WPb(m|0,p|0,668265295,-1028477379)|0;r=I;p=WPb(m|0,p|0,-2147483648,-1813351001)|0;m=I;r=ZPb(s|0,r|0,33)|0;m=WPb(r|p|0,I|m|0,-2048144761,-1640531535)|0;o=WPb(q^m|0,o^I|0,-2048144761,-1640531535)|0;o=QPb(o|0,I|0,-1028477341,-2048144777)|0;m=I;q=WPb(j|0,n|0,668265295,-1028477379)|0;p=I;n=WPb(j|0,n|0,-2147483648,-1813351001)|0;j=I;p=ZPb(q|0,p|0,33)|0;j=WPb(p|n|0,I|j|0,-2048144761,-1640531535)|0;m=WPb(o^j|0,m^I|0,-2048144761,-1640531535)|0;m=QPb(m|0,I|0,-1028477341,-2048144777)|0;j=I;o=WPb(c|0,l|0,668265295,-1028477379)|0;n=I;l=WPb(c|0,l|0,-2147483648,-1813351001)|0;c=I;n=ZPb(o|0,n|0,33)|0;c=WPb(n|l|0,I|c|0,-2048144761,-1640531535)|0;j=WPb(m^c|0,j^I|0,-2048144761,-1640531535)|0;j=QPb(j|0,I|0,-1028477341,-2048144777)|0;c=I;m=WPb(d|0,k|0,668265295,-1028477379)|0;l=I;k=WPb(d|0,k|0,-2147483648,-1813351001)|0;d=I;l=ZPb(m|0,l|0,33)|0;d=WPb(l|k|0,I|d|0,-2048144761,-1640531535)|0;c=WPb(j^d|0,c^I|0,-2048144761,-1640531535)|0;c=QPb(c|0,I|0,-1028477341,-2048144777)|0;d=I}else{c=a+8|0;c=QPb(f[c>>2]|0,f[c+4>>2]|0,374761413,668265263)|0;d=I}c=QPb(c|0,d|0,e|0,b|0)|0;b=I;e=a+56|0;if(i>>>0<e>>>0)e=g;else{d=g;while(1){u=d;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;s=WPb(u|0,d|0,668265295,-1028477379)|0;t=I;d=WPb(u|0,d|0,-2147483648,-1813351001)|0;u=I;t=ZPb(s|0,t|0,33)|0;u=WPb(t|d|0,I|u|0,-2048144761,-1640531535)|0;u=u^c;b=I^b;d=_Pb(u|0,b|0,27)|0;c=I;b=ZPb(u|0,b|0,37)|0;c=WPb(d|b|0,c|I|0,-2048144761,-1640531535)|0;c=QPb(c|0,I|0,-1028477341,-2048144777)|0;b=I;d=e+8|0;if(d>>>0>i>>>0)break;else{u=e;e=d;d=u}}}d=e+4|0;if(d>>>0>i>>>0)d=e;else{t=WPb(h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24|0,0,-2048144761,-1640531535)|0;t=t^c;b=I^b;u=_Pb(t|0,b|0,23)|0;c=I;b=ZPb(t|0,b|0,41)|0;c=WPb(u|b|0,c|I|0,668265295,-1028477379)|0;c=QPb(c|0,I|0,-1640531463,374761393)|0;b=I}if(d>>>0>=i>>>0){u=c;t=b;s=ZPb(u|0,t|0,33)|0;r=I;u=s^u;t=r^t;t=WPb(u|0,t|0,668265295,-1028477379)|0;u=I;r=ZPb(t|0,u|0,29)|0;s=I;t=r^t;u=s^u;u=WPb(t|0,u|0,-1640531463,374761393)|0;t=I;u=t^u;I=t;return u|0}do{t=WPb(h[d>>0]|0|0,0,374761413,668265263)|0;t=t^c;b=I^b;u=_Pb(t|0,b|0,11)|0;c=I;b=ZPb(t|0,b|0,53)|0;c=WPb(u|b|0,c|I|0,-2048144761,-1640531535)|0;b=I;d=d+1|0}while((d|0)!=(i|0));u=ZPb(c|0,b|0,33)|0;t=I;u=u^c;t=t^b;t=WPb(u|0,t|0,668265295,-1028477379)|0;u=I;r=ZPb(t|0,u|0,29)|0;s=I;t=r^t;u=s^u;u=WPb(t|0,u|0,-1640531463,374761393)|0;t=I;u=t^u;I=t;return u|0}function ctb(a){a=a|0;return a>>>0>4294967278|0}function dtb(a,b,c,e,g){a=a|0;b=b|0;c=c|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;i=e+g|0;if(g>>>0<4){e=-10;return e|0}j=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;k=j&15;g=k+5|0;if(g>>>0>15){e=-13;return e|0}f[c>>2]=g;g=32<<k;c=g|1;a:do if(g>>>0>1){t=i+-7|0;u=i+-4|0;v=u;s=i+-5|0;n=0;r=0;l=4;o=j>>>4;i=g;q=k+6|0;g=e;b:while(1){do if(!n){j=r;p=g;n=l;g=o}else{c:do if((o&65535|0)==65535){k=r;j=o;while(1){k=k+24|0;if(g>>>0>=s>>>0)break;g=g+2|0;j=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>l;if((j&65535|0)!=65535)break c}j=j>>>16;l=l+16|0;p=(j|0)==65535;k=p?k+24|0:k;l=p?l+16|0:l;j=p?0:j}else{k=r;j=o}while(0);m=j&3;if((m|0)==3){do{k=k+3|0;j=j>>>2;l=l+2|0;m=j&3}while((m|0)==3);o=j;j=m}else{o=j;j=m}j=k+j|0;l=l+2|0;if(j>>>0>(f[b>>2]|0)>>>0){g=-15;break b}if(j>>>0>r>>>0)dQb(a+(r<<1)|0,0,j-r<<1|0)|0;else j=r;k=g+(l>>3)|0;if(g>>>0>t>>>0&k>>>0>u>>>0){p=g;n=l;g=o>>>2;break}else{g=l&7;p=k;n=g;g=(h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24)>>>g;break}}while(0);l=(i<<1)+-1|0;k=g&i+-1;m=l-c<<16>>16;if(k>>>0<m>>>0)g=q+-1|0;else{g=g&l;k=g<<16>>16;k=(k|0)<(i|0)?g:k-m|0;g=q}l=g+n|0;n=(k&65535)+-1<<16>>16;r=n<<16>>16;c=c-((n<<16>>16<0?0-r|0:r)<<16>>16)|0;r=j+1|0;d[a+(j<<1)>>1]=n;n=n<<16>>16==0&1;if((c|0)<(i|0)){g=q;do{g=g+-1|0;i=i>>1}while((c|0)<(i|0));k=i;m=g}else{k=i;m=q}g=p+(l>>3)|0;if(p>>>0>t>>>0&g>>>0>u>>>0){g=u;i=l-(v-p<<3)|0}else i=l&7;if(!((c|0)>1?r>>>0<=(f[b>>2]|0)>>>0:0))break a;else{l=i;o=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>(i&31);i=k;q=m}}return g|0}else{j=-1;i=4;g=e}while(0);if((c|0)!=1|(i|0)>32){e=-11;return e|0}f[b>>2]=j;e=g+(i+7>>3)-e|0;return e|0}function etb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0;m=b[i>>0]|0;l=m&255;do if(m<<24>>24<0){k=l+-127|0;l=(l+-126|0)>>>1;if(l>>>0>=j>>>0){e=-10;return e|0}if(k>>>0>=c>>>0){e=-11;return e|0}i=i+1|0;if(!k){c=d;i=c+68|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(i|0));c=0;i=0;break}else{c=0;do{n=i+(c>>>1)|0;b[a+c>>0]=(h[n>>0]|0)>>>4;b[a+(c|1)>>0]=b[n>>0]&15;c=c+2|0}while(c>>>0<k>>>0);m=l;n=9}}else{if(l>>>0>=j>>>0){e=-10;return e|0}k=itb(a,c+-1|0,i+1|0,l)|0;if(k>>>0<4294967279){m=l;n=9}else{e=k;return e|0}}while(0);a:do if((n|0)==9){c=d;i=c+68|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(i|0));if(!k){c=0;l=m;i=0}else{c=0;j=0;while(1){i=a+j|0;l=b[i>>0]|0;if((l&255)>15){k=-11;break}n=d+((l&255)<<2)|0;f[n>>2]=(f[n>>2]|0)+1;c=(1<<(h[i>>0]|0)>>1)+c|0;j=j+1|0;if(j>>>0>=k>>>0){l=m;i=k;break a}}return k|0}}while(0);k=31-(_(c|0)|0)+1|0;if(k>>>0>16){e=-11;return e|0}f[g>>2]=k;g=(1<<k)-c|0;n=31-(_(g|0)|0)|0;k=n+1|0;if((1<<n|0)!=(g|0)){e=-11;return e|0}b[a+i>>0]=k;a=d+(k<<2)|0;f[a>>2]=(f[a>>2]|0)+1;d=f[d+4>>2]|0;if(!(d>>>0>1&(d&1|0)==0)){e=-11;return e|0}f[e>>2]=i+1;e=l+1|0;return e|0}function ftb(a,c,e,f){a=a|0;c=c|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+512|0;q=t;r=a+4|0;o=e+1|0;s=1<<f;p=s+-1|0;if(e>>>0>255){s=-14;u=t;return s|0}if(f>>>0>12){s=-13;u=t;return s|0}k=f&65535;l=(o|0)==0;if(l){d[a>>1]=k;d[a+2>>1]=1}else{m=65536<<f+-1>>16;j=0;e=p;g=1;while(1){i=d[c+(j<<1)>>1]|0;if(i<<16>>16==-1){b[r+(e<<2)+2>>0]=j;n=e+-1|0;e=1}else{n=e;e=i;g=(m|0)>(i<<16>>16|0)?g:0}d[q+(j<<1)>>1]=e;j=j+1|0;if((j|0)==(o|0))break;else e=n}d[a>>1]=k;d[a+2>>1]=g;if(!l){l=(s>>>3)+3+(s>>>1)|0;k=0;e=0;do{g=d[c+(k<<1)>>1]|0;if(g<<16>>16>0){j=k&255;i=g<<16>>16;g=0;do{b[r+(e<<2)+2>>0]=j;do e=l+e&p;while(e>>>0>n>>>0);g=g+1|0}while((g|0)<(i|0))}k=k+1|0}while((k|0)!=(o|0));if(e|0){s=-1;u=t;return s|0}}}g=f+-31|0;e=0;do{p=r+(e<<2)|0;o=q+((h[p+2>>0]|0)<<1)|0;f=d[o>>1]|0;d[o>>1]=f+1<<16>>16;f=f&65535;o=g+(_(f|0)|0)|0;b[p+3>>0]=o;d[p>>1]=(f<<(o&255))-s;e=e+1|0}while(e>>>0<s>>>0);e=0;u=t;return e|0}function gtb(a,c){a=a|0;c=c|0;var e=0;e=a+4|0;d[a>>1]=0;d[a+2>>1]=0;d[e>>1]=0;b[e+2>>0]=c;b[e+3>>0]=0;return 0}function htb(a,c,e,f,g){a=a|0;c=c|0;e=e|0;f=f|0;g=g|0;var i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;t=(d[g+2>>1]|0)!=0;s=a+c|0;r=s+-3|0;if(!f){v=-10;return v|0}do if(f>>>0>3){l=f+-4|0;c=b[e+(f+-1)>>0]|0;if(!(c<<24>>24)){v=-1;return v|0}i=e+l|0;k=(_(c&255|0)|0)+-23|0;if(f>>>0<4294967279)c=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;else{v=f;return v|0}}else{c=h[e>>0]|0;switch(f|0){case 2:{v=6;break}case 3:{c=h[e+2>>0]<<16|c;v=6;break}default:{}}if((v|0)==6)c=(h[e+1>>0]<<8)+c|0;i=b[e+(f+-1)>>0]|0;if(!(i<<24>>24)){v=-1;return v|0}else{k=(4-f<<3)+-23+(_(i&255|0)|0)|0;l=0;break}}while(0);i=e+l|0;n=d[g>>1]|0;o=n&65535;n=31-n&31;p=c<<(k&31)>>>1>>>n;m=k+o|0;do if(m>>>0>32)f=c;else{if((l|0)>=4){l=l-(m>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;m=m&7;break}k=m>>>3;i=(i+(0-k)|0)>>>0<e>>>0?l:k;k=l-i|0;if(!l){f=c;l=0}else{f=e+k|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;m=m-(i<<3)|0;l=k}}while(0);i=e+l|0;u=g+4|0;c=f<<(m&31)>>>1>>>n;k=m+o|0;a:do if(k>>>0>32){i=a;m=p}else{if((l|0)<4)if(!l)l=0;else{q=k>>>3;q=(i+(0-q)|0)>>>0<e>>>0?l:q;l=l-q|0;f=e+l|0;k=k-(q<<3)|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;if(k>>>0>32){i=a;m=p;break}}else{l=l-(k>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;k=k&7}i=a;o=p;n=f;while(1){f=e+l|0;if((l|0)<4){if(!l){m=o;f=n;l=0;break a}q=k>>>3;m=(f+(0-q)|0)>>>0<e>>>0;q=m?l:q;m=m&1;f=q;k=k-(q<<3)|0}else{m=0;f=k>>>3;k=k&7}l=l-f|0;q=e+l|0;f=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;if(!(i>>>0<r>>>0&(m|0)==0)){m=o;break a}p=d[u+(o<<2)>>1]|0;n=b[u+(o<<2)+2>>0]|0;o=b[u+(o<<2)+3>>0]|0;m=o&255;g=f<<(k&31);if(t){w=k+m|0;b[i>>0]=n;k=b[u+(c<<2)+3>>0]|0;m=f<<(w&31)>>>(0-k&31);n=(g>>>(0-o&31))+(p&65535)|0;k=w+(k&255)|0}else{w=k+m|0;b[i>>0]=n;k=b[u+(c<<2)+3>>0]|0;m=f<<(w&31)>>>1>>>(31-k&31);n=(g>>>1>>>(31-o&31))+(p&65535)|0;k=w+(k&255)|0}p=m+(j[u+(c<<2)>>1]|0)|0;b[i+1>>0]=b[u+(c<<2)+2>>0]|0;if(k>>>0>32)break;if((l|0)<4){if(!l){l=0;break}c=k>>>3;w=(q+(0-c)|0)>>>0<e>>>0;q=w?l:c;l=l-q|0;c=e+l|0;k=k-(q<<3)|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;if(w){f=c;break}else f=c}else{l=l-(k>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;k=k&7}g=d[u+(n<<2)>>1]|0;m=b[u+(n<<2)+2>>0]|0;n=b[u+(n<<2)+3>>0]|0;c=n&255;o=f<<(k&31);if(t){w=k+c|0;b[i+2>>0]=m;k=b[u+(p<<2)+3>>0]|0;c=f<<(w&31)>>>(0-k&31);m=(o>>>(0-n&31))+(g&65535)|0;k=w+(k&255)|0}else{w=k+c|0;b[i+2>>0]=m;k=b[u+(p<<2)+3>>0]|0;c=f<<(w&31)>>>1>>>(31-k&31);m=(o>>>1>>>(31-n&31))+(g&65535)|0;k=w+(k&255)|0}c=c+(j[u+(p<<2)>>1]|0)|0;b[i+3>>0]=b[u+(p<<2)+2>>0]|0;i=i+4|0;if(k>>>0>32)break a;else{o=m;n=f}}i=i+2|0;c=p;m=n}while(0);r=s+-2|0;if(i>>>0>r>>>0){w=-9;return w|0}q=t?0:31;p=(t^1)&1;g=i;o=m;while(1){n=e+l|0;i=b[u+(o<<2)+3>>0]|0;m=k+(i&255)|0;w=o;o=(f<<(k&31)>>>p>>>(q-i&31))+(j[u+(o<<2)>>1]|0)|0;i=g+1|0;b[g>>0]=b[u+(w<<2)+2>>0]|0;if(m>>>0>32){k=2;v=55;break}if((l|0)<4)if(!l)n=0;else{v=m>>>3;v=(n+(0-v)|0)>>>0<e>>>0?l:v;k=v;m=m-(v<<3)|0;v=46}else{k=m>>>3;m=m&7;v=46}if((v|0)==46){v=0;n=l-k|0;f=e+n|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24}l=e+n|0;if(i>>>0>r>>>0){c=-9;v=56;break}t=b[u+(c<<2)+3>>0]|0;k=m+(t&255)|0;w=c;c=(f<<(m&31)>>>p>>>(q-t&31))+(j[u+(c<<2)>>1]|0)|0;m=g+2|0;b[i>>0]=b[u+(w<<2)+2>>0]|0;if(k>>>0>32){i=m;k=3;c=o;v=55;break}if((n|0)<4)if(!n)l=0;else{v=k>>>3;v=(l+(0-v)|0)>>>0<e>>>0?n:v;i=v;k=k-(v<<3)|0;v=51}else{i=k>>>3;k=k&7;v=51}if((v|0)==51){v=0;l=n-i|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24}if(m>>>0>r>>>0){c=-9;v=56;break}else g=m}if((v|0)==55){b[i>>0]=b[u+(c<<2)+2>>0]|0;w=g+k-a|0;return w|0}else if((v|0)==56)return c|0;return 0}function itb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16912|0;h=l+16400|0;k=l+8|0;i=l+4|0;j=l;f[j>>2]=255;if(d>>>0<2)e=-10;else{e=dtb(h,j,i,c,d)|0;if(e>>>0<4294967279){c=c+e|0;g=d-e|0;if(e>>>0<d>>>0){e=ftb(k,h,f[j>>2]|0,f[i>>2]|0)|0;if(e>>>0<4294967279)e=htb(a,b,c,g,k)|0}else e=-10}}u=l;return e|0}function jtb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+336|0;m=p+80|0;n=p+8|0;g=p+4|0;i=p;f[g>>2]=0;f[i>>2]=0;o=a+4|0;c=etb(m,256,n,i,g,c,d)|0;if(ctb(c)|0){o=c;u=p;return o|0}e=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;d=f[g>>2]|0;if(d>>>0>((e&255)+1|0)>>>0){o=-13;u=p;return o|0}l=e&-16776961|d<<16&16711680;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;l=d+1|0;if(l>>>0>1){d=1;e=0;do{k=n+(d<<2)|0;j=e;e=(f[k>>2]<<d+-1)+e|0;f[k>>2]=j;d=d+1|0}while(d>>>0<l>>>0)}g=f[i>>2]|0;if(!g){o=c;u=p;return o|0}else e=0;do{k=h[m+e>>0]|0;a=e&255;i=l-k&255;j=n+(k<<2)|0;d=f[j>>2]|0;k=d+(1<<k>>1)|0;if(d>>>0<k>>>0)do{b[o+(d<<1)>>0]=a;b[o+(d<<1)+1>>0]=i;d=d+1|0}while(d>>>0<k>>>0);f[j>>2]=k;e=e+1|0}while(e>>>0<g>>>0);u=p;return c|0}function ktb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=c+4|0;i=f[p>>2]|0;a:do if(i>>>0<=32){n=c+8|0;o=c+12|0;l=d+-4|0;m=0-g&31;while(1){j=f[n>>2]|0;k=f[o>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0))break a;q=i>>>3;r=(j+(0-q)|0)>>>0<k>>>0;q=r?j-k|0:q;j=j+(0-q)|0;f[n>>2]=j;k=r&1;i=i-(q<<3)|0}else{j=j+(0-(i>>>3))|0;f[n>>2]=j;k=0;i=i&7}f[p>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(a>>>0>l>>>0|(k|0)!=0)break a;j=j<<(i&31)>>>m;r=b[e+(j<<1)>>0]|0;f[p>>2]=i+(h[e+(j<<1)+1>>0]|0);b[a>>0]=r;r=f[p>>2]|0;j=f[c>>2]<<(r&31)>>>m;i=b[e+(j<<1)>>0]|0;f[p>>2]=r+(h[e+(j<<1)+1>>0]|0);j=a+2|0;b[a+1>>0]=i;i=f[p>>2]|0;if(i>>>0>32){a=j;break}else a=j}}while(0);l=c+8|0;m=c+12|0;n=0-g&31;b:do if(i>>>0>32)j=a;else while(1){j=f[l>>2]|0;k=f[m>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0)){j=a;break b}r=i>>>3;q=(j+(0-r)|0)>>>0<k>>>0;r=q?j-k|0:r;j=j+(0-r)|0;f[l>>2]=j;k=q&1;i=i-(r<<3)|0}else{j=j+(0-(i>>>3))|0;f[l>>2]=j;k=0;i=i&7}f[p>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(!(a>>>0<d>>>0&(k|0)==0)){j=a;break b}j=j<<(i&31)>>>n;r=b[e+(j<<1)>>0]|0;f[p>>2]=i+(h[e+(j<<1)+1>>0]|0);j=a+1|0;b[a>>0]=r;i=f[p>>2]|0;if(i>>>0>32)break;else a=j}while(0);if(j>>>0>=d>>>0)return;a=0-g&31;q=f[c>>2]<<(i&31)>>>a;r=b[e+(q<<1)>>0]|0;f[p>>2]=i+(h[e+(q<<1)+1>>0]|0);i=j+1|0;b[j>>0]=r;if((i|0)==(d|0))return;do{g=f[p>>2]|0;q=f[c>>2]<<(g&31)>>>a;r=b[e+(q<<1)>>0]|0;f[p>>2]=g+(h[e+(q<<1)+1>>0]|0);b[i>>0]=r;i=i+1|0}while((i|0)!=(d|0));return}function ltb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;i=jtb(a,e,g)|0;if(ctb(i)|0){m=i;u=n;return m|0}if(i>>>0>=g>>>0){m=-10;u=n;return m|0}j=e+i|0;i=g-i|0;l=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;do if(!i){f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;i=-10}else{f[m+12>>2]=j;if(i>>>0>3){e=e+g+-4|0;f[m+8>>2]=e;f[m>>2]=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=b[j+(i+-1)>>0]|0;g=m+4|0;if(!(e<<24>>24)){f[g>>2]=0;i=-1;break}else{k=(_(e&255|0)|0)+-23|0;f[g>>2]=k;break}}f[m+8>>2]=j;e=h[j>>0]|0;f[m>>2]=e;switch(i|0){case 2:{k=11;break}case 3:{e=(h[j+2>>0]|0)<<16|e;f[m>>2]=e;k=11;break}default:{}}if((k|0)==11)f[m>>2]=((h[j+1>>0]|0)<<8)+e;e=b[j+(i+-1)>>0]|0;g=m+4|0;if(!(e<<24>>24)){f[g>>2]=0;i=-1;break}else{k=(4-i<<3)+-23+(_(e&255|0)|0)|0;f[g>>2]=k;break}}while(0);if(!(ctb(i)|0)){ktb(c,m,c+d|0,a+4|0,l>>>16&255);i=((f[m+4>>2]|0)!=32?1:(f[m+8>>2]|0)!=(f[m+12>>2]|0))?-11:d}m=i;u=n;return m|0}function mtb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;y=0;D=u;u=u+1056|0;if(e>>>0<10){g=-11;u=D;return g|0}l=h[d>>0]|h[d+1>>0]<<8;o=h[(d+2|0)>>0]|h[(d+2|0)+1>>0]<<8;v=h[(d+4|0)>>0]|h[(d+4|0)+1>>0]<<8;i=e+-6-(l&65535)-(o&65535)-(v&65535)|0;m=(d+6|0)+(l&65535)|0;q=m+(o&65535)|0;x=q+(v&65535)|0;B=a+((c+3|0)>>>2)|0;C=B+((c+3|0)>>>2)|0;A=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16;j=1;if(j){j=0;if(i>>>0>e>>>0)z=-11;else j=1}if(j)if(1){do if(!(l<<16>>16)){f[(D+48|0)>>2]=0;f[(D+48|0)+4>>2]=0;f[(D+48|0)+8>>2]=0;f[(D+48|0)+12>>2]=0;r=-10;s=0}else{f[(D+48|0)+12>>2]=d+6|0;if((l&65535)>3){f[(D+48|0)+8>>2]=m+-4|0;f[(D+48|0)>>2]=h[(m+-4|0)>>0]|h[(m+-4|0)+1>>0]<<8|h[(m+-4|0)+2>>0]<<16|h[(m+-4|0)+3>>0]<<24;e=b[(d+6|0)+((l&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(_(e&255|0)|0)+-23|0;f[((D+48|0)+4|0)>>2]=s;r=l&65535;break}}f[(D+48|0)+8>>2]=d+6|0;e=h[(d+6|0)>>0]|0;f[(D+48|0)>>2]=e;switch(l<<16>>16){case 2:{k=e;y=11;break}case 3:{k=(h[d+8>>0]|0)<<16|e;f[(D+48|0)>>2]=k;y=11;break}default:{}}if((y|0)==11)f[(D+48|0)>>2]=((h[d+7>>0]|0)<<8)+k;e=b[(d+6|0)+((l&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(4-(l&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+48|0)+4|0)>>2]=s;r=l&65535;break}}while(0);t=1;if(t){t=0;if(!(ctb(r)|0)){do if(!(o<<16>>16)){f[(D+32|0)>>2]=0;f[(D+32|0)+4>>2]=0;f[(D+32|0)+8>>2]=0;f[(D+32|0)+12>>2]=0;k=-10}else{f[(D+32|0)+12>>2]=m;if((o&65535)>3){f[(D+32|0)+8>>2]=q+-4|0;f[(D+32|0)>>2]=h[(q+-4|0)>>0]|h[(q+-4|0)+1>>0]<<8|h[(q+-4|0)+2>>0]<<16|h[(q+-4|0)+3>>0]<<24;e=b[m+((o&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;k=-1;break}else{k=(_(e&255|0)|0)+-23|0;f[((D+32|0)+4|0)>>2]=k;k=o&65535;break}}f[(D+32|0)+8>>2]=m;e=h[m>>0]|0;f[(D+32|0)>>2]=e;switch(o<<16>>16){case 2:{n=e;y=24;break}case 3:{n=(h[m+2>>0]|0)<<16|e;f[(D+32|0)>>2]=n;y=24;break}default:{}}if((y|0)==24)f[(D+32|0)>>2]=((h[m+1>>0]|0)<<8)+n;e=b[m+((o&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;k=-1;break}else{k=(4-(o&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+32|0)+4|0)>>2]=k;k=o&65535;break}}while(0);l=1;if(l){l=0;if(!(ctb(k)|0)){do if(!(v<<16>>16)){f[(D+16|0)>>2]=0;f[(D+16|0)+4>>2]=0;f[(D+16|0)+8>>2]=0;f[(D+16|0)+12>>2]=0;j=-10}else{f[(D+16|0)+12>>2]=q;if((v&65535)>3){f[(D+16|0)+8>>2]=x+-4|0;f[(D+16|0)>>2]=h[(x+-4|0)>>0]|h[(x+-4|0)+1>>0]<<8|h[(x+-4|0)+2>>0]<<16|h[(x+-4|0)+3>>0]<<24;e=b[q+((v&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(_(e&255|0)|0)+-23|0;f[((D+16|0)+4|0)>>2]=j;j=v&65535;break}}f[(D+16|0)+8>>2]=q;e=h[q>>0]|0;f[(D+16|0)>>2]=e;switch(v<<16>>16){case 2:{p=e;y=37;break}case 3:{p=(h[q+2>>0]|0)<<16|e;f[(D+16|0)>>2]=p;y=37;break}default:{}}if((y|0)==37)f[(D+16|0)>>2]=((h[q+1>>0]|0)<<8)+p;e=b[q+((v&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(4-(v&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+16|0)+4|0)>>2]=j;j=v&65535;break}}while(0);d=1;if(d){d=0;if(!(ctb(j)|0)){do if(!i){f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;f[D+12>>2]=0;i=-10}else{f[D+12>>2]=x;if(i>>>0>3){f[D+8>>2]=x+i+-4|0;f[D>>2]=h[(x+i+-4|0)>>0]|h[(x+i+-4|0)+1>>0]<<8|h[(x+i+-4|0)+2>>0]<<16|h[(x+i+-4|0)+3>>0]<<24;e=b[x+(i+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;i=-1;break}else{y=(_(e&255|0)|0)+-23|0;f[(D+4|0)>>2]=y;break}}f[D+8>>2]=x;e=h[x>>0]|0;f[D>>2]=e;switch(i|0){case 2:{w=e;y=50;break}case 3:{w=(h[x+2>>0]|0)<<16|e;f[D>>2]=w;y=50;break}default:{}}if((y|0)==50)f[D>>2]=((h[x+1>>0]|0)<<8)+w;e=b[x+(i+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;i=-1;break}else{y=(4-i<<3)+-23+(_(e&255|0)|0)|0;f[(D+4|0)>>2]=y;break}}while(0);e=1;if(e){e=0;if(!(ctb(i)|0)){f[D+80>>2]=a;f[D+88>>2]=c;f[D+112>>2]=g;f[D+272>>2]=z;f[D+352>>2]=A;f[D+616>>2]=B;f[D+624>>2]=C;f[D+832>>2]=s;f[D+992>>2]=0;f[D+996>>2]=0;Qtb(D);z=f[D+272>>2]|0}else e=1}if(e)if(1)z=i}else d=1}if(d)if(1)z=j}else l=1}if(l)if(1)z=k}else t=1}if(t)if(1)z=r}g=z;u=D;return g|0}function ntb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;J=u;u=u+2144|0;E=J+1304|0;F=J+1236|0;l=J+1888|0;G=J+1376|0;o=J+1168|0;H=J+1096|0;I=J+8|0;g=J+4|0;i=J;k=o;m=k+68|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(m|0));k=H;m=k+72|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(m|0));j=H+4|0;B=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;C=B&255;D=a+4|0;if((B&255)>16){I=-13;u=J;return I|0}A=etb(l,256,o,i,g,c,e)|0;if(ctb(A)|0){I=A;u=J;return I|0}m=f[g>>2]|0;if(m>>>0>C>>>0){I=-13;u=J;return I|0}else p=m;while(1)if(!(f[o+(p<<2)>>2]|0))p=p+-1|0;else break;n=p+1|0;k=n>>>0>1;if(k){c=1;e=0;while(1){g=(f[o+(c<<2)>>2]|0)+e|0;f[j+(c<<2)>>2]=e;c=c+1|0;if((c|0)==(n|0)){z=g;break}else e=g}}else z=0;f[j>>2]=z;e=f[i>>2]|0;if(e|0){c=0;do{x=b[l+c>>0]|0;w=j+((x&255)<<2)|0;y=f[w>>2]|0;f[w>>2]=y+1;b[G+(y<<1)>>0]=c;b[G+(y<<1)+1>>0]=x;c=c+1|0}while(c>>>0<e>>>0)}f[j>>2]=0;if(k){g=C+-1-m|0;c=1;e=0;do{y=e;e=(f[o+(c<<2)>>2]<<g+c)+e|0;f[I+(c<<2)>>2]=y;c=c+1|0}while((c|0)!=(n|0))}c=1-p+m|0;g=C+1-c|0;if(!(c>>>0>=g>>>0|k^1))do{e=1;do{f[I+(c*68|0)+(e<<2)>>2]=(f[I+(e<<2)>>2]|0)>>>c;e=e+1|0}while((e|0)!=(n|0));c=c+1|0}while((c|0)!=(g|0));x=m+1|0;y=x-C|0;v=x-p|0;k=F;i=I;m=k+68|0;do{f[k>>2]=f[i>>2];k=k+4|0;i=i+4|0}while((k|0)<(m|0));if(z|0){t=0;do{j=b[G+(t<<1)>>0]|0;w=h[G+(t<<1)+1>>0]|0;s=x-w|0;w=F+(w<<2)|0;e=f[w>>2]|0;n=C-s|0;o=1<<n;if(n>>>0<v>>>0){c=o+e|0;if(e>>>0<c>>>0){g=s<<16&16711680|j&255|16777216;do{s=D+(e<<2)|0;d[s>>1]=g;d[s+2>>1]=g>>>16;e=e+1|0}while((e|0)!=(c|0))}}else{c=s+y|0;g=(c|0)>1;c=g?c:1;r=f[H+(c<<2)>>2]|0;p=D+(e<<2)|0;q=G+(r<<1)|0;r=z-r|0;k=E;i=I+(s*68|0)|0;m=k+68|0;do{f[k>>2]=f[i>>2];k=k+4|0;i=i+4|0}while((k|0)<(m|0));if(g){i=f[E+(c<<2)>>2]|0;if(i|0){g=s<<16&16711680|j&255|16777216;c=0;do{m=p+(c<<2)|0;d[m>>1]=g;d[m+2>>1]=g>>>16;c=c+1|0}while((c|0)!=(i|0))}}if(r|0){l=j&255;g=0;do{j=h[q+(g<<1)+1>>0]|0;i=x-j|0;j=E+(j<<2)|0;c=f[j>>2]|0;k=(1<<n-i)+c|0;i=(h[q+(g<<1)>>0]|0)<<8|l|i+s<<16&16711680|33554432;do{m=p+(c<<2)|0;c=c+1|0;d[m>>1]=i;d[m+2>>1]=i>>>16}while(c>>>0<k>>>0);f[j>>2]=k;g=g+1|0}while((g|0)!=(r|0))}c=o+e|0}f[w>>2]=c;t=t+1|0}while((t|0)!=(z|0))}I=B&-16776961|C<<16|256;b[a>>0]=I;b[a+1>>0]=I>>8;b[a+2>>0]=I>>16;b[a+3>>0]=I>>24;I=A;u=J;return I|0}function otb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=c+4|0;i=f[q>>2]|0;a:do if(i>>>0>32)p=10;else{n=c+8|0;o=c+12|0;l=d+-7|0;m=0-g&31;while(1){j=f[n>>2]|0;k=f[o>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0))break;r=i>>>3;s=(j+(0-r)|0)>>>0<k>>>0;r=s?j-k|0:r;j=j+(0-r)|0;f[n>>2]=j;k=s&1;i=i-(r<<3)|0}else{j=j+(0-(i>>>3))|0;f[n>>2]=j;k=0;i=i&7}f[q>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(!(a>>>0<l>>>0&(k|0)==0)){p=9;break}s=j<<(i&31)>>>m;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;s=a+(h[e+(s<<2)+3>>0]|0)|0;a=f[c>>2]<<(i&31)>>>m;i=e+(a<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[s>>0]=i;b[s+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(a<<2)+2>>0]|0)|0;f[q>>2]=i;a=s+(h[e+(a<<2)+3>>0]|0)|0;if(i>>>0>32){p=10;break a}}if((p|0)==9)if(i>>>0>32){p=10;break}m=c+8|0;n=c+12|0;k=d+-2|0;o=0-g&31;do{j=f[m>>2]|0;l=f[n>>2]|0;if(j>>>0<(l+4|0)>>>0){if((j|0)==(l|0))break a;s=i>>>3;r=(j+(0-s)|0)>>>0<l>>>0;s=r?j-l|0:s;j=j+(0-s)|0;f[m>>2]=j;l=r&1;i=i-(s<<3)|0}else{j=j+(0-(i>>>3))|0;f[m>>2]=j;l=0;i=i&7}f[q>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(a>>>0>k>>>0|(l|0)!=0)break a;s=j<<(i&31)>>>o;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;a=a+(h[e+(s<<2)+3>>0]|0)|0}while(i>>>0<=32)}while(0);if((p|0)==10)k=d+-2|0;if(a>>>0>k>>>0)j=a;else{j=0-g&31;do{s=f[c>>2]<<(i&31)>>>j;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;a=a+(h[e+(s<<2)+3>>0]|0)|0}while(a>>>0<=k>>>0);j=a}if(j>>>0>=d>>>0)return;a=f[c>>2]<<(i&31)>>>(0-g&31);b[j>>0]=b[e+(a<<2)>>0]|0;if((b[e+(a<<2)+3>>0]|0)==1){f[q>>2]=(f[q>>2]|0)+(h[e+(a<<2)+2>>0]|0);return}i=f[q>>2]|0;if(i>>>0>=32)return;s=i+(h[e+(a<<2)+2>>0]|0)|0;f[q>>2]=s>>>0<32?s:32;return}function ptb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;x=0;D=u;u=u+1088|0;if(e>>>0<10){g=-11;u=D;return g|0}k=h[d>>0]|h[d+1>>0]<<8;n=h[(d+2|0)>>0]|h[(d+2|0)+1>>0]<<8;q=h[(d+4|0)>>0]|h[(d+4|0)+1>>0]<<8;y=e+-6-(k&65535)-(n&65535)-(q&65535)|0;l=(d+6|0)+(k&65535)|0;p=l+(n&65535)|0;w=p+(q&65535)|0;B=a+((c+3|0)>>>2)|0;C=B+((c+3|0)>>>2)|0;A=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16;i=1;if(i){i=0;if(y>>>0>e>>>0)z=-11;else i=1}if(i)if(1){do if(!(k<<16>>16)){f[(D+48|0)>>2]=0;f[(D+48|0)+4>>2]=0;f[(D+48|0)+8>>2]=0;f[(D+48|0)+12>>2]=0;r=-10;s=0}else{f[(D+48|0)+12>>2]=d+6|0;if((k&65535)>3){f[(D+48|0)+8>>2]=l+-4|0;f[(D+48|0)>>2]=h[(l+-4|0)>>0]|h[(l+-4|0)+1>>0]<<8|h[(l+-4|0)+2>>0]<<16|h[(l+-4|0)+3>>0]<<24;e=b[(d+6|0)+((k&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(_(e&255|0)|0)+-23|0;f[((D+48|0)+4|0)>>2]=s;r=k&65535;break}}f[(D+48|0)+8>>2]=d+6|0;e=h[(d+6|0)>>0]|0;f[(D+48|0)>>2]=e;switch(k<<16>>16){case 2:{j=e;x=11;break}case 3:{j=(h[d+8>>0]|0)<<16|e;f[(D+48|0)>>2]=j;x=11;break}default:{}}if((x|0)==11)f[(D+48|0)>>2]=((h[d+7>>0]|0)<<8)+j;e=b[(d+6|0)+((k&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(4-(k&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+48|0)+4|0)>>2]=s;r=k&65535;break}}while(0);t=1;if(t){t=0;if(!(ctb(r)|0)){do if(!(n<<16>>16)){f[(D+32|0)>>2]=0;f[(D+32|0)+4>>2]=0;f[(D+32|0)+8>>2]=0;f[(D+32|0)+12>>2]=0;l=-10}else{f[(D+32|0)+12>>2]=l;if((n&65535)>3){f[(D+32|0)+8>>2]=p+-4|0;f[(D+32|0)>>2]=h[(p+-4|0)>>0]|h[(p+-4|0)+1>>0]<<8|h[(p+-4|0)+2>>0]<<16|h[(p+-4|0)+3>>0]<<24;e=b[l+((n&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;l=-1;break}else{l=(_(e&255|0)|0)+-23|0;f[((D+32|0)+4|0)>>2]=l;l=n&65535;break}}f[(D+32|0)+8>>2]=l;e=h[l>>0]|0;f[(D+32|0)>>2]=e;switch(n<<16>>16){case 2:{m=e;x=24;break}case 3:{m=(h[l+2>>0]|0)<<16|e;f[(D+32|0)>>2]=m;x=24;break}default:{}}if((x|0)==24)f[(D+32|0)>>2]=((h[l+1>>0]|0)<<8)+m;e=b[l+((n&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;l=-1;break}else{l=(4-(n&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+32|0)+4|0)>>2]=l;l=n&65535;break}}while(0);m=1;if(m){m=0;if(!(ctb(l)|0)){do if(!(q<<16>>16)){f[(D+16|0)>>2]=0;f[(D+16|0)+4>>2]=0;f[(D+16|0)+8>>2]=0;f[(D+16|0)+12>>2]=0;j=-10}else{f[(D+16|0)+12>>2]=p;if((q&65535)>3){f[(D+16|0)+8>>2]=w+-4|0;f[(D+16|0)>>2]=h[(w+-4|0)>>0]|h[(w+-4|0)+1>>0]<<8|h[(w+-4|0)+2>>0]<<16|h[(w+-4|0)+3>>0]<<24;e=b[p+((q&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(_(e&255|0)|0)+-23|0;f[((D+16|0)+4|0)>>2]=j;j=q&65535;break}}f[(D+16|0)+8>>2]=p;e=h[p>>0]|0;f[(D+16|0)>>2]=e;switch(q<<16>>16){case 2:{o=e;x=37;break}case 3:{o=(h[p+2>>0]|0)<<16|e;f[(D+16|0)>>2]=o;x=37;break}default:{}}if((x|0)==37)f[(D+16|0)>>2]=((h[p+1>>0]|0)<<8)+o;e=b[p+((q&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(4-(q&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+16|0)+4|0)>>2]=j;j=q&65535;break}}while(0);k=1;if(k){k=0;if(!(ctb(j)|0)){do if(!y){f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;f[D+12>>2]=0;e=-10;i=0}else{f[D+12>>2]=w;if(y>>>0>3){f[D+8>>2]=w+y+-4|0;f[D>>2]=h[(w+y+-4|0)>>0]|h[(w+y+-4|0)+1>>0]<<8|h[(w+y+-4|0)+2>>0]<<16|h[(w+y+-4|0)+3>>0]<<24;e=b[w+(y+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;e=-1;i=0;break}else{i=(_(e&255|0)|0)+-23|0;f[(D+4|0)>>2]=i;e=y;break}}f[D+8>>2]=w;e=h[w>>0]|0;f[D>>2]=e;switch(y|0){case 2:{v=e;x=50;break}case 3:{v=(h[w+2>>0]|0)<<16|e;f[D>>2]=v;x=50;break}default:{}}if((x|0)==50)f[D>>2]=((h[w+1>>0]|0)<<8)+v;e=b[w+(y+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;e=-1;i=0;break}else{i=(4-y<<3)+-23+(_(e&255|0)|0)|0;f[(D+4|0)>>2]=i;e=y;break}}while(0);d=1;if(d){d=0;if(!(ctb(e)|0)){q=(D+48|0)+4|0;v=(D+32|0)+4|0;w=(D+16|0)+4|0;E=a;n=B;o=C;p=C+((c+3|0)>>>2)|0;x=s;y=i;f[D+80>>2]=a;f[D+88>>2]=c;f[D+112>>2]=g;f[D+144>>2]=E;f[D+152>>2]=n;f[D+160>>2]=o;f[D+168>>2]=p;f[D+272>>2]=z;f[D+296>>2]=A;f[D+440>>2]=q;f[D+448>>2]=v;f[D+456>>2]=w;f[D+472>>2]=x;f[D+560>>2]=B;f[D+568>>2]=C;f[D+616>>2]=y;f[D+1024>>2]=0;f[D+1028>>2]=0;Rtb(D);z=f[D+272>>2]|0}else d=1}if(d)if(1)z=e}else k=1}if(k)if(1)z=j}else m=1}if(m)if(1)z=l}else t=1}if(t)if(1)z=r}E=z;u=D;return E|0}function qtb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;k=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if(!(k&65280)){do if(!e){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;e=-10}else{f[l+12>>2]=d;if(e>>>0>3){i=d+e+-4|0;f[l+8>>2]=i;f[l>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{j=(_(i&255|0)|0)+-23|0;f[d>>2]=j;break}}f[l+8>>2]=d;i=h[d>>0]|0;f[l>>2]=i;switch(e|0){case 2:{j=25;break}case 3:{i=(h[d+2>>0]|0)<<16|i;f[l>>2]=i;j=25;break}default:{}}if((j|0)==25)f[l>>2]=((h[d+1>>0]|0)<<8)+i;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{j=(4-e<<3)+-23+(_(i&255|0)|0)|0;f[d>>2]=j;break}}while(0);if(!(ctb(e)|0)){ktb(a,l,a+c|0,g+4|0,k>>>16&255);e=((f[l+4>>2]|0)!=32?1:(f[l+8>>2]|0)!=(f[l+12>>2]|0))?-11:c}l=e;u=m;return l|0}else{do if(!e){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;e=-10}else{f[l+12>>2]=d;if(e>>>0>3){i=d+e+-4|0;f[l+8>>2]=i;f[l>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{k=(_(i&255|0)|0)+-23|0;f[d>>2]=k;break}}f[l+8>>2]=d;i=h[d>>0]|0;f[l>>2]=i;switch(e|0){case 2:{j=10;break}case 3:{i=(h[d+2>>0]|0)<<16|i;f[l>>2]=i;j=10;break}default:{}}if((j|0)==10)f[l>>2]=((h[d+1>>0]|0)<<8)+i;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{k=(4-e<<3)+-23+(_(i&255|0)|0)|0;f[d>>2]=k;break}}while(0);if(!(ctb(e)|0)){otb(a,l,a+c|0,g+4|0,(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16&255);e=((f[l+4>>2]|0)!=32?1:(f[l+8>>2]|0)!=(f[l+12>>2]|0))?-11:c}l=e;u=m;return l|0}return 0}function rtb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;if(!(((h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24)>>>8&255)<<24>>24)){e=mtb(a,b,c,d,e)|0;return e|0}else{e=ptb(a,b,c,d,e)|0;return e|0}return 0}function stb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=f[a+352>>2]|0;z=f[a+392>>2]|0;c=f[a+1600>>2]|0;k=f[a+3408>>2]|0;l=f[a+3424>>2]|0;m=f[a+3432>>2]|0;A=f[a+3448>>2]|0;B=f[a+3456>>2]|0;a:{if(B){B=0;if((A|0)==15){Bsb(z,z+208|0,c)|0;u=a;f[a+3488>>2]=5;break a}else if((A|0)==16){Csb(z,z+208|0,z+416|0,c)|0;u=a;f[a+3488>>2]=5;break a}else if((A|0)==17){Dsb(z,z+208|0,z+416|0,z+624|0,c)|0;u=a;f[a+3488>>2]=5;break a}else B=1}if(B){B=0;if((A|0)==19){d=z+416|0;Bsb(z,z+208|0,d)|0;c=z+624|0;if((c|0)==(y|0)){u=a;f[a+3488>>2]=5;break a}v=(a+24|0)+36|0;w=(a+24|0)+48|0;x=(a+24|0)+64|0;o=(a+24|0)+100|0;q=(a+24|0)+120|0;r=(a+24|0)+144|0;s=(a+24|0)+168|0;t=(a+24|0)+184|0;n=c;while(1){c=~~+p[n+184>>3]>>>0;h=~~+p[d+184>>3]>>>0;if(c>>>0<h>>>0)A=26;else if(c>>>0<=h>>>0){e=+p[n+192>>3];g=+p[d+192>>3];if(e<g)A=26;else if(!(e>g))if(gub(n,d)|0)A=26}if((A|0)==26){A=0;k=a+24|0;l=n;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));m=n+36|0;f[v>>2]=f[m>>2];f[v+4>>2]=f[m+4>>2];f[v+8>>2]=f[m+8>>2];f[v>>2]=f[m>>2];f[((a+24|0)+40|0)>>2]=f[n+40>>2];f[((a+24|0)+44|0)>>2]=f[n+44>>2];m=n+48|0;f[w>>2]=f[m>>2];f[w+4>>2]=f[m+4>>2];f[w+8>>2]=f[m+8>>2];f[w>>2]=f[m>>2];f[((a+24|0)+52|0)>>2]=f[n+52>>2];f[((a+24|0)+56|0)>>2]=f[n+56>>2];m=n+64|0;f[x>>2]=f[m>>2];f[x+4>>2]=f[m+4>>2];f[x+8>>2]=f[m+8>>2];f[x+12>>2]=f[m+12>>2];f[x+16>>2]=f[m+16>>2];f[x+20>>2]=f[m+20>>2];p[x>>3]=+p[m>>3];p[((a+24|0)+72|0)>>3]=+p[n+72>>3];p[((a+24|0)+80|0)>>3]=+p[n+80>>3];m=n+88|0;f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+88|0)>>2]=f[m>>2];l=n+92|0;f[((a+24|0)+92|0)>>2]=f[l>>2];k=n+96|0;f[((a+24|0)+96|0)>>2]=f[k>>2];f[k>>2]=0;f[l>>2]=0;f[m>>2]=0;m=n+100|0;f[o>>2]=f[m>>2];f[o+4>>2]=f[m+4>>2];f[o+8>>2]=f[m+8>>2];f[o+12>>2]=f[m+12>>2];f[o+16>>2]=f[m+16>>2];m=n+120|0;f[q>>2]=f[m>>2];f[q+4>>2]=f[m+4>>2];f[q+8>>2]=f[m+8>>2];f[q+12>>2]=f[m+12>>2];f[q+16>>2]=f[m+16>>2];f[q+20>>2]=f[m+20>>2];p[q>>3]=+p[m>>3];p[((a+24|0)+128|0)>>3]=+p[n+128>>3];p[((a+24|0)+136|0)>>3]=+p[n+136>>3];m=n+144|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];f[r+12>>2]=f[m+12>>2];f[r+16>>2]=f[m+16>>2];f[r+20>>2]=f[m+20>>2];p[r>>3]=+p[m>>3];p[((a+24|0)+152|0)>>3]=+p[n+152>>3];p[((a+24|0)+160|0)>>3]=+p[n+160>>3];m=n+168|0;f[s>>2]=f[m>>2];f[s+4>>2]=f[m+4>>2];f[s+8>>2]=f[m+8>>2];f[s+12>>2]=f[m+12>>2];p[s>>3]=+p[m>>3];p[((a+24|0)+176|0)>>3]=+p[n+176>>3];m=n+184|0;f[t>>2]=f[m>>2];f[t+4>>2]=f[m+4>>2];f[t+8>>2]=f[m+8>>2];f[t+12>>2]=f[m+12>>2];b[t+16>>0]=b[m+16>>0]|0;psb(n,d)|0;b:do if((d|0)==(z|0))i=z;else{h=d;while(1){i=h;h=h+-208|0;c=~~+p[((a+24|0)+184|0)>>3]>>>0;d=~~+p[i+-24>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0)break b;e=+p[((a+24|0)+192|0)>>3];g=+p[i+-16>>3];if(!(e<g)){if(e>g)break b;if(!(gub(a+24|0,h)|0))break b}}psb(i,h)|0;if((h|0)==(z|0)){i=z;break}}}while(0);k=i;l=a+24|0;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));j=i+36|0;c=f[v>>2]|0;f[v>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+40|0)>>2]|0;c=i+40|0;f[((a+24|0)+40|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+44|0)>>2]|0;j=i+44|0;f[((a+24|0)+44|0)>>2]=f[j>>2];f[j>>2]=c;j=i+48|0;c=f[w>>2]|0;f[w>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+52|0)>>2]|0;c=i+52|0;f[((a+24|0)+52|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+56|0)>>2]|0;j=i+56|0;f[((a+24|0)+56|0)>>2]=f[j>>2];f[j>>2]=c;g=+p[((a+24|0)+64|0)>>3];j=i+64|0;p[((a+24|0)+64|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+72|0)>>3];j=i+72|0;p[((a+24|0)+72|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+80|0)>>3];j=i+80|0;p[((a+24|0)+80|0)>>3]=+p[j>>3];p[j>>3]=g;j=i+88|0;c=f[j>>2]|0;h=i+92|0;if(!c)c=i+96|0;else{d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=i+96|0;f[c>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[((a+24|0)+88|0)>>2];f[h>>2]=f[((a+24|0)+92|0)>>2];f[c>>2]=f[((a+24|0)+96|0)>>2];f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+92|0)>>2]=0;f[((a+24|0)+88|0)>>2]=0;j=i+100|0;f[j>>2]=f[o>>2];f[j+4>>2]=f[o+4>>2];f[j+8>>2]=f[o+8>>2];f[j+12>>2]=f[o+12>>2];f[j+16>>2]=f[o+16>>2];g=+p[((a+24|0)+120|0)>>3];j=i+120|0;p[((a+24|0)+120|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+128|0)>>3];j=i+128|0;p[((a+24|0)+128|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+136|0)>>3];j=i+136|0;p[((a+24|0)+136|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+144|0)>>3];j=i+144|0;p[((a+24|0)+144|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+152|0)>>3];j=i+152|0;p[((a+24|0)+152|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+160|0)>>3];j=i+160|0;p[((a+24|0)+160|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+168|0)>>3];j=i+168|0;p[((a+24|0)+168|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+176|0)>>3];j=i+176|0;p[((a+24|0)+176|0)>>3]=+p[j>>3];p[j>>3]=g;j=i+184|0;f[j>>2]=f[t>>2];f[j+4>>2]=f[t+4>>2];f[j+8>>2]=f[t+8>>2];f[j+12>>2]=f[t+12>>2];b[j+16>>0]=b[t+16>>0]|0}c=n+208|0;if((c|0)==(y|0))break;else{d=n;n=c}}u=a;f[a+3488>>2]=5;break a}else B=1}if(B){B=0;if((A|0)==144)if(1){u=a;f[a+3488>>2]=5;break a}else B=1}}f[a+3408>>2]=k;f[a+3424>>2]=l;f[a+3432>>2]=m;f[a+3448>>2]=A;f[a+3456>>2]=B}function ttb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0;J=f[a+288>>2]|0;y=f[a+312>>2]|0;z=f[a+336>>2]|0;K=f[a+352>>2]|0;L=f[a+392>>2]|0;H=f[a+440>>2]|0;I=f[a+464>>2]|0;D=f[a+536>>2]|0;M=f[a+1152>>2]|0;N=f[a+1424>>2]|0;B=f[a+1488>>2]|0;A=f[a+2280>>2]|0;O=f[a+3304>>2]|0;P=f[a+3408>>2]|0;R=f[a+3424>>2]|0;S=f[a+3432>>2]|0;Q=f[a+3448>>2]|0;a:{if((Q|0)==96){Q=0;P=a+24|0;R=L;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));c=f[L+36>>2]|0;d=f[L+40>>2]|0;i=f[L+44>>2]|0;j=f[L+48>>2]|0;k=f[L+52>>2]|0;l=f[L+56>>2]|0;e=+p[L+64>>3];g=+p[L+72>>3];h=+p[L+80>>3];P=L+88|0;m=f[P>>2]|0;R=L+92|0;n=f[R>>2]|0;S=L+96|0;o=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=L+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[L+120>>3];r=+p[L+128>>3];s=+p[L+136>>3];t=+p[L+144>>3];u=+p[L+152>>3];v=+p[L+160>>3];w=+p[L+168>>3];x=+p[L+176>>3];P=L+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(L,A)|0;P=A;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[y+-172>>2]=c;f[y+-168>>2]=d;f[y+-164>>2]=i;f[y+-160>>2]=j;f[y+-156>>2]=k;f[y+-152>>2]=l;p[y+-144>>3]=e;p[y+-136>>3]=g;p[y+-128>>3]=h;j=y+-120|0;c=f[j>>2]|0;i=y+-116|0;if(!c)c=y+-112|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=y+-112|0;f[c>>2]=0;f[i>>2]=0;f[j>>2]=0}f[j>>2]=m;f[i>>2]=n;f[c>>2]=o;H=y+-108|0;f[H>>2]=f[(a+232|0)>>2];f[H+4>>2]=f[(a+232|0)+4>>2];f[H+8>>2]=f[(a+232|0)+8>>2];f[H+12>>2]=f[(a+232|0)+12>>2];f[H+16>>2]=f[(a+232|0)+16>>2];p[y+-88>>3]=q;p[y+-80>>3]=r;p[y+-72>>3]=s;p[y+-64>>3]=t;p[y+-56>>3]=u;p[y+-48>>3]=v;p[y+-40>>3]=w;p[y+-32>>3]=x;H=y+-24|0;f[H>>2]=f[a>>2];f[H+4>>2]=f[a+4>>2];f[H+8>>2]=f[a+8>>2];f[H+12>>2]=f[a+12>>2];b[H+16>>0]=b[a+16>>0]|0;H=A;I=z+1|0}c=L+208|0;b:{d=1;if(d)if(c>>>0<H>>>0){j=H;C=I;while(1){l=B+184|0;m=B+192|0;while(1){d=~~+p[c+184>>3]>>>0;h=+p[l>>3];if(d>>>0>=~~h>>>0>>>0){if(d>>>0>~~h>>>0>>>0){F=h;break}e=+p[c+192>>3];g=+p[m>>3];if(!(e<g)){if(e>g){F=h;break}if(!(gub(c,B)|0)){Q=110;break}}}c=c+208|0}if((Q|0)==110){Q=0;F=+p[l>>3]}k=j+-208|0;d=~~+p[j+-24>>3]>>>0;i=~~F>>>0;c:do if(d>>>0<i>>>0){A=j;j=k}else{h=F;while(1){if(d>>>0>i>>>0)e=h;else{e=+p[j+-16>>3];g=+p[m>>3];if(e<g){A=j;j=k;break c}if(e>g)e=h;else{if(gub(k,B)|0){A=j;j=k;break c}e=+p[l>>3]}}j=k+-208|0;d=~~+p[k+-24>>3]>>>0;i=~~e>>>0;if(d>>>0<i>>>0){A=k;break}else{E=k;k=j;h=e;j=E}}}while(0);if(c>>>0>j>>>0){E=B;D=c;break b}P=a+24|0;R=c;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));d=f[c+36>>2]|0;i=f[c+40>>2]|0;k=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;e=+p[c+64>>3];g=+p[c+72>>3];h=+p[c+80>>3];P=c+88|0;o=f[P>>2]|0;R=c+92|0;y=f[R>>2]|0;S=c+96|0;z=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=c+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[c+120>>3];r=+p[c+128>>3];s=+p[c+136>>3];t=+p[c+144>>3];u=+p[c+152>>3];v=+p[c+160>>3];w=+p[c+168>>3];x=+p[c+176>>3];P=c+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(c,j)|0;P=j;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[A+-172>>2]=d;f[A+-168>>2]=i;f[A+-164>>2]=k;f[A+-160>>2]=l;f[A+-156>>2]=m;f[A+-152>>2]=n;p[A+-144>>3]=e;p[A+-136>>3]=g;p[A+-128>>3]=h;l=A+-120|0;d=f[l>>2]|0;k=A+-116|0;if(!d)d=A+-112|0;else{i=f[k>>2]|0;if((i|0)!=(d|0))f[k>>2]=i+(~(((i+-12-d|0)>>>0)/12|0)*12|0);sOb(d);d=A+-112|0;f[d>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=o;f[k>>2]=y;f[d>>2]=z;E=A+-108|0;f[E>>2]=f[(a+232|0)>>2];f[E+4>>2]=f[(a+232|0)+4>>2];f[E+8>>2]=f[(a+232|0)+8>>2];f[E+12>>2]=f[(a+232|0)+12>>2];f[E+16>>2]=f[(a+232|0)+16>>2];p[A+-88>>3]=q;p[A+-80>>3]=r;p[A+-72>>3]=s;p[A+-64>>3]=t;p[A+-56>>3]=u;p[A+-48>>3]=v;p[A+-40>>3]=w;p[A+-32>>3]=x;E=A+-24|0;f[E>>2]=f[a>>2];f[E+4>>2]=f[a+4>>2];f[E+8>>2]=f[a+8>>2];f[E+12>>2]=f[a+12>>2];b[E+16>>0]=b[a+16>>0]|0;B=(B|0)==(c|0)?j:B;c=c+208|0;C=C+1|0}}else d=1;if(d)if(1){E=B;C=I;D=c}}do{c=1;if(c){c=0;if((D|0)==(E|0))G=C;else c=1}if(c)if(1){c=~~+p[E+184>>3]>>>0;d=~~+p[D+184>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){G=C;break}e=+p[E+192>>3];g=+p[D+192>>3];if(!(e<g)){if(e>g){G=C;break}if(!(gub(E,D)|0)){G=C;break}}}P=a+24|0;R=D;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));c=f[D+36>>2]|0;d=f[D+40>>2]|0;i=f[D+44>>2]|0;j=f[D+48>>2]|0;k=f[D+52>>2]|0;l=f[D+56>>2]|0;e=+p[D+64>>3];g=+p[D+72>>3];h=+p[D+80>>3];P=D+88|0;m=f[P>>2]|0;R=D+92|0;n=f[R>>2]|0;S=D+96|0;o=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=D+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[D+120>>3];r=+p[D+128>>3];s=+p[D+136>>3];t=+p[D+144>>3];u=+p[D+152>>3];v=+p[D+160>>3];w=+p[D+168>>3];x=+p[D+176>>3];P=D+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(D,E)|0;P=E;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[E+36>>2]=c;f[E+40>>2]=d;f[E+44>>2]=i;f[E+48>>2]=j;f[E+52>>2]=k;f[E+56>>2]=l;p[E+64>>3]=e;p[E+72>>3]=g;p[E+80>>3]=h;j=E+88|0;c=f[j>>2]|0;i=E+92|0;if(!c)c=E+96|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=E+96|0;f[c>>2]=0;f[i>>2]=0;f[j>>2]=0}f[j>>2]=m;f[i>>2]=n;f[c>>2]=o;G=E+100|0;f[G>>2]=f[(a+232|0)>>2];f[G+4>>2]=f[(a+232|0)+4>>2];f[G+8>>2]=f[(a+232|0)+8>>2];f[G+12>>2]=f[(a+232|0)+12>>2];f[G+16>>2]=f[(a+232|0)+16>>2];p[E+120>>3]=q;p[E+128>>3]=r;p[E+136>>3]=s;p[E+144>>3]=t;p[E+152>>3]=u;p[E+160>>3]=v;p[E+168>>3]=w;p[E+176>>3]=x;G=E+184|0;f[G>>2]=f[a>>2];f[G+4>>2]=f[a+4>>2];f[G+8>>2]=f[a+8>>2];f[G+12>>2]=f[a+12>>2];b[G+16>>0]=b[a+16>>0]|0;G=C+1|0}}while(0);if(!G){O=Esb(L,D)|0;c=D+208|0;if(Esb(c,K)|0){Q=143;f[a+3496>>2]=1;break a}if(O){J=c;f[a+3496>>2]=3;break a}}K=D;if(((K-N|0)/208|0|0)>=((M-K|0)/208|0|0)){Q=142;f[a+3496>>2]=1;break a}osb(L,D);J=D+208|0}f[a+288>>2]=J;f[a+440>>2]=H;f[a+464>>2]=I;f[a+536>>2]=D;f[a+3304>>2]=O;f[a+3408>>2]=P;f[a+3424>>2]=R;f[a+3432>>2]=S;f[a+3448>>2]=Q}function utb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0;W=f[a+312>>2]|0;X=f[a+392>>2]|0;J=f[a+600>>2]|0;K=f[a+648>>2]|0;L=f[a+688>>2]|0;M=f[a+824>>2]|0;A=f[a+832>>2]|0;B=f[a+864>>2]|0;C=f[a+888>>2]|0;D=f[a+920>>2]|0;E=f[a+944>>2]|0;F=f[a+968>>2]|0;N=f[a+1016>>2]|0;O=f[a+1032>>2]|0;P=f[a+1064>>2]|0;Q=f[a+1096>>2]|0;g=f[a+1152>>2]|0;R=f[a+1160>>2]|0;S=f[a+1216>>2]|0;T=f[a+1280>>2]|0;U=f[a+1312>>2]|0;V=f[a+1360>>2]|0;h=f[a+1424>>2]|0;m=f[a+1488>>2]|0;Y=f[a+1496>>2]|0;n=f[a+1512>>2]|0;k=f[a+1600>>2]|0;j=f[a+2024>>2]|0;Z=f[a+2280>>2]|0;o=f[a+2496>>2]|0;q=f[a+2936>>2]|0;G=f[a+3288>>2]|0;H=f[a+3352>>2]|0;I=f[a+3376>>2]|0;_=f[a+3408>>2]|0;aa=f[a+3424>>2]|0;ba=f[a+3432>>2]|0;$=f[a+3448>>2]|0;a:{if((X|0)!=(j|0)){l=X+((((g-h|0)>>>0)/416|0)*208|0)+192|0;W=k;Z=j;while(1){g=~~+p[W+-24>>3]>>>0;h=~~+p[n>>3]>>>0;if(g>>>0<h>>>0){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}if(g>>>0<=h>>>0){d=+p[W+-16>>3];e=+p[l>>3];if(d<e){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}if(!(d>e))if(gub(Z,m)|0){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}}g=Z+-208|0;if((X|0)==(g|0))break;else{W=Z;Z=g}}}l=X+208|0;j=~~+p[Y>>3]>>>0;g=~~+p[o>>3]>>>0;do{h=1;if(h){h=0;if(j>>>0<g>>>0)c=l;else h=1}if(h)if(1){if(j>>>0<=g>>>0){e=+p[X+192>>3];d=+p[q>>3];if(e<d){c=l;break}if(!(e>d))if(gub(X,k)|0){c=l;break}}if((l|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}j=X+192|0;c=l;while(1){g=~~+p[Y>>3]>>>0;h=~~+p[c+184>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[j>>3];e=+p[c+192>>3];if(d<e)break;if(!(d>e))if(gub(X,c)|0)break}c=c+208|0;if((c|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=f[c+36>>2]|0;h=f[c+40>>2]|0;j=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;d=+p[c+64>>3];e=+p[c+72>>3];i=+p[c+80>>3];_=c+88|0;o=f[_>>2]|0;aa=c+92|0;q=f[aa>>2]|0;ba=c+96|0;r=f[ba>>2]|0;f[ba>>2]=0;f[aa>>2]=0;f[_>>2]=0;_=c+100|0;f[(a+232|0)>>2]=f[_>>2];f[(a+232|0)+4>>2]=f[_+4>>2];f[(a+232|0)+8>>2]=f[_+8>>2];f[(a+232|0)+12>>2]=f[_+12>>2];f[(a+232|0)+16>>2]=f[_+16>>2];s=+p[c+120>>3];t=+p[c+128>>3];u=+p[c+136>>3];v=+p[c+144>>3];w=+p[c+152>>3];x=+p[c+160>>3];y=+p[c+168>>3];z=+p[c+176>>3];_=c+184|0;f[a>>2]=f[_>>2];f[a+4>>2]=f[_+4>>2];f[a+8>>2]=f[_+8>>2];f[a+12>>2]=f[_+12>>2];b[a+16>>0]=b[_+16>>0]|0;psb(c,k)|0;_=k;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));f[G>>2]=g;f[H>>2]=h;f[I>>2]=j;f[A>>2]=l;f[B>>2]=m;f[C>>2]=n;p[D>>3]=d;p[E>>3]=e;p[F>>3]=i;g=f[N>>2]|0;if(g|0){h=f[J>>2]|0;if((h|0)!=(g|0))f[J>>2]=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[K>>2]=0;f[J>>2]=0;f[N>>2]=0}f[N>>2]=o;f[J>>2]=q;f[K>>2]=r;f[L>>2]=f[(a+232|0)>>2];f[L+4>>2]=f[(a+232|0)+4>>2];f[L+8>>2]=f[(a+232|0)+8>>2];f[L+12>>2]=f[(a+232|0)+12>>2];f[L+16>>2]=f[(a+232|0)+16>>2];p[O>>3]=s;p[P>>3]=t;p[Q>>3]=u;p[R>>3]=v;p[S>>3]=w;p[T>>3]=x;p[U>>3]=y;p[V>>3]=z;f[M>>2]=f[a>>2];f[M+4>>2]=f[a+4>>2];f[M+8>>2]=f[a+8>>2];f[M+12>>2]=f[a+12>>2];b[M+16>>0]=b[a+16>>0]|0;c=c+208|0}}while(0);if((c|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}B=X+192|0;while(1){d=+p[Y>>3];g=~~+p[c+184>>3]>>>0;b:do if(~~d>>>0>>>0>=g>>>0){j=~~d>>>0;i=d;while(1){if(j>>>0>g>>>0)d=i;else{d=+p[B>>3];e=+p[c+192>>3];if(d<e)break b;if(d>e)d=i;else{if(gub(X,c)|0)break b;d=+p[Y>>3]}}h=c+208|0;j=~~d>>>0;g=~~+p[c+392>>3]>>>0;if(j>>>0<g>>>0){c=h;break}else{c=h;i=d}}}while(0);while(1){A=k+-208|0;g=~~+p[Y>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=A;continue}if(g>>>0>h>>>0)break;d=+p[B>>3];e=+p[k+-16>>3];if(d<e){k=A;continue}if(d>e)break;if(gub(X,A)|0)k=A;else break}if(c>>>0>=A>>>0){X=c;f[a+3504>>2]=4;f[a+3508>>2]=8;break a}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=f[c+36>>2]|0;h=f[c+40>>2]|0;j=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;d=+p[c+64>>3];e=+p[c+72>>3];i=+p[c+80>>3];_=c+88|0;o=f[_>>2]|0;aa=c+92|0;q=f[aa>>2]|0;ba=c+96|0;r=f[ba>>2]|0;f[ba>>2]=0;f[aa>>2]=0;f[_>>2]=0;_=c+100|0;f[(a+232|0)>>2]=f[_>>2];f[(a+232|0)+4>>2]=f[_+4>>2];f[(a+232|0)+8>>2]=f[_+8>>2];f[(a+232|0)+12>>2]=f[_+12>>2];f[(a+232|0)+16>>2]=f[_+16>>2];s=+p[c+120>>3];t=+p[c+128>>3];u=+p[c+136>>3];v=+p[c+144>>3];w=+p[c+152>>3];x=+p[c+160>>3];y=+p[c+168>>3];z=+p[c+176>>3];_=c+184|0;f[a>>2]=f[_>>2];f[a+4>>2]=f[_+4>>2];f[a+8>>2]=f[_+8>>2];f[a+12>>2]=f[_+12>>2];b[a+16>>0]=b[_+16>>0]|0;psb(c,A)|0;_=A;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));f[k+-172>>2]=g;f[k+-168>>2]=h;f[k+-164>>2]=j;f[k+-160>>2]=l;f[k+-156>>2]=m;f[k+-152>>2]=n;p[k+-144>>3]=d;p[k+-136>>3]=e;p[k+-128>>3]=i;l=k+-120|0;g=f[l>>2]|0;j=k+-116|0;if(!g)g=k+-112|0;else{h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0);sOb(g);g=k+-112|0;f[g>>2]=0;f[j>>2]=0;f[l>>2]=0}f[l>>2]=o;f[j>>2]=q;f[g>>2]=r;V=k+-108|0;f[V>>2]=f[(a+232|0)>>2];f[V+4>>2]=f[(a+232|0)+4>>2];f[V+8>>2]=f[(a+232|0)+8>>2];f[V+12>>2]=f[(a+232|0)+12>>2];f[V+16>>2]=f[(a+232|0)+16>>2];p[k+-88>>3]=s;p[k+-80>>3]=t;p[k+-72>>3]=u;p[k+-64>>3]=v;p[k+-56>>3]=w;p[k+-48>>3]=x;p[k+-40>>3]=y;p[k+-32>>3]=z;k=k+-24|0;f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];b[k+16>>0]=b[a+16>>0]|0;k=A;c=c+208|0}}f[a+312>>2]=W;f[a+392>>2]=X;f[a+2280>>2]=Z;f[a+3408>>2]=_;f[a+3424>>2]=aa;f[a+3432>>2]=ba;f[a+3448>>2]=$}function vtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;F=f[a+224>>2]|0;u=f[a+248>>2]|0;v=f[a+272>>2]|0;G=f[a+288>>2]|0;H=f[a+320>>2]|0;D=f[a+384>>2]|0;E=f[a+408>>2]|0;z=f[a+480>>2]|0;I=f[a+1056>>2]|0;x=f[a+1072>>2]|0;J=f[a+1256>>2]|0;w=f[a+1608>>2]|0;K=f[a+2264>>2]|0;L=f[a+2504>>2]|0;N=f[a+2520>>2]|0;O=f[a+2528>>2]|0;M=f[a+2536>>2]|0;a:{if((M|0)==78){M=0;L=a+24|0;N=H;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));c=H+40|0;d=H+48|0;i=H+56|0;e=+p[c>>3];g=+p[d>>3];h=+p[i>>3];j=H+64|0;f[(a+64|0)>>2]=f[j>>2];f[(a+64|0)+4>>2]=f[j+4>>2];f[(a+64|0)+8>>2]=f[j+8>>2];f[(a+64|0)+12>>2]=f[j+12>>2];l=H+80|0;n=H+88|0;r=+p[l>>3];s=+p[n>>3];q=H+96|0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];b[a+16>>0]=b[q+16>>0]|0;L=H;N=w;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));t=u+-80|0;P=+p[t>>3];p[t>>3]=e;p[c>>3]=P;o=u+-72|0;P=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=P;m=u+-64|0;P=+p[m>>3];p[m>>3]=+p[i>>3];p[i>>3]=P;k=u+-56|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];i=u+-40|0;P=+p[i>>3];p[i>>3]=+p[l>>3];p[l>>3]=P;d=u+-32|0;p[n>>3]=+p[d>>3];c=u+-24|0;f[q>>2]=f[c>>2];f[q+4>>2]=f[c+4>>2];f[q+8>>2]=f[c+8>>2];f[q+12>>2]=f[c+12>>2];b[q+16>>0]=b[c+16>>0]|0;L=w;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[t>>3]=e;p[o>>3]=g;p[m>>3]=h;f[k>>2]=f[(a+64|0)>>2];f[k+4>>2]=f[(a+64|0)+4>>2];f[k+8>>2]=f[(a+64|0)+8>>2];f[k+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=r;p[d>>3]=s;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;D=w;E=v+1|0}c=H+120|0;b:{d=1;if(d)if(c>>>0<D>>>0){j=D;y=E;while(1){l=x+96|0;m=x+104|0;while(1){d=~~+p[c+96>>3]>>>0;h=+p[l>>3];if(d>>>0>=~~h>>>0>>>0){if(d>>>0>~~h>>>0>>>0){B=h;break}e=+p[c+104>>3];g=+p[m>>3];if(!(e<g)){if(e>g){B=h;break}if(!(hub(c,x)|0)){M=87;break}}}c=c+120|0}if((M|0)==87){M=0;B=+p[l>>3]}k=j+-120|0;d=~~+p[j+-24>>3]>>>0;i=~~B>>>0;c:do if(d>>>0<i>>>0){w=j;j=k}else{h=B;while(1){if(d>>>0>i>>>0)e=h;else{e=+p[j+-16>>3];g=+p[m>>3];if(e<g){w=j;j=k;break c}if(e>g)e=h;else{if(hub(k,x)|0){w=j;j=k;break c}e=+p[l>>3]}}j=k+-120|0;d=~~+p[k+-24>>3]>>>0;i=~~e>>>0;if(d>>>0<i>>>0){w=k;break}else{A=k;k=j;h=e;j=A}}}while(0);if(c>>>0>j>>>0){A=x;z=c;break b}L=a+24|0;N=c;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));d=c+40|0;i=c+48|0;k=c+56|0;e=+p[d>>3];g=+p[i>>3];h=+p[k>>3];l=c+64|0;f[(a+64|0)>>2]=f[l>>2];f[(a+64|0)+4>>2]=f[l+4>>2];f[(a+64|0)+8>>2]=f[l+8>>2];f[(a+64|0)+12>>2]=f[l+12>>2];n=c+80|0;q=c+88|0;r=+p[n>>3];s=+p[q>>3];u=c+96|0;f[a>>2]=f[u>>2];f[a+4>>2]=f[u+4>>2];f[a+8>>2]=f[u+8>>2];f[a+12>>2]=f[u+12>>2];b[a+16>>0]=b[u+16>>0]|0;L=c;N=j;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));v=w+-80|0;P=+p[v>>3];p[v>>3]=e;p[d>>3]=P;t=w+-72|0;P=+p[t>>3];p[t>>3]=+p[i>>3];p[i>>3]=P;o=w+-64|0;P=+p[o>>3];p[o>>3]=+p[k>>3];p[k>>3]=P;m=w+-56|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[l+12>>2]=f[m+12>>2];k=w+-40|0;P=+p[k>>3];p[k>>3]=+p[n>>3];p[n>>3]=P;i=w+-32|0;p[q>>3]=+p[i>>3];d=w+-24|0;f[u>>2]=f[d>>2];f[u+4>>2]=f[d+4>>2];f[u+8>>2]=f[d+8>>2];f[u+12>>2]=f[d+12>>2];b[u+16>>0]=b[d+16>>0]|0;L=j;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[v>>3]=e;p[t>>3]=g;p[o>>3]=h;f[m>>2]=f[(a+64|0)>>2];f[m+4>>2]=f[(a+64|0)+4>>2];f[m+8>>2]=f[(a+64|0)+8>>2];f[m+12>>2]=f[(a+64|0)+12>>2];p[k>>3]=r;p[i>>3]=s;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];b[d+16>>0]=b[a+16>>0]|0;x=(x|0)==(c|0)?j:x;c=c+120|0;y=y+1|0}}else d=1;if(d)if(1){A=x;y=E;z=c}}do{c=1;if(c){c=0;if((z|0)==(A|0))C=y;else c=1}if(c)if(1){c=~~+p[A+96>>3]>>>0;d=~~+p[z+96>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){C=y;break}e=+p[A+104>>3];g=+p[z+104>>3];if(!(e<g)){if(e>g){C=y;break}if(!(hub(A,z)|0)){C=y;break}}}L=a+24|0;N=z;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));c=z+40|0;d=z+48|0;i=z+56|0;e=+p[c>>3];g=+p[d>>3];h=+p[i>>3];j=z+64|0;f[(a+64|0)>>2]=f[j>>2];f[(a+64|0)+4>>2]=f[j+4>>2];f[(a+64|0)+8>>2]=f[j+8>>2];f[(a+64|0)+12>>2]=f[j+12>>2];l=z+80|0;n=z+88|0;r=+p[l>>3];s=+p[n>>3];q=z+96|0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];b[a+16>>0]=b[q+16>>0]|0;L=z;N=A;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));t=A+40|0;P=+p[t>>3];p[t>>3]=e;p[c>>3]=P;o=A+48|0;P=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=P;m=A+56|0;P=+p[m>>3];p[m>>3]=+p[i>>3];p[i>>3]=P;k=A+64|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];i=A+80|0;p[l>>3]=+p[i>>3];d=A+88|0;p[n>>3]=+p[d>>3];c=A+96|0;f[q>>2]=f[c>>2];f[q+4>>2]=f[c+4>>2];f[q+8>>2]=f[c+8>>2];f[q+12>>2]=f[c+12>>2];b[q+16>>0]=b[c+16>>0]|0;L=A;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[t>>3]=e;p[o>>3]=g;p[m>>3]=h;f[k>>2]=f[(a+64|0)>>2];f[k+4>>2]=f[(a+64|0)+4>>2];f[k+8>>2]=f[(a+64|0)+8>>2];f[k+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=r;p[d>>3]=s;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;C=y+1|0}}while(0);if(!C){K=Asb(H,z)|0;c=z+120|0;if(Asb(c,G)|0){M=110;f[a+2576>>2]=1;break a}if(K){F=c;f[a+2576>>2]=3;break a}}G=z;if(((G-I|0)/120|0|0)>=((J-G|0)/120|0|0)){M=109;f[a+2576>>2]=1;break a}ssb(H,z);F=z+120|0}f[a+224>>2]=F;f[a+384>>2]=D;f[a+408>>2]=E;f[a+480>>2]=z;f[a+2264>>2]=K;f[a+2504>>2]=L;f[a+2520>>2]=N;f[a+2528>>2]=O;f[a+2536>>2]=M}function wtb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0.0;A=f[a+224>>2]|0;B=f[a+240>>2]|0;E=f[a+288>>2]|0;L=f[a+840>>2]|0;M=f[a+912>>2]|0;N=f[a+976>>2]|0;O=f[a+1008>>2]|0;Q=f[a+1256>>2]|0;S=f[a+1712>>2]|0;T=f[a+2200>>2]|0;V=f[a+2304>>2]|0;W=f[a+2352>>2]|0;X=f[a+2376>>2]|0;Y=f[a+2408>>2]|0;Z=f[a+2440>>2]|0;_=f[a+2504>>2]|0;aa=f[a+2520>>2]|0;ba=f[a+2528>>2]|0;$=f[a+2536>>2]|0;a:{while(1){F=A;b:while(1){k=F;switch((Q-k|0|0)/120|0|0){case 2:{$=5;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 3:{$=11;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 4:{$=12;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 5:{$=13;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 1:case 0:{$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}default:{}}if((Q-k|0|0)<840){$=15;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}l=F+((((Q-k|0)>>>0)/240|0)*120|0)|0;if((Q-k|0|0)>119880)i=zsb(F,F+((((Q-k|0)>>>0)/480|0)*120|0)|0,l,l+((((Q-k|0)>>>0)/480|0)*120|0)|0,S)|0;else i=xsb(F,l,S)|0;P=F+96|0;c=~~+p[P>>3]>>>0;m=F+((((Q-k|0)>>>0)/240|0)*120|0)+96|0;g=~~+p[m>>3]>>>0;if(c>>>0<g>>>0){I=S;J=i;break}if(c>>>0<=g>>>0){d=+p[F+104>>3];e=+p[F+((((Q-k|0)>>>0)/240|0)*120|0)+104>>3];if(d<e){I=S;J=i;break}if(!(d>e))if(hub(F,l)|0){I=S;J=i;break}}if((F|0)!=(T|0)){h=F+((((Q-k|0)>>>0)/240|0)*120|0)+104|0;C=S;R=T;while(1){c=~~+p[C+-24>>3]>>>0;g=~~+p[m>>3]>>>0;if(c>>>0<g>>>0){$=78;break b}if(c>>>0<=g>>>0){d=+p[C+-16>>3];e=+p[h>>3];if(d<e){$=78;break b}if(!(d>e))if(hub(R,l)|0){$=78;break b}}c=R+-120|0;if((F|0)==(c|0))break;else{C=R;R=c}}}c=F+120|0;g=~~+p[P>>3]>>>0;h=~~+p[V>>3]>>>0;do{i=1;if(i){i=0;if(g>>>0<h>>>0)z=c;else i=1}if(i)if(1){if(g>>>0<=h>>>0){d=+p[F+104>>3];e=+p[W>>3];if(d<e){z=c;break}if(!(d>e))if(hub(F,S)|0){z=c;break}}if((c|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}i=F+104|0;while(1){g=~~+p[P>>3]>>>0;h=~~+p[c+96>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[i>>3];e=+p[c+104>>3];if(d<e)break;if(!(d>e))if(hub(F,c)|0)break}c=c+120|0;if((c|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));m=c+40|0;o=c+48|0;g=c+56|0;d=+p[m>>3];e=+p[o>>3];j=+p[g>>3];h=c+64|0;f[(a+64|0)>>2]=f[h>>2];f[(a+64|0)+4>>2]=f[h+4>>2];f[(a+64|0)+8>>2]=f[h+8>>2];f[(a+64|0)+12>>2]=f[h+12>>2];i=c+80|0;k=c+88|0;q=+p[i>>3];r=+p[k>>3];l=c+96|0;f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];f[a+12>>2]=f[l+12>>2];b[a+16>>0]=b[l+16>>0]|0;_=c;aa=S;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));ca=+p[X>>3];p[X>>3]=d;p[m>>3]=ca;ca=+p[Y>>3];p[Y>>3]=+p[o>>3];p[o>>3]=ca;ca=+p[Z>>3];p[Z>>3]=+p[g>>3];p[g>>3]=ca;f[h>>2]=f[L>>2];f[h+4>>2]=f[L+4>>2];f[h+8>>2]=f[L+8>>2];f[h+12>>2]=f[L+12>>2];ca=+p[M>>3];p[M>>3]=+p[i>>3];p[i>>3]=ca;p[k>>3]=+p[N>>3];f[l>>2]=f[O>>2];f[l+4>>2]=f[O+4>>2];f[l+8>>2]=f[O+8>>2];f[l+12>>2]=f[O+12>>2];b[l+16>>0]=b[O+16>>0]|0;_=S;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));p[X>>3]=d;p[Y>>3]=e;p[Z>>3]=j;f[L>>2]=f[(a+64|0)>>2];f[L+4>>2]=f[(a+64|0)+4>>2];f[L+8>>2]=f[(a+64|0)+8>>2];f[L+12>>2]=f[(a+64|0)+12>>2];p[M>>3]=q;p[N>>3]=r;f[O>>2]=f[a>>2];f[O+4>>2]=f[a+4>>2];f[O+8>>2]=f[a+8>>2];f[O+12>>2]=f[a+12>>2];b[O+16>>0]=b[a+16>>0]|0;z=c+120|0}}while(0);if((z|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}y=F+104|0;k=S;c=z;while(1){d=+p[P>>3];g=~~+p[c+96>>3]>>>0;c:do if(~~d>>>0>>>0>=g>>>0){i=~~d>>>0;j=d;while(1){if(i>>>0>g>>>0)d=j;else{d=+p[y>>3];e=+p[c+104>>3];if(d<e)break c;if(d>e)d=j;else{if(hub(F,c)|0)break c;d=+p[P>>3]}}h=c+120|0;i=~~d>>>0;g=~~+p[c+216>>3]>>>0;if(i>>>0<g>>>0){c=h;break}else{c=h;j=d}}}while(0);while(1){x=k+-120|0;g=~~+p[P>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=x;continue}if(g>>>0>h>>>0)break;d=+p[y>>3];e=+p[k+-16>>3];if(d<e){k=x;continue}if(d>e)break;if(hub(F,x)|0)k=x;else break}if(c>>>0>=x>>>0){F=c;continue b}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=c+40|0;h=c+48|0;i=c+56|0;d=+p[g>>3];e=+p[h>>3];j=+p[i>>3];l=c+64|0;f[(a+64|0)>>2]=f[l>>2];f[(a+64|0)+4>>2]=f[l+4>>2];f[(a+64|0)+8>>2]=f[l+8>>2];f[(a+64|0)+12>>2]=f[l+12>>2];o=c+80|0;t=c+88|0;q=+p[o>>3];r=+p[t>>3];v=c+96|0;f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];b[a+16>>0]=b[v+16>>0]|0;_=c;aa=x;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));w=k+-80|0;ca=+p[w>>3];p[w>>3]=d;p[g>>3]=ca;u=k+-72|0;ca=+p[u>>3];p[u>>3]=+p[h>>3];p[h>>3]=ca;s=k+-64|0;ca=+p[s>>3];p[s>>3]=+p[i>>3];p[i>>3]=ca;m=k+-56|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[l+12>>2]=f[m+12>>2];i=k+-40|0;ca=+p[i>>3];p[i>>3]=+p[o>>3];p[o>>3]=ca;h=k+-32|0;p[t>>3]=+p[h>>3];g=k+-24|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];b[v+16>>0]=b[g+16>>0]|0;_=x;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));p[w>>3]=d;p[u>>3]=e;p[s>>3]=j;f[m>>2]=f[(a+64|0)>>2];f[m+4>>2]=f[(a+64|0)+4>>2];f[m+8>>2]=f[(a+64|0)+8>>2];f[m+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=q;p[h>>3]=r;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;k=x;c=c+120|0}}f[a+224>>2]=A;f[a+248>>2]=C;f[a+272>>2]=i;f[a+288>>2]=E;f[a+320>>2]=F;f[a+384>>2]=I;f[a+408>>2]=J;f[a+480>>2]=K;f[a+1056>>2]=k;f[a+1072>>2]=l;f[a+1256>>2]=Q;f[a+1608>>2]=R;f[a+2264>>2]=U;f[a+2504>>2]=_;f[a+2520>>2]=aa;f[a+2528>>2]=ba;f[a+2536>>2]=$;f[a+2576>>2]=0;f[a+2580>>2]=0;vtb(a);A=f[a+224>>2]|0;I=f[a+384>>2]|0;J=f[a+408>>2]|0;K=f[a+480>>2]|0;U=f[a+2264>>2]|0;_=f[a+2504>>2]|0;aa=f[a+2520>>2]|0;ba=f[a+2528>>2]|0;$=f[a+2536>>2]|0;G=f[a+2576>>2]|0;D=f[a+2580>>2]|0;H=+n[a+2580>>2];f[a+2576>>2]=0;f[a+2580>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if(($|0)==109){$=0;ssb(K+120|0,E);B=F;E=K;f[a+2584>>2]=3;break a}else if(($|0)==110){$=0;if(U){$=111;f[a+2584>>2]=1;break a}else{B=F;E=K;f[a+2584>>2]=3;break a}}}f[a+224>>2]=A;f[a+240>>2]=B;f[a+288>>2]=E;f[a+320>>2]=F;f[a+2504>>2]=_;f[a+2520>>2]=aa;f[a+2528>>2]=ba;f[a+2536>>2]=$}function xtb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0;c=f[a+96>>2]|0;m=f[a+104>>2]|0;n=f[a+112>>2]|0;r=f[a+136>>2]|0;a:{if(r){o=a+24|0;q=c;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(c+40|0)>>3];e=+p[(c+48|0)>>3];g=+p[(c+56|0)>>3];f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];h=+p[(c+80|0)>>3];i=+p[(c+88|0)>>3];f[a>>2]=f[(c+96|0)>>2];f[a+4>>2]=f[(c+96|0)+4>>2];f[a+8>>2]=f[(c+96|0)+8>>2];f[a+12>>2]=f[(c+96|0)+12>>2];b[a+16>>0]=b[(c+96|0)+16>>0]|0;o=c;q=n;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));l=+p[(n+40|0)>>3];p[(n+40|0)>>3]=d;p[(c+40|0)>>3]=l;l=+p[(n+48|0)>>3];p[(n+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=l;l=+p[(n+56|0)>>3];p[(n+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=l;f[(c+64|0)>>2]=f[(n+64|0)>>2];f[(c+64|0)+4>>2]=f[(n+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(n+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(n+64|0)+12>>2];p[(c+80|0)>>3]=+p[(n+80|0)>>3];p[(c+88|0)>>3]=+p[(n+88|0)>>3];f[(c+96|0)>>2]=f[(n+96|0)>>2];f[(c+96|0)+4>>2]=f[(n+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(n+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(n+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(n+96|0)+16>>0]|0;o=n;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(n+40|0)>>3]=d;p[(n+48|0)>>3]=e;p[(n+56|0)>>3]=g;f[(n+64|0)>>2]=f[(a+64|0)>>2];f[(n+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(n+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(n+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(n+80|0)>>3]=h;p[(n+88|0)>>3]=i;f[(n+96|0)>>2]=f[a>>2];f[(n+96|0)+4>>2]=f[a+4>>2];f[(n+96|0)+8>>2]=f[a+8>>2];f[(n+96|0)+12>>2]=f[a+12>>2];b[(n+96|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}o=a+24|0;q=c;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));i=+p[(c+40|0)>>3];k=+p[(c+48|0)>>3];l=+p[(c+56|0)>>3];f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];e=+p[(c+80|0)>>3];d=+p[(c+88|0)>>3];f[a>>2]=f[(c+96|0)>>2];f[a+4>>2]=f[(c+96|0)+4>>2];f[a+8>>2]=f[(c+96|0)+8>>2];f[a+12>>2]=f[(c+96|0)+12>>2];b[a+16>>0]=b[(c+96|0)+16>>0]|0;o=c;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));h=+p[(m+40|0)>>3];p[(m+40|0)>>3]=i;p[(c+40|0)>>3]=h;h=+p[(m+48|0)>>3];p[(m+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=h;h=+p[(m+56|0)>>3];p[(m+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=h;f[(c+64|0)>>2]=f[(m+64|0)>>2];f[(c+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(m+64|0)+12>>2];p[(c+80|0)>>3]=+p[(m+80|0)>>3];p[(c+88|0)>>3]=+p[(m+88|0)>>3];f[(c+96|0)>>2]=f[(m+96|0)>>2];f[(c+96|0)+4>>2]=f[(m+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(m+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(m+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(m+40|0)>>3]=i;p[(m+48|0)>>3]=k;p[(m+56|0)>>3]=l;f[(m+64|0)>>2]=f[(a+64|0)>>2];f[(m+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+80|0)>>3]=e;p[(m+88|0)>>3]=d;f[(m+96|0)>>2]=f[a>>2];f[(m+96|0)+4>>2]=f[a+4>>2];f[(m+96|0)+8>>2]=f[a+8>>2];f[(m+96|0)+12>>2]=f[a+12>>2];b[(m+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(n+96|0)>>3]>>>0;j=~~+p[(m+96|0)>>3]>>>0;do if(c>>>0<j>>>0){h=k;g=l}else{if(c>>>0>j>>>0){c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}g=+p[n+104>>3];h=+p[m+104>>3];if(g<h){h=k;g=l}else{if(g>h){c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}if(hub(n,m)|0){i=+p[(m+40|0)>>3];h=+p[(m+48|0)>>3];g=+p[(m+56|0)>>3];e=+p[(m+80|0)>>3];d=+p[(m+88|0)>>3];break}else{c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}}}while(0);o=a+24|0;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));f[(a+64|0)>>2]=f[(m+64|0)>>2];f[(a+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(m+64|0)+12>>2];f[a>>2]=f[(m+96|0)>>2];f[a+4>>2]=f[(m+96|0)+4>>2];f[a+8>>2]=f[(m+96|0)+8>>2];f[a+12>>2]=f[(m+96|0)+12>>2];b[a+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=n;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));l=+p[(n+40|0)>>3];p[(n+40|0)>>3]=i;p[(m+40|0)>>3]=l;l=+p[(n+48|0)>>3];p[(n+48|0)>>3]=+p[(m+48|0)>>3];p[(m+48|0)>>3]=l;l=+p[(n+56|0)>>3];p[(n+56|0)>>3]=+p[(m+56|0)>>3];p[(m+56|0)>>3]=l;f[(m+64|0)>>2]=f[(n+64|0)>>2];f[(m+64|0)+4>>2]=f[(n+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(n+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(n+64|0)+12>>2];p[(m+80|0)>>3]=+p[(n+80|0)>>3];p[(m+88|0)>>3]=+p[(n+88|0)>>3];f[(m+96|0)>>2]=f[(n+96|0)>>2];f[(m+96|0)+4>>2]=f[(n+96|0)+4>>2];f[(m+96|0)+8>>2]=f[(n+96|0)+8>>2];f[(m+96|0)+12>>2]=f[(n+96|0)+12>>2];b[(m+96|0)+16>>0]=b[(n+96|0)+16>>0]|0;o=n;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(n+40|0)>>3]=i;p[(n+48|0)>>3]=h;p[(n+56|0)>>3]=g;f[(n+64|0)>>2]=f[(a+64|0)>>2];f[(n+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(n+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(n+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(n+80|0)>>3]=e;p[(n+88|0)>>3]=d;f[(n+96|0)>>2]=f[a>>2];f[(n+96|0)+4>>2]=f[a+4>>2];f[(n+96|0)+8>>2]=f[a+8>>2];f[(n+96|0)+12>>2]=f[a+12>>2];b[(n+96|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}f[a+120>>2]=c;f[a+608>>2]=o;f[a+624>>2]=q;f[a+632>>2]=r}function ytb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0;l=f[a+96>>2]|0;m=f[a+104>>2]|0;k=f[a+112>>2]|0;c=f[a+120>>2]|0;n=f[a+336>>2]|0;o=f[a+536>>2]|0;q=f[a+552>>2]|0;r=f[a+560>>2]|0;a:{f[(c+96|0)+8>>2]=f[a+8>>2];f[(c+96|0)+12>>2]=f[a+12>>2];b[(c+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(k+96|0)>>3]>>>0;g=~~+p[(m+96|0)>>3]>>>0;if(c>>>0>=g>>>0){if(c>>>0>g>>>0){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}d=+p[k+104>>3];e=+p[m+104>>3];if(!(d<e)){if(d>e){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}if(!(hub(k,m)|0)){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}}}o=a+24|0;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(m+40|0)>>3];e=+p[(m+48|0)>>3];h=+p[(m+56|0)>>3];f[(a+64|0)>>2]=f[(m+64|0)>>2];f[(a+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(m+64|0)+12>>2];i=+p[(m+80|0)>>3];j=+p[(m+88|0)>>3];f[a>>2]=f[(m+96|0)>>2];f[a+4>>2]=f[(m+96|0)+4>>2];f[a+8>>2]=f[(m+96|0)+8>>2];f[a+12>>2]=f[(m+96|0)+12>>2];b[a+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=k;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));s=+p[(k+40|0)>>3];p[(k+40|0)>>3]=d;p[(m+40|0)>>3]=s;s=+p[(k+48|0)>>3];p[(k+48|0)>>3]=+p[(m+48|0)>>3];p[(m+48|0)>>3]=s;s=+p[(k+56|0)>>3];p[(k+56|0)>>3]=+p[(m+56|0)>>3];p[(m+56|0)>>3]=s;f[(m+64|0)>>2]=f[(k+64|0)>>2];f[(m+64|0)+4>>2]=f[(k+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(k+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(k+64|0)+12>>2];p[(m+80|0)>>3]=+p[(k+80|0)>>3];p[(m+88|0)>>3]=+p[(k+88|0)>>3];f[(m+96|0)>>2]=f[(k+96|0)>>2];f[(m+96|0)+4>>2]=f[(k+96|0)+4>>2];f[(m+96|0)+8>>2]=f[(k+96|0)+8>>2];f[(m+96|0)+12>>2]=f[(k+96|0)+12>>2];b[(m+96|0)+16>>0]=b[(k+96|0)+16>>0]|0;o=k;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(k+40|0)>>3]=d;p[(k+48|0)>>3]=e;p[(k+56|0)>>3]=h;f[(k+64|0)>>2]=f[(a+64|0)>>2];f[(k+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(k+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(k+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(k+80|0)>>3]=i;p[(k+88|0)>>3]=j;f[(k+96|0)>>2]=f[a>>2];f[(k+96|0)+4>>2]=f[a+4>>2];f[(k+96|0)+8>>2]=f[a+8>>2];f[(k+96|0)+12>>2]=f[a+12>>2];b[(k+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(m+96|0)>>3]>>>0;g=~~+p[l+96>>3]>>>0;if(c>>>0>=g>>>0){if(c>>>0>g>>>0){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}d=+p[m+104>>3];e=+p[l+104>>3];if(!(d<e)){if(d>e){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}if(!(hub(m,l)|0)){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}}}o=a+24|0;q=l;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(l+40|0)>>3];e=+p[(l+48|0)>>3];h=+p[(l+56|0)>>3];f[(a+64|0)>>2]=f[(l+64|0)>>2];f[(a+64|0)+4>>2]=f[(l+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(l+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(l+64|0)+12>>2];i=+p[(l+80|0)>>3];j=+p[(l+88|0)>>3];f[a>>2]=f[(l+96|0)>>2];f[a+4>>2]=f[(l+96|0)+4>>2];f[a+8>>2]=f[(l+96|0)+8>>2];f[a+12>>2]=f[(l+96|0)+12>>2];b[a+16>>0]=b[(l+96|0)+16>>0]|0;o=l;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));s=+p[(m+40|0)>>3];p[(m+40|0)>>3]=d;p[(l+40|0)>>3]=s;s=+p[(m+48|0)>>3];p[(m+48|0)>>3]=+p[(l+48|0)>>3];p[(l+48|0)>>3]=s;s=+p[(m+56|0)>>3];p[(m+56|0)>>3]=+p[(l+56|0)>>3];p[(l+56|0)>>3]=s;f[(l+64|0)>>2]=f[(m+64|0)>>2];f[(l+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(l+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(l+64|0)+12>>2]=f[(m+64|0)+12>>2];p[(l+80|0)>>3]=+p[(m+80|0)>>3];p[(l+88|0)>>3]=+p[(m+88|0)>>3];f[(l+96|0)>>2]=f[(m+96|0)>>2];f[(l+96|0)+4>>2]=f[(m+96|0)+4>>2];f[(l+96|0)+8>>2]=f[(m+96|0)+8>>2];f[(l+96|0)+12>>2]=f[(m+96|0)+12>>2];b[(l+96|0)+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(m+40|0)>>3]=d;p[(m+48|0)>>3]=e;p[(m+56|0)>>3]=h;f[(m+64|0)>>2]=f[(a+64|0)>>2];f[(m+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+80|0)>>3]=i;p[(m+88|0)>>3]=j;f[(m+96|0)>>2]=f[a>>2];f[(m+96|0)+4>>2]=f[a+4>>2];f[(m+96|0)+8>>2]=f[a+8>>2];f[(m+96|0)+12>>2]=f[a+12>>2];b[(m+96|0)+16>>0]=b[a+16>>0]|0;c=n+4|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}f[a+136>>2]=c;f[a+536>>2]=o;f[a+552>>2]=q;f[a+560>>2]=r}function ztb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0,D=0,E=0;z=f[a+96>>2]|0;A=f[a+104>>2]|0;B=f[a+112>>2]|0;E=f[a+136>>2]|0;a:{if(E){C=a+24|0;D=z;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[z+36>>2]|0;d=f[z+40>>2]|0;h=f[z+44>>2]|0;i=f[z+48>>2]|0;j=f[z+52>>2]|0;k=f[z+56>>2]|0;e=+p[z+64>>3];g=+p[z+72>>3];l=+p[z+80>>3];m=f[(z+88|0)>>2]|0;n=f[(z+92|0)>>2]|0;o=f[(z+96|0)>>2]|0;f[(z+96|0)>>2]=0;f[(z+92|0)>>2]=0;f[(z+88|0)>>2]=0;f[(a+60|0)>>2]=f[(z+100|0)>>2];f[(a+60|0)+4>>2]=f[(z+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(z+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(z+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(z+100|0)+16>>2];q=+p[z+120>>3];r=+p[z+128>>3];s=+p[z+136>>3];t=+p[z+144>>3];v=+p[z+152>>3];w=+p[z+160>>3];x=+p[z+168>>3];y=+p[z+176>>3];f[a>>2]=f[(z+184|0)>>2];f[a+4>>2]=f[(z+184|0)+4>>2];f[a+8>>2]=f[(z+184|0)+8>>2];f[a+12>>2]=f[(z+184|0)+12>>2];b[a+16>>0]=b[(z+184|0)+16>>0]|0;psb(z,B)|0;C=B;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[B+36>>2]=c;f[B+40>>2]=d;f[B+44>>2]=h;f[B+48>>2]=i;f[B+52>>2]=j;f[B+56>>2]=k;p[B+64>>3]=e;p[B+72>>3]=g;p[B+80>>3]=l;c=f[(B+88|0)>>2]|0;if(!c)c=B+96|0;else{d=f[(B+92|0)>>2]|0;if((d|0)!=(c|0))f[(B+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;c=B+96|0}f[(B+88|0)>>2]=m;f[(B+92|0)>>2]=n;f[c>>2]=o;f[(B+100|0)>>2]=f[(a+60|0)>>2];f[(B+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(B+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(B+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(B+100|0)+16>>2]=f[(a+60|0)+16>>2];p[B+120>>3]=q;p[B+128>>3]=r;p[B+136>>3]=s;p[B+144>>3]=t;p[B+152>>3]=v;p[B+160>>3]=w;p[B+168>>3]=x;p[B+176>>3]=y;f[(B+184|0)>>2]=f[a>>2];f[(B+184|0)+4>>2]=f[a+4>>2];f[(B+184|0)+8>>2]=f[a+8>>2];f[(B+184|0)+12>>2]=f[a+12>>2];b[(B+184|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}C=a+24|0;D=z;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[z+36>>2]|0;d=f[z+40>>2]|0;h=f[z+44>>2]|0;i=f[z+48>>2]|0;j=f[z+52>>2]|0;k=f[z+56>>2]|0;e=+p[z+64>>3];g=+p[z+72>>3];l=+p[z+80>>3];m=f[(z+88|0)>>2]|0;n=f[(z+92|0)>>2]|0;o=f[(z+96|0)>>2]|0;f[(z+96|0)>>2]=0;f[(z+92|0)>>2]=0;f[(z+88|0)>>2]=0;f[(a+60|0)>>2]=f[(z+100|0)>>2];f[(a+60|0)+4>>2]=f[(z+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(z+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(z+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(z+100|0)+16>>2];y=+p[z+120>>3];x=+p[z+128>>3];w=+p[z+136>>3];v=+p[z+144>>3];t=+p[z+152>>3];s=+p[z+160>>3];r=+p[z+168>>3];q=+p[z+176>>3];f[a>>2]=f[(z+184|0)>>2];f[a+4>>2]=f[(z+184|0)+4>>2];f[a+8>>2]=f[(z+184|0)+8>>2];f[a+12>>2]=f[(z+184|0)+12>>2];b[a+16>>0]=b[(z+184|0)+16>>0]|0;psb(z,A)|0;C=A;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[(A+36|0)>>2]=c;f[(A+40|0)>>2]=d;f[(A+44|0)>>2]=h;f[(A+48|0)>>2]=i;f[(A+52|0)>>2]=j;f[(A+56|0)>>2]=k;p[(A+64|0)>>3]=e;p[(A+72|0)>>3]=g;p[(A+80|0)>>3]=l;c=f[(A+88|0)>>2]|0;if(!c)c=A+96|0;else{d=f[(A+92|0)>>2]|0;if((d|0)!=(c|0))f[(A+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(A+96|0)>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0;c=A+96|0}f[(A+88|0)>>2]=m;f[(A+92|0)>>2]=n;f[c>>2]=o;f[(A+100|0)>>2]=f[(a+60|0)>>2];f[(A+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(A+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(A+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(A+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(A+120|0)>>3]=y;p[(A+128|0)>>3]=x;p[(A+136|0)>>3]=w;p[(A+144|0)>>3]=v;p[(A+152|0)>>3]=t;p[(A+160|0)>>3]=s;p[(A+168|0)>>3]=r;p[(A+176|0)>>3]=q;f[(A+184|0)>>2]=f[a>>2];f[(A+184|0)+4>>2]=f[a+4>>2];f[(A+184|0)+8>>2]=f[a+8>>2];f[(A+184|0)+12>>2]=f[a+12>>2];b[(A+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(B+184|0)>>3]>>>0;d=~~+p[(A+184|0)>>3]>>>0;do if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}e=+p[B+192>>3];g=+p[A+192>>3];if(!(e<g)){if(e>g){c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}if(gub(B,A)|0){m=f[(A+88|0)>>2]|0;n=f[(A+92|0)>>2]|0;o=f[A+96>>2]|0;y=+p[(A+120|0)>>3];x=+p[(A+128|0)>>3];w=+p[(A+136|0)>>3];v=+p[(A+144|0)>>3];t=+p[(A+152|0)>>3];s=+p[(A+160|0)>>3];r=+p[(A+168|0)>>3];q=+p[(A+176|0)>>3];break}else{c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}}}while(0);C=a+24|0;D=A;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[(A+36|0)>>2]|0;d=f[(A+40|0)>>2]|0;h=f[(A+44|0)>>2]|0;i=f[(A+48|0)>>2]|0;j=f[(A+52|0)>>2]|0;k=f[(A+56|0)>>2]|0;e=+p[(A+64|0)>>3];g=+p[(A+72|0)>>3];l=+p[(A+80|0)>>3];f[A+96>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0;f[(a+60|0)>>2]=f[(A+100|0)>>2];f[(a+60|0)+4>>2]=f[(A+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(A+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(A+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(A+100|0)+16>>2];f[a>>2]=f[(A+184|0)>>2];f[a+4>>2]=f[(A+184|0)+4>>2];f[a+8>>2]=f[(A+184|0)+8>>2];f[a+12>>2]=f[(A+184|0)+12>>2];b[a+16>>0]=b[(A+184|0)+16>>0]|0;psb(A,B)|0;C=B;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[B+36>>2]=c;f[B+40>>2]=d;f[B+44>>2]=h;f[B+48>>2]=i;f[B+52>>2]=j;f[B+56>>2]=k;p[B+64>>3]=e;p[B+72>>3]=g;p[B+80>>3]=l;c=f[(B+88|0)>>2]|0;if(!c)c=B+96|0;else{d=f[(B+92|0)>>2]|0;if((d|0)!=(c|0))f[(B+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;c=B+96|0}f[(B+88|0)>>2]=m;f[(B+92|0)>>2]=n;f[c>>2]=o;f[(B+100|0)>>2]=f[(a+60|0)>>2];f[(B+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(B+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(B+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(B+100|0)+16>>2]=f[(a+60|0)+16>>2];p[B+120>>3]=y;p[B+128>>3]=x;p[B+136>>3]=w;p[B+144>>3]=v;p[B+152>>3]=t;p[B+160>>3]=s;p[B+168>>3]=r;p[B+176>>3]=q;f[(B+184|0)>>2]=f[a>>2];f[(B+184|0)+4>>2]=f[a+4>>2];f[(B+184|0)+8>>2]=f[a+8>>2];f[(B+184|0)+12>>2]=f[a+12>>2];b[(B+184|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}f[a+120>>2]=c;f[a+1200>>2]=C;f[a+1216>>2]=D;f[a+1224>>2]=E}function Atb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;B=f[a+96>>2]|0;C=f[a+104>>2]|0;A=f[a+112>>2]|0;c=f[a+120>>2]|0;z=+n[a+272>>2];D=f[a+888>>2]|0;E=f[a+992>>2]|0;F=f[a+1008>>2]|0;G=f[a+1016>>2]|0;a:{p[(c+176|0)>>3]=z;f[(c+184|0)>>2]=f[a>>2];f[(c+184|0)+4>>2]=f[a+4>>2];f[(c+184|0)+8>>2]=f[a+8>>2];f[(c+184|0)+12>>2]=f[a+12>>2];b[(c+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(A+184|0)>>3]>>>0;d=~~+p[(C+184|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}e=+p[A+192>>3];g=+p[C+192>>3];if(!(e<g)){if(e>g){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}if(!(gub(A,C)|0)){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}}}E=a+24|0;F=C;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));c=f[(C+36|0)>>2]|0;d=f[(C+40|0)>>2]|0;h=f[(C+44|0)>>2]|0;i=f[(C+48|0)>>2]|0;j=f[(C+52|0)>>2]|0;k=f[(C+56|0)>>2]|0;e=+p[(C+64|0)>>3];g=+p[(C+72|0)>>3];l=+p[(C+80|0)>>3];m=f[(C+88|0)>>2]|0;o=f[(C+92|0)>>2]|0;q=f[(C+96|0)>>2]|0;f[(C+96|0)>>2]=0;f[(C+92|0)>>2]=0;f[(C+88|0)>>2]=0;f[(a+60|0)>>2]=f[(C+100|0)>>2];f[(a+60|0)+4>>2]=f[(C+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(C+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(C+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(C+100|0)+16>>2];r=+p[(C+120|0)>>3];s=+p[(C+128|0)>>3];t=+p[(C+136|0)>>3];v=+p[(C+144|0)>>3];w=+p[(C+152|0)>>3];x=+p[(C+160|0)>>3];y=+p[(C+168|0)>>3];z=+p[(C+176|0)>>3];f[a>>2]=f[(C+184|0)>>2];f[a+4>>2]=f[(C+184|0)+4>>2];f[a+8>>2]=f[(C+184|0)+8>>2];f[a+12>>2]=f[(C+184|0)+12>>2];b[a+16>>0]=b[(C+184|0)+16>>0]|0;psb(C,A)|0;E=A;F=a+24|0;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));f[(A+36|0)>>2]=c;f[(A+40|0)>>2]=d;f[(A+44|0)>>2]=h;f[(A+48|0)>>2]=i;f[(A+52|0)>>2]=j;f[(A+56|0)>>2]=k;p[(A+64|0)>>3]=e;p[(A+72|0)>>3]=g;p[(A+80|0)>>3]=l;c=f[(A+88|0)>>2]|0;if(c|0){d=f[(A+92|0)>>2]|0;if((d|0)!=(c|0))f[(A+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(A+96|0)>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0}f[(A+88|0)>>2]=m;f[(A+92|0)>>2]=o;f[(A+96|0)>>2]=q;f[(A+100|0)>>2]=f[(a+60|0)>>2];f[(A+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(A+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(A+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(A+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(A+120|0)>>3]=r;p[(A+128|0)>>3]=s;p[(A+136|0)>>3]=t;p[(A+144|0)>>3]=v;p[(A+152|0)>>3]=w;p[(A+160|0)>>3]=x;p[(A+168|0)>>3]=y;p[(A+176|0)>>3]=z;f[(A+184|0)>>2]=f[a>>2];f[(A+184|0)+4>>2]=f[a+4>>2];f[(A+184|0)+8>>2]=f[a+8>>2];f[(A+184|0)+12>>2]=f[a+12>>2];b[(A+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(C+184|0)>>3]>>>0;d=~~+p[B+184>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}e=+p[C+192>>3];g=+p[B+192>>3];if(!(e<g)){if(e>g){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}if(!(gub(C,B)|0)){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}}}E=a+24|0;F=B;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));c=f[B+36>>2]|0;d=f[B+40>>2]|0;h=f[B+44>>2]|0;i=f[B+48>>2]|0;j=f[B+52>>2]|0;k=f[B+56>>2]|0;e=+p[B+64>>3];g=+p[B+72>>3];l=+p[B+80>>3];m=f[(B+88|0)>>2]|0;o=f[(B+92|0)>>2]|0;q=f[(B+96|0)>>2]|0;f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;f[(a+60|0)>>2]=f[(B+100|0)>>2];f[(a+60|0)+4>>2]=f[(B+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(B+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(B+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(B+100|0)+16>>2];r=+p[B+120>>3];s=+p[B+128>>3];t=+p[B+136>>3];v=+p[B+144>>3];w=+p[B+152>>3];x=+p[B+160>>3];y=+p[B+168>>3];z=+p[B+176>>3];f[a>>2]=f[(B+184|0)>>2];f[a+4>>2]=f[(B+184|0)+4>>2];f[a+8>>2]=f[(B+184|0)+8>>2];f[a+12>>2]=f[(B+184|0)+12>>2];b[a+16>>0]=b[(B+184|0)+16>>0]|0;psb(B,C)|0;E=C;F=a+24|0;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));f[(C+36|0)>>2]=c;f[(C+40|0)>>2]=d;f[(C+44|0)>>2]=h;f[(C+48|0)>>2]=i;f[(C+52|0)>>2]=j;f[(C+56|0)>>2]=k;p[(C+64|0)>>3]=e;p[(C+72|0)>>3]=g;p[(C+80|0)>>3]=l;c=f[(C+88|0)>>2]|0;if(c|0){d=f[(C+92|0)>>2]|0;if((d|0)!=(c|0))f[(C+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(C+96|0)>>2]=0;f[(C+92|0)>>2]=0;f[(C+88|0)>>2]=0}f[(C+88|0)>>2]=m;f[(C+92|0)>>2]=o;f[(C+96|0)>>2]=q;f[(C+100|0)>>2]=f[(a+60|0)>>2];f[(C+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(C+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(C+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(C+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(C+120|0)>>3]=r;p[(C+128|0)>>3]=s;p[(C+136|0)>>3]=t;p[(C+144|0)>>3]=v;p[(C+152|0)>>3]=w;p[(C+160|0)>>3]=x;p[(C+168|0)>>3]=y;p[(C+176|0)>>3]=z;f[(C+184|0)>>2]=f[a>>2];f[(C+184|0)+4>>2]=f[a+4>>2];f[(C+184|0)+8>>2]=f[a+8>>2];f[(C+184|0)+12>>2]=f[a+12>>2];b[(C+184|0)+16>>0]=b[a+16>>0]|0;c=D+4|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}f[a+136>>2]=c;f[a+992>>2]=E;f[a+1008>>2]=F;f[a+1016>>2]=G}function Btb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;j=f[a+272>>2]|0;x=f[a+280>>2]|0;t=f[a+304>>2]|0;q=f[a+312>>2]|0;c=f[a+320>>2]|0;u=f[a+336>>2]|0;v=f[a+344>>2]|0;w=f[a+352>>2]|0;r=f[a+392>>2]|0;k=f[a+400>>2]|0;l=f[a+408>>2]|0;m=f[a+416>>2]|0;s=f[a+424>>2]|0;e=f[a+488>>2]|0;n=f[a+1128>>2]|0;o=f[a+1136>>2]|0;i=f[a+1144>>2]|0;a:{f[i+8>>2]=f[e+8>>2];f[i+12>>2]=f[e+12>>2];f[i+16>>2]=f[e+16>>2];f[i+20>>2]=f[e+20>>2];p[i>>3]=+p[e>>3];p[((a+24|0)+72|0)>>3]=+p[t+72>>3];p[((a+24|0)+80|0)>>3]=+p[t+80>>3];i=t+88|0;f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+88|0)>>2]=f[i>>2];e=t+92|0;f[((a+24|0)+92|0)>>2]=f[e>>2];d=t+96|0;f[((a+24|0)+96|0)>>2]=f[d>>2];f[d>>2]=0;f[e>>2]=0;f[i>>2]=0;i=t+100|0;f[r>>2]=f[i>>2];f[r+4>>2]=f[i+4>>2];f[r+8>>2]=f[i+8>>2];f[r+12>>2]=f[i+12>>2];f[r+16>>2]=f[i+16>>2];i=t+120|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[k+12>>2]=f[i+12>>2];f[k+16>>2]=f[i+16>>2];f[k+20>>2]=f[i+20>>2];p[k>>3]=+p[i>>3];p[((a+24|0)+128|0)>>3]=+p[t+128>>3];p[((a+24|0)+136|0)>>3]=+p[t+136>>3];k=t+144|0;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[l+12>>2]=f[k+12>>2];f[l+16>>2]=f[k+16>>2];f[l+20>>2]=f[k+20>>2];p[l>>3]=+p[k>>3];p[((a+24|0)+152|0)>>3]=+p[t+152>>3];p[((a+24|0)+160|0)>>3]=+p[t+160>>3];l=t+168|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];p[m>>3]=+p[l>>3];p[((a+24|0)+176|0)>>3]=+p[t+176>>3];m=t+184|0;f[s>>2]=f[m>>2];f[s+4>>2]=f[m+4>>2];f[s+8>>2]=f[m+8>>2];f[s+12>>2]=f[m+12>>2];b[s+16>>0]=b[m+16>>0]|0;psb(t,c)|0;b:do if((c|0)==(j|0))i=j;else while(1){i=c;c=c+-208|0;d=~~+p[((a+24|0)+184|0)>>3]>>>0;e=~~+p[i+-24>>3]>>>0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0)break b;g=+p[((a+24|0)+192|0)>>3];h=+p[i+-16>>3];if(!(g<h)){if(g>h)break b;if(!(gub(a+24|0,c)|0))break b}}psb(i,c)|0;if((c|0)==(j|0)){i=j;break}}while(0);k=i;l=a+24|0;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));j=i+36|0;c=f[n>>2]|0;f[n>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+40|0)>>2]|0;c=i+40|0;f[((a+24|0)+40|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+44|0)>>2]|0;j=i+44|0;f[((a+24|0)+44|0)>>2]=f[j>>2];f[j>>2]=c;j=i+48|0;c=f[o>>2]|0;f[o>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+52|0)>>2]|0;c=i+52|0;f[((a+24|0)+52|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+56|0)>>2]|0;j=i+56|0;f[((a+24|0)+56|0)>>2]=f[j>>2];f[j>>2]=c;h=+p[((a+24|0)+64|0)>>3];j=i+64|0;p[((a+24|0)+64|0)>>3]=+p[j>>3];p[j>>3]=h;h=+p[((a+24|0)+72|0)>>3];j=i+72|0;p[((a+24|0)+72|0)>>3]=+p[j>>3];p[j>>3]=h;h=+p[((a+24|0)+80|0)>>3];j=i+80|0;p[((a+24|0)+80|0)>>3]=+p[j>>3];p[j>>3]=h;j=i+88|0;c=f[j>>2]|0;e=i+92|0;if(!c)c=i+96|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=i+96|0;f[c>>2]=0;f[e>>2]=0;f[j>>2]=0}f[j>>2]=f[((a+24|0)+88|0)>>2];f[e>>2]=f[((a+24|0)+92|0)>>2];f[c>>2]=f[((a+24|0)+96|0)>>2];f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+92|0)>>2]=0;f[((a+24|0)+88|0)>>2]=0;c=i+100|0;f[c>>2]=f[r>>2];f[c+4>>2]=f[r+4>>2];f[c+8>>2]=f[r+8>>2];f[c+12>>2]=f[r+12>>2];f[c+16>>2]=f[r+16>>2];h=+p[((a+24|0)+120|0)>>3];c=i+120|0;p[((a+24|0)+120|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+128|0)>>3];c=i+128|0;p[((a+24|0)+128|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+136|0)>>3];c=i+136|0;p[((a+24|0)+136|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+144|0)>>3];c=i+144|0;p[((a+24|0)+144|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+152|0)>>3];c=i+152|0;p[((a+24|0)+152|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+160|0)>>3];c=i+160|0;p[((a+24|0)+160|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+168|0)>>3];c=i+168|0;p[((a+24|0)+168|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+176|0)>>3];c=i+176|0;p[((a+24|0)+176|0)>>3]=+p[c>>3];p[c>>3]=h;c=i+184|0;f[c>>2]=f[s>>2];f[c+4>>2]=f[s+4>>2];f[c+8>>2]=f[s+8>>2];f[c+12>>2]=f[s+12>>2];b[c+16>>0]=b[s+16>>0]|0;c=q+1|0;if((c|0)==8){u=0;w=(t+208|0)==(x|0);f[a+1224>>2]=2;f[a+1228>>2]=2;break a}else v=c}f[a+336>>2]=u;f[a+344>>2]=v;f[a+352>>2]=w;f[a+1152>>2]=k;f[a+1168>>2]=l;f[a+1176>>2]=m}function Ctb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0;J=f[a+96>>2]|0;H=f[a+104>>2]|0;I=f[a+112>>2]|0;j=+n[a+952>>2];o=+n[a+960>>2];r=+n[a+968>>2];t=+n[a+976>>2];w=+n[a+984>>2];y=+n[a+992>>2];l=f[a+1e3>>2]|0;A=f[a+1008>>2]|0;B=f[a+1016>>2]|0;C=f[a+1024>>2]|0;D=f[a+1032>>2]|0;E=f[a+1040>>2]|0;z=+n[a+1048>>2];x=+n[a+1056>>2];v=+n[a+1064>>2];s=+n[a+1072>>2];q=+n[a+1080>>2];m=+n[a+1088>>2];k=+n[a+1096>>2];F=+n[a+1104>>2];G=+n[a+1112>>2];e=+n[a+1120>>2];d=+n[a+1128>>2];a:{b[(J+216|0)+16>>0]=b[(H+216|0)+16>>0]|0;J=H;K=a+24|0;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));p[(H+40|0)>>3]=j;p[(H+48|0)>>3]=o;p[(H+56|0)>>3]=r;p[(H+64|0)>>3]=t;p[(H+72|0)>>3]=w;p[(H+80|0)>>3]=y;f[(H+88|0)>>2]=l;f[(H+92|0)>>2]=A;f[(H+96|0)>>2]=B;f[(H+100|0)>>2]=C;f[(H+104|0)>>2]=D;f[(H+108|0)>>2]=E;p[(H+112|0)>>3]=z;p[(H+120|0)>>3]=x;p[(H+128|0)>>3]=v;p[(H+136|0)>>3]=s;p[(H+144|0)>>3]=q;p[(H+152|0)>>3]=m;p[(H+160|0)>>3]=k;p[(H+168|0)>>3]=F;p[(H+176|0)>>3]=G;f[(H+184|0)>>2]=f[(a+64|0)>>2];f[(H+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(H+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(H+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(H+200|0)>>3]=e;p[(H+208|0)>>3]=d;f[(H+216|0)>>2]=f[a>>2];f[(H+216|0)+4>>2]=f[a+4>>2];f[(H+216|0)+8>>2]=f[a+8>>2];f[(H+216|0)+12>>2]=f[a+12>>2];b[(H+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(I+216|0)>>3]>>>0;g=~~+p[(H+216|0)>>3]>>>0;do if(c>>>0<g>>>0){g=D;c=E;i=F;h=G}else{if(c>>>0>g>>>0){c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}h=+p[I+224>>3];i=+p[H+224>>3];if(h<i){g=D;c=E;i=F;h=G}else{if(h>i){c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}if(fub(I,H)|0){j=+p[(H+40|0)>>3];l=f[(H+88|0)>>2]|0;o=+p[(H+48|0)>>3];r=+p[(H+56|0)>>3];t=+p[(H+64|0)>>3];w=+p[(H+72|0)>>3];y=+p[(H+80|0)>>3];A=f[(H+92|0)>>2]|0;B=f[(H+96|0)>>2]|0;C=f[(H+100|0)>>2]|0;g=f[(H+104|0)>>2]|0;c=f[(H+108|0)>>2]|0;z=+p[(H+112|0)>>3];x=+p[(H+120|0)>>3];v=+p[(H+128|0)>>3];s=+p[(H+136|0)>>3];q=+p[(H+144|0)>>3];m=+p[(H+152|0)>>3];k=+p[(H+160|0)>>3];i=+p[(H+168|0)>>3];h=+p[(H+176|0)>>3];e=+p[(H+200|0)>>3];d=+p[(H+208|0)>>3];break}else{c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}}}while(0);J=a+24|0;K=H;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));f[(a+64|0)>>2]=f[(H+184|0)>>2];f[(a+64|0)+4>>2]=f[(H+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(H+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(H+184|0)+12>>2];f[a>>2]=f[(H+216|0)>>2];f[a+4>>2]=f[(H+216|0)+4>>2];f[a+8>>2]=f[(H+216|0)+8>>2];f[a+12>>2]=f[(H+216|0)+12>>2];b[a+16>>0]=b[(H+216|0)+16>>0]|0;J=H;K=I;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));G=+p[(I+40|0)>>3];p[(I+40|0)>>3]=j;p[(H+40|0)>>3]=G;G=+p[(I+48|0)>>3];p[(I+48|0)>>3]=+p[(H+48|0)>>3];p[(H+48|0)>>3]=G;G=+p[(I+56|0)>>3];p[(I+56|0)>>3]=+p[(H+56|0)>>3];p[(H+56|0)>>3]=G;G=+p[(I+64|0)>>3];p[(I+64|0)>>3]=+p[(H+64|0)>>3];p[(H+64|0)>>3]=G;G=+p[(I+72|0)>>3];p[(I+72|0)>>3]=+p[(H+72|0)>>3];p[(H+72|0)>>3]=G;G=+p[(I+80|0)>>3];p[(I+80|0)>>3]=+p[(H+80|0)>>3];p[(H+80|0)>>3]=G;J=f[(I+88|0)>>2]|0;f[(I+88|0)>>2]=l;f[(H+88|0)>>2]=J;J=f[(I+92|0)>>2]|0;f[(I+92|0)>>2]=f[(H+92|0)>>2];f[(H+92|0)>>2]=J;J=f[(I+96|0)>>2]|0;f[(I+96|0)>>2]=f[(H+96|0)>>2];f[(H+96|0)>>2]=J;J=f[(I+100|0)>>2]|0;f[(I+100|0)>>2]=f[(H+100|0)>>2];f[(H+100|0)>>2]=J;f[(H+104|0)>>2]=f[(I+104|0)>>2];f[(H+108|0)>>2]=f[(I+108|0)>>2];G=+p[(I+112|0)>>3];p[(I+112|0)>>3]=+p[(H+112|0)>>3];p[(H+112|0)>>3]=G;G=+p[(I+120|0)>>3];p[(I+120|0)>>3]=+p[(H+120|0)>>3];p[(H+120|0)>>3]=G;G=+p[(I+128|0)>>3];p[(I+128|0)>>3]=+p[(H+128|0)>>3];p[(H+128|0)>>3]=G;G=+p[(I+136|0)>>3];p[(I+136|0)>>3]=+p[(H+136|0)>>3];p[(H+136|0)>>3]=G;G=+p[(I+144|0)>>3];p[(I+144|0)>>3]=+p[(H+144|0)>>3];p[(H+144|0)>>3]=G;G=+p[(I+152|0)>>3];p[(I+152|0)>>3]=+p[(H+152|0)>>3];p[(H+152|0)>>3]=G;G=+p[(I+160|0)>>3];p[(I+160|0)>>3]=+p[(H+160|0)>>3];p[(H+160|0)>>3]=G;G=+p[(I+168|0)>>3];p[(I+168|0)>>3]=+p[(H+168|0)>>3];p[(H+168|0)>>3]=G;G=+p[(I+176|0)>>3];p[(I+176|0)>>3]=+p[(H+176|0)>>3];p[(H+176|0)>>3]=G;f[(H+184|0)>>2]=f[(I+184|0)>>2];f[(H+184|0)+4>>2]=f[(I+184|0)+4>>2];f[(H+184|0)+8>>2]=f[(I+184|0)+8>>2];f[(H+184|0)+12>>2]=f[(I+184|0)+12>>2];p[(H+200|0)>>3]=+p[(I+200|0)>>3];p[(H+208|0)>>3]=+p[(I+208|0)>>3];f[(H+216|0)>>2]=f[(I+216|0)>>2];f[(H+216|0)+4>>2]=f[(I+216|0)+4>>2];f[(H+216|0)+8>>2]=f[(I+216|0)+8>>2];f[(H+216|0)+12>>2]=f[(I+216|0)+12>>2];b[(H+216|0)+16>>0]=b[(I+216|0)+16>>0]|0;J=I;K=a+24|0;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));p[(I+40|0)>>3]=j;p[(I+48|0)>>3]=o;p[(I+56|0)>>3]=r;p[(I+64|0)>>3]=t;p[(I+72|0)>>3]=w;p[(I+80|0)>>3]=y;f[(I+88|0)>>2]=l;f[(I+92|0)>>2]=A;f[(I+96|0)>>2]=B;f[(I+100|0)>>2]=C;f[(I+104|0)>>2]=g;f[(I+108|0)>>2]=c;p[(I+112|0)>>3]=z;p[(I+120|0)>>3]=x;p[(I+128|0)>>3]=v;p[(I+136|0)>>3]=s;p[(I+144|0)>>3]=q;p[(I+152|0)>>3]=m;p[(I+160|0)>>3]=k;p[(I+168|0)>>3]=i;p[(I+176|0)>>3]=h;f[(I+184|0)>>2]=f[(a+64|0)>>2];f[(I+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(I+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(I+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(I+200|0)>>3]=e;p[(I+208|0)>>3]=d;f[(I+216|0)>>2]=f[a>>2];f[(I+216|0)+4>>2]=f[a+4>>2];f[(I+216|0)+8>>2]=f[a+8>>2];f[(I+216|0)+12>>2]=f[a+12>>2];b[(I+216|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}f[a+120>>2]=c;f[a+1968>>2]=J;f[a+1984>>2]=K;f[a+1992>>2]=L}function Dtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0,ba=0,ca=0,da=0.0;D=f[a+96>>2]|0;d=f[a+104>>2]|0;E=f[a+112>>2]|0;c=f[a+120>>2]|0;ca=f[a+136>>2]|0;F=+n[a+952>>2];G=+n[a+960>>2];H=+n[a+968>>2];I=+n[a+976>>2];J=+n[a+984>>2];K=+n[a+992>>2];L=f[a+1e3>>2]|0;M=f[a+1008>>2]|0;N=f[a+1016>>2]|0;O=f[a+1024>>2]|0;P=f[a+1032>>2]|0;Q=f[a+1040>>2]|0;R=+n[a+1048>>2];S=+n[a+1056>>2];T=+n[a+1064>>2];U=+n[a+1072>>2];V=+n[a+1080>>2];W=+n[a+1088>>2];X=+n[a+1096>>2];Y=+n[a+1104>>2];Z=+n[a+1112>>2];_=+n[a+1120>>2];$=+n[a+1128>>2];a:{if(ca){aa=a+24|0;ba=D;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));e=+p[(D+40|0)>>3];g=+p[(D+48|0)>>3];h=+p[(D+56|0)>>3];i=+p[(D+64|0)>>3];j=+p[(D+72|0)>>3];k=+p[(D+80|0)>>3];c=f[(D+88|0)>>2]|0;d=f[(D+92|0)>>2]|0;l=f[(D+96|0)>>2]|0;m=f[(D+100|0)>>2]|0;o=f[(D+104|0)>>2]|0;q=f[(D+108|0)>>2]|0;r=+p[(D+112|0)>>3];s=+p[(D+120|0)>>3];t=+p[(D+128|0)>>3];v=+p[(D+136|0)>>3];w=+p[(D+144|0)>>3];x=+p[(D+152|0)>>3];y=+p[(D+160|0)>>3];z=+p[(D+168|0)>>3];A=+p[(D+176|0)>>3];f[(a+64|0)>>2]=f[(D+184|0)>>2];f[(a+64|0)+4>>2]=f[(D+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(D+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(D+184|0)+12>>2];B=+p[(D+200|0)>>3];C=+p[(D+208|0)>>3];f[a>>2]=f[(D+216|0)>>2];f[a+4>>2]=f[(D+216|0)+4>>2];f[a+8>>2]=f[(D+216|0)+8>>2];f[a+12>>2]=f[(D+216|0)+12>>2];b[a+16>>0]=b[(D+216|0)+16>>0]|0;aa=D;ba=E;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));da=+p[(E+40|0)>>3];p[(E+40|0)>>3]=e;p[(D+40|0)>>3]=da;da=+p[(E+48|0)>>3];p[(E+48|0)>>3]=+p[(D+48|0)>>3];p[(D+48|0)>>3]=da;da=+p[(E+56|0)>>3];p[(E+56|0)>>3]=+p[(D+56|0)>>3];p[(D+56|0)>>3]=da;da=+p[(E+64|0)>>3];p[(E+64|0)>>3]=+p[(D+64|0)>>3];p[(D+64|0)>>3]=da;da=+p[(E+72|0)>>3];p[(E+72|0)>>3]=+p[(D+72|0)>>3];p[(D+72|0)>>3]=da;da=+p[(E+80|0)>>3];p[(E+80|0)>>3]=+p[(D+80|0)>>3];p[(D+80|0)>>3]=da;aa=f[(E+88|0)>>2]|0;f[(E+88|0)>>2]=c;f[(D+88|0)>>2]=aa;aa=f[(E+92|0)>>2]|0;f[(E+92|0)>>2]=f[(D+92|0)>>2];f[(D+92|0)>>2]=aa;aa=f[(E+96|0)>>2]|0;f[(E+96|0)>>2]=f[(D+96|0)>>2];f[(D+96|0)>>2]=aa;aa=f[(E+100|0)>>2]|0;f[(E+100|0)>>2]=f[(D+100|0)>>2];f[(D+100|0)>>2]=aa;f[(D+104|0)>>2]=f[(E+104|0)>>2];f[(D+108|0)>>2]=f[(E+108|0)>>2];da=+p[(E+112|0)>>3];p[(E+112|0)>>3]=+p[(D+112|0)>>3];p[(D+112|0)>>3]=da;da=+p[(E+120|0)>>3];p[(E+120|0)>>3]=+p[(D+120|0)>>3];p[(D+120|0)>>3]=da;da=+p[(E+128|0)>>3];p[(E+128|0)>>3]=+p[(D+128|0)>>3];p[(D+128|0)>>3]=da;da=+p[(E+136|0)>>3];p[(E+136|0)>>3]=+p[(D+136|0)>>3];p[(D+136|0)>>3]=da;da=+p[(E+144|0)>>3];p[(E+144|0)>>3]=+p[(D+144|0)>>3];p[(D+144|0)>>3]=da;da=+p[(E+152|0)>>3];p[(E+152|0)>>3]=+p[(D+152|0)>>3];p[(D+152|0)>>3]=da;da=+p[(E+160|0)>>3];p[(E+160|0)>>3]=+p[(D+160|0)>>3];p[(D+160|0)>>3]=da;da=+p[(E+168|0)>>3];p[(E+168|0)>>3]=+p[(D+168|0)>>3];p[(D+168|0)>>3]=da;da=+p[(E+176|0)>>3];p[(E+176|0)>>3]=+p[(D+176|0)>>3];p[(D+176|0)>>3]=da;f[(D+184|0)>>2]=f[(E+184|0)>>2];f[(D+184|0)+4>>2]=f[(E+184|0)+4>>2];f[(D+184|0)+8>>2]=f[(E+184|0)+8>>2];f[(D+184|0)+12>>2]=f[(E+184|0)+12>>2];p[(D+200|0)>>3]=+p[(E+200|0)>>3];p[(D+208|0)>>3]=+p[(E+208|0)>>3];f[(D+216|0)>>2]=f[(E+216|0)>>2];f[(D+216|0)+4>>2]=f[(E+216|0)+4>>2];f[(D+216|0)+8>>2]=f[(E+216|0)+8>>2];f[(D+216|0)+12>>2]=f[(E+216|0)+12>>2];b[(D+216|0)+16>>0]=b[(E+216|0)+16>>0]|0;aa=E;ba=a+24|0;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));p[(E+40|0)>>3]=e;p[(E+48|0)>>3]=g;p[(E+56|0)>>3]=h;p[(E+64|0)>>3]=i;p[(E+72|0)>>3]=j;p[(E+80|0)>>3]=k;f[(E+88|0)>>2]=c;f[(E+92|0)>>2]=d;f[(E+96|0)>>2]=l;f[(E+100|0)>>2]=m;f[(E+104|0)>>2]=o;f[(E+108|0)>>2]=q;p[(E+112|0)>>3]=r;p[(E+120|0)>>3]=s;p[(E+128|0)>>3]=t;p[(E+136|0)>>3]=v;p[(E+144|0)>>3]=w;p[(E+152|0)>>3]=x;p[(E+160|0)>>3]=y;p[(E+168|0)>>3]=z;p[(E+176|0)>>3]=A;f[(E+184|0)>>2]=f[(a+64|0)>>2];f[(E+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(E+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(E+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(E+200|0)>>3]=B;p[(E+208|0)>>3]=C;f[(E+216|0)>>2]=f[a>>2];f[(E+216|0)+4>>2]=f[a+4>>2];f[(E+216|0)+8>>2]=f[a+8>>2];f[(E+216|0)+12>>2]=f[a+12>>2];b[(E+216|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+2008>>2]=6;f[a+2012>>2]=c|0;break a}aa=a+24|0;ba=D;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));F=+p[(D+40|0)>>3];G=+p[(D+48|0)>>3];H=+p[(D+56|0)>>3];I=+p[(D+64|0)>>3];J=+p[(D+72|0)>>3];K=+p[(D+80|0)>>3];L=f[(D+88|0)>>2]|0;M=f[(D+92|0)>>2]|0;N=f[(D+96|0)>>2]|0;O=f[(D+100|0)>>2]|0;P=f[(D+104|0)>>2]|0;Q=f[(D+108|0)>>2]|0;R=+p[(D+112|0)>>3];S=+p[(D+120|0)>>3];T=+p[(D+128|0)>>3];U=+p[(D+136|0)>>3];V=+p[(D+144|0)>>3];W=+p[(D+152|0)>>3];X=+p[(D+160|0)>>3];Y=+p[(D+168|0)>>3];Z=+p[(D+176|0)>>3];f[(a+64|0)>>2]=f[(D+184|0)>>2];f[(a+64|0)+4>>2]=f[(D+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(D+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(D+184|0)+12>>2];_=+p[(D+200|0)>>3];$=+p[(D+208|0)>>3];f[a>>2]=f[(D+216|0)>>2];f[a+4>>2]=f[(D+216|0)+4>>2];f[a+8>>2]=f[(D+216|0)+8>>2];f[a+12>>2]=f[(D+216|0)+12>>2];b[a+16>>0]=b[(D+216|0)+16>>0]|0;aa=D;ba=d;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));da=+p[(d+40|0)>>3];p[(d+40|0)>>3]=F;p[(D+40|0)>>3]=da;da=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(D+48|0)>>3];p[(D+48|0)>>3]=da;da=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(D+56|0)>>3];p[(D+56|0)>>3]=da;da=+p[(d+64|0)>>3];p[(d+64|0)>>3]=+p[(D+64|0)>>3];p[(D+64|0)>>3]=da;da=+p[(d+72|0)>>3];p[(d+72|0)>>3]=+p[(D+72|0)>>3];p[(D+72|0)>>3]=da;da=+p[(d+80|0)>>3];p[(d+80|0)>>3]=+p[(D+80|0)>>3];p[(D+80|0)>>3]=da;E=f[(d+88|0)>>2]|0;f[(d+88|0)>>2]=L;f[(D+88|0)>>2]=E;E=f[(d+92|0)>>2]|0;f[(d+92|0)>>2]=f[(D+92|0)>>2];f[(D+92|0)>>2]=E;E=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=f[(D+96|0)>>2];f[(D+96|0)>>2]=E;E=f[(d+100|0)>>2]|0;f[(d+100|0)>>2]=f[(D+100|0)>>2];f[(D+100|0)>>2]=E;f[(D+104|0)>>2]=f[(d+104|0)>>2];f[(D+108|0)>>2]=f[(d+108|0)>>2];da=+p[(d+112|0)>>3];p[(d+112|0)>>3]=+p[(D+112|0)>>3];p[(D+112|0)>>3]=da;da=+p[(d+120|0)>>3];p[(d+120|0)>>3]=+p[(D+120|0)>>3];p[(D+120|0)>>3]=da;da=+p[(d+128|0)>>3];p[(d+128|0)>>3]=+p[(D+128|0)>>3];p[(D+128|0)>>3]=da;da=+p[(d+136|0)>>3];p[(d+136|0)>>3]=+p[(D+136|0)>>3];p[(D+136|0)>>3]=da;da=+p[(d+144|0)>>3];p[(d+144|0)>>3]=+p[(D+144|0)>>3];p[(D+144|0)>>3]=da;da=+p[(d+152|0)>>3];p[(d+152|0)>>3]=+p[(D+152|0)>>3];p[(D+152|0)>>3]=da;da=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(D+160|0)>>3];p[(D+160|0)>>3]=da;da=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(D+168|0)>>3];p[(D+168|0)>>3]=da;da=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(D+176|0)>>3];p[(D+176|0)>>3]=da;f[(D+184|0)>>2]=f[(d+184|0)>>2];f[(D+184|0)+4>>2]=f[(d+184|0)+4>>2];f[(D+184|0)+8>>2]=f[(d+184|0)+8>>2];f[(D+184|0)+12>>2]=f[(d+184|0)+12>>2];p[(D+200|0)>>3]=+p[(d+200|0)>>3];p[(D+208|0)>>3]=+p[(d+208|0)>>3];f[(D+216|0)>>2]=f[(d+216|0)>>2];f[(D+216|0)+4>>2]=f[(d+216|0)+4>>2];f[(D+216|0)+8>>2]=f[(d+216|0)+8>>2];f[(D+216|0)+12>>2]=f[(d+216|0)+12>>2]}f[a+120>>2]=c;n[a+952>>2]=F;n[a+960>>2]=G;n[a+968>>2]=H;n[a+976>>2]=I;n[a+984>>2]=J;n[a+992>>2]=K;f[a+1e3>>2]=L;f[a+1008>>2]=M;f[a+1016>>2]=N;f[a+1024>>2]=O;f[a+1032>>2]=P;f[a+1040>>2]=Q;n[a+1048>>2]=R;n[a+1056>>2]=S;n[a+1064>>2]=T;n[a+1072>>2]=U;n[a+1080>>2]=V;n[a+1088>>2]=W;n[a+1096>>2]=X;n[a+1104>>2]=Y;n[a+1112>>2]=Z;n[a+1120>>2]=_;n[a+1128>>2]=$;f[a+1968>>2]=aa;f[a+1984>>2]=ba;f[a+1992>>2]=ca}function Etb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;c=f[a+112>>2]|0;J=+n[a+160>>2];e=+n[a+1152>>2];g=+n[a+1184>>2];h=+n[a+1224>>2];i=+n[a+1248>>2];j=+n[a+1280>>2];k=+n[a+1320>>2];d=f[a+1368>>2]|0;l=f[a+1408>>2]|0;m=f[a+1448>>2]|0;o=f[a+1504>>2]|0;q=f[a+1536>>2]|0;D=f[a+1576>>2]|0;r=+n[a+1592>>2];s=+n[a+1680>>2];t=+n[a+1768>>2];v=+n[a+1784>>2];w=+n[a+1792>>2];x=+n[a+1800>>2];y=+n[a+1808>>2];z=+n[a+1816>>2];A=+n[a+1824>>2];B=+n[a+1832>>2];C=+n[a+1840>>2];a:{p[(F+160|0)>>3]=J;J=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=J;J=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=J;f[(F+184|0)>>2]=f[(c+184|0)>>2];f[(F+184|0)+4>>2]=f[(c+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(c+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(c+184|0)+12>>2];p[(F+200|0)>>3]=+p[(c+200|0)>>3];p[(F+208|0)>>3]=+p[(c+208|0)>>3];f[(F+216|0)>>2]=f[(c+216|0)>>2];f[(F+216|0)+4>>2]=f[(c+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(c+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(c+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(c+216|0)+16>>0]|0;G=c;H=a+24|0;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));p[(c+40|0)>>3]=e;p[(c+48|0)>>3]=g;p[(c+56|0)>>3]=h;p[(c+64|0)>>3]=i;p[(c+72|0)>>3]=j;p[(c+80|0)>>3]=k;f[(c+88|0)>>2]=d;f[(c+92|0)>>2]=l;f[(c+96|0)>>2]=m;f[(c+100|0)>>2]=o;f[(c+104|0)>>2]=q;f[(c+108|0)>>2]=D;p[(c+112|0)>>3]=r;p[(c+120|0)>>3]=s;p[(c+128|0)>>3]=t;p[(c+136|0)>>3]=v;p[(c+144|0)>>3]=w;p[(c+152|0)>>3]=x;p[(c+160|0)>>3]=y;p[(c+168|0)>>3]=z;p[(c+176|0)>>3]=A;f[(c+184|0)>>2]=f[(a+64|0)>>2];f[(c+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(c+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(c+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(c+200|0)>>3]=B;p[(c+208|0)>>3]=C;f[(c+216|0)>>2]=f[a>>2];f[(c+216|0)+4>>2]=f[a+4>>2];f[(c+216|0)+8>>2]=f[a+8>>2];f[(c+216|0)+12>>2]=f[a+12>>2];b[(c+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[(E+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}if(!(fub(F,E)|0)){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}}}G=a+24|0;H=E;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;G=E;H=F;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));J=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=J;J=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=J;J=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=J;J=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=J;J=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=J;J=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=J;G=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=G;G=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=G;G=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=G;G=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=G;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];J=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=J;J=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=J;J=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=J;J=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=J;J=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=J;J=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=J;J=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=J;J=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=J;J=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=J;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;G=F;H=a+24|0;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}f[a+120>>2]=c;f[a+1968>>2]=G;f[a+1984>>2]=H;f[a+1992>>2]=I}function Ftb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;D=f[a+112>>2]|0;e=+n[a+184>>2];g=+n[a+192>>2];h=+n[a+200>>2];i=+n[a+208>>2];j=+n[a+216>>2];k=+n[a+224>>2];c=f[a+232>>2]|0;d=f[a+240>>2]|0;l=f[a+248>>2]|0;m=f[a+256>>2]|0;o=f[a+264>>2]|0;q=f[a+272>>2]|0;r=+n[a+280>>2];s=+n[a+296>>2];t=+n[a+304>>2];v=+n[a+312>>2];w=+n[a+320>>2];x=+n[a+328>>2];y=+n[a+336>>2];z=+n[a+344>>2];A=+n[a+352>>2];B=+n[a+360>>2];C=+n[a+368>>2];H=f[a+440>>2]|0;G=f[a+1048>>2]|0;a:{f[(D+92|0)>>2]=f[(F+92|0)>>2];f[(F+92|0)>>2]=H;H=f[(D+96|0)>>2]|0;f[(D+96|0)>>2]=f[(F+96|0)>>2];f[(F+96|0)>>2]=H;H=f[(D+100|0)>>2]|0;f[(D+100|0)>>2]=f[(F+100|0)>>2];f[(F+100|0)>>2]=H;f[(F+104|0)>>2]=f[(D+104|0)>>2];f[(F+108|0)>>2]=f[(D+108|0)>>2];K=+p[(D+112|0)>>3];p[(D+112|0)>>3]=+p[(F+112|0)>>3];p[(F+112|0)>>3]=K;K=+p[(D+120|0)>>3];p[(D+120|0)>>3]=+p[(F+120|0)>>3];p[(F+120|0)>>3]=K;K=+p[(D+128|0)>>3];p[(D+128|0)>>3]=+p[(F+128|0)>>3];p[(F+128|0)>>3]=K;K=+p[(D+136|0)>>3];p[(D+136|0)>>3]=+p[(F+136|0)>>3];p[(F+136|0)>>3]=K;K=+p[(D+144|0)>>3];p[(D+144|0)>>3]=+p[(F+144|0)>>3];p[(F+144|0)>>3]=K;K=+p[(D+152|0)>>3];p[(D+152|0)>>3]=+p[(F+152|0)>>3];p[(F+152|0)>>3]=K;K=+p[(D+160|0)>>3];p[(D+160|0)>>3]=+p[(F+160|0)>>3];p[(F+160|0)>>3]=K;K=+p[(D+168|0)>>3];p[(D+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=K;K=+p[(D+176|0)>>3];p[(D+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=K;f[(F+184|0)>>2]=f[(D+184|0)>>2];f[(F+184|0)+4>>2]=f[(D+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(D+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(D+184|0)+12>>2];p[(F+200|0)>>3]=+p[(D+200|0)>>3];p[(F+208|0)>>3]=+p[(D+208|0)>>3];f[(F+216|0)>>2]=f[(D+216|0)>>2];f[(F+216|0)+4>>2]=f[(D+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(D+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(D+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(D+216|0)+16>>0]|0;H=D;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(D+40|0)>>3]=e;p[(D+48|0)>>3]=g;p[(D+56|0)>>3]=h;p[(D+64|0)>>3]=i;p[(D+72|0)>>3]=j;p[(D+80|0)>>3]=k;f[(D+88|0)>>2]=c;f[(D+92|0)>>2]=d;f[(D+96|0)>>2]=l;f[(D+100|0)>>2]=m;f[(D+104|0)>>2]=o;f[(D+108|0)>>2]=q;p[(D+112|0)>>3]=r;p[(D+120|0)>>3]=s;p[(D+128|0)>>3]=t;p[(D+136|0)>>3]=v;p[(D+144|0)>>3]=w;p[(D+152|0)>>3]=x;p[(D+160|0)>>3]=y;p[(D+168|0)>>3]=z;p[(D+176|0)>>3]=A;f[(D+184|0)>>2]=f[(a+64|0)>>2];f[(D+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(D+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(D+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(D+200|0)>>3]=B;p[(D+208|0)>>3]=C;f[(D+216|0)>>2]=f[a>>2];f[(D+216|0)+4>>2]=f[a+4>>2];f[(D+216|0)+8>>2]=f[a+8>>2];f[(D+216|0)+12>>2]=f[a+12>>2];b[(D+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[E+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}if(!(fub(F,E)|0)){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}}}H=a+24|0;I=E;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;H=E;I=F;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));K=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=K;K=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=K;K=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=K;K=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=K;K=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=K;K=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=K;H=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=H;H=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=H;H=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=H;H=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=H;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];K=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=K;K=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=K;K=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=K;K=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=K;K=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=K;K=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=K;K=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=K;K=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=K;K=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=K;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;H=F;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=G+3|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[a+128>>2]=c;f[a+1248>>2]=H;f[a+1264>>2]=I;f[a+1272>>2]=J}function Gtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0.0;F=f[a+104>>2]|0;ca=f[a+112>>2]|0;m=f[a+120>>2]|0;E=f[a+128>>2]|0;G=+n[a+184>>2];H=+n[a+192>>2];I=+n[a+200>>2];J=+n[a+208>>2];K=+n[a+216>>2];L=+n[a+224>>2];M=f[a+232>>2]|0;N=f[a+240>>2]|0;O=f[a+248>>2]|0;P=f[a+256>>2]|0;Q=f[a+264>>2]|0;R=f[a+272>>2]|0;S=+n[a+280>>2];T=+n[a+296>>2];U=+n[a+304>>2];V=+n[a+312>>2];W=+n[a+320>>2];X=+n[a+328>>2];Y=+n[a+336>>2];Z=+n[a+344>>2];_=+n[a+352>>2];$=+n[a+360>>2];aa=+n[a+368>>2];ba=f[a+440>>2]|0;e=+n[a+560>>2];g=+n[a+616>>2];h=+n[a+688>>2];i=+n[a+776>>2];j=+n[a+832>>2];k=+n[a+872>>2];c=f[a+952>>2]|0;d=f[a+960>>2]|0;l=f[a+968>>2]|0;o=f[a+976>>2]|0;q=f[a+984>>2]|0;r=f[a+992>>2]|0;s=+n[a+1e3>>2];t=+n[a+1008>>2];v=+n[a+1016>>2];w=+n[a+1024>>2];x=+n[a+1032>>2];y=+n[a+1040>>2];da=f[a+1048>>2]|0;z=+n[a+1056>>2];A=+n[a+1064>>2];B=+n[a+1072>>2];C=+n[a+1080>>2];D=+n[a+1088>>2];a:{ha=+p[(m+136|0)>>3];p[(m+136|0)>>3]=+p[(ca+136|0)>>3];p[(ca+136|0)>>3]=ha;ha=+p[(m+144|0)>>3];p[(m+144|0)>>3]=+p[(ca+144|0)>>3];p[(ca+144|0)>>3]=ha;ha=+p[(m+152|0)>>3];p[(m+152|0)>>3]=+p[(ca+152|0)>>3];p[(ca+152|0)>>3]=ha;ha=+p[(m+160|0)>>3];p[(m+160|0)>>3]=+p[(ca+160|0)>>3];p[(ca+160|0)>>3]=ha;ha=+p[(m+168|0)>>3];p[(m+168|0)>>3]=+p[(ca+168|0)>>3];p[(ca+168|0)>>3]=ha;ha=+p[(m+176|0)>>3];p[(m+176|0)>>3]=+p[(ca+176|0)>>3];p[(ca+176|0)>>3]=ha;f[(ca+184|0)>>2]=f[(m+184|0)>>2];f[(ca+184|0)+4>>2]=f[(m+184|0)+4>>2];f[(ca+184|0)+8>>2]=f[(m+184|0)+8>>2];f[(ca+184|0)+12>>2]=f[(m+184|0)+12>>2];p[(ca+200|0)>>3]=+p[(m+200|0)>>3];p[(ca+208|0)>>3]=+p[(m+208|0)>>3];f[(ca+216|0)>>2]=f[(m+216|0)>>2];f[(ca+216|0)+4>>2]=f[(m+216|0)+4>>2];f[(ca+216|0)+8>>2]=f[(m+216|0)+8>>2];f[(ca+216|0)+12>>2]=f[(m+216|0)+12>>2];b[(ca+216|0)+16>>0]=b[(m+216|0)+16>>0]|0;ea=m;fa=a+24|0;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));p[(m+40|0)>>3]=e;p[(m+48|0)>>3]=g;p[(m+56|0)>>3]=h;p[(m+64|0)>>3]=i;p[(m+72|0)>>3]=j;p[(m+80|0)>>3]=k;f[(m+88|0)>>2]=c;f[(m+92|0)>>2]=d;f[(m+96|0)>>2]=l;f[(m+100|0)>>2]=o;f[(m+104|0)>>2]=q;f[(m+108|0)>>2]=r;p[(m+112|0)>>3]=s;p[(m+120|0)>>3]=t;p[(m+128|0)>>3]=v;p[(m+136|0)>>3]=w;p[(m+144|0)>>3]=x;p[(m+152|0)>>3]=y;p[(m+160|0)>>3]=z;p[(m+168|0)>>3]=A;p[(m+176|0)>>3]=B;f[(m+184|0)>>2]=f[(a+64|0)>>2];f[(m+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+200|0)>>3]=C;p[(m+208|0)>>3]=D;f[(m+216|0)>>2]=f[a>>2];f[(m+216|0)+4>>2]=f[a+4>>2];f[(m+216|0)+8>>2]=f[a+8>>2];f[(m+216|0)+12>>2]=f[a+12>>2];b[(m+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(ca+216|0)>>3]>>>0;d=~~+p[(F+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}e=+p[ca+224>>3];g=+p[F+224>>3];if(!(e<g)){if(e>g){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}if(!(fub(ca,F)|0)){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}}}ea=a+24|0;fa=F;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));G=+p[(F+40|0)>>3];H=+p[(F+48|0)>>3];I=+p[(F+56|0)>>3];J=+p[(F+64|0)>>3];K=+p[(F+72|0)>>3];L=+p[(F+80|0)>>3];M=f[(F+88|0)>>2]|0;N=f[(F+92|0)>>2]|0;O=f[(F+96|0)>>2]|0;P=f[(F+100|0)>>2]|0;Q=f[(F+104|0)>>2]|0;R=f[(F+108|0)>>2]|0;S=+p[(F+112|0)>>3];T=+p[(F+120|0)>>3];U=+p[(F+128|0)>>3];V=+p[(F+136|0)>>3];W=+p[(F+144|0)>>3];X=+p[(F+152|0)>>3];Y=+p[(F+160|0)>>3];Z=+p[(F+168|0)>>3];_=+p[(F+176|0)>>3];f[(a+64|0)>>2]=f[(F+184|0)>>2];f[(a+64|0)+4>>2]=f[(F+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(F+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(F+184|0)+12>>2];$=+p[(F+200|0)>>3];aa=+p[(F+208|0)>>3];f[a>>2]=f[(F+216|0)>>2];f[a+4>>2]=f[(F+216|0)+4>>2];f[a+8>>2]=f[(F+216|0)+8>>2];f[a+12>>2]=f[(F+216|0)+12>>2];b[a+16>>0]=b[(F+216|0)+16>>0]|0;ea=F;fa=ca;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));ha=+p[(ca+40|0)>>3];p[(ca+40|0)>>3]=G;p[(F+40|0)>>3]=ha;ha=+p[(ca+48|0)>>3];p[(ca+48|0)>>3]=+p[(F+48|0)>>3];p[(F+48|0)>>3]=ha;ha=+p[(ca+56|0)>>3];p[(ca+56|0)>>3]=+p[(F+56|0)>>3];p[(F+56|0)>>3]=ha;ha=+p[(ca+64|0)>>3];p[(ca+64|0)>>3]=+p[(F+64|0)>>3];p[(F+64|0)>>3]=ha;ha=+p[(ca+72|0)>>3];p[(ca+72|0)>>3]=+p[(F+72|0)>>3];p[(F+72|0)>>3]=ha;ha=+p[(ca+80|0)>>3];p[(ca+80|0)>>3]=+p[(F+80|0)>>3];p[(F+80|0)>>3]=ha;ba=f[(ca+88|0)>>2]|0;f[(ca+88|0)>>2]=M;f[(F+88|0)>>2]=ba;ba=f[(ca+92|0)>>2]|0}f[a+128>>2]=E;n[a+184>>2]=G;n[a+192>>2]=H;n[a+200>>2]=I;n[a+208>>2]=J;n[a+216>>2]=K;n[a+224>>2]=L;f[a+232>>2]=M;f[a+240>>2]=N;f[a+248>>2]=O;f[a+256>>2]=P;f[a+264>>2]=Q;f[a+272>>2]=R;n[a+280>>2]=S;n[a+296>>2]=T;n[a+304>>2]=U;n[a+312>>2]=V;n[a+320>>2]=W;n[a+328>>2]=X;n[a+336>>2]=Y;n[a+344>>2]=Z;n[a+352>>2]=_;n[a+360>>2]=$;n[a+368>>2]=aa;f[a+440>>2]=ba;f[a+1248>>2]=ea;f[a+1264>>2]=fa;f[a+1272>>2]=ga}function Htb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;c=f[a+112>>2]|0;e=+n[a+584>>2];g=+n[a+592>>2];h=+n[a+600>>2];i=+n[a+608>>2];j=+n[a+624>>2];k=+n[a+632>>2];d=f[a+640>>2]|0;l=f[a+648>>2]|0;m=f[a+656>>2]|0;o=f[a+664>>2]|0;q=f[a+672>>2]|0;D=f[a+680>>2]|0;r=+n[a+696>>2];s=+n[a+704>>2];t=+n[a+712>>2];v=+n[a+720>>2];w=+n[a+728>>2];x=+n[a+736>>2];y=+n[a+744>>2];z=+n[a+752>>2];A=+n[a+760>>2];B=+n[a+768>>2];C=+n[a+784>>2];G=f[a+1488>>2]|0;a:{K=+p[(c+160|0)>>3];p[(c+160|0)>>3]=+p[(F+160|0)>>3];p[(F+160|0)>>3]=K;K=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=K;K=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=K;f[(F+184|0)>>2]=f[(c+184|0)>>2];f[(F+184|0)+4>>2]=f[(c+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(c+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(c+184|0)+12>>2];p[(F+200|0)>>3]=+p[(c+200|0)>>3];p[(F+208|0)>>3]=+p[(c+208|0)>>3];f[(F+216|0)>>2]=f[(c+216|0)>>2];f[(F+216|0)+4>>2]=f[(c+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(c+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(c+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(c+216|0)+16>>0]|0;H=c;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(c+40|0)>>3]=e;p[(c+48|0)>>3]=g;p[(c+56|0)>>3]=h;p[(c+64|0)>>3]=i;p[(c+72|0)>>3]=j;p[(c+80|0)>>3]=k;f[(c+88|0)>>2]=d;f[(c+92|0)>>2]=l;f[(c+96|0)>>2]=m;f[(c+100|0)>>2]=o;f[(c+104|0)>>2]=q;f[(c+108|0)>>2]=D;p[(c+112|0)>>3]=r;p[(c+120|0)>>3]=s;p[(c+128|0)>>3]=t;p[(c+136|0)>>3]=v;p[(c+144|0)>>3]=w;p[(c+152|0)>>3]=x;p[(c+160|0)>>3]=y;p[(c+168|0)>>3]=z;p[(c+176|0)>>3]=A;f[(c+184|0)>>2]=f[(a+64|0)>>2];f[(c+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(c+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(c+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(c+200|0)>>3]=B;p[(c+208|0)>>3]=C;f[(c+216|0)>>2]=f[a>>2];f[(c+216|0)+4>>2]=f[a+4>>2];f[(c+216|0)+8>>2]=f[a+8>>2];f[(c+216|0)+12>>2]=f[a+12>>2];b[(c+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[E+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}if(!(fub(F,E)|0)){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}}}H=a+24|0;I=E;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;H=E;I=F;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));K=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=K;K=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=K;K=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=K;K=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=K;K=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=K;K=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=K;H=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=H;H=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=H;H=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=H;H=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=H;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];K=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=K;K=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=K;K=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=K;K=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=K;K=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=K;K=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=K;K=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=K;K=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=K;K=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=K;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;H=F;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=G+4|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}f[a+136>>2]=c;f[a+1624>>2]=H;f[a+1640>>2]=I;f[a+1648>>2]=J}function Itb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0,da=0,ea=0,fa=0,ga=0.0;F=f[a+104>>2]|0;G=f[a+112>>2]|0;D=f[a+120>>2]|0;E=f[a+136>>2]|0;e=+n[a+200>>2];g=+n[a+208>>2];h=+n[a+216>>2];i=+n[a+224>>2];j=+n[a+232>>2];k=+n[a+240>>2];c=f[a+248>>2]|0;d=f[a+256>>2]|0;l=f[a+264>>2]|0;m=f[a+272>>2]|0;o=f[a+280>>2]|0;H=+n[a+584>>2];I=+n[a+592>>2];J=+n[a+600>>2];K=+n[a+608>>2];L=+n[a+624>>2];M=+n[a+632>>2];N=f[a+640>>2]|0;O=f[a+648>>2]|0;P=f[a+656>>2]|0;Q=f[a+664>>2]|0;R=f[a+672>>2]|0;S=f[a+680>>2]|0;T=+n[a+696>>2];U=+n[a+704>>2];V=+n[a+712>>2];W=+n[a+720>>2];X=+n[a+728>>2];Y=+n[a+736>>2];Z=+n[a+744>>2];_=+n[a+752>>2];$=+n[a+760>>2];aa=+n[a+768>>2];ba=+n[a+784>>2];ca=f[a+1488>>2]|0;a:{q=f[(G+108|0)>>2]|0;r=+p[(G+112|0)>>3];s=+p[(G+120|0)>>3];t=+p[(G+128|0)>>3];v=+p[(G+136|0)>>3];w=+p[(G+144|0)>>3];x=+p[(G+152|0)>>3];y=+p[(G+160|0)>>3];z=+p[(G+168|0)>>3];A=+p[(G+176|0)>>3];f[(a+64|0)>>2]=f[(G+184|0)>>2];f[(a+64|0)+4>>2]=f[(G+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(G+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(G+184|0)+12>>2];B=+p[(G+200|0)>>3];C=+p[(G+208|0)>>3];f[a>>2]=f[(G+216|0)>>2];f[a+4>>2]=f[(G+216|0)+4>>2];f[a+8>>2]=f[(G+216|0)+8>>2];f[a+12>>2]=f[(G+216|0)+12>>2];b[a+16>>0]=b[(G+216|0)+16>>0]|0;da=G;ea=D;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));ga=+p[(D+40|0)>>3];p[(D+40|0)>>3]=e;p[(G+40|0)>>3]=ga;ga=+p[(D+48|0)>>3];p[(D+48|0)>>3]=+p[(G+48|0)>>3];p[(G+48|0)>>3]=ga;ga=+p[(D+56|0)>>3];p[(D+56|0)>>3]=+p[(G+56|0)>>3];p[(G+56|0)>>3]=ga;ga=+p[(D+64|0)>>3];p[(D+64|0)>>3]=+p[(G+64|0)>>3];p[(G+64|0)>>3]=ga;ga=+p[(D+72|0)>>3];p[(D+72|0)>>3]=+p[(G+72|0)>>3];p[(G+72|0)>>3]=ga;ga=+p[(D+80|0)>>3];p[(D+80|0)>>3]=+p[(G+80|0)>>3];p[(G+80|0)>>3]=ga;da=f[(D+88|0)>>2]|0;f[(D+88|0)>>2]=c;f[(G+88|0)>>2]=da;da=f[(D+92|0)>>2]|0;f[(D+92|0)>>2]=f[(G+92|0)>>2];f[(G+92|0)>>2]=da;da=f[(D+96|0)>>2]|0;f[(D+96|0)>>2]=f[(G+96|0)>>2];f[(G+96|0)>>2]=da;da=f[(D+100|0)>>2]|0;f[(D+100|0)>>2]=f[(G+100|0)>>2];f[(G+100|0)>>2]=da;f[(G+104|0)>>2]=f[(D+104|0)>>2];f[(G+108|0)>>2]=f[(D+108|0)>>2];ga=+p[(D+112|0)>>3];p[(D+112|0)>>3]=+p[(G+112|0)>>3];p[(G+112|0)>>3]=ga;ga=+p[(D+120|0)>>3];p[(D+120|0)>>3]=+p[(G+120|0)>>3];p[(G+120|0)>>3]=ga;ga=+p[(D+128|0)>>3];p[(D+128|0)>>3]=+p[(G+128|0)>>3];p[(G+128|0)>>3]=ga;ga=+p[(D+136|0)>>3];p[(D+136|0)>>3]=+p[(G+136|0)>>3];p[(G+136|0)>>3]=ga;ga=+p[(D+144|0)>>3];p[(D+144|0)>>3]=+p[(G+144|0)>>3];p[(G+144|0)>>3]=ga;ga=+p[(D+152|0)>>3];p[(D+152|0)>>3]=+p[(G+152|0)>>3];p[(G+152|0)>>3]=ga;ga=+p[(D+160|0)>>3];p[(D+160|0)>>3]=+p[(G+160|0)>>3];p[(G+160|0)>>3]=ga;ga=+p[(D+168|0)>>3];p[(D+168|0)>>3]=+p[(G+168|0)>>3];p[(G+168|0)>>3]=ga;ga=+p[(D+176|0)>>3];p[(D+176|0)>>3]=+p[(G+176|0)>>3];p[(G+176|0)>>3]=ga;f[(G+184|0)>>2]=f[(D+184|0)>>2];f[(G+184|0)+4>>2]=f[(D+184|0)+4>>2];f[(G+184|0)+8>>2]=f[(D+184|0)+8>>2];f[(G+184|0)+12>>2]=f[(D+184|0)+12>>2];p[(G+200|0)>>3]=+p[(D+200|0)>>3];p[(G+208|0)>>3]=+p[(D+208|0)>>3];f[(G+216|0)>>2]=f[(D+216|0)>>2];f[(G+216|0)+4>>2]=f[(D+216|0)+4>>2];f[(G+216|0)+8>>2]=f[(D+216|0)+8>>2];f[(G+216|0)+12>>2]=f[(D+216|0)+12>>2];b[(G+216|0)+16>>0]=b[(D+216|0)+16>>0]|0;da=D;ea=a+24|0;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));p[(D+40|0)>>3]=e;p[(D+48|0)>>3]=g;p[(D+56|0)>>3]=h;p[(D+64|0)>>3]=i;p[(D+72|0)>>3]=j;p[(D+80|0)>>3]=k;f[(D+88|0)>>2]=c;f[(D+92|0)>>2]=d;f[(D+96|0)>>2]=l;f[(D+100|0)>>2]=m;f[(D+104|0)>>2]=o;f[(D+108|0)>>2]=q;p[(D+112|0)>>3]=r;p[(D+120|0)>>3]=s;p[(D+128|0)>>3]=t;p[(D+136|0)>>3]=v;p[(D+144|0)>>3]=w;p[(D+152|0)>>3]=x;p[(D+160|0)>>3]=y;p[(D+168|0)>>3]=z;p[(D+176|0)>>3]=A;f[(D+184|0)>>2]=f[(a+64|0)>>2];f[(D+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(D+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(D+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(D+200|0)>>3]=B;p[(D+208|0)>>3]=C;f[(D+216|0)>>2]=f[a>>2];f[(D+216|0)+4>>2]=f[a+4>>2];f[(D+216|0)+8>>2]=f[a+8>>2];f[(D+216|0)+12>>2]=f[a+12>>2];b[(D+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(G+216|0)>>3]>>>0;d=~~+p[(F+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}e=+p[G+224>>3];g=+p[F+224>>3];if(!(e<g)){if(e>g){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}if(!(fub(G,F)|0)){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}}}da=a+24|0;ea=F;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));H=+p[(F+40|0)>>3];I=+p[(F+48|0)>>3];J=+p[(F+56|0)>>3];K=+p[(F+64|0)>>3];L=+p[(F+72|0)>>3];M=+p[(F+80|0)>>3];N=f[(F+88|0)>>2]|0;O=f[(F+92|0)>>2]|0;P=f[(F+96|0)>>2]|0;Q=f[(F+100|0)>>2]|0;R=f[(F+104|0)>>2]|0;S=f[(F+108|0)>>2]|0;T=+p[(F+112|0)>>3];U=+p[(F+120|0)>>3];V=+p[(F+128|0)>>3];W=+p[(F+136|0)>>3];X=+p[(F+144|0)>>3];Y=+p[(F+152|0)>>3];Z=+p[(F+160|0)>>3];_=+p[(F+168|0)>>3];$=+p[(F+176|0)>>3];f[(a+64|0)>>2]=f[(F+184|0)>>2];f[(a+64|0)+4>>2]=f[(F+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(F+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(F+184|0)+12>>2];aa=+p[(F+200|0)>>3];ba=+p[(F+208|0)>>3];f[a>>2]=f[(F+216|0)>>2];f[a+4>>2]=f[(F+216|0)+4>>2];f[a+8>>2]=f[(F+216|0)+8>>2];f[a+12>>2]=f[(F+216|0)+12>>2];b[a+16>>0]=b[(F+216|0)+16>>0]|0;da=F;ea=G;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));ga=+p[(G+40|0)>>3];p[(G+40|0)>>3]=H;p[(F+40|0)>>3]=ga;ga=+p[(G+48|0)>>3];p[(G+48|0)>>3]=+p[(F+48|0)>>3];p[(F+48|0)>>3]=ga;ga=+p[(G+56|0)>>3];p[(G+56|0)>>3]=+p[(F+56|0)>>3];p[(F+56|0)>>3]=ga;ga=+p[(G+64|0)>>3];p[(G+64|0)>>3]=+p[(F+64|0)>>3];p[(F+64|0)>>3]=ga;ga=+p[(G+72|0)>>3];p[(G+72|0)>>3]=+p[(F+72|0)>>3];p[(F+72|0)>>3]=ga;ga=+p[(G+80|0)>>3];p[(G+80|0)>>3]=+p[(F+80|0)>>3];p[(F+80|0)>>3]=ga;ca=f[(G+88|0)>>2]|0;f[(G+88|0)>>2]=N;f[(F+88|0)>>2]=ca;ca=f[(G+92|0)>>2]|0;f[(G+92|0)>>2]=f[(F+92|0)>>2];f[(F+92|0)>>2]=ca;ca=f[(G+96|0)>>2]|0;f[(G+96|0)>>2]=f[(F+96|0)>>2];f[(F+96|0)>>2]=ca;ca=f[(G+100|0)>>2]|0;f[(G+100|0)>>2]=f[(F+100|0)>>2];f[(F+100|0)>>2]=ca;f[(F+104|0)>>2]=f[(G+104|0)>>2];f[(F+108|0)>>2]=f[(G+108|0)>>2];ga=+p[(G+112|0)>>3];p[(G+112|0)>>3]=+p[(F+112|0)>>3];p[(F+112|0)>>3]=ga;ga=+p[(G+120|0)>>3];p[(G+120|0)>>3]=+p[(F+120|0)>>3];p[(F+120|0)>>3]=ga;ga=+p[(G+128|0)>>3];p[(G+128|0)>>3]=+p[(F+128|0)>>3];p[(F+128|0)>>3]=ga;ga=+p[(G+136|0)>>3];p[(G+136|0)>>3]=+p[(F+136|0)>>3];p[(F+136|0)>>3]=ga;ga=+p[(G+144|0)>>3];p[(G+144|0)>>3]=+p[(F+144|0)>>3];p[(F+144|0)>>3]=ga;ga=+p[(G+152|0)>>3];p[(G+152|0)>>3]=+p[(F+152|0)>>3];p[(F+152|0)>>3]=ga}f[a+136>>2]=E;n[a+584>>2]=H;n[a+592>>2]=I;n[a+600>>2]=J;n[a+608>>2]=K;n[a+624>>2]=L;n[a+632>>2]=M;f[a+640>>2]=N;f[a+648>>2]=O;f[a+656>>2]=P;f[a+664>>2]=Q;f[a+672>>2]=R;f[a+680>>2]=S;n[a+696>>2]=T;n[a+704>>2]=U;n[a+712>>2]=V;n[a+720>>2]=W;n[a+728>>2]=X;n[a+736>>2]=Y;n[a+744>>2]=Z;n[a+752>>2]=_;n[a+760>>2]=$;n[a+768>>2]=aa;n[a+784>>2]=ba;f[a+1624>>2]=da;f[a+1640>>2]=ea;f[a+1648>>2]=fa}function Jtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0;Q=f[a+112>>2]|0;R=f[a+120>>2]|0;x=f[a+128>>2]|0;E=f[a+136>>2]|0;F=+n[a+200>>2];G=+n[a+208>>2];H=+n[a+216>>2];I=+n[a+224>>2];J=+n[a+232>>2];K=+n[a+240>>2];L=f[a+248>>2]|0;M=f[a+256>>2]|0;N=f[a+264>>2]|0;O=f[a+272>>2]|0;P=f[a+280>>2]|0;e=+n[a+616>>2];g=+n[a+688>>2];h=+n[a+776>>2];i=+n[a+832>>2];j=+n[a+880>>2];k=+n[a+928>>2];c=f[a+984>>2]|0;d=f[a+1040>>2]|0;l=f[a+1112>>2]|0;m=f[a+1248>>2]|0;o=f[a+1296>>2]|0;q=f[a+1344>>2]|0;r=+n[a+1384>>2];s=+n[a+1392>>2];t=+n[a+1400>>2];v=+n[a+1408>>2];w=+n[a+1416>>2];y=+n[a+1424>>2];z=+n[a+1432>>2];A=+n[a+1440>>2];B=+n[a+1448>>2];S=f[a+1488>>2]|0;a:{C=+p[(R+200|0)>>3];D=+p[(R+208|0)>>3];f[a>>2]=f[(R+216|0)>>2];f[a+4>>2]=f[(R+216|0)+4>>2];f[a+8>>2]=f[(R+216|0)+8>>2];f[a+12>>2]=f[(R+216|0)+12>>2];b[a+16>>0]=b[(R+216|0)+16>>0]|0;T=R;U=x;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));W=+p[(x+40|0)>>3];p[(x+40|0)>>3]=e;p[(R+40|0)>>3]=W;W=+p[(x+48|0)>>3];p[(x+48|0)>>3]=+p[(R+48|0)>>3];p[(R+48|0)>>3]=W;W=+p[(x+56|0)>>3];p[(x+56|0)>>3]=+p[(R+56|0)>>3];p[(R+56|0)>>3]=W;W=+p[(x+64|0)>>3];p[(x+64|0)>>3]=+p[(R+64|0)>>3];p[(R+64|0)>>3]=W;W=+p[(x+72|0)>>3];p[(x+72|0)>>3]=+p[(R+72|0)>>3];p[(R+72|0)>>3]=W;W=+p[(x+80|0)>>3];p[(x+80|0)>>3]=+p[(R+80|0)>>3];p[(R+80|0)>>3]=W;T=f[(x+88|0)>>2]|0;f[(x+88|0)>>2]=c;f[(R+88|0)>>2]=T;T=f[(x+92|0)>>2]|0;f[(x+92|0)>>2]=f[(R+92|0)>>2];f[(R+92|0)>>2]=T;T=f[(x+96|0)>>2]|0;f[(x+96|0)>>2]=f[(R+96|0)>>2];f[(R+96|0)>>2]=T;T=f[(x+100|0)>>2]|0;f[(x+100|0)>>2]=f[(R+100|0)>>2];f[(R+100|0)>>2]=T;f[(R+104|0)>>2]=f[(x+104|0)>>2];f[(R+108|0)>>2]=f[(x+108|0)>>2];W=+p[(x+112|0)>>3];p[(x+112|0)>>3]=+p[(R+112|0)>>3];p[(R+112|0)>>3]=W;W=+p[(x+120|0)>>3];p[(x+120|0)>>3]=+p[(R+120|0)>>3];p[(R+120|0)>>3]=W;W=+p[(x+128|0)>>3];p[(x+128|0)>>3]=+p[(R+128|0)>>3];p[(R+128|0)>>3]=W;W=+p[(x+136|0)>>3];p[(x+136|0)>>3]=+p[(R+136|0)>>3];p[(R+136|0)>>3]=W;W=+p[(x+144|0)>>3];p[(x+144|0)>>3]=+p[(R+144|0)>>3];p[(R+144|0)>>3]=W;W=+p[(x+152|0)>>3];p[(x+152|0)>>3]=+p[(R+152|0)>>3];p[(R+152|0)>>3]=W;W=+p[(x+160|0)>>3];p[(x+160|0)>>3]=+p[(R+160|0)>>3];p[(R+160|0)>>3]=W;W=+p[(x+168|0)>>3];p[(x+168|0)>>3]=+p[(R+168|0)>>3];p[(R+168|0)>>3]=W;W=+p[(x+176|0)>>3];p[(x+176|0)>>3]=+p[(R+176|0)>>3];p[(R+176|0)>>3]=W;f[(R+184|0)>>2]=f[(x+184|0)>>2];f[(R+184|0)+4>>2]=f[(x+184|0)+4>>2];f[(R+184|0)+8>>2]=f[(x+184|0)+8>>2];f[(R+184|0)+12>>2]=f[(x+184|0)+12>>2];p[(R+200|0)>>3]=+p[(x+200|0)>>3];p[(R+208|0)>>3]=+p[(x+208|0)>>3];f[(R+216|0)>>2]=f[(x+216|0)>>2];f[(R+216|0)+4>>2]=f[(x+216|0)+4>>2];f[(R+216|0)+8>>2]=f[(x+216|0)+8>>2];f[(R+216|0)+12>>2]=f[(x+216|0)+12>>2];b[(R+216|0)+16>>0]=b[(x+216|0)+16>>0]|0;T=x;U=a+24|0;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));p[(x+40|0)>>3]=e;p[(x+48|0)>>3]=g;p[(x+56|0)>>3]=h;p[(x+64|0)>>3]=i;p[(x+72|0)>>3]=j;p[(x+80|0)>>3]=k;f[(x+88|0)>>2]=c;f[(x+92|0)>>2]=d;f[(x+96|0)>>2]=l;f[(x+100|0)>>2]=m;f[(x+104|0)>>2]=o;f[(x+108|0)>>2]=q;p[(x+112|0)>>3]=r;p[(x+120|0)>>3]=s;p[(x+128|0)>>3]=t;p[(x+136|0)>>3]=v;p[(x+144|0)>>3]=w;p[(x+152|0)>>3]=y;p[(x+160|0)>>3]=z;p[(x+168|0)>>3]=A;p[(x+176|0)>>3]=B;f[(x+184|0)>>2]=f[(a+64|0)>>2];f[(x+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(x+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(x+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(x+200|0)>>3]=C;p[(x+208|0)>>3]=D;f[(x+216|0)>>2]=f[a>>2];f[(x+216|0)+4>>2]=f[a+4>>2];f[(x+216|0)+8>>2]=f[a+8>>2];f[(x+216|0)+12>>2]=f[a+12>>2];b[(x+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(R+216|0)>>3]>>>0;d=~~+p[(Q+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}e=+p[R+224>>3];g=+p[Q+224>>3];if(!(e<g)){if(e>g){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}if(!(fub(R,Q)|0)){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}}}T=a+24|0;U=Q;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));F=+p[(Q+40|0)>>3];G=+p[(Q+48|0)>>3];H=+p[(Q+56|0)>>3];I=+p[(Q+64|0)>>3];J=+p[(Q+72|0)>>3];K=+p[(Q+80|0)>>3];L=f[(Q+88|0)>>2]|0;M=f[(Q+92|0)>>2]|0;N=f[(Q+96|0)>>2]|0;O=f[(Q+100|0)>>2]|0;P=f[(Q+104|0)>>2]|0}f[a+136>>2]=E;n[a+200>>2]=F;n[a+208>>2]=G;n[a+216>>2]=H;n[a+224>>2]=I;n[a+232>>2]=J;n[a+240>>2]=K;f[a+248>>2]=L;f[a+256>>2]=M;f[a+264>>2]=N;f[a+272>>2]=O;f[a+280>>2]=P;f[a+1624>>2]=T;f[a+1640>>2]=U;f[a+1648>>2]=V}function Ktb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;m=f[a+304>>2]|0;U=f[a+312>>2]|0;Q=f[a+328>>2]|0;l=f[a+336>>2]|0;k=f[a+344>>2]|0;R=f[a+360>>2]|0;S=f[a+368>>2]|0;T=f[a+392>>2]|0;M=f[a+440>>2]|0;n=f[a+448>>2]|0;o=f[a+456>>2]|0;N=f[a+464>>2]|0;O=f[a+472>>2]|0;P=f[a+480>>2]|0;q=f[a+488>>2]|0;c=f[a+496>>2]|0;r=f[a+504>>2]|0;L=f[a+560>>2]|0;a:{p[M>>3]=+p[L>>3];p[((a+40|0)+72|0)>>3]=+p[Q+72>>3];p[((a+40|0)+80|0)>>3]=+p[Q+80>>3];M=Q+88|0;f[n>>2]=f[M>>2];f[n+4>>2]=f[M+4>>2];f[n+8>>2]=f[M+8>>2];f[n>>2]=f[M>>2];f[((a+40|0)+92|0)>>2]=f[Q+92>>2];f[((a+40|0)+96|0)>>2]=f[Q+96>>2];M=Q+100|0;f[o>>2]=f[M>>2];f[o+4>>2]=f[M+4>>2];f[o+8>>2]=f[M+8>>2];f[o>>2]=f[M>>2];f[((a+40|0)+104|0)>>2]=f[Q+104>>2];f[((a+40|0)+108|0)>>2]=f[Q+108>>2];M=Q+112|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];f[N+16>>2]=f[M+16>>2];f[N+20>>2]=f[M+20>>2];p[N>>3]=+p[M>>3];p[((a+40|0)+120|0)>>3]=+p[Q+120>>3];p[((a+40|0)+128|0)>>3]=+p[Q+128>>3];N=Q+136|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];f[O+16>>2]=f[N+16>>2];f[O+20>>2]=f[N+20>>2];p[O>>3]=+p[N>>3];p[((a+40|0)+144|0)>>3]=+p[Q+144>>3];p[((a+40|0)+152|0)>>3]=+p[Q+152>>3];O=Q+160|0;f[P>>2]=f[O>>2];f[P+4>>2]=f[O+4>>2];f[P+8>>2]=f[O+8>>2];f[P+12>>2]=f[O+12>>2];f[P+16>>2]=f[O+16>>2];f[P+20>>2]=f[O+20>>2];p[P>>3]=+p[O>>3];p[((a+40|0)+168|0)>>3]=+p[Q+168>>3];p[((a+40|0)+176|0)>>3]=+p[Q+176>>3];P=Q+184|0;f[q>>2]=f[P>>2];f[q+4>>2]=f[P+4>>2];f[q+8>>2]=f[P+8>>2];f[q+12>>2]=f[P+12>>2];P=Q+200|0;f[c>>2]=f[P>>2];f[c+4>>2]=f[P+4>>2];f[c+8>>2]=f[P+8>>2];f[c+12>>2]=f[P+12>>2];p[c>>3]=+p[P>>3];p[((a+40|0)+208|0)>>3]=+p[Q+208>>3];c=Q+216|0;f[r>>2]=f[c>>2];f[r+4>>2]=f[c+4>>2];f[r+8>>2]=f[c+8>>2];f[r+12>>2]=f[c+12>>2];b[r+16>>0]=b[c+16>>0]|0;c=Q;while(1){d=c;h=k;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));s=k+40|0;g=+p[s>>3];t=c+40|0;p[s>>3]=+p[t>>3];p[t>>3]=g;t=k+48|0;g=+p[t>>3];u=c+48|0;p[t>>3]=+p[u>>3];p[u>>3]=g;u=k+56|0;g=+p[u>>3];v=c+56|0;p[u>>3]=+p[v>>3];p[v>>3]=g;v=k+64|0;g=+p[v>>3];w=c+64|0;p[v>>3]=+p[w>>3];p[w>>3]=g;w=k+72|0;g=+p[w>>3];x=c+72|0;p[w>>3]=+p[x>>3];p[x>>3]=g;x=k+80|0;g=+p[x>>3];z=c+80|0;p[x>>3]=+p[z>>3];p[z>>3]=g;z=c+88|0;y=k+88|0;B=f[y>>2]|0;f[y>>2]=f[z>>2];f[z>>2]=B;z=k+92|0;B=f[z>>2]|0;A=c+92|0;f[z>>2]=f[A>>2];f[A>>2]=B;A=k+96|0;B=f[A>>2]|0;C=c+96|0;f[A>>2]=f[C>>2];f[C>>2]=B;C=c+100|0;B=k+100|0;F=f[B>>2]|0;f[B>>2]=f[C>>2];f[C>>2]=F;C=k+104|0;F=f[C>>2]|0;D=c+104|0;f[C>>2]=f[D>>2];f[D>>2]=F;D=k+108|0;F=f[D>>2]|0;E=c+108|0;f[D>>2]=f[E>>2];f[E>>2]=F;E=k+112|0;g=+p[E>>3];F=c+112|0;p[E>>3]=+p[F>>3];p[F>>3]=g;F=k+120|0;g=+p[F>>3];G=c+120|0;p[F>>3]=+p[G>>3];p[G>>3]=g;G=k+128|0;g=+p[G>>3];H=c+128|0;p[G>>3]=+p[H>>3];p[H>>3]=g;H=k+136|0;g=+p[H>>3];I=c+136|0;p[H>>3]=+p[I>>3];p[I>>3]=g;I=k+144|0;g=+p[I>>3];J=c+144|0;p[I>>3]=+p[J>>3];p[J>>3]=g;J=k+152|0;g=+p[J>>3];K=c+152|0;p[J>>3]=+p[K>>3];p[K>>3]=g;K=k+160|0;g=+p[K>>3];L=c+160|0;p[K>>3]=+p[L>>3];p[L>>3]=g;L=k+168|0;g=+p[L>>3];M=c+168|0;p[L>>3]=+p[M>>3];p[M>>3]=g;M=k+176|0;g=+p[M>>3];O=c+176|0;p[M>>3]=+p[O>>3];p[O>>3]=g;O=c+184|0;N=k+184|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];O=k+200|0;g=+p[O>>3];P=c+200|0;p[O>>3]=+p[P>>3];p[P>>3]=g;P=k+208|0;g=+p[P>>3];i=c+208|0;p[P>>3]=+p[i>>3];p[i>>3]=g;i=c+216|0;j=k+216|0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];b[i+16>>0]=b[j+16>>0]|0;if((k|0)==(m|0))break;h=k+-240|0;c=~~+p[((a+40|0)+216|0)>>3]>>>0;d=~~+p[k+-24>>3]>>>0;if(c>>>0<d>>>0){c=k;k=h;continue}if(c>>>0>d>>>0)break;e=+p[((a+40|0)+224|0)>>3];g=+p[k+-16>>3];if(e<g){c=k;k=h;continue}if(e>g)break;if(fub(a+40|0,h)|0){c=k;k=h}else break}d=k;h=a+40|0;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));g=+p[((a+40|0)+40|0)>>3];p[((a+40|0)+40|0)>>3]=+p[s>>3];p[s>>3]=g;g=+p[((a+40|0)+48|0)>>3];p[((a+40|0)+48|0)>>3]=+p[t>>3];p[t>>3]=g;g=+p[((a+40|0)+56|0)>>3];p[((a+40|0)+56|0)>>3]=+p[u>>3];p[u>>3]=g;g=+p[((a+40|0)+64|0)>>3];p[((a+40|0)+64|0)>>3]=+p[v>>3];p[v>>3]=g;g=+p[((a+40|0)+72|0)>>3];p[((a+40|0)+72|0)>>3]=+p[w>>3];p[w>>3]=g;g=+p[((a+40|0)+80|0)>>3];p[((a+40|0)+80|0)>>3]=+p[x>>3];p[x>>3]=g;c=f[n>>2]|0;f[n>>2]=f[y>>2];f[y>>2]=c;c=f[((a+40|0)+92|0)>>2]|0;f[((a+40|0)+92|0)>>2]=f[z>>2];f[z>>2]=c;c=f[((a+40|0)+96|0)>>2]|0;f[((a+40|0)+96|0)>>2]=f[A>>2];f[A>>2]=c;c=f[o>>2]|0;f[o>>2]=f[B>>2];f[B>>2]=c;c=f[((a+40|0)+104|0)>>2]|0;f[((a+40|0)+104|0)>>2]=f[C>>2];f[C>>2]=c;c=f[((a+40|0)+108|0)>>2]|0;f[((a+40|0)+108|0)>>2]=f[D>>2];f[D>>2]=c;g=+p[((a+40|0)+112|0)>>3];p[((a+40|0)+112|0)>>3]=+p[E>>3];p[E>>3]=g;g=+p[((a+40|0)+120|0)>>3];p[((a+40|0)+120|0)>>3]=+p[F>>3];p[F>>3]=g;g=+p[((a+40|0)+128|0)>>3];p[((a+40|0)+128|0)>>3]=+p[G>>3];p[G>>3]=g;g=+p[((a+40|0)+136|0)>>3];p[((a+40|0)+136|0)>>3]=+p[H>>3];p[H>>3]=g;g=+p[((a+40|0)+144|0)>>3];p[((a+40|0)+144|0)>>3]=+p[I>>3];p[I>>3]=g;g=+p[((a+40|0)+152|0)>>3];p[((a+40|0)+152|0)>>3]=+p[J>>3];p[J>>3]=g;g=+p[((a+40|0)+160|0)>>3];p[((a+40|0)+160|0)>>3]=+p[K>>3];p[K>>3]=g;g=+p[((a+40|0)+168|0)>>3];p[((a+40|0)+168|0)>>3]=+p[L>>3];p[L>>3]=g;g=+p[((a+40|0)+176|0)>>3];p[((a+40|0)+176|0)>>3]=+p[M>>3];p[M>>3]=g;f[N>>2]=f[q>>2];f[N+4>>2]=f[q+4>>2];f[N+8>>2]=f[q+8>>2];f[N+12>>2]=f[q+12>>2];g=+p[((a+40|0)+200|0)>>3];p[((a+40|0)+200|0)>>3]=+p[O>>3];p[O>>3]=g;g=+p[((a+40|0)+208|0)>>3];p[((a+40|0)+208|0)>>3]=+p[P>>3];p[P>>3]=g;f[j>>2]=f[r>>2];f[j+4>>2]=f[r+4>>2];f[j+8>>2]=f[r+8>>2];f[j+12>>2]=f[r+12>>2];b[j+16>>0]=b[r+16>>0]|0;c=l+1|0;if((c|0)==8){R=0;T=(Q+240|0)==(U|0);f[a+1856>>2]=2;f[a+1860>>2]=1;break a}else S=c}f[a+360>>2]=R;f[a+368>>2]=S;f[a+392>>2]=T;f[a+1792>>2]=d;f[a+1808>>2]=h;f[a+1816>>2]=i}function Ltb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0.0;c=f[a+304>>2]|0;d=f[a+312>>2]|0;e=+n[a+632>>2];g=+n[a+704>>2];h=+n[a+776>>2];i=+n[a+840>>2];j=+n[a+912>>2];k=+n[a+976>>2];l=f[a+1104>>2]|0;m=f[a+1176>>2]|0;o=f[a+1248>>2]|0;q=f[a+1336>>2]|0;r=f[a+1376>>2]|0;s=f[a+1424>>2]|0;t=+n[a+1472>>2];v=+n[a+1520>>2];w=+n[a+1568>>2];x=+n[a+1584>>2];y=+n[a+1592>>2];z=+n[a+1600>>2];A=+n[a+1608>>2];B=+n[a+1616>>2];a:{C=+p[(c+176|0)>>3];f[(a+24|0)>>2]=f[(c+184|0)>>2];f[(a+24|0)+4>>2]=f[(c+184|0)+4>>2];f[(a+24|0)+8>>2]=f[(c+184|0)+8>>2];f[(a+24|0)+12>>2]=f[(c+184|0)+12>>2];D=+p[(c+200|0)>>3];E=+p[(c+208|0)>>3];f[a>>2]=f[(c+216|0)>>2];f[a+4>>2]=f[(c+216|0)+4>>2];f[a+8>>2]=f[(c+216|0)+8>>2];f[a+12>>2]=f[(c+216|0)+12>>2];b[a+16>>0]=b[(c+216|0)+16>>0]|0;F=c;G=d+-240|0;H=F+36|0;do{f[F>>2]=f[G>>2];F=F+4|0;G=G+4|0}while((F|0)<(H|0));I=+p[(d+-200|0)>>3];p[(d+-200|0)>>3]=e;p[(c+40|0)>>3]=I;I=+p[(d+-192|0)>>3];p[(d+-192|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=I;I=+p[(d+-184|0)>>3];p[(d+-184|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=I;I=+p[(d+-176|0)>>3];p[(d+-176|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=I;I=+p[(d+-168|0)>>3];p[(d+-168|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=I;I=+p[(d+-160|0)>>3];p[(d+-160|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=I;F=f[(d+-152|0)>>2]|0;f[(d+-152|0)>>2]=l;f[(c+88|0)>>2]=F;F=f[(d+-148|0)>>2]|0;f[(d+-148|0)>>2]=f[(c+92|0)>>2];f[(c+92|0)>>2]=F;F=f[(d+-144|0)>>2]|0;f[(d+-144|0)>>2]=f[(c+96|0)>>2];f[(c+96|0)>>2]=F;F=f[(d+-140|0)>>2]|0;f[(d+-140|0)>>2]=f[(c+100|0)>>2];f[(c+100|0)>>2]=F;f[(c+104|0)>>2]=f[(d+-136|0)>>2];f[(c+108|0)>>2]=f[(d+-132|0)>>2];I=+p[(d+-128|0)>>3];p[(d+-128|0)>>3]=+p[(c+112|0)>>3];p[(c+112|0)>>3]=I;I=+p[(d+-120|0)>>3];p[(d+-120|0)>>3]=+p[(c+120|0)>>3];p[(c+120|0)>>3]=I;I=+p[(d+-112|0)>>3];p[(d+-112|0)>>3]=+p[(c+128|0)>>3];p[(c+128|0)>>3]=I;I=+p[(d+-104|0)>>3];p[(d+-104|0)>>3]=+p[(c+136|0)>>3];p[(c+136|0)>>3]=I;I=+p[(d+-96|0)>>3];p[(d+-96|0)>>3]=+p[(c+144|0)>>3];p[(c+144|0)>>3]=I;I=+p[(d+-88|0)>>3];p[(d+-88|0)>>3]=+p[(c+152|0)>>3];p[(c+152|0)>>3]=I;I=+p[(d+-80|0)>>3];p[(d+-80|0)>>3]=+p[(c+160|0)>>3];p[(c+160|0)>>3]=I;I=+p[(d+-72|0)>>3];p[(d+-72|0)>>3]=+p[(c+168|0)>>3];p[(c+168|0)>>3]=I;I=+p[(d+-64|0)>>3];p[(d+-64|0)>>3]=+p[(c+176|0)>>3];p[(c+176|0)>>3]=I;f[(c+184|0)>>2]=f[(d+-56|0)>>2];f[(c+184|0)+4>>2]=f[(d+-56|0)+4>>2];f[(c+184|0)+8>>2]=f[(d+-56|0)+8>>2];f[(c+184|0)+12>>2]=f[(d+-56|0)+12>>2];p[(c+200|0)>>3]=+p[(d+-40|0)>>3];p[(c+208|0)>>3]=+p[(d+-32|0)>>3];f[(c+216|0)>>2]=f[(d+-24|0)>>2];f[(c+216|0)+4>>2]=f[(d+-24|0)+4>>2];f[(c+216|0)+8>>2]=f[(d+-24|0)+8>>2];f[(c+216|0)+12>>2]=f[(d+-24|0)+12>>2];b[(c+216|0)+16>>0]=b[(d+-24|0)+16>>0]|0;F=d+-240|0;G=a+40|0;H=F+36|0;do{f[F>>2]=f[G>>2];F=F+4|0;G=G+4|0}while((F|0)<(H|0));p[(d+-200|0)>>3]=e;p[(d+-192|0)>>3]=g;p[(d+-184|0)>>3]=h;p[(d+-176|0)>>3]=i;p[(d+-168|0)>>3]=j;p[(d+-160|0)>>3]=k;f[(d+-152|0)>>2]=l;f[(d+-148|0)>>2]=m;f[(d+-144|0)>>2]=o;f[(d+-140|0)>>2]=q;f[(d+-136|0)>>2]=r;f[(d+-132|0)>>2]=s;p[(d+-128|0)>>3]=t;p[(d+-120|0)>>3]=v;p[(d+-112|0)>>3]=w;p[(d+-104|0)>>3]=x;p[(d+-96|0)>>3]=y;p[(d+-88|0)>>3]=z;p[(d+-80|0)>>3]=A;p[(d+-72|0)>>3]=B;p[(d+-64|0)>>3]=C;f[(d+-56|0)>>2]=f[(a+24|0)>>2];f[(d+-56|0)+4>>2]=f[(a+24|0)+4>>2];f[(d+-56|0)+8>>2]=f[(a+24|0)+8>>2];f[(d+-56|0)+12>>2]=f[(a+24|0)+12>>2];p[(d+-40|0)>>3]=D;p[(d+-32|0)>>3]=E;f[(d+-24|0)>>2]=f[a>>2];f[(d+-24|0)+4>>2]=f[a+4>>2];f[(d+-24|0)+8>>2]=f[a+8>>2];f[(d+-24|0)+12>>2]=f[a+12>>2];b[(d+-24|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+1864>>2]=6;f[a+1868>>2]=c|0;break a}f[a+400>>2]=c;f[a+1792>>2]=F;f[a+1808>>2]=G;f[a+1816>>2]=H}function Mtb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0;n=f[a+656>>2]|0;r=f[a+696>>2]|0;s=f[a+808>>2]|0;t=f[a+832>>2]|0;i=f[a+936>>2]|0;u=f[a+2152>>2]|0;v=f[a+2160>>2]|0;w=f[a+2168>>2]|0;x=f[a+2176>>2]|0;y=f[a+2184>>2]|0;z=f[a+2192>>2]|0;A=f[a+2208>>2]|0;B=f[a+2336>>2]|0;j=f[a+2464>>2]|0;o=f[a+2472>>2]|0;C=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;D=f[a+3848>>2]|0;a:{b:do if(i>>>0<2){p[(a+496|0)>>3]=+p[t>>3];p[((a+496|0)+8|0)>>3]=+p[t+8>>3];p[((a+496|0)+16|0)>>3]=+p[t+16>>3];p[((a+496|0)+24|0)>>3]=+p[t+24>>3];p[((a+496|0)+32|0)>>3]=+p[t+32>>3];p[((a+496|0)+40|0)>>3]=+p[t+40>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=211;else if((b[e+4>>0]&g)<<24>>24)D=211;do if((D|0)==211){if(h&4){D=b[e+3>>0]|0;if((D&g)<<24>>24!=D<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break b}D=b[e+1>>0]|0;if((D&g)<<24>>24!=D<<24>>24){l=c;m=d;q=e;D=217;break b}}while(0)}while(0);D=222}else D=222;while(0);c:do if((D|0)==222){D=0;if(j|(i|0)==1){p[(a+496|0)>>3]=+p[t+24>>3];p[((a+496|0)+8|0)>>3]=+p[t+32>>3];p[((a+496|0)+16|0)>>3]=+p[t+40>>3];p[((a+496|0)+24|0)>>3]=+p[t+48>>3];p[((a+496|0)+32|0)>>3]=+p[t+56>>3];p[((a+496|0)+40|0)>>3]=+p[t+64>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=230;else if((b[e+4>>0]&g)<<24>>24)D=230;do if((D|0)==230){D=0;if(h&4){G=b[e+3>>0]|0;if((G&g)<<24>>24!=G<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break c}G=b[e+1>>0]|0;if((G&g)<<24>>24!=G<<24>>24){l=c;m=d;q=e;D=217;break c}}while(0)}while(0)}if(!(j|(i|0)==0)){k=s;break}p[(a+496|0)>>3]=+p[t+48>>3];p[((a+496|0)+8|0)>>3]=+p[t+56>>3];p[((a+496|0)+16|0)>>3]=+p[t+64>>3];p[((a+496|0)+24|0)>>3]=+p[t>>3];p[((a+496|0)+32|0)>>3]=+p[t+8>>3];p[((a+496|0)+40|0)>>3]=+p[t+16>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=244;else if((b[e+4>>0]&g)<<24>>24)D=244;do if((D|0)==244){D=0;if(h&4){G=b[e+3>>0]|0;if((G&g)<<24>>24!=G<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break c}G=b[e+1>>0]|0;if((G&g)<<24>>24!=G<<24>>24){l=c;m=d;q=e;D=217;break c}}while(0)}while(0);k=s}while(0);if((D|0)==217){D=0;d=(f[(n+8|0)>>2]|0)+116|0;c=f[d+4>>2]|0;f[(a+64|0)>>2]=f[d>>2];f[(a+64|0)+4>>2]=c;f[((a+64|0)+28|0)>>2]=f[l>>2];p[((a+64|0)+112|0)>>3]=+p[t>>3];p[((a+64|0)+120|0)>>3]=+p[t+8>>3];p[((a+64|0)+128|0)>>3]=+p[t+16>>3];p[((a+64|0)+136|0)>>3]=+p[t+24>>3];p[((a+64|0)+144|0)>>3]=+p[t+32>>3];p[((a+64|0)+152|0)>>3]=+p[t+40>>3];p[((a+64|0)+160|0)>>3]=+p[t+48>>3];p[((a+64|0)+168|0)>>3]=+p[t+56>>3];p[((a+64|0)+176|0)>>3]=+p[t+64>>3];c=(b[(n+361|0)>>0]|0)==0;f[((a+64|0)+20|0)>>2]=c?o:-1;f[((a+64|0)+24|0)>>2]=c?m:-1;p[u>>3]=+p[((a+304|0)+16|0)>>3];p[((a+64|0)+48|0)>>3]=+p[((a+304|0)+24|0)>>3];p[((a+64|0)+56|0)>>3]=+p[((a+304|0)+32|0)>>3];sjb(a+48|0,f[q+56>>2]|0,u);I=+p[(a+48|0)>>3];p[(a+48|0)>>3]=+p[((a+64|0)+200|0)>>3];p[((a+64|0)+200|0)>>3]=I;H=+p[((a+48|0)+8|0)>>3];p[((a+64|0)+208|0)>>3]=H;c=f[(f[n>>2]|0)+56>>2]|0;I=I-+p[c+24>>3];H=H-+p[c+32>>3];p[((a+64|0)+216|0)>>3]=I*I+H*H;p[((a+64|0)+224|0)>>3]=+p[((a+304|0)+8|0)>>3];c=f[(n+4|0)>>2]|0;d=f[(c+40|0)>>2]|0;e=1;if(e){e=0;if(d>>>0<(f[c+44>>2]|0)>>>0){C=d;E=a+64|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[(d+40|0)>>2]=f[u>>2];f[(d+40|0)+4>>2]=f[u+4>>2];f[(d+40|0)+8>>2]=f[u+8>>2];f[(d+40|0)+12>>2]=f[u+12>>2];f[(d+40|0)+16>>2]=f[u+16>>2];f[(d+40|0)+20>>2]=f[u+20>>2];p[(d+40|0)>>3]=+p[u>>3];p[d+48>>3]=+p[((a+64|0)+48|0)>>3];p[d+56>>3]=+p[((a+64|0)+56|0)>>3];f[(d+64|0)>>2]=f[v>>2];f[(d+64|0)+4>>2]=f[v+4>>2];f[(d+64|0)+8>>2]=f[v+8>>2];f[(d+64|0)+12>>2]=f[v+12>>2];f[(d+64|0)+16>>2]=f[v+16>>2];f[(d+64|0)+20>>2]=f[v+20>>2];p[(d+64|0)>>3]=+p[v>>3];p[d+72>>3]=+p[((a+64|0)+72|0)>>3];p[d+80>>3]=+p[((a+64|0)+80|0)>>3];f[(d+88|0)>>2]=f[((a+64|0)+88|0)>>2];f[(d+88|0)+4>>2]=f[((a+64|0)+88|0)+4>>2];f[(d+88|0)+8>>2]=f[((a+64|0)+88|0)+8>>2];f[(d+88|0)>>2]=f[((a+64|0)+88|0)>>2];f[d+92>>2]=f[((a+64|0)+92|0)>>2];f[d+96>>2]=f[((a+64|0)+96|0)>>2];f[(d+100|0)>>2]=f[((a+64|0)+100|0)>>2];f[(d+100|0)+4>>2]=f[((a+64|0)+100|0)+4>>2];f[(d+100|0)+8>>2]=f[((a+64|0)+100|0)+8>>2];f[(d+100|0)>>2]=f[((a+64|0)+100|0)>>2];f[d+104>>2]=f[((a+64|0)+104|0)>>2];f[d+108>>2]=f[((a+64|0)+108|0)>>2];f[(d+112|0)>>2]=f[w>>2];f[(d+112|0)+4>>2]=f[w+4>>2];f[(d+112|0)+8>>2]=f[w+8>>2];f[(d+112|0)+12>>2]=f[w+12>>2];f[(d+112|0)+16>>2]=f[w+16>>2];f[(d+112|0)+20>>2]=f[w+20>>2];p[(d+112|0)>>3]=+p[w>>3];p[d+120>>3]=+p[((a+64|0)+120|0)>>3];p[d+128>>3]=+p[((a+64|0)+128|0)>>3];f[(d+136|0)>>2]=f[x>>2];f[(d+136|0)+4>>2]=f[x+4>>2];f[(d+136|0)+8>>2]=f[x+8>>2];f[(d+136|0)+12>>2]=f[x+12>>2];f[(d+136|0)+16>>2]=f[x+16>>2];f[(d+136|0)+20>>2]=f[x+20>>2];p[(d+136|0)>>3]=+p[x>>3];p[d+144>>3]=+p[((a+64|0)+144|0)>>3];p[d+152>>3]=+p[((a+64|0)+152|0)>>3];f[(d+160|0)>>2]=f[y>>2];f[(d+160|0)+4>>2]=f[y+4>>2];f[(d+160|0)+8>>2]=f[y+8>>2];f[(d+160|0)+12>>2]=f[y+12>>2];f[(d+160|0)+16>>2]=f[y+16>>2];f[(d+160|0)+20>>2]=f[y+20>>2];p[(d+160|0)>>3]=+p[y>>3];p[d+168>>3]=+p[((a+64|0)+168|0)>>3];p[d+176>>3]=+p[((a+64|0)+176|0)>>3];f[(d+184|0)>>2]=f[((a+64|0)+184|0)>>2];f[(d+184|0)+4>>2]=f[((a+64|0)+184|0)+4>>2];f[(d+184|0)+8>>2]=f[((a+64|0)+184|0)+8>>2];f[(d+184|0)+12>>2]=f[((a+64|0)+184|0)+12>>2];f[(d+200|0)>>2]=f[z>>2];f[(d+200|0)+4>>2]=f[z+4>>2];f[(d+200|0)+8>>2]=f[z+8>>2];f[(d+200|0)+12>>2]=f[z+12>>2];p[(d+200|0)>>3]=+p[z>>3];p[d+208>>3]=+p[((a+64|0)+208|0)>>3];f[(d+216|0)>>2]=f[A>>2];f[(d+216|0)+4>>2]=f[A+4>>2];f[(d+216|0)+8>>2]=f[A+8>>2];f[(d+216|0)+12>>2]=f[A+12>>2];b[(d+216|0)+16>>0]=b[A+16>>0]|0;f[(c+40|0)>>2]=(f[(c+40|0)>>2]|0)+240}else e=1}if(e)if(1)C0(c+36|0,a+64|0);k=1}t=t+72|0;if((t|0)==(B|0)){r=k;f[a+3976>>2]=1;break a}else s=k}f[a+696>>2]=r;f[a+808>>2]=s;f[a+832>>2]=t;f[a+3816>>2]=C;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=D}function Ntb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0;z=f[a+656>>2]|0;s=f[a+704>>2]|0;u=f[a+944>>2]|0;c=f[a+3744>>2]|0;v=f[a+3776>>2]|0;A=f[a+3816>>2]|0;D=f[a+3840>>2]|0;B=f[a+3848>>2]|0;C=f[a+3896>>2]|0;if(C){C=0;if(c){sEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);q=0;r=0;while(1){c=wEa(a+64|0)|0;G=+n[c+4>>2];E=+n[c+8>>2];H=+n[c+12>>2];F=+n[c+16>>2];I=+n[c+20>>2];p[a>>3]=+n[c>>2];p[(a+8|0)>>3]=G;p[(a+16|0)>>3]=E;p[(a+24|0)>>3]=H;p[(a+32|0)>>3]=F;p[(a+40|0)>>3]=I;UBa(a+304|0,a,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;I=+p[(a+304|0)>>3];F=(+p[((a+304|0)+24|0)>>3]-I)*.5;H=+p[((a+304|0)+8|0)>>3];E=(+p[((a+304|0)+32|0)>>3]-H)*.5;G=+p[((a+304|0)+16|0)>>3];i=(+p[((a+304|0)+40|0)>>3]-G)*.5;p[(a+496|0)>>3]=I+F;p[((a+496|0)+8|0)>>3]=H+E;p[((a+496|0)+16|0)>>3]=G+i;p[((a+496|0)+24|0)>>3]=F*F+(E*E+i*i);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))e=r;else c=1}if(c)if(1){nEa(a+64|0,a+48|0);m=f[(a+48|0)>>2]|0;o=f[((a+48|0)+4|0)>>2]|0;c=1;if(c){c=0;if((m|0)==(o|0))d=0;else c=1}if(c)if(1){c=m;do{E=+p[c>>3];l=c+8|0;F=+p[l>>3];t=c+16|0;G=+p[t>>3];H=E*+p[(z+112|0)>>3]+F*+p[(z+144|0)>>3]+G*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];I=E*+p[(z+120|0)>>3]+F*+p[(z+152|0)>>3]+G*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*E+ +p[(z+136|0)>>3]*F+ +p[(z+168|0)>>3]*G+ +p[(z+200|0)>>3];p[l>>3]=H;p[t>>3]=I;c=c+24|0}while((c|0)!=(o|0));c=0;l=m;do{cub(a+496|0,f[z>>2]|0,l,(b[(z+362|0)>>0]|0)!=0);do if(b[(a+496|0)>>0]|0){d=f[(f[(z+8|0)>>2]|0)+108>>2]|0;if(d|0)if(!(Wtb(f[z>>2]|0,d,(a+496|0)+16|0)|0))break;j=(((l-m|0)/24|0)>>>1)+q|0;k=IEa(f[(z+12|0)>>2]|0,j)|0;d=f[z>>2]|0;h=(f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+84>>2]|0)+(k*12|0)+8|0;e=f[h>>2]&255;g=b[d>>0]|0;if(g&8)if(!((b[d+4>>0]&e)<<24>>24))break;if(g&4){t=b[d+3>>0]|0;if((t&e)<<24>>24!=t<<24>>24)break}if(g&2)if((b[d+2>>0]&e)<<24>>24)break;if(g&1){t=b[d+1>>0]|0;if((t&e)<<24>>24==t<<24>>24)break}c=f[(z+4|0)>>2]|0;d=f[(c+16|0)>>2]|0;if(d>>>0<(f[c+20>>2]|0)>>>0){dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;f[(c+16|0)>>2]=(f[(c+16|0)>>2]|0)+208}else Nsb(c+12|0);c=f[(f[(z+4|0)>>2]|0)+16>>2]|0;g=(f[(z+8|0)>>2]|0)+116|0;t=f[g+4>>2]|0;f[(c+-208|0)>>2]=f[g>>2];f[(c+-208|0)+4>>2]=t;p[(c+-144|0)>>3]=+p[((a+496|0)+16|0)>>3];p[c+-136>>3]=+p[((a+496|0)+24|0)>>3];p[c+-128>>3]=+p[((a+496|0)+32|0)>>3];f[(c+-188|0)>>2]=j;f[(c+-184|0)>>2]=k;f[c+-180>>2]=f[h>>2];p[c+-88>>3]=+p[l>>3];p[c+-80>>3]=+p[l+8>>3];p[c+-72>>3]=+p[l+16>>3];p[c+-64>>3]=+p[l+24>>3];p[c+-56>>3]=+p[l+32>>3];p[c+-48>>3]=+p[l+40>>3];sjb(a+304|0,f[(f[z>>2]|0)+56>>2]|0,c+-144|0);H=+p[(a+304|0)>>3];p[(a+304|0)>>3]=+p[(c+-40|0)>>3];p[(c+-40|0)>>3]=H;p[(c+-32|0)>>3]=+p[((a+304|0)+8|0)>>3];t=f[(f[z>>2]|0)+56>>2]|0;H=+p[(c+-40|0)>>3]-+p[t+24>>3];I=+p[(c+-32|0)>>3]-+p[t+32>>3];p[c+-24>>3]=H*H+I*I;p[c+-16>>3]=+p[((a+496|0)+8|0)>>3];t=(b[(z+361|0)>>0]|0)==0;f[(c+-188|0)>>2]=t?j:-1;f[(c+-184|0)>>2]=t?k:-1;c=1}while(0);l=l+48|0}while((l|0)!=(o|0));d=c}e=r|d}if(!(uEa(a+64|0)|0))break;vEa(a+64|0);q=q+512|0;r=e}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}t=s|e}else C=1}if(C){C=0;if(1)t=s;else C=1}s=1;if(s){s=0;if(v){tEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);q=0;r=0;while(1){c=wEa(a+64|0)|0;F=+n[c+4>>2];H=+n[c+8>>2];E=+n[c+12>>2];G=+n[c+16>>2];i=+n[c+20>>2];p[a>>3]=+n[c>>2];p[(a+8|0)>>3]=F;p[(a+16|0)>>3]=H;p[(a+24|0)>>3]=E;p[(a+32|0)>>3]=G;p[(a+40|0)>>3]=i;UBa(a+304|0,a,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;i=+p[(a+304|0)>>3];G=(+p[((a+304|0)+24|0)>>3]-i)*.5;E=+p[((a+304|0)+8|0)>>3];H=(+p[((a+304|0)+32|0)>>3]-E)*.5;F=+p[((a+304|0)+16|0)>>3];I=(+p[((a+304|0)+40|0)>>3]-F)*.5;p[(a+496|0)>>3]=i+G;p[((a+496|0)+8|0)>>3]=E+H;p[((a+496|0)+16|0)>>3]=F+I;p[((a+496|0)+24|0)>>3]=G*G+(H*H+I*I);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))x=r;else c=1}if(c)if(1){nEa(a+64|0,a+48|0);m=f[(a+48|0)>>2]|0;o=f[((a+48|0)+4|0)>>2]|0;c=1;if(c){c=0;if((m|0)==(o|0))w=0;else c=1}if(c)if(1){c=m;do{E=+p[c>>3];w=c+8|0;F=+p[w>>3];x=c+16|0;G=+p[x>>3];H=E*+p[(z+112|0)>>3]+F*+p[(z+144|0)>>3]+G*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];I=E*+p[(z+120|0)>>3]+F*+p[(z+152|0)>>3]+G*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*E+ +p[(z+136|0)>>3]*F+ +p[(z+168|0)>>3]*G+ +p[(z+200|0)>>3];p[w>>3]=H;p[x>>3]=I;c=c+24|0}while((c|0)!=(o|0));g=0;l=m;while(1){c=f[(f[(z+8|0)>>2]|0)+108>>2]|0;if(!c)B=160;else if(Wtb(f[z>>2]|0,c,l)|0)B=160;else y=g;do if((B|0)==160){B=0;eub(a+496|0,f[z>>2]|0,l,(b[(z+362|0)>>0]|0)!=0);i=+p[((a+496|0)+8|0)>>3];if(!(b[(a+496|0)>>0]|0))y=g;else{j=((l-m|0)/24|0)+q|0;k=JEa(f[(z+12|0)>>2]|0,j)|0;c=f[z>>2]|0;h=(f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+96>>2]|0)+(k*12|0)+8|0;d=f[h>>2]&255;e=b[c>>0]|0;if(e&8)if(!((b[c+4>>0]&d)<<24>>24)){y=g;break}if(e&4){y=b[c+3>>0]|0;if((y&d)<<24>>24!=y<<24>>24){y=g;break}}if(e&2)if((b[c+2>>0]&d)<<24>>24){y=g;break}if(e&1){y=b[c+1>>0]|0;if((y&d)<<24>>24==y<<24>>24){y=g;break}}c=f[(z+4|0)>>2]|0;d=f[(c+28|0)>>2]|0;if(d>>>0<(f[c+32>>2]|0)>>>0){A=d;D=A+120|0;do{f[A>>2]=0;A=A+4|0}while((A|0)<(D|0));f[(c+28|0)>>2]=(f[(c+28|0)>>2]|0)+120}else Osb(c+24|0);y=f[(f[(z+4|0)>>2]|0)+28>>2]|0;w=(f[(z+8|0)>>2]|0)+116|0;x=f[w+4>>2]|0;f[(y+-120|0)>>2]=f[w>>2];f[(y+-120|0)+4>>2]=x;p[(y+-80|0)>>3]=+p[l>>3];p[y+-72>>3]=+p[l+8>>3];p[y+-64>>3]=+p[l+16>>3];f[(y+-100|0)>>2]=j;f[(y+-96|0)>>2]=k;f[y+-92>>2]=f[h>>2];sjb(a+496|0,f[(f[z>>2]|0)+56>>2]|0,y+-80|0);H=+p[(a+496|0)>>3];p[(a+496|0)>>3]=+p[(y+-40|0)>>3];p[(y+-40|0)>>3]=H;p[(y+-32|0)>>3]=+p[((a+496|0)+8|0)>>3];x=f[(f[z>>2]|0)+56>>2]|0;H=+p[(y+-40|0)>>3]-+p[x+24>>3];I=+p[(y+-32|0)>>3]-+p[x+32>>3];p[y+-24>>3]=H*H+I*I;p[y+-16>>3]=i;x=(b[(z+361|0)>>0]|0)==0;f[(y+-100|0)>>2]=x?j:-1;f[(y+-96|0)>>2]=x?k:-1;y=1}}while(0);l=l+24|0;if((l|0)==(o|0)){w=y;break}else g=y}}x=r|w}if(!(uEa(a+64|0)|0))break;vEa(a+64|0);q=q+512|0;r=x}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}u=t|x}else s=1}if(s)if(1)u=t;f[a+944>>2]=u;f[a+3816>>2]=A;f[a+3840>>2]=D;f[a+3848>>2]=B;f[a+3896>>2]=C}function Otb(a){a=a|0;var c=0,d=0,e=0.0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;I=f[a+656>>2]|0;K=f[a+776>>2]|0;L=f[a+792>>2]|0;y=f[a+912>>2]|0;z=f[a+3256>>2]|0;A=f[a+3264>>2]|0;B=f[a+3272>>2]|0;D=f[a+3280>>2]|0;E=f[a+3288>>2]|0;F=f[a+3296>>2]|0;G=f[a+3304>>2]|0;N=f[a+3816>>2]|0;O=f[a+3832>>2]|0;P=f[a+3840>>2]|0;J=f[a+3848>>2]|0;while(1){w=wEa(a+64|0)|0;e=+n[w>>2];j=+n[w+4>>2];k=+n[w+8>>2];l=+n[w+12>>2];m=+n[w+16>>2];o=+n[w+20>>2];p[a>>3]=e;p[(a+8|0)>>3]=j;p[(a+16|0)>>3]=k;p[(a+24|0)>>3]=l;p[(a+32|0)>>3]=m;p[(a+40|0)>>3]=o;do if(z){p[((a+496|0)+32|0)>>3]=-1.0;p[(a+496|0)>>3]=(l-e)*.5+e;p[((a+496|0)+8|0)>>3]=(m-j)*.5+j;p[((a+496|0)+16|0)>>3]=(o-k)*.5+k;p[((a+496|0)+24|0)>>3]=(l-e)*.5*((l-e)*.5)+((m-j)*.5*((m-j)*.5)+(o-k)*.5*((o-k)*.5));e=+Fib(f[(f[I>>2]|0)+60>>2]|0,a+496|0);if(!(e>=0.0)){h=K;break}if(!(e<+p[(I+368|0)>>3]))if(b[(f[I>>2]|0)+20>>0]|0){h=K;break}nEa(a+64|0,a+48|0);d=f[(a+48|0)>>2]|0;g=f[((a+48|0)+4|0)>>2]|0;J=73}else{UBa(a+304|0,a,I+104|0);p[((a+496|0)+32|0)>>3]=-1.0;e=+p[(a+304|0)>>3];l=(+p[((a+304|0)+24|0)>>3]-e)*.5;j=+p[((a+304|0)+8|0)>>3];m=(+p[((a+304|0)+32|0)>>3]-j)*.5;k=+p[((a+304|0)+16|0)>>3];o=(+p[((a+304|0)+40|0)>>3]-k)*.5;p[(a+496|0)>>3]=e+l;p[((a+496|0)+8|0)>>3]=j+m;p[((a+496|0)+16|0)>>3]=k+o;p[((a+496|0)+24|0)>>3]=l*l+(m*m+o*o);if(!(+Trb(f[I>>2]|0,a+496|0)>=0.0))h=K;else{nEa(a+64|0,a+48|0);d=f[(a+48|0)>>2]|0;g=f[((a+48|0)+4|0)>>2]|0;if((d|0)==(g|0))J=73;else{c=d;do{j=+p[c>>3];w=c+8|0;k=+p[w>>3];J=c+16|0;l=+p[J>>3];m=j*+p[(I+112|0)>>3]+k*+p[(I+144|0)>>3]+l*+p[(I+176|0)>>3]+ +p[(I+208|0)>>3];o=j*+p[(I+120|0)>>3]+k*+p[(I+152|0)>>3]+l*+p[(I+184|0)>>3]+ +p[(I+216|0)>>3];p[c>>3]=+p[(I+104|0)>>3]*j+ +p[(I+136|0)>>3]*k+ +p[(I+168|0)>>3]*l+ +p[(I+200|0)>>3];p[w>>3]=m;p[J>>3]=o;c=c+24|0}while((c|0)!=(g|0));J=73}}}while(0);if((J|0)==73){J=0;v=d;c=g-v|0;w=d+(((c|0)/24|0)*24|0)|0;h=1;if(h){h=0;if(!c)i=0;else h=1}if(h)if(1){q=0;u=d;while(1){c=f[I>>2]|0;if(!(b[c+20>>0]|0))e=C;else e=+p[(I+368|0)>>3];aub(a+496|0,c,u,f[(I+504|0)>>2]|0,y,e,(b[(I+360|0)>>0]|0)!=0,(b[(I+362|0)>>0]|0)!=0);c=1;if(c){c=0;if(!(b[(a+496|0)>>0]|0))r=q;else c=1}if(c)if(1){e=+p[((a+496|0)+8|0)>>3];s=((((u-v|0)/24|0)>>>0)/3|0)+L|0;t=HEa(f[(I+12|0)>>2]|0,s)|0;c=f[I>>2]|0;r=(f[(f[(f[(I+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(t*12|0)+8|0;h=f[r>>2]&255;i=b[c>>0]|0;if(!(i&8))J=79;else if(!((b[c+4>>0]&h)<<24>>24))x=q;else J=79;do if((J|0)==79){J=0;if(i&4){Q=b[c+3>>0]|0;if((Q&h)<<24>>24!=Q<<24>>24){x=q;break}}if(i&2)if((b[c+2>>0]&h)<<24>>24){x=q;break}if(i&1){Q=b[c+1>>0]|0;if((Q&h)<<24>>24==Q<<24>>24){x=q;break}}do if(b[(c+9|0)>>0]|0){if(!(b[c+20>>0]|0))break;b[(c+9|0)>>0]=0;c=f[(I+4|0)>>2]|0;h=f[c+36>>2]|0;i=f[(c+40|0)>>2]|0;if((i|0)==(h|0))break;f[(c+40|0)>>2]=i+(~(((i+-240-h|0)>>>0)/240|0)*240|0)}while(0);if(+p[(I+368|0)>>3]>e){do if(b[(f[I>>2]|0)+20>>0]|0){c=f[(I+4|0)>>2]|0;h=f[c>>2]|0;i=f[(c+4|0)>>2]|0;if((i|0)==(h|0))break;f[(c+4|0)>>2]=i+(~(((i+-192-h|0)>>>0)/192|0)*192|0)}while(0);p[(I+368|0)>>3]=e}h=(f[(I+8|0)>>2]|0)+116|0;c=f[h+4>>2]|0;f[(a+304|0)>>2]=f[h>>2];f[(a+304|0)+4>>2]=c;f[((a+304|0)+28|0)>>2]=f[r>>2];p[((a+304|0)+112|0)>>3]=+p[u>>3];p[((a+304|0)+120|0)>>3]=+p[u+8>>3];p[((a+304|0)+128|0)>>3]=+p[u+16>>3];p[((a+304|0)+136|0)>>3]=+p[u+24>>3];p[((a+304|0)+144|0)>>3]=+p[u+32>>3];p[((a+304|0)+152|0)>>3]=+p[u+40>>3];p[((a+304|0)+160|0)>>3]=+p[u+48>>3];p[((a+304|0)+168|0)>>3]=+p[u+56>>3];p[((a+304|0)+176|0)>>3]=+p[u+64>>3];c=(b[(I+361|0)>>0]|0)==0;f[((a+304|0)+20|0)>>2]=c?s:-1;f[((a+304|0)+24|0)>>2]=c?t:-1;f[((a+304|0)+184|0)>>2]=y;b[((a+304|0)+188|0)>>0]=b[(I+360|0)>>0]|0;b[((a+304|0)+189|0)>>0]=b[(I+362|0)>>0]|0;b[((a+304|0)+190|0)>>0]=A;c=f[(I+4|0)>>2]|0;h=f[(c+4|0)>>2]|0;i=1;if(i)if(h>>>0<(f[c+8>>2]|0)>>>0){N=h;O=a+304|0;P=N+36|0;do{f[N>>2]=f[O>>2];N=N+4|0;O=O+4|0}while((N|0)<(P|0));f[(h+40|0)>>2]=f[B>>2];f[(h+40|0)+4>>2]=f[B+4>>2];f[(h+40|0)+8>>2]=f[B+8>>2];f[(h+40|0)+12>>2]=f[B+12>>2];f[(h+40|0)+16>>2]=f[B+16>>2];f[(h+40|0)+20>>2]=f[B+20>>2];p[(h+40|0)>>3]=+p[B>>3];p[h+48>>3]=+p[((a+304|0)+48|0)>>3];p[h+56>>3]=+p[((a+304|0)+56|0)>>3];f[(h+64|0)>>2]=f[D>>2];f[(h+64|0)+4>>2]=f[D+4>>2];f[(h+64|0)+8>>2]=f[D+8>>2];f[(h+64|0)+12>>2]=f[D+12>>2];f[(h+64|0)+16>>2]=f[D+16>>2];f[(h+64|0)+20>>2]=f[D+20>>2];p[(h+64|0)>>3]=+p[D>>3];p[h+72>>3]=+p[((a+304|0)+72|0)>>3];p[h+80>>3]=+p[((a+304|0)+80|0)>>3];f[(h+88|0)>>2]=f[((a+304|0)+88|0)>>2];f[(h+88|0)+4>>2]=f[((a+304|0)+88|0)+4>>2];f[(h+88|0)+8>>2]=f[((a+304|0)+88|0)+8>>2];f[(h+88|0)>>2]=f[((a+304|0)+88|0)>>2];f[h+92>>2]=f[((a+304|0)+92|0)>>2];f[h+96>>2]=f[((a+304|0)+96|0)>>2];f[(h+100|0)>>2]=f[((a+304|0)+100|0)>>2];f[(h+100|0)+4>>2]=f[((a+304|0)+100|0)+4>>2];f[(h+100|0)+8>>2]=f[((a+304|0)+100|0)+8>>2];f[(h+100|0)>>2]=f[((a+304|0)+100|0)>>2];f[h+104>>2]=f[((a+304|0)+104|0)>>2];f[h+108>>2]=f[((a+304|0)+108|0)>>2];f[(h+112|0)>>2]=f[E>>2];f[(h+112|0)+4>>2]=f[E+4>>2];f[(h+112|0)+8>>2]=f[E+8>>2];f[(h+112|0)+12>>2]=f[E+12>>2];f[(h+112|0)+16>>2]=f[E+16>>2];f[(h+112|0)+20>>2]=f[E+20>>2];p[(h+112|0)>>3]=+p[E>>3];p[h+120>>3]=+p[((a+304|0)+120|0)>>3];p[h+128>>3]=+p[((a+304|0)+128|0)>>3];f[(h+136|0)>>2]=f[F>>2];f[(h+136|0)+4>>2]=f[F+4>>2];f[(h+136|0)+8>>2]=f[F+8>>2];f[(h+136|0)+12>>2]=f[F+12>>2];f[(h+136|0)+16>>2]=f[F+16>>2];f[(h+136|0)+20>>2]=f[F+20>>2];p[(h+136|0)>>3]=+p[F>>3];p[h+144>>3]=+p[((a+304|0)+144|0)>>3];p[h+152>>3]=+p[((a+304|0)+152|0)>>3];f[(h+160|0)>>2]=f[G>>2];f[(h+160|0)+4>>2]=f[G+4>>2];f[(h+160|0)+8>>2]=f[G+8>>2];f[(h+160|0)+12>>2]=f[G+12>>2];f[(h+160|0)+16>>2]=f[G+16>>2];f[(h+160|0)+20>>2]=f[G+20>>2];p[(h+160|0)>>3]=+p[G>>3];p[h+168>>3]=+p[((a+304|0)+168|0)>>3];p[h+176>>3]=+p[((a+304|0)+176|0)>>3];x=f[((a+304|0)+184|0)+4>>2]|0;f[(h+184|0)>>2]=f[((a+304|0)+184|0)>>2];f[(h+184|0)+4>>2]=x;f[(c+4|0)>>2]=(f[(c+4|0)>>2]|0)+192;x=1;break}else i=1;if(i)if(1){T$(c,a+304|0);x=1;break}}while(0);r=x}u=u+72|0;if((u|0)==(w|0)){i=r;break}else q=r}}if(K|i){H=f[I>>2]|0;if(!(b[H+96>>0]|0))h=1;else if(+p[(I+368|0)>>3]<+p[H+88>>3]){J=102;break}else h=1}else h=0}if(!(uEa(a+64|0)|0)){M=h;break}vEa(a+64|0);K=h;L=L+512|0}if((J|0)==102){Zqb(H+168|0);M=1}if(z){c=f[I>>2]|0;if(M){m=+p[c+112>>3];o=+p[(I+368|0)>>3]*(1.0/+p[I+512>>3]);p[(I+368|0)>>3]=m<o?m:o}c=f[c+60>>2]|0;p[c>>3]=+p[c+72>>3];p[c+8>>3]=+p[c+80>>3];p[c+16>>3]=+p[c+88>>3];p[c+24>>3]=+p[c+96>>3];p[c+32>>3]=+p[c+104>>3];p[c+40>>3]=+p[c+112>>3];f[c+48>>2]=f[c+120>>2];f[c+52>>2]=f[c+124>>2];f[c+56>>2]=f[c+128>>2];f[c+60>>2]=f[c+132>>2];f[c+64>>2]=f[c+136>>2];f[c+68>>2]=f[c+140>>2];c=f[I>>2]|0;xjb(c+744|0,f[c+760>>2]|0,f[c+764>>2]|0);c=f[(f[I>>2]|0)+56>>2]|0;if(c|0){Q=f[c>>2]|0;p[Q+8>>3]=+p[Q+40>>3];p[Q+16>>3]=+p[Q+48>>3];p[Q+24>>3]=+p[Q+56>>3];p[Q+32>>3]=+p[Q+64>>3]}}if(M){Q=(f[I>>2]|0)+112|0;m=+p[Q>>3];o=+p[(I+368|0)>>3];o=m<o?m:o;p[(I+368|0)>>3]=o;p[Q>>3]=o}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}Q=M;f[a+704>>2]=Q;f[a+776>>2]=K;f[a+792>>2]=L;f[a+3816>>2]=N;f[a+3832>>2]=O;f[a+3840>>2]=P;f[a+3848>>2]=J}function Ptb(a){a=a|0;var c=0,d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,E=0,F=0,I=0,J=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0,aa=0,ba=0;z=f[a+656>>2]|0;v=+n[a+672>>2];m=f[a+3192>>2]|0;o=f[a+3744>>2]|0;q=f[a+3760>>2]|0;r=f[a+3776>>2]|0;J=f[a+3848>>2]|0;L=f[a+3856>>2]|0;a:{if(L){L=0;if(q){b[(z+360|0)>>0]=0;g=f[z>>2]|0;d=f[(g+56|0)>>2]|0;do if(!d){g=f[g+48>>2]|0;h=0}else{if(v==0.0){Vib(a+496|0,f[g+48>>2]|0,f[f[d>>2]>>2]|0,f[(z+8|0)>>2]|0,0);g=f[f[(g+56|0)>>2]>>2]|0;e=+p[g+32>>3]+(+p[g+8>>3]*+p[(a+496|0)>>3]+(+p[g+16>>3]*+p[(a+496|0)+8>>3]+ +p[g+24>>3]*+p[(a+496|0)+16>>3]));b[(z+360|0)>>0]=(e<0.0?1:e*e<+p[(a+496|0)+24>>3])&1;g=f[z>>2]|0;d=f[g+56>>2]|0;g=f[g+48>>2]|0;if(!d){h=0;break}}else{b[(z+360|0)>>0]=0;g=f[g+48>>2]|0}h=f[f[d>>2]>>2]|0}while(0);d=f[(z+8|0)>>2]|0;t=tSa(g)|0;d=f[d+196>>2]|0;b:do if((d&32|0)!=0|(d&2048|0)==0&(t^1))if((h|0)==0|(d&33554456|0)==0){g=f[z+100>>2]|0;d=f[z>>2]|0;do if((g|0)!=(f[(d+608|0)>>2]|0)){f[(d+608|0)>>2]=g;Y=+p[(z+104|0)>>3];Q=+p[z+144>>3];S=+p[z+112>>3];X=+p[z+136>>3];M=+p[z+184>>3];U=+p[z+224>>3];T=+p[z+192>>3];O=+p[z+216>>3];W=+p[z+152>>3];V=+p[z+120>>3];_=+p[z+176>>3];Z=+p[z+208>>3];R=+p[z+160>>3];P=+p[z+128>>3];N=+p[z+168>>3];e=+p[z+200>>3];t=+K(+((V*R-W*P)*(Z*N-_*e)+((Y*Q-S*X)*(M*U-T*O)-(Y*W-X*V)*(U*_-T*Z)+(O*_-M*Z)*(Y*R-X*P)+(S*W-Q*V)*(U*N-T*e)-(S*R-Q*P)*(O*N-M*e))))>1.0e-12;d=f[z>>2]|0;if(t){LAa(z+104|0,d+616|0);d=f[z>>2]|0;break}else{f[d+608>>2]=0;k=0;break b}}while(0);j=d+616|0;i=d;J=42}else J=35;else J=35;while(0);if((J|0)==35){N=+p[(z+104|0)>>3];V=+p[z+144>>3];T=+p[z+112>>3];O=+p[z+136>>3];Z=+p[z+184>>3];R=+p[z+224>>3];S=+p[z+192>>3];X=+p[z+216>>3];P=+p[z+152>>3];Q=+p[z+120>>3];e=+p[z+176>>3];M=+p[z+208>>3];U=+p[z+160>>3];W=+p[z+128>>3];Y=+p[z+168>>3];_=+p[z+200>>3];if(+K(+((Q*U-P*W)*(M*Y-e*_)+((N*V-T*O)*(Z*R-S*X)-(N*P-O*Q)*(R*e-S*M)+(X*e-Z*M)*(N*U-O*W)+(T*P-V*Q)*(R*Y-S*_)-(T*U-V*W)*(X*Y-Z*_))))>1.0e-12){LAa(z+104|0,z+232|0);j=z+232|0;i=f[z>>2]|0;J=42}else k=0}if((J|0)==42){d=f[i+60>>2]|0;p[d+72>>3]=+p[d>>3];p[d+80>>3]=+p[d+8>>3];p[d+88>>3]=+p[d+16>>3];p[d+96>>3]=+p[d+24>>3];p[d+104>>3]=+p[d+32>>3];p[d+112>>3]=+p[d+40>>3];f[d+120>>2]=f[d+48>>2];f[d+124>>2]=f[d+52>>2];f[d+128>>2]=f[d+56>>2];f[d+132>>2]=f[d+60>>2];f[d+136>>2]=f[d+64>>2];f[d+140>>2]=f[d+68>>2];Yib(a+496|0,f[(f[z>>2]|0)+60>>2]|0,j,z+512|0);V=+p[(a+496|0)>>3];W=+p[(a+496|0)+8>>3];X=+p[(a+496|0)+16>>3];Y=+p[(a+496|0)+24>>3];Z=+p[(a+496|0)+32>>3];_=+p[(a+496|0)+40>>3];d=f[(f[z>>2]|0)+60>>2]|0;p[d>>3]=V;p[d+8>>3]=W;p[d+16>>3]=X;p[d+24>>3]=Y;p[d+32>>3]=Z;p[d+40>>3]=_;n[d+48>>2]=V;n[d+52>>2]=W;n[d+56>>2]=X;n[d+60>>2]=Y;n[d+64>>2]=Z;n[d+68>>2]=_;p[(z+368|0)>>3]=+p[(z+512|0)>>3]*+p[(z+368|0)>>3];d=f[(f[z>>2]|0)+56>>2]|0;if(d|0){d=f[d>>2]|0;p[d+40>>3]=+p[(d+8|0)>>3];p[d+48>>3]=+p[(d+16|0)>>3];p[d+56>>3]=+p[(d+24|0)>>3];p[d+64>>3]=+p[(d+32|0)>>3];if(b[(z+360|0)>>0]|0){_ib(a+496|0,d+8|0,j,z+104|0);p[(d+8|0)>>3]=+p[(a+496|0)>>3];p[(d+16|0)>>3]=+p[(a+496|0)+8>>3];p[(d+24|0)>>3]=+p[(a+496|0)+16>>3];p[(d+32|0)>>3]=+p[(a+496|0)+24>>3]}}i=f[z>>2]|0;d=f[i+744>>2]|0;i=f[i+748>>2]|0;if((d|0)==(i|0))k=1;else{do{g=f[d>>2]|0;h=f[d+4>>2]|0;if((g|0)!=(h|0))do{_ib(a+496|0,g,j,z+104|0);p[g>>3]=+p[(a+496|0)>>3];p[g+8>>3]=+p[((a+496|0)+8|0)>>3];p[g+16>>3]=+p[((a+496|0)+16|0)>>3];p[g+24>>3]=+p[((a+496|0)+24|0)>>3];g=g+32|0}while((g|0)!=(h|0));d=d+12|0}while((d|0)!=(i|0));k=1}}d=f[z>>2]|0;g=f[d+56>>2]|0;if(g){if(k){f[(a+304|0)>>2]=(f[g>>2]|0)+72;f[(a+304|0)+4>>2]=z+104;yAa(a+496|0,a+304|0)|0;p[z+376>>3]=+p[(a+496|0)>>3];p[z+384>>3]=+p[(a+496|0)+8>>3];p[z+392>>3]=+p[(a+496|0)+16>>3];p[z+400>>3]=+p[(a+496|0)+24>>3];p[z+408>>3]=+p[(a+496|0)+32>>3];p[z+416>>3]=+p[(a+496|0)+40>>3];p[z+424>>3]=+p[(a+496|0)+48>>3];p[z+432>>3]=+p[(a+496|0)+56>>3];p[z+440>>3]=+p[(a+496|0)+64>>3];p[z+448>>3]=+p[(a+496|0)+72>>3];p[z+456>>3]=+p[(a+496|0)+80>>3];p[z+464>>3]=+p[(a+496|0)+88>>3];p[z+472>>3]=+p[(a+496|0)+96>>3];p[z+480>>3]=+p[(a+496|0)+104>>3];p[z+488>>3]=+p[(a+496|0)+112>>3];d=f[z>>2]|0;e=+p[(a+496|0)+120>>3]}else{t=f[g>>2]|0;p[z+376>>3]=+p[t+72>>3];p[z+384>>3]=+p[t+80>>3];p[z+392>>3]=+p[t+88>>3];p[z+400>>3]=+p[t+96>>3];p[z+408>>3]=+p[t+104>>3];p[z+416>>3]=+p[t+112>>3];p[z+424>>3]=+p[t+120>>3];p[z+432>>3]=+p[t+128>>3];p[z+440>>3]=+p[t+136>>3];p[z+448>>3]=+p[t+144>>3];p[z+456>>3]=+p[t+152>>3];p[z+464>>3]=+p[t+160>>3];p[z+472>>3]=+p[t+168>>3];p[z+480>>3]=+p[t+176>>3];p[z+488>>3]=+p[t+184>>3];e=+p[t+192>>3]}p[z+496>>3]=e;f[z+504>>2]=z+376}d=f[d+576>>2]|0;g=f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+52>>2]|0;if(!(g&4)){if(g&1)d=ijb(d)|0;h=f[z+100>>2]|0;g=b[(h+120|0)>>0]|0;if(g&8){BIa(h);g=b[(h+120|0)>>0]|0}if(g&1)d=ijb(d)|0}else d=0;rEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);$=(k^1)&1;g=(a+304|0)+40|0;h=(a+304|0)+64|0;i=(a+304|0)+112|0;j=(a+304|0)+136|0;t=(a+304|0)+160|0;ba=0;aa=0;f[a+656>>2]=z;f[a+704>>2]=l;f[a+776>>2]=ba;f[a+792>>2]=aa;f[a+912>>2]=d;f[a+3256>>2]=k;f[a+3264>>2]=$;f[a+3272>>2]=g;f[a+3280>>2]=h;f[a+3288>>2]=i;f[a+3296>>2]=j;f[a+3304>>2]=t;f[a+3816>>2]=B;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3992>>2]=0;f[a+3996>>2]=0;Otb(a);l=f[a+704>>2]|0;B=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0}else L=1}if(L){L=0;if(1)l=0;else L=1}d=1;if(d){d=0;if(m){ba=1;f[a+656>>2]=z;f[a+704>>2]=l;f[a+944>>2]=c;f[a+3744>>2]=o;f[a+3776>>2]=r;f[a+3816>>2]=B;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3896>>2]=ba;f[a+3984>>2]=0;f[a+3988>>2]=0;Ntb(a);c=f[a+944>>2]|0;B=f[a+3816>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0}else d=1}if(d)if(1)c=l;if(c|q^1){u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}c=f[z>>2]|0;d=f[(c+56|0)>>2]|0;if(!d){c=0;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}if(!(b[c+9>>0]|0)){c=0;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}b[(z+360|0)>>0]=0;if(v==0.0){Vib(a+496|0,f[c+48>>2]|0,f[f[d>>2]>>2]|0,f[(z+8|0)>>2]|0,0);c=f[f[(c+56|0)>>2]>>2]|0;_=+p[c+32>>3]+(+p[c+8>>3]*+p[(a+496|0)>>3]+(+p[c+16>>3]*+p[(a+496|0)+8>>3]+ +p[c+24>>3]*+p[(a+496|0)+16>>3]));b[(z+360|0)>>0]=(_<0.0?1:_*_<+p[(a+496|0)+24>>3])&1;c=f[(f[z>>2]|0)+56>>2]|0;if(c|0){s=c;J=190}}else{b[(z+360|0)>>0]=0;s=d;J=190}if((J|0)==190){ba=f[s>>2]|0;p[(z+376|0)>>3]=+p[ba+72>>3];p[z+384>>3]=+p[ba+80>>3];p[z+392>>3]=+p[ba+88>>3];p[z+400>>3]=+p[ba+96>>3];p[z+408>>3]=+p[ba+104>>3];p[z+416>>3]=+p[ba+112>>3];p[z+424>>3]=+p[ba+120>>3];p[z+432>>3]=+p[ba+128>>3];p[z+440>>3]=+p[ba+136>>3];p[z+448>>3]=+p[ba+144>>3];p[z+456>>3]=+p[ba+152>>3];p[z+464>>3]=+p[ba+160>>3];p[z+472>>3]=+p[ba+168>>3];p[z+480>>3]=+p[ba+176>>3];p[z+488>>3]=+p[ba+184>>3];p[z+496>>3]=+p[ba+192>>3];f[z+504>>2]=z+376|0}ba=f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+52>>2]|0;if(!(ba&4)){c=f[z+100>>2]|0;ba=b[(c+120|0)>>0]|0;if(ba&8)BIa(c)}rEa(a,z+16|0);cBa(a+624|0,f[64728]|0);l=(a+64|0)+40|0;m=(a+64|0)+64|0;o=(a+64|0)+112|0;q=(a+64|0)+136|0;r=(a+64|0)+160|0;s=(a+64|0)+200|0;t=(a+64|0)+216|0;j=0;k=0;while(1){c=wEa(a)|0;X=+n[c+4>>2];Z=+n[c+8>>2];W=+n[c+12>>2];Y=+n[c+16>>2];V=+n[c+20>>2];p[(a+64|0)>>3]=+n[c>>2];p[((a+64|0)+8|0)>>3]=X;p[((a+64|0)+16|0)>>3]=Z;p[((a+64|0)+24|0)>>3]=W;p[((a+64|0)+32|0)>>3]=Y;p[((a+64|0)+40|0)>>3]=V;UBa(a+304|0,a+64|0,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;V=+p[(a+304|0)>>3];Y=(+p[((a+304|0)+24|0)>>3]-V)*.5;W=+p[((a+304|0)+8|0)>>3];Z=(+p[((a+304|0)+32|0)>>3]-W)*.5;X=+p[((a+304|0)+16|0)>>3];_=(+p[((a+304|0)+40|0)>>3]-X)*.5;p[(a+496|0)>>3]=V+Y;p[((a+496|0)+8|0)>>3]=W+Z;p[((a+496|0)+16|0)>>3]=X+_;p[((a+496|0)+24|0)>>3]=Y*Y+(Z*Z+_*_);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))y=j;else c=1}if(c)if(1){nEa(a,a+624|0);h=f[(a+624|0)>>2]|0;i=f[((a+624|0)+4|0)>>2]|0;if((h|0)!=(i|0)){c=h;do{W=+p[c>>3];aa=c+8|0;X=+p[aa>>3];ba=c+16|0;Y=+p[ba>>3];Z=W*+p[(z+112|0)>>3]+X*+p[(z+144|0)>>3]+Y*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];_=W*+p[(z+120|0)>>3]+X*+p[(z+152|0)>>3]+Y*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*W+ +p[(z+136|0)>>3]*X+ +p[(z+168|0)>>3]*Y+ +p[(z+200|0)>>3];p[aa>>3]=Z;p[ba>>3]=_;c=c+24|0}while((c|0)!=(i|0))}c=f[(z+4|0)>>2]|0;g=1;if(g){g=0;if((f[c>>2]|0)==(f[c+4>>2]|0)){c=1;if(c){c=0;if((h|0)==(i|0))x=0;else c=1}if(c)if(1){c=0;d=h;while(1){aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d,f[aa+60>>2]|0);_=+p[(a+496|0)>>3];_=_<C?_:C;aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d+24|0,f[aa+60>>2]|0);Z=+p[(a+496|0)>>3];aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d+48|0,f[aa+60>>2]|0);aa=+p[(a+496|0)>>3]<(Z<_?Z:_);$=aa?2:Z<_&1;ba=((((d-h|0)/24|0)>>>0)/3|0)+k|0;f[a+656>>2]=z;f[a+696>>2]=x;f[a+808>>2]=c;f[a+832>>2]=d;f[a+936>>2]=$;f[a+2152>>2]=l;f[a+2160>>2]=m;f[a+2168>>2]=o;f[a+2176>>2]=q;f[a+2184>>2]=r;f[a+2192>>2]=s;f[a+2208>>2]=t;f[a+2336>>2]=i;f[a+2464>>2]=aa;f[a+2472>>2]=ba;f[a+3816>>2]=B;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3976>>2]=0;f[a+3980>>2]=0;Mtb(a);x=f[a+696>>2]|0;c=f[a+808>>2]|0;d=f[a+832>>2]|0;B=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0;G=f[a+3976>>2]|0;D=f[a+3980>>2]|0;H=+n[a+3980>>2];f[a+3976>>2]=0;f[a+3980>>2]=0;if((G|0)==1)break}}w=(x&1)!=0}else g=1}if(g)if(1)w=0;if(j|w){A=f[z>>2]|0;if(!(b[A+96>>0]|0))y=1;else if(+p[(z+368|0)>>3]<+p[A+88>>3]){J=255;break}else y=1}else y=0}if(!(uEa(a)|0)){J=258;break}vEa(a);j=y;k=k+512|0}if((J|0)==255){Zqb(A+168|0);J=259}else if((J|0)==258)if(y)J=259;else I=0;if((J|0)==259){I=(f[z>>2]|0)+112|0;Z=+p[I>>3];_=+p[(z+368|0)>>3];_=Z<_?Z:_;p[(z+368|0)>>3]=_;p[I>>3]=_;I=1}c=f[(a+624|0)+12>>2]|0;if(c|0)xCa(c,a+624|0);c=f[(a+624|0)>>2]|0;if(c|0){d=f[((a+624|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+624|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=I;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}f[a+920>>2]=c;f[a+3848>>2]=J;f[a+3856>>2]=L}function Qtb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;o=f[a+80>>2]|0;p=f[a+88>>2]|0;v=f[a+112>>2]|0;n=f[a+352>>2]|0;t=f[a+616>>2]|0;u=f[a+624>>2]|0;e=f[a+832>>2]|0;q=(a+48|0)+4|0;r=(a+32|0)+4|0;s=(a+16|0)+4|0;j=o;k=t;l=u;m=u+((p+3|0)>>>2)|0;while(1){do if(e>>>0>32)i=3;else{c=f[((a+48|0)+8|0)>>2]|0;d=f[((a+48|0)+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){i=c+(0-(e>>>3))|0;f[((a+48|0)+8|0)>>2]=i;e=e&7;f[q>>2]=e;f[(a+48|0)>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=0;break}if((c|0)==(d|0)){i=e>>>0<32?1:2;break}else{i=e>>>3;g=(c+(0-i)|0)>>>0<d>>>0?c-d|0:i;f[((a+48|0)+8|0)>>2]=c+(0-g)|0;e=e-(g<<3)|0;f[q>>2]=e;f[(a+48|0)>>2]=h[(c+(0-g)|0)>>0]|h[(c+(0-g)|0)+1>>0]<<8|h[(c+(0-g)|0)+2>>0]<<16|h[(c+(0-g)|0)+3>>0]<<24;i=(c+(0-i)|0)>>>0<d>>>0&1;break}}while(0);c=f[r>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+32|0)+8|0)>>2]|0;g=f[((a+32|0)+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[((a+32|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[r>>2]=c&7;f[(a+32|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[((a+32|0)+8|0)>>2]=d+(0-w)|0;f[r>>2]=c-(w<<3);f[(a+32|0)>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);i=c|i;c=f[s>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+16|0)+8|0)>>2]|0;g=f[((a+16|0)+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[((a+16|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[s>>2]=c&7;f[(a+16|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[((a+16|0)+8|0)>>2]=d+(0-w)|0;f[s>>2]=c-(w<<3);f[(a+16|0)>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);i=i|c;c=f[(a+4|0)>>2]|0;do if(c>>>0>32)c=3;else{d=f[(a+8|0)>>2]|0;g=f[(a+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[(a+8|0)>>2]=d+(0-(c>>>3))|0;f[(a+4|0)>>2]=c&7;f[a>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[(a+8|0)>>2]=d+(0-w)|0;f[(a+4|0)>>2]=c-(w<<3);f[a>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);if(!(m>>>0<((o+p|0)+-7|0)>>>0&(i|c|0)==0))break;w=f[(a+48|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[q>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[j>>0]=i;i=f[r>>2]|0;w=f[(a+32|0)>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[r>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[k>>0]=e;e=f[s>>2]|0;w=f[(a+16|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[s>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[l>>0]=i;i=f[(a+4|0)>>2]|0;w=f[a>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[(a+4|0)>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[m>>0]=e;e=f[q>>2]|0;w=f[(a+48|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[q>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[j+1>>0]=i;i=f[r>>2]|0;w=f[(a+32|0)>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[r>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[k+1>>0]=e;e=f[s>>2]|0;w=f[(a+16|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[s>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[l+1>>0]=i;i=f[(a+4|0)>>2]|0;w=f[a>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[(a+4|0)>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[m+1>>0]=e;j=j+2|0;k=k+2|0;l=l+2|0;m=m+2|0;e=f[q>>2]|0}if(l>>>0>(u+((p+3|0)>>>2)|0)>>>0|(k>>>0>u>>>0|j>>>0>t>>>0))c=-11;else{ktb(j,a+48|0,t,v+4|0,n&255);ktb(k,a+32|0,u,v+4|0,n&255);ktb(l,a+16|0,u+((p+3|0)>>>2)|0,v+4|0,n&255);ktb(m,a,o+p|0,v+4|0,n&255);c=((f[q>>2]|0)==32?(f[((a+48|0)+8|0)>>2]|0)==(f[((a+48|0)+12|0)>>2]|0):0)&((f[r>>2]|0)==32?(f[((a+32|0)+8|0)>>2]|0)==(f[((a+32|0)+12|0)>>2]|0):0)&((f[s>>2]|0)==32?(f[((a+16|0)+8|0)>>2]|0)==(f[((a+16|0)+12|0)>>2]|0):0)&((f[(a+4|0)>>2]|0)==32?(f[(a+8|0)>>2]|0)==(f[(a+12|0)>>2]|0):0)?p:-11}f[a+272>>2]=c}function Rtb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;k=f[a+80>>2]|0;l=f[a+88>>2]|0;r=f[a+112>>2]|0;s=f[a+144>>2]|0;t=f[a+152>>2]|0;u=f[a+160>>2]|0;v=f[a+168>>2]|0;j=f[a+296>>2]|0;m=f[a+440>>2]|0;n=f[a+448>>2]|0;o=f[a+456>>2]|0;w=f[a+472>>2]|0;p=f[a+560>>2]|0;q=f[a+568>>2]|0;x=f[a+616>>2]|0;while(1){do if(w>>>0>32){g=3;i=w}else{c=f[((a+48|0)+8|0)>>2]|0;d=f[((a+48|0)+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){g=c+(0-(w>>>3))|0;f[((a+48|0)+8|0)>>2]=g;i=w&7;f[m>>2]=i;f[(a+48|0)>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;g=0;break}if((c|0)==(d|0)){g=w>>>0<32?1:2;i=w;break}else{g=w>>>3;e=(c+(0-g)|0)>>>0<d>>>0?c-d|0:g;f[((a+48|0)+8|0)>>2]=c+(0-e)|0;i=w-(e<<3)|0;f[m>>2]=i;f[(a+48|0)>>2]=h[(c+(0-e)|0)>>0]|h[(c+(0-e)|0)+1>>0]<<8|h[(c+(0-e)|0)+2>>0]<<16|h[(c+(0-e)|0)+3>>0]<<24;g=(c+(0-g)|0)>>>0<d>>>0&1;break}}while(0);c=f[n>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+32|0)+8|0)>>2]|0;e=f[((a+32|0)+12|0)>>2]|0;if(d>>>0>=(e+4|0)>>>0){f[((a+32|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[n>>2]=c&7;f[(a+32|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(e|0)){c=c>>>0<32?1:2;break}else{y=(d+(0-(c>>>3))|0)>>>0<e>>>0?d-e|0:c>>>3;f[((a+32|0)+8|0)>>2]=d+(0-y)|0;f[n>>2]=c-(y<<3);f[(a+32|0)>>2]=h[(d+(0-y)|0)>>0]|h[(d+(0-y)|0)+1>>0]<<8|h[(d+(0-y)|0)+2>>0]<<16|h[(d+(0-y)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<e>>>0&1;break}}while(0);g=c|g;c=f[o>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+16|0)+8|0)>>2]|0;e=f[((a+16|0)+12|0)>>2]|0;if(d>>>0>=(e+4|0)>>>0){f[((a+16|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[o>>2]=c&7;f[(a+16|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(e|0)){c=c>>>0<32?1:2;break}else{y=(d+(0-(c>>>3))|0)>>>0<e>>>0?d-e|0:c>>>3;f[((a+16|0)+8|0)>>2]=d+(0-y)|0;f[o>>2]=c-(y<<3);f[(a+16|0)>>2]=h[(d+(0-y)|0)>>0]|h[(d+(0-y)|0)+1>>0]<<8|h[(d+(0-y)|0)+2>>0]<<16|h[(d+(0-y)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<e>>>0&1;break}}while(0);e=g|c;do if(x>>>0>32)c=3;else{c=f[(a+8|0)>>2]|0;d=f[(a+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){c=c+(0-(x>>>3))|0;f[(a+8|0)>>2]=c;f[(a+4|0)>>2]=x&7;f[a>>2]=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=0;break}if((c|0)==(d|0)){c=x>>>0<32?1:2;break}else{y=x>>>3;g=(c+(0-y)|0)>>>0<d>>>0?c-d|0:y;f[(a+8|0)>>2]=c+(0-g)|0;f[(a+4|0)>>2]=x-(g<<3);f[a>>2]=h[(c+(0-g)|0)>>0]|h[(c+(0-g)|0)+1>>0]<<8|h[(c+(0-g)|0)+2>>0]<<16|h[(c+(0-g)|0)+3>>0]<<24;c=(c+(0-y)|0)>>>0<d>>>0&1;break}}while(0);if(!(v>>>0<((k+l|0)+-7|0)>>>0&(e|c|0)==0))break;g=f[(a+48|0)>>2]<<(i&31)>>>(0-j&31);i=h[((r+4|0)+(g<<2)|0)>>0]|h[((r+4|0)+(g<<2)|0)+1>>0]<<8;b[s>>0]=i;b[s+1>>0]=i>>8;f[m>>2]=(f[m>>2]|0)+(h[(r+4|0)+(g<<2)+2>>0]|0);g=s+(h[(r+4|0)+(g<<2)+3>>0]|0)|0;i=f[(a+32|0)>>2]<<(f[n>>2]&31)>>>(0-j&31);w=h[((r+4|0)+(i<<2)|0)>>0]|h[((r+4|0)+(i<<2)|0)+1>>0]<<8;b[t>>0]=w;b[t+1>>0]=w>>8;f[n>>2]=(f[n>>2]|0)+(h[(r+4|0)+(i<<2)+2>>0]|0);i=t+(h[(r+4|0)+(i<<2)+3>>0]|0)|0;w=f[(a+16|0)>>2]<<(f[o>>2]&31)>>>(0-j&31);y=h[((r+4|0)+(w<<2)|0)>>0]|h[((r+4|0)+(w<<2)|0)+1>>0]<<8;b[u>>0]=y;b[u+1>>0]=y>>8;f[o>>2]=(f[o>>2]|0)+(h[(r+4|0)+(w<<2)+2>>0]|0);w=u+(h[(r+4|0)+(w<<2)+3>>0]|0)|0;y=f[a>>2]<<(f[(a+4|0)>>2]&31)>>>(0-j&31);e=h[((r+4|0)+(y<<2)|0)>>0]|h[((r+4|0)+(y<<2)|0)+1>>0]<<8;b[v>>0]=e;b[v+1>>0]=e>>8;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+(h[(r+4|0)+(y<<2)+2>>0]|0);y=v+(h[(r+4|0)+(y<<2)+3>>0]|0)|0;e=f[(a+48|0)>>2]<<(f[m>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(e<<2)|0)>>0]|h[((r+4|0)+(e<<2)|0)+1>>0]<<8;b[g>>0]=x;b[g+1>>0]=x>>8;f[m>>2]=(f[m>>2]|0)+(h[(r+4|0)+(e<<2)+2>>0]|0);e=g+(h[(r+4|0)+(e<<2)+3>>0]|0)|0;g=f[(a+32|0)>>2]<<(f[n>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(g<<2)|0)>>0]|h[((r+4|0)+(g<<2)|0)+1>>0]<<8;b[i>>0]=x;b[i+1>>0]=x>>8;f[n>>2]=(f[n>>2]|0)+(h[(r+4|0)+(g<<2)+2>>0]|0);g=i+(h[(r+4|0)+(g<<2)+3>>0]|0)|0;i=f[(a+16|0)>>2]<<(f[o>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(i<<2)|0)>>0]|h[((r+4|0)+(i<<2)|0)+1>>0]<<8;b[w>>0]=x;b[w+1>>0]=x>>8;f[o>>2]=(f[o>>2]|0)+(h[(r+4|0)+(i<<2)+2>>0]|0);i=w+(h[(r+4|0)+(i<<2)+3>>0]|0)|0;w=f[a>>2]<<(f[(a+4|0)>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(w<<2)|0)>>0]|h[((r+4|0)+(w<<2)|0)+1>>0]<<8;b[y>>0]=x;b[y+1>>0]=x>>8;x=(f[(a+4|0)>>2]|0)+(h[(r+4|0)+(w<<2)+2>>0]|0)|0;f[(a+4|0)>>2]=x;s=e;t=g;u=i;v=y+(h[(r+4|0)+(w<<2)+3>>0]|0)|0;w=f[m>>2]|0}if(u>>>0>(q+((l+3|0)>>>2)|0)>>>0|(t>>>0>q>>>0|s>>>0>p>>>0))c=-11;else{otb(s,a+48|0,p,r+4|0,j&255);otb(t,a+32|0,q,r+4|0,j&255);otb(u,a+16|0,q+((l+3|0)>>>2)|0,r+4|0,j&255);otb(v,a,k+l|0,r+4|0,j&255);c=((f[m>>2]|0)==32?(f[((a+48|0)+8|0)>>2]|0)==(f[((a+48|0)+12|0)>>2]|0):0)&((f[n>>2]|0)==32?(f[((a+32|0)+8|0)>>2]|0)==(f[((a+32|0)+12|0)>>2]|0):0)&((f[o>>2]|0)==32?(f[((a+16|0)+8|0)>>2]|0)==(f[((a+16|0)+12|0)>>2]|0):0)&((f[(a+4|0)>>2]|0)==32?(f[(a+8|0)>>2]|0)==(f[(a+12|0)>>2]|0):0)?l:-11}f[a+144>>2]=s;f[a+152>>2]=t;f[a+160>>2]=u;f[a+168>>2]=v;f[a+272>>2]=c;f[a+472>>2]=w;f[a+616>>2]=x}
+function xz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=P1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18296;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Y1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=26064;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function yz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20916;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else h2(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=26108;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function zz(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262821;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262821)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262821)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Az(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=j;f[i+12>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Bz(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function Bz(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Cz(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Cz(a,b);return}function Cz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Dz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;i=f[a>>2]|0;d=e-i>>2;c=d+1|0;j=i;if(c>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-i|0;g=m>>1;g=m>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);c=h+(d<<2)|0;d=c;h=h+(g<<2)|0;f[c>>2]=f[b>>2];g=c+4|0;if((e|0)==(j|0))c=j;else{do{e=e+-4|0;m=f[e>>2]|0;f[e>>2]=0;f[c+-4>>2]=m;c=d+-4|0;d=c}while((e|0)!=(j|0));i=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=d;f[l>>2]=g;f[k>>2]=h;b=i;if((c|0)!=(b|0)){g=c;do{g=g+-4|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){c=f[h>>2]|0;if(c|0){e=h+4|0;d=f[e>>2]|0;if((d|0)!=(c|0)){do{m=d+-4|0;f[e>>2]=m;d=f[m>>2]|0;f[m>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[e>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}sOb(h)}}while((g|0)!=(b|0))}if(!i)return;sOb(i);return}function Ez(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;i=f[o>>2]|0;c=f[a>>2]|0;l=i-c>>5;d=l+1|0;j=c;if(d>>>0>134217727)AMb(a);n=a+8|0;h=(f[n>>2]|0)-c|0;m=h>>4;d=h>>5>>>0<67108863?(m>>>0<d>>>0?d:m):134217727;do if(!d)k=0;else if(d>>>0>134217727)vd();else{k=pOb(d<<5)|0;break}while(0);g=k+(l<<5)|0;c=g;m=k+(d<<5)|0;f[g>>2]=f[b>>2];d=k+(l<<5)+8|0;e=b+24|0;h=f[e>>2]|0;do if(!h){f[k+(l<<5)+24>>2]=0;d=i}else if((b+8|0)==(h|0)){f[k+(l<<5)+24>>2]=d;oh[f[(f[h>>2]|0)+12>>2]&1023](h,d);d=f[o>>2]|0;j=f[a>>2]|0;break}else{f[k+(l<<5)+24>>2]=h;f[e>>2]=0;d=i;break}while(0);k=g+32|0;if((d|0)==(j|0))g=d;else{do{e=d;d=d+-32|0;f[g+-32>>2]=f[d>>2];h=g+-24|0;b=e+-8|0;i=f[b>>2]|0;do if(!i)f[g+-8>>2]=0;else if((e+-24|0)==(i|0)){f[g+-8>>2]=h;l=f[b>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,h);break}else{f[g+-8>>2]=i;f[b>>2]=0;break}while(0);g=c+-32|0;c=g}while((d|0)!=(j|0));g=f[a>>2]|0}f[a>>2]=c;c=f[o>>2]|0;f[o>>2]=k;f[n>>2]=m;e=g;if((c|0)!=(e|0))do{d=f[c+-8>>2]|0;if((c+-24|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);c=c+-32|0}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Fz(a){a=a|0;sOb(a);return}function Gz(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17840;f[b+4>>2]=f[a+4>>2];return b|0}function Hz(a,b){a=a|0;b=b|0;f[b>>2]=17840;f[b+4>>2]=f[a+4>>2];return}function Iz(a){a=a|0;return}function Jz(a){a=a|0;sOb(a);return}function Kz(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function Lz(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62012?a+4|0:0)|0}function Mz(a){a=a|0;return 32}function Nz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Oz(a){a=a|0;sOb(a);return}function Pz(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=(b[c>>0]|0)!=0&1;d=c+1|0;return d|0}function Qz(a){a=a|0;return a+4|0}function Rz(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17688,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function Sz(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262822;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262822)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262822)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Tz(a){a=a|0;sOb(a);return}function Uz(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17908;f[b+4>>2]=f[a+4>>2];return b|0}function Vz(a,b){a=a|0;b=b|0;f[b>>2]=17908;f[b+4>>2]=f[a+4>>2];return}function Wz(a){a=a|0;return}function Xz(a){a=a|0;sOb(a);return}function Yz(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function Zz(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62294?a+4|0:0)|0}function _z(a){a=a|0;return 96}function $z(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aA(a){a=a|0;sOb(a);return}function bA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+8|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function cA(a){a=a|0;return a+8|0}function dA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;p[c>>3]=+p[a>>3];a=td(17776,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function eA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262823;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262823)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262823)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function fA(a){a=a|0;sOb(a);return}function gA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17976;f[b+4>>2]=f[a+4>>2];return b|0}function hA(a,b){a=a|0;b=b|0;f[b>>2]=17976;f[b+4>>2]=f[a+4>>2];return}function iA(a){a=a|0;return}function jA(a){a=a|0;sOb(a);return}function kA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function lA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62595?a+4|0:0)|0}function mA(a){a=a|0;return 168}function nA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function oA(a){a=a|0;sOb(a);return}function pA(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function qA(a){a=a|0;return a+4|0}function rA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17768,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function sA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262824;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262824)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262824)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function tA(a){a=a|0;sOb(a);return}function uA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18044;f[b+4>>2]=f[a+4>>2];return b|0}function vA(a,b){a=a|0;b=b|0;f[b>>2]=18044;f[b+4>>2]=f[a+4>>2];return}function wA(a){a=a|0;return}function xA(a){a=a|0;sOb(a);return}function yA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function zA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62896?a+4|0:0)|0}function AA(a){a=a|0;return 240}function BA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function CA(a){a=a|0;sOb(a);return}function DA(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function EA(a){a=a|0;return a+4|0}function FA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17736,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function GA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262825;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262825)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262825)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function HA(a){a=a|0;sOb(a);return}function IA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18112;f[b+4>>2]=f[a+4>>2];return b|0}function JA(a,b){a=a|0;b=b|0;f[b>>2]=18112;f[b+4>>2]=f[a+4>>2];return}function KA(a){a=a|0;return}function LA(a){a=a|0;sOb(a);return}function MA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function NA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==63229?a+4|0:0)|0}function OA(a){a=a|0;return 312}function PA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function QA(a){a=a|0;return}function RA(a){a=a|0;sOb(a);return}function SA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;if((d-c|0)<16){c=0;u=k;return c|0}h=a+40|0;i=h;e=c;g=i+16|0;do{b[i>>0]=b[e>>0]|0;i=i+1|0;e=e+1|0}while((i|0)<(g|0));e=c+16|0;if((d-e|0)<16){c=0;u=k;return c|0}d=a+60|0;i=d;g=i+16|0;do{b[i>>0]=b[e>>0]|0;i=i+1|0;e=e+1|0}while((i|0)<(g|0));i=a+4|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[h>>2]=f[j>>2];f[h+4>>2]=f[j+4>>2];f[h+8>>2]=f[j+8>>2];f[h+12>>2]=f[j+12>>2];a=a+20|0;f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];f[j+12>>2]=f[a+12>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[j>>2];f[d+4>>2]=f[j+4>>2];f[d+8>>2]=f[j+8>>2];f[d+12>>2]=f[j+12>>2];c=c+32|0;u=k;return c|0}function TA(a){a=a|0;return a+4|0}function UA(a){a=a|0;sOb(a);return}function VA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+4|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function WA(a){a=a|0;return a+4|0}function XA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;YA(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function YA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;a=pOb(16)|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[e>>2]=a;a=td(400,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);a=b+16|0;b=pOb(16)|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];f[b+12>>2]=f[a+12>>2];f[e>>2]=b;b=td(400,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function ZA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262826;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262826)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262826)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function _A(a){a=a|0;sOb(a);return}function $A(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18204;f[b+4>>2]=f[a+4>>2];return b|0}function aB(a,b){a=a|0;b=b|0;f[b>>2]=18204;f[b+4>>2]=f[a+4>>2];return}function bB(a){a=a|0;return}function cB(a){a=a|0;sOb(a);return}function dB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function eB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==63782?a+4|0:0)|0}function fB(a){a=a|0;return 424}function gB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function hB(a){a=a|0;f[a>>2]=18272;a=f[a+4>>2]|0;if(!a)return;sOb(a);return}function iB(a){a=a|0;var b=0;f[a>>2]=18272;b=f[a+4>>2]|0;if(!b){sOb(a);return}sOb(b);sOb(a);return}function jB(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;l=d;if((l-c|0)<4){n=0;return n|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;j=a+8|0;f[j>>2]=0;oB(n,m);if(!m){n=d;return n|0}k=a+20|0;i=a+12|0;g=0;while(1){if((l-d|0)<1){d=0;c=13;break}e=(b[d>>0]|0)!=0&1;b[k>>0]=e;d=d+1|0;c=f[j>>2]|0;a=f[i>>2]|0;if((c|0)==(a<<5|0)){if((c+1|0)<0){c=7;break}a=a<<6;e=c+32&-32;oB(n,c>>>0<1073741823?(a>>>0<e>>>0?e:a):2147483647);c=f[j>>2]|0;a=b[k>>0]|0}else a=e;f[j>>2]=c+1;e=(f[n>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(!(a<<24>>24))c=f[e>>2]&~c;else c=f[e>>2]|c;f[e>>2]=c;g=g+1|0;if(g>>>0>=m>>>0){c=13;break}}if((c|0)==7)AMb(n);else if((c|0)==13)return d|0;return 0}function kB(a){a=a|0;return a+4|0}function lB(a){a=a|0;f[a>>2]=18272;a=f[a+4>>2]|0;if(!a)return;sOb(a);return}function mB(a){a=a|0;yf()}function nB(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function oB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+16|0;c=j+8|0;d=j;h=a+8|0;if(f[h>>2]<<5>>>0>=b>>>0){u=j;return}f[g>>2]=0;i=g+4|0;f[i>>2]=0;e=g+8|0;f[e>>2]=0;if((b|0)<0)AMb(g);l=((b+-1|0)>>>5)+1|0;k=pOb(l<<2)|0;f[g>>2]=k;f[i>>2]=0;f[e>>2]=l;l=f[a>>2]|0;f[c>>2]=l;f[c+4>>2]=0;k=a+4|0;b=f[k>>2]|0;f[d>>2]=l+(b>>>5<<2);f[d+4>>2]=b&31;rB(g,c,d);b=f[a>>2]|0;f[a>>2]=f[g>>2];f[g>>2]=b;g=f[k>>2]|0;f[k>>2]=f[i>>2];f[i>>2]=g;i=f[h>>2]|0;f[h>>2]=f[e>>2];f[e>>2]=i;if(b|0)sOb(b);u=j;return}function pB(a){a=a|0;sOb(a);return}function qB(a){a=a|0;return a+4|0}function rB(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+24|0;k=o+16|0;l=o+8|0;n=o;e=a+4|0;p=f[e>>2]|0;m=f[b>>2]|0;d=f[b+4>>2]|0;i=f[c>>2]|0;g=f[c+4>>2]|0;h=i-m<<3;f[e>>2]=p-d+g+h;e=(f[a>>2]|0)+(p>>>5<<2)|0;c=p&31;b=e;if((d|0)!=(c|0)){f[j>>2]=m;f[j+4>>2]=d;f[k>>2]=i;f[k+4>>2]=g;f[l>>2]=b;f[l+4>>2]=c;sB(n,j,k,l);u=o;return}c=g-d+h|0;h=m;if((c|0)>0){if(!d){d=0;b=m}else{p=32-d|0;b=(c|0)<(p|0)?c:p;p=-1>>>(p-b|0)&-1<<d;f[e>>2]=f[e>>2]&~p|f[h>>2]&p;d=b+d|0;h=h+4|0;c=c-b|0;e=e+(d>>>5<<2)|0;d=d&31;b=h}g=(c|0)/32|0;cQb(e|0,b|0,g<<2|0)|0;a=c-(g<<5)|0;c=e+(g<<2)|0;b=c;if((a|0)>0){d=-1>>>(32-a|0);f[c>>2]=f[c>>2]&~d|f[h+(g<<2)>>2]&d;d=a}}f[n>>2]=b;f[n+4>>2]=d;u=o;return}function sB(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=f[b>>2]|0;m=b+4|0;e=f[m>>2]|0;i=((f[c>>2]|0)-l<<3)+(f[c+4>>2]|0)-e|0;c=l;if((i|0)<=0){b=d+4|0;d=f[d>>2]|0;f[a>>2]=d;d=a+4|0;a=f[b>>2]|0;f[d>>2]=a;return}if(!e){e=d+4|0;k=e;e=f[e>>2]|0}else{g=32-e|0;l=(i|0)<(g|0)?i:g;g=-1>>>(g-l|0)&-1<<e&f[c>>2];k=d+4|0;e=f[k>>2]|0;j=32-e|0;c=j>>>0<l>>>0?j:l;h=f[d>>2]|0;e=f[h>>2]&~(-1>>>(j-c|0)&-1<<e);f[h>>2]=e;j=f[k>>2]|0;n=f[m>>2]|0;f[h>>2]=(j>>>0>n>>>0?g<<j-n:g>>>(n-j|0))|e;e=(f[k>>2]|0)+c|0;h=h+(e>>>5<<2)|0;f[d>>2]=h;e=e&31;f[k>>2]=e;j=l-c|0;if((j|0)>0){e=f[h>>2]&~(-1>>>(32-j|0));f[h>>2]=e;f[h>>2]=e|g>>>((f[m>>2]|0)+c|0);f[k>>2]=j;e=j}c=(f[b>>2]|0)+4|0;f[b>>2]=c;i=i-l|0}l=32-e|0;g=-1<<e;if((i|0)>31){h=~g;j=~i;j=i+((j|0)>-64?j:-64)+32&-32;e=i;while(1){m=f[c>>2]|0;n=f[d>>2]|0;o=f[n>>2]&h;f[n>>2]=o;f[n>>2]=o|m<<f[k>>2];n=n+4|0;f[d>>2]=n;f[n>>2]=f[n>>2]&g|m>>>l;c=(f[b>>2]|0)+4|0;f[b>>2]=c;if((e|0)<=63)break;else e=e+-32|0}i=i+-32-j|0}if((i|0)<=0){n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}h=f[c>>2]&-1>>>(32-i|0);g=(l|0)<(i|0)?l:i;e=f[d>>2]|0;c=f[e>>2]&~(-1<<f[k>>2]&-1>>>(l-g|0));f[e>>2]=c;f[e>>2]=c|h<<f[k>>2];c=(f[k>>2]|0)+g|0;e=e+(c>>>5<<2)|0;f[d>>2]=e;f[k>>2]=c&31;c=i-g|0;if((c|0)<=0){n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}f[e>>2]=f[e>>2]&~(-1>>>(32-c|0))|h>>>g;f[k>>2]=c;n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}function tB(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;uB(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function uB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;d=g;e=nd()|0;f[a>>2]=e;a=f[b+4>>2]|0;if(!a){u=g;return}c=0;do{i=(f[(f[b>>2]|0)+(c>>>5<<2)>>2]&1<<(c&31)|0)!=0;f[d>>2]=c;h=td(17744,d|0)|0;f[d>>2]=i&1;i=td(17688,d|0)|0;sd(e|0,h|0,i|0);fd(i|0);fd(h|0);c=c+1|0}while((c|0)!=(a|0));u=g;return}function vB(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262827;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262827)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262827)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function wB(a){a=a|0;sOb(a);return}function xB(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18320;f[b+4>>2]=f[a+4>>2];return b|0}function yB(a,b){a=a|0;b=b|0;f[b>>2]=18320;f[b+4>>2]=f[a+4>>2];return}function zB(a){a=a|0;return}function AB(a){a=a|0;sOb(a);return}function BB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function CB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==64257?a+4|0:0)|0}function DB(a){a=a|0;return 528}function EB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function FB(a){a=a|0;var b=0,c=0;f[a>>2]=18388;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function GB(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18388;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function HB(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=d;if((l-c|0)<4){m=0;return m|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;k=a+4|0;g=f[k>>2]|0;j=a+8|0;c=f[j>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[j>>2]=c}i=a+12|0;if((f[i>>2]|0)-e>>2>>>0<m>>>0){if(m>>>0>1073741823)vd();c=c-e|0;e=pOb(m<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[k>>2]=e;f[j>>2]=e+(c>>2<<2);f[i>>2]=e+(m<<2);if(g|0)sOb(g)}else if(!m){m=d;return m|0}a=a+20|0;e=0;while(1){if((l-d|0)<4){d=0;c=18;break}g=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;d=d+4|0;c=f[j>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=g;f[j>>2]=c+4}else LB(k,a);e=e+1|0;if(e>>>0>=m>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function IB(a){a=a|0;return a+4|0}function JB(a){a=a|0;var b=0,c=0;f[a>>2]=18388;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function KB(a){a=a|0;yf()}function LB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function MB(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;NB(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function NB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17768,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function OB(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262828;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262828)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262828)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PB(a){a=a|0;sOb(a);return}function QB(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18412;f[b+4>>2]=f[a+4>>2];return b|0}function RB(a,b){a=a|0;b=b|0;f[b>>2]=18412;f[b+4>>2]=f[a+4>>2];return}function SB(a){a=a|0;return}function TB(a){a=a|0;sOb(a);return}function UB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function VB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==64675?a+4|0:0)|0}function WB(a){a=a|0;return 584}function XB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function YB(a){a=a|0;var b=0,c=0;f[a>>2]=18480;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-20-c|0)>>>0)/20|0)*20|0);sOb(c);return}function ZB(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18480;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b);sOb(a);return}function _B(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;if((d-c|0)<4){A=0;return A|0}A=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;z=a+4|0;k=f[z>>2]|0;y=a+8|0;e=f[y>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-20-g|0)>>>0)/20|0)*20|0)|0;f[y>>2]=e}j=e;x=a+12|0;if((((f[x>>2]|0)-g|0)/20|0)>>>0<A>>>0){if(A>>>0>214748364)vd();m=pOb(A*20|0)|0;i=m+(((j-g|0)/20|0)*20|0)|0;l=i;m=m+(A*20|0)|0;if((e|0)==(k|0)){g=l;e=j}else{g=l;do{v=e;e=e+-20|0;f[i+-20>>2]=f[e>>2];f[i+-16>>2]=f[v+-16>>2];f[i+-12>>2]=f[v+-12>>2];w=i+-8|0;v=v+-8|0;f[w>>2]=f[v>>2];b[w+4>>0]=b[v+4>>0]|0;i=g+-20|0;g=i}while((e|0)!=(k|0));e=f[z>>2]|0}f[z>>2]=g;f[y>>2]=l;f[x>>2]=m;if(e|0)sOb(e)}m=a+40|0;n=a+56|0;o=a+64|0;if(!A){A=c;return A|0}p=a+20|0;q=a+44|0;k=a+24|0;l=a+28|0;r=a+48|0;s=a+52|0;t=a+32|0;u=a+60|0;v=a+36|0;w=a+68|0;j=a+20|0;i=0;while(1){c=Sg[f[(f[m>>2]|0)+8>>2]&255](m,c,d)|0;if(!c){c=0;e=21;break}c=Sg[f[(f[n>>2]|0)+8>>2]&255](n,c,d)|0;if(!c){c=0;e=21;break}c=Sg[f[(f[o>>2]|0)+8>>2]&255](o,c,d)|0;if(!c){c=0;e=21;break}B=f[p>>2]|0;a=f[k>>2]|0;g=f[l>>2]|0;e=f[q>>2]|0;f[p>>2]=e;f[k>>2]=f[r>>2];f[l>>2]=f[s>>2];f[q>>2]=B;f[r>>2]=a;f[s>>2]=g;g=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=g;g=b[v>>0]|0;b[v>>0]=b[w>>0]|0;b[w>>0]=g;g=f[y>>2]|0;if(g>>>0<(f[x>>2]|0)>>>0){f[g>>2]=f[j>>2];f[g+4>>2]=f[j+4>>2];f[g+8>>2]=f[j+8>>2];f[g>>2]=e;f[g+4>>2]=f[k>>2];f[g+8>>2]=f[l>>2];B=g+12|0;f[B>>2]=f[t>>2];b[B+4>>0]=b[t+4>>0]|0;f[y>>2]=(f[y>>2]|0)+20}else mC(z,j);i=i+1|0;if(i>>>0>=A>>>0){e=21;break}}if((e|0)==21)return c|0;return 0}function $B(a){a=a|0;return a+4|0}function aC(a){a=a|0;var b=0,c=0;f[a>>2]=18480;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-20-c|0)>>>0)/20|0)*20|0);sOb(c);return}function bC(a){a=a|0;yf()}function cC(a){a=a|0;return}function dC(a){a=a|0;sOb(a);return}function eC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=a+24|0;e=a+40|0;g=a+48|0;c=Sg[f[(f[h>>2]|0)+8>>2]&255](h,c,d)|0;if(!c){h=0;return h|0}c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c,d)|0;if(!c){h=0;return h|0}c=Sg[f[(f[g>>2]|0)+8>>2]&255](g,c,d)|0;if(!c){h=0;return h|0}h=a+4|0;i=a+28|0;d=a+8|0;k=a+12|0;j=f[h>>2]|0;e=f[d>>2]|0;g=f[k>>2]|0;f[h>>2]=f[i>>2];h=a+32|0;f[d>>2]=f[h>>2];d=a+36|0;f[k>>2]=f[d>>2];f[i>>2]=j;f[h>>2]=e;f[d>>2]=g;d=a+16|0;g=a+44|0;h=f[d>>2]|0;f[d>>2]=f[g>>2];f[g>>2]=h;g=a+20|0;h=a+52|0;a=b[g>>0]|0;b[g>>0]=b[h>>0]|0;b[h>>0]=a;h=c;return h|0}function fC(a){a=a|0;return a+4|0}function gC(a){a=a|0;sOb(a);return}function hC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function iC(a){a=a|0;return a+4|0}function jC(a){a=a|0;sOb(a);return}function kC(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function lC(a){a=a|0;return a+4|0}function mC(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;d=f[o>>2]|0;e=f[a>>2]|0;j=(d-e|0)/20|0;h=j+1|0;m=e;g=d;if(h>>>0>214748364)AMb(a);n=a+8|0;k=((f[n>>2]|0)-e|0)/20|0;l=k<<1;h=k>>>0<107374182?(l>>>0<h>>>0?h:l):214748364;do if(!h)i=0;else if(h>>>0>214748364)vd();else{i=pOb(h*20|0)|0;break}while(0);k=i+(j*20|0)|0;e=k;l=i+(h*20|0)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k>>2]=f[c>>2];f[i+(j*20|0)+4>>2]=f[c+4>>2];f[i+(j*20|0)+8>>2]=f[c+8>>2];h=i+(j*20|0)+12|0;j=c+12|0;f[h>>2]=f[j>>2];b[h+4>>0]=b[j+4>>0]|0;h=k+20|0;if((g|0)!=(m|0)){d=k;do{j=g;g=g+-20|0;f[d+-20>>2]=f[g>>2];f[d+-16>>2]=f[j+-16>>2];f[d+-12>>2]=f[j+-12>>2];k=d+-8|0;j=j+-8|0;f[k>>2]=f[j>>2];b[k+4>>0]=b[j+4>>0]|0;d=e+-20|0;e=d}while((g|0)!=(m|0));d=f[a>>2]|0}f[a>>2]=e;f[o>>2]=h;f[n>>2]=l;if(!d)return;sOb(d);return}function nC(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;oC(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function oC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;c=g;i=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(i|0)/20|0;e=nd()|0;f[a>>2]=e;if(!i){u=g;return}a=0;do{k=f[b>>2]|0;i=pd()|0;f[c>>2]=h[k+(a*20|0)+16>>0];j=td(17704,c|0)|0;l=od(65491)|0;sd(i|0,l|0,j|0);fd(l|0);fd(j|0);j=od(65497)|0;l=pOb(12)|0;f[l>>2]=f[k+(a*20|0)>>2];f[l+4>>2]=f[k+(a*20|0)+4>>2];f[l+8>>2]=f[k+(a*20|0)+8>>2];f[c>>2]=l;l=td(872,c|0)|0;sd(i|0,j|0,l|0);fd(l|0);fd(j|0);j=od(65504)|0;f[c>>2]=f[k+(a*20|0)+12>>2];k=td(17768,c|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);f[c>>2]=a;j=td(17744,c|0)|0;sd(e|0,j|0,i|0);fd(j|0);fd(i|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function pC(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262829;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262829)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262829)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function qC(a){a=a|0;sOb(a);return}function rC(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18576;f[b+4>>2]=f[a+4>>2];return b|0}function sC(a,b){a=a|0;b=b|0;f[b>>2]=18576;f[b+4>>2]=f[a+4>>2];return}function tC(a){a=a|0;return}function uC(a){a=a|0;sOb(a);return}function vC(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function wC(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==66288?a+4|0:0)|0}function xC(a){a=a|0;return 904}function yC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function zC(a){a=a|0;var b=0,c=0;f[a>>2]=18644;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function AC(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18644;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);sOb(a);return}function BC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=d;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;l=a+4|0;g=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-32-e|0)>>>5)<<5)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-e>>5>>>0<n>>>0){if(n>>>0>134217727)vd();c=c-e|0;e=pOb(n<<5)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[l>>2]=e;f[k>>2]=e+(c>>5<<5);f[j>>2]=e+(n<<5);if(g|0)sOb(g)}else if(!n){n=d;return n|0}i=a+20|0;a=0;while(1){if((m-d|0)<32){d=0;c=18;break}c=i;e=d;g=c+32|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+32|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c+12>>2]=f[i+12>>2];f[c+16>>2]=f[i+16>>2];f[c+20>>2]=f[i+20>>2];f[c+24>>2]=f[i+24>>2];f[c+28>>2]=f[i+28>>2];f[k>>2]=(f[k>>2]|0)+32}else IC(l,i);a=a+1|0;if(a>>>0>=n>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function CC(a){a=a|0;return a+4|0}function DC(a){a=a|0;var b=0,c=0;f[a>>2]=18644;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function EC(a){a=a|0;yf()}function FC(a){a=a|0;sOb(a);return}function GC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<32){c=0;return c|0}a=a+4|0;d=c;e=a+32|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+32|0;return c|0}function HC(a){a=a|0;return a+4|0}function IC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>5;c=e+1|0;if(c>>>0>134217727)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>4;d=m>>5>>>0<67108863?(d>>>0<c>>>0?c:d):134217727;do if(!d){h=0;i=0}else if(d>>>0>134217727)vd();else{i=pOb(d<<5)|0;h=i;break}while(0);c=h+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+32;f[l>>2]=h+(d<<5);if(!j)return;sOb(j);return}function JC(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;KC(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function KC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>5;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{i=(f[b>>2]|0)+(a<<5)|0;h=pOb(32)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[h+12>>2]=f[i+12>>2];f[h+16>>2]=f[i+16>>2];f[h+20>>2]=f[i+20>>2];f[h+24>>2]=f[i+24>>2];f[h+28>>2]=f[i+28>>2];f[c>>2]=h;h=td(992,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function LC(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262830;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262830)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262830)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function MC(a){a=a|0;sOb(a);return}function NC(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18692;f[b+4>>2]=f[a+4>>2];return b|0}function OC(a,b){a=a|0;b=b|0;f[b>>2]=18692;f[b+4>>2]=f[a+4>>2];return}function PC(a){a=a|0;return}function QC(a){a=a|0;sOb(a);return}function RC(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function SC(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==67007?a+4|0:0)|0}function TC(a){a=a|0;return 1016}function UC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VC(a){a=a|0;var b=0,c=0;f[a>>2]=18760;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);return}function WC(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18760;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b);sOb(a);return}function XC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=d;if((s-c|0)<4){t=0;return t|0}t=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;r=a+4|0;j=f[r>>2]|0;q=a+8|0;c=f[q>>2]|0;g=j;if((c|0)!=(j|0)){c=c+(~(((c+-24-g|0)>>>0)/24|0)*24|0)|0;f[q>>2]=c}e=c;p=a+12|0;if((((f[p>>2]|0)-g|0)/24|0)>>>0<t>>>0){if(t>>>0>178956970)vd();i=pOb(t*24|0)|0;e=i+(((e-g|0)/24|0)*24|0)|0;g=e;i=i+(t*24|0)|0;if((c|0)==(j|0))c=g;else{do{o=e;e=e+-24|0;n=c;c=c+-24|0;f[e>>2]=f[c>>2];f[o+-20>>2]=f[n+-20>>2];f[o+-16>>2]=f[n+-16>>2];f[o+-12>>2]=f[n+-12>>2];f[o+-8>>2]=f[n+-8>>2];f[o+-4>>2]=f[n+-4>>2]}while((c|0)!=(j|0));c=e}f[r>>2]=c;f[q>>2]=g;f[p>>2]=i;if(j|0)sOb(j)}if(!t){t=d;return t|0}k=a+20|0;l=a+24|0;m=a+28|0;n=a+32|0;o=a+36|0;j=a+40|0;i=0;while(1){if((s-d|0)<24){d=0;c=19;break}c=k;e=d;g=c+24|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+24|0;c=f[q>>2]|0;if(c>>>0<(f[p>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];a=c+12|0;f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];f[a>>2]=f[n>>2];f[c+16>>2]=f[o>>2];f[c+20>>2]=f[j>>2];f[q>>2]=(f[q>>2]|0)+24}else cD(r,k);i=i+1|0;if(i>>>0>=t>>>0){c=19;break}}if((c|0)==19)return d|0;return 0}function YC(a){a=a|0;return a+4|0}function ZC(a){a=a|0;var b=0,c=0;f[a>>2]=18760;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);return}function _C(a){a=a|0;yf()}function $C(a){a=a|0;sOb(a);return}function aD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<24){c=0;return c|0}a=a+4|0;d=c;e=a+24|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+24|0;return c|0}function bD(a){a=a|0;return a+4|0}function cD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;d=i<<1;d=i>>>0<89478485?(d>>>0<c>>>0?c:d):178956970;do if(!d)g=0;else if(d>>>0>178956970)vd();else{g=pOb(d*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(d*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*24|0)+4>>2]=f[b+4>>2];f[g+(h*24|0)+8>>2]=f[b+8>>2];d=g+(h*24|0)+12|0;n=b+12|0;f[d>>2]=f[n>>2];f[d+4>>2]=f[n+4>>2];f[d+8>>2]=f[n+8>>2];f[d>>2]=f[n>>2];f[g+(h*24|0)+16>>2]=f[b+16>>2];f[g+(h*24|0)+20>>2]=f[b+20>>2];b=c+24|0;if((e|0)!=(j|0))while(1){d=c+-24|0;n=e;e=e+-24|0;f[d>>2]=f[e>>2];f[c+-20>>2]=f[n+-20>>2];f[c+-16>>2]=f[n+-16>>2];f[c+-12>>2]=f[n+-12>>2];f[c+-8>>2]=f[n+-8>>2];f[c+-4>>2]=f[n+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function dD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;eD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function eD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/24|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=f[b>>2]|0;h=pOb(24)|0;f[h>>2]=f[i+(a*24|0)>>2];f[h+4>>2]=f[i+(a*24|0)+4>>2];f[h+8>>2]=f[i+(a*24|0)+8>>2];f[h+12>>2]=f[i+(a*24|0)+12>>2];f[h+16>>2]=f[i+(a*24|0)+16>>2];f[h+20>>2]=f[i+(a*24|0)+20>>2];f[c>>2]=h;h=td(1112,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function fD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262831;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262831)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262831)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function gD(a){a=a|0;sOb(a);return}function hD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18808;f[b+4>>2]=f[a+4>>2];return b|0}function iD(a,b){a=a|0;b=b|0;f[b>>2]=18808;f[b+4>>2]=f[a+4>>2];return}function jD(a){a=a|0;return}function kD(a){a=a|0;sOb(a);return}function lD(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function mD(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==67696?a+4|0:0)|0}function nD(a){a=a|0;return 1144}function oD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function pD(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18876;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function qD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=18900;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))xD(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))xD(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function rD(a){a=a|0;return a+4|0}function sD(a){a=a|0;var b=0,c=0;f[a>>2]=18876;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function tD(a){a=a|0;yf()}function uD(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function vD(a){a=a|0;sOb(a);return}function wD(a){a=a|0;return a+4|0}function xD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function yD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function zD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function AD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262832;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262832)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262832)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BD(a){a=a|0;sOb(a);return}function CD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18924;f[b+4>>2]=f[a+4>>2];return b|0}function DD(a,b){a=a|0;b=b|0;f[b>>2]=18924;f[b+4>>2]=f[a+4>>2];return}function ED(a){a=a|0;return}function FD(a){a=a|0;sOb(a);return}function GD(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HD(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==68491?a+4|0:0)|0}function ID(a){a=a|0;return 1264}function JD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KD(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18992;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function LD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19016;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))SD(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))SD(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function MD(a){a=a|0;return a+4|0}function ND(a){a=a|0;var b=0,c=0;f[a>>2]=18992;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function OD(a){a=a|0;yf()}function PD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function QD(a){a=a|0;sOb(a);return}function RD(a){a=a|0;return a+4|0}function SD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function TD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;UD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function UD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function VD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262833;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262833)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262833)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function WD(a){a=a|0;sOb(a);return}function XD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19040;f[b+4>>2]=f[a+4>>2];return b|0}function YD(a,b){a=a|0;b=b|0;f[b>>2]=19040;f[b+4>>2]=f[a+4>>2];return}function ZD(a){a=a|0;return}function _D(a){a=a|0;sOb(a);return}function $D(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function aE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==69279?a+4|0:0)|0}function bE(a){a=a|0;return 1384}function cE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function dE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19108;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function eE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19132;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))lE(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))lE(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function fE(a){a=a|0;return a+4|0}function gE(a){a=a|0;var b=0,c=0;f[a>>2]=19108;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function hE(a){a=a|0;yf()}function iE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function jE(a){a=a|0;sOb(a);return}function kE(a){a=a|0;return a+4|0}function lE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function mE(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;nE(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function nE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function oE(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262834;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262834)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262834)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function pE(a){a=a|0;sOb(a);return}function qE(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19156;f[b+4>>2]=f[a+4>>2];return b|0}function rE(a,b){a=a|0;b=b|0;f[b>>2]=19156;f[b+4>>2]=f[a+4>>2];return}function sE(a){a=a|0;return}function tE(a){a=a|0;sOb(a);return}function uE(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==70068?a+4|0:0)|0}function wE(a){a=a|0;return 1504}function xE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yE(a){a=a|0;var b=0,c=0;f[a>>2]=19224;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function zE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19224;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function AE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=19248;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))GE(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))GE(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function BE(a){a=a|0;return a+4|0}function CE(a){a=a|0;yf()}function DE(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function EE(a){a=a|0;sOb(a);return}function FE(a){a=a|0;return a+4|0}function GE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function HE(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IE(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function JE(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262835;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262835)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262835)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KE(a){a=a|0;sOb(a);return}function LE(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19272;f[b+4>>2]=f[a+4>>2];return b|0}function ME(a,b){a=a|0;b=b|0;f[b>>2]=19272;f[b+4>>2]=f[a+4>>2];return}function NE(a){a=a|0;return}function OE(a){a=a|0;sOb(a);return}function PE(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==70863?a+4|0:0)|0}function RE(a){a=a|0;return 1624}function SE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TE(a){a=a|0;var b=0,c=0;f[a>>2]=19340;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function UE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19340;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function VE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19364;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))$E(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))$E(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function WE(a){a=a|0;return a+4|0}function XE(a){a=a|0;yf()}function YE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function ZE(a){a=a|0;sOb(a);return}function _E(a){a=a|0;return a+4|0}function $E(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function aF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function cF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262836;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262836)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262836)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dF(a){a=a|0;sOb(a);return}function eF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19388;f[b+4>>2]=f[a+4>>2];return b|0}function fF(a,b){a=a|0;b=b|0;f[b>>2]=19388;f[b+4>>2]=f[a+4>>2];return}function gF(a){a=a|0;return}function hF(a){a=a|0;sOb(a);return}function iF(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jF(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==71654?a+4|0:0)|0}function kF(a){a=a|0;return 1744}function lF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mF(a){a=a|0;var b=0,c=0;f[a>>2]=19456;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-64-c|0)>>>6)<<6);sOb(c);return}function nF(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19456;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-64-b|0)>>>6)<<6);sOb(b);sOb(a);return}function oF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;C=d;if((C-c|0)<4){D=0;return D|0}D=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;B=a+4|0;c=f[B>>2]|0;A=a+8|0;e=f[A>>2]|0;if((e|0)!=(c|0))f[A>>2]=e+(~((e+-64-c|0)>>>6)<<6);vF(B,D);if(!D){D=d;return D|0}k=a+20|0;l=a+12|0;m=a+24|0;n=a+28|0;o=a+32|0;p=a+36|0;q=a+40|0;r=a+44|0;s=a+48|0;t=a+52|0;u=a+56|0;v=a+60|0;w=a+64|0;x=a+68|0;y=a+72|0;z=a+76|0;j=a+80|0;e=0;while(1){if((C-d|0)<64){d=0;c=11;break}a=k;g=d;i=a+64|0;do{b[a>>0]=b[g>>0]|0;a=a+1|0;g=g+1|0}while((a|0)<(i|0));d=d+64|0;c=f[A>>2]|0;if(c>>>0<(f[l>>2]|0)>>>0){a=c;g=k;i=a+64|0;do{f[a>>2]=f[g>>2];a=a+4|0;g=g+4|0}while((a|0)<(i|0));f[c>>2]=f[k>>2];f[c+4>>2]=f[m>>2];f[c+8>>2]=f[n>>2];f[c+12>>2]=f[o>>2];f[c+16>>2]=f[p>>2];f[c+20>>2]=f[q>>2];f[c+24>>2]=f[r>>2];f[c+28>>2]=f[s>>2];f[c+32>>2]=f[t>>2];f[c+36>>2]=f[u>>2];f[c+40>>2]=f[v>>2];f[c+44>>2]=f[w>>2];f[c+48>>2]=f[x>>2];f[c+52>>2]=f[y>>2];f[c+56>>2]=f[z>>2];f[c+60>>2]=f[j>>2];f[A>>2]=(f[A>>2]|0)+64}else wF(B,k);e=e+1|0;if(e>>>0>=D>>>0){c=11;break}}if((c|0)==11)return d|0;return 0}function pF(a){a=a|0;return a+4|0}function qF(a){a=a|0;var b=0,c=0;f[a>>2]=19456;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-64-c|0)>>>6)<<6);sOb(c);return}function rF(a){a=a|0;yf()}function sF(a){a=a|0;sOb(a);return}function tF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<64){c=0;return c|0}a=a+4|0;d=c;e=a+64|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+64|0;return c|0}function uF(a){a=a|0;return a+4|0}function vF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+8|0;c=f[a>>2]|0;g=c;if((f[j>>2]|0)-c>>6>>>0>=b>>>0)return;k=a+4|0;if(b>>>0>67108863)vd();d=f[k>>2]|0;h=pOb(b<<6)|0;e=h+(d-c>>6<<6)|0;i=e;h=h+(b<<6)|0;b=d;if((b|0)==(g|0))b=i;else{d=b+-64-c|0;c=b;b=e;do{l=b;b=b+-64|0;m=c;c=c+-64|0;f[b>>2]=f[c>>2];f[l+-60>>2]=f[m+-60>>2];f[l+-56>>2]=f[m+-56>>2];f[l+-52>>2]=f[m+-52>>2];f[l+-48>>2]=f[m+-48>>2];f[l+-44>>2]=f[m+-44>>2];f[l+-40>>2]=f[m+-40>>2];f[l+-36>>2]=f[m+-36>>2];f[l+-32>>2]=f[m+-32>>2];f[l+-28>>2]=f[m+-28>>2];f[l+-24>>2]=f[m+-24>>2];f[l+-20>>2]=f[m+-20>>2];f[l+-16>>2]=f[m+-16>>2];f[l+-12>>2]=f[m+-12>>2];f[l+-8>>2]=f[m+-8>>2];f[l+-4>>2]=f[m+-4>>2]}while((c|0)!=(g|0));b=e+(~(d>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=i;f[j>>2]=h;if(!c)return;sOb(c);return}function wF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;c=f[a>>2]|0;i=(f[k>>2]|0)-c>>6;d=i+1|0;if(d>>>0>67108863)AMb(a);l=a+8|0;j=(f[l>>2]|0)-c|0;c=j>>5;c=j>>6>>>0<33554431?(c>>>0<d>>>0?d:c):67108863;do if(!c)h=0;else if(c>>>0>67108863)vd();else{h=pOb(c<<6)|0;break}while(0);d=h+(i<<6)|0;j=h+(c<<6)|0;c=d;e=b;g=c+64|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));f[d>>2]=f[b>>2];f[h+(i<<6)+4>>2]=f[b+4>>2];f[h+(i<<6)+8>>2]=f[b+8>>2];f[h+(i<<6)+12>>2]=f[b+12>>2];f[h+(i<<6)+16>>2]=f[b+16>>2];f[h+(i<<6)+20>>2]=f[b+20>>2];f[h+(i<<6)+24>>2]=f[b+24>>2];f[h+(i<<6)+28>>2]=f[b+28>>2];f[h+(i<<6)+32>>2]=f[b+32>>2];f[h+(i<<6)+36>>2]=f[b+36>>2];f[h+(i<<6)+40>>2]=f[b+40>>2];f[h+(i<<6)+44>>2]=f[b+44>>2];f[h+(i<<6)+48>>2]=f[b+48>>2];f[h+(i<<6)+52>>2]=f[b+52>>2];f[h+(i<<6)+56>>2]=f[b+56>>2];f[h+(i<<6)+60>>2]=f[b+60>>2];h=d+64|0;b=f[a>>2]|0;e=f[k>>2]|0;c=b;if((e|0)!=(b|0)){g=e+-64-c|0;c=e;e=d;do{i=e;e=e+-64|0;m=c;c=c+-64|0;f[e>>2]=f[c>>2];f[i+-60>>2]=f[m+-60>>2];f[i+-56>>2]=f[m+-56>>2];f[i+-52>>2]=f[m+-52>>2];f[i+-48>>2]=f[m+-48>>2];f[i+-44>>2]=f[m+-44>>2];f[i+-40>>2]=f[m+-40>>2];f[i+-36>>2]=f[m+-36>>2];f[i+-32>>2]=f[m+-32>>2];f[i+-28>>2]=f[m+-28>>2];f[i+-24>>2]=f[m+-24>>2];f[i+-20>>2]=f[m+-20>>2];f[i+-16>>2]=f[m+-16>>2];f[i+-12>>2]=f[m+-12>>2];f[i+-8>>2]=f[m+-8>>2];f[i+-4>>2]=f[m+-4>>2]}while((c|0)!=(b|0));d=d+(~(g>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=d;f[k>>2]=h;f[l>>2]=j;if(!c)return;sOb(c);return}function xF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;yF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function yF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>6;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}e=0;do{j=f[b>>2]|0;h=pOb(64)|0;f[h>>2]=f[j+(e<<6)>>2];f[h+4>>2]=f[j+(e<<6)+4>>2];f[h+8>>2]=f[j+(e<<6)+8>>2];f[h+12>>2]=f[j+(e<<6)+12>>2];f[h+16>>2]=f[j+(e<<6)+16>>2];f[h+20>>2]=f[j+(e<<6)+20>>2];f[h+24>>2]=f[j+(e<<6)+24>>2];f[h+28>>2]=f[j+(e<<6)+28>>2];f[h+32>>2]=f[j+(e<<6)+32>>2];f[h+36>>2]=f[j+(e<<6)+36>>2];f[h+40>>2]=f[j+(e<<6)+40>>2];f[h+44>>2]=f[j+(e<<6)+44>>2];f[h+48>>2]=f[j+(e<<6)+48>>2];f[h+52>>2]=f[j+(e<<6)+52>>2];f[h+56>>2]=f[j+(e<<6)+56>>2];f[h+60>>2]=f[j+(e<<6)+60>>2];f[c>>2]=h;h=td(1952,c|0)|0;j=f[a>>2]|0;f[c>>2]=e;i=td(17744,c|0)|0;sd(j|0,i|0,h|0);fd(i|0);fd(h|0);e=e+1|0}while((e|0)!=(d|0));u=g;return}function zF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262837;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262837)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262837)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function AF(a){a=a|0;sOb(a);return}function BF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19504;f[b+4>>2]=f[a+4>>2];return b|0}function CF(a,b){a=a|0;b=b|0;f[b>>2]=19504;f[b+4>>2]=f[a+4>>2];return}function DF(a){a=a|0;return}function EF(a){a=a|0;sOb(a);return}function FF(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function GF(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==72975?a+4|0:0)|0}function HF(a){a=a|0;return 1984}function IF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function JF(a){a=a|0;var b=0,c=0;f[a>>2]=19572;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function KF(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19572;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function LF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19596;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))RF(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))RF(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function MF(a){a=a|0;return a+4|0}function NF(a){a=a|0;yf()}function OF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function PF(a){a=a|0;sOb(a);return}function QF(a){a=a|0;return a+4|0}function RF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function SF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;TF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function TF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function UF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262838;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262838)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262838)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VF(a){a=a|0;sOb(a);return}function WF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19620;f[b+4>>2]=f[a+4>>2];return b|0}function XF(a,b){a=a|0;b=b|0;f[b>>2]=19620;f[b+4>>2]=f[a+4>>2];return}function YF(a){a=a|0;return}function ZF(a){a=a|0;sOb(a);return}function _F(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $F(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==73771?a+4|0:0)|0}function aG(a){a=a|0;return 2104}function bG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cG(a){a=a|0;var b=0,c=0;f[a>>2]=19688;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function dG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19688;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function eG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19712;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))kG(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))kG(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function fG(a){a=a|0;return a+4|0}function gG(a){a=a|0;yf()}function hG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function iG(a){a=a|0;sOb(a);return}function jG(a){a=a|0;return a+4|0}function kG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function lG(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;mG(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function mG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function nG(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262839;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262839)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262839)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function oG(a){a=a|0;return}function pG(a){a=a|0;sOb(a);return}function qG(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19736;f[b+4>>2]=f[a+4>>2];return b|0}function rG(a,b){a=a|0;b=b|0;f[b>>2]=19736;f[b+4>>2]=f[a+4>>2];return}function sG(a){a=a|0;return}function tG(a){a=a|0;sOb(a);return}function uG(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vG(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==74567?a+4|0:0)|0}function wG(a){a=a|0;return 2224}function xG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19804;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function zG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19828;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))GG(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))GG(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function AG(a){a=a|0;return a+4|0}function BG(a){a=a|0;var b=0,c=0;f[a>>2]=19804;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function CG(a){a=a|0;yf()}function DG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function EG(a){a=a|0;sOb(a);return}function FG(a){a=a|0;return a+4|0}function GG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function HG(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IG(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function JG(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262840;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262840)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262840)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KG(a){a=a|0;sOb(a);return}function LG(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19852;f[b+4>>2]=f[a+4>>2];return b|0}function MG(a,b){a=a|0;b=b|0;f[b>>2]=19852;f[b+4>>2]=f[a+4>>2];return}function NG(a){a=a|0;return}function OG(a){a=a|0;sOb(a);return}function PG(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QG(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==75363?a+4|0:0)|0}function RG(a){a=a|0;return 2344}function SG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TG(a){a=a|0;var b=0,c=0;f[a>>2]=19920;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function UG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19920;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function VG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=19944;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))$G(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))$G(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function WG(a){a=a|0;return a+4|0}function XG(a){a=a|0;yf()}function YG(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function ZG(a){a=a|0;sOb(a);return}function _G(a){a=a|0;return a+4|0}function $G(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function aH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function cH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262841;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262841)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262841)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dH(a){a=a|0;sOb(a);return}function eH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19968;f[b+4>>2]=f[a+4>>2];return b|0}function fH(a,b){a=a|0;b=b|0;f[b>>2]=19968;f[b+4>>2]=f[a+4>>2];return}function gH(a){a=a|0;return}function hH(a){a=a|0;sOb(a);return}function iH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==76159?a+4|0:0)|0}function kH(a){a=a|0;return 2464}function lH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mH(a){a=a|0;var b=0,c=0;f[a>>2]=20036;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function nH(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20036;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function oH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=20060;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))uH(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))uH(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function pH(a){a=a|0;return a+4|0}function qH(a){a=a|0;yf()}function rH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function sH(a){a=a|0;sOb(a);return}function tH(a){a=a|0;return a+4|0}function uH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function vH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;wH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function wH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function xH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262842;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262842)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262842)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yH(a){a=a|0;sOb(a);return}function zH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20084;f[b+4>>2]=f[a+4>>2];return b|0}function AH(a,b){a=a|0;b=b|0;f[b>>2]=20084;f[b+4>>2]=f[a+4>>2];return}function BH(a){a=a|0;return}function CH(a){a=a|0;sOb(a);return}function DH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==76956?a+4|0:0)|0}function FH(a){a=a|0;return 2584}function GH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HH(a){a=a|0;var b=0,c=0;f[a>>2]=20152;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function IH(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20152;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function JH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=20176;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))PH(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))PH(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function KH(a){a=a|0;return a+4|0}function LH(a){a=a|0;yf()}function MH(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NH(a){a=a|0;sOb(a);return}function OH(a){a=a|0;return a+4|0}function PH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function QH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;RH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function RH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function SH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262843;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262843)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262843)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TH(a){a=a|0;sOb(a);return}function UH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20200;f[b+4>>2]=f[a+4>>2];return b|0}function VH(a,b){a=a|0;b=b|0;f[b>>2]=20200;f[b+4>>2]=f[a+4>>2];return}function WH(a){a=a|0;return}function XH(a){a=a|0;sOb(a);return}function YH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==77760?a+4|0:0)|0}function _H(a){a=a|0;return 2704}function $H(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20268;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function bI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=20292;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))iI(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))iI(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function cI(a){a=a|0;return a+4|0}function dI(a){a=a|0;var b=0,c=0;f[a>>2]=20268;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function eI(a){a=a|0;yf()}function fI(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function gI(a){a=a|0;sOb(a);return}function hI(a){a=a|0;return a+4|0}function iI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function jI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;kI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function kI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function lI(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262844;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262844)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262844)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function mI(a){a=a|0;sOb(a);return}function nI(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20316;f[b+4>>2]=f[a+4>>2];return b|0}function oI(a,b){a=a|0;b=b|0;f[b>>2]=20316;f[b+4>>2]=f[a+4>>2];return}function pI(a){a=a|0;return}function qI(a){a=a|0;sOb(a);return}function rI(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function sI(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==78546?a+4|0:0)|0}function tI(a){a=a|0;return 2824}function uI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function vI(a){a=a|0;var b=0,c=0;f[a>>2]=20384;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function wI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20384;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);sOb(a);return}function xI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=d;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;l=a+4|0;g=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-16-e|0)>>>4)<<4)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-e>>4>>>0<n>>>0){if(n>>>0>268435455)vd();c=c-e|0;e=pOb(n<<4)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[l>>2]=e;f[k>>2]=e+(c>>4<<4);f[j>>2]=e+(n<<4);if(g|0)sOb(g)}else if(!n){n=d;return n|0}i=a+20|0;a=0;while(1){if((m-d|0)<16){d=0;c=18;break}c=i;e=d;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+16|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c+12>>2]=f[i+12>>2];f[k>>2]=(f[k>>2]|0)+16}else BI(l,i);a=a+1|0;if(a>>>0>=n>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function yI(a){a=a|0;return a+4|0}function zI(a){a=a|0;var b=0,c=0;f[a>>2]=20384;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function AI(a){a=a|0;yf()}function BI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function CI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;DI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function DI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>4;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{i=(f[b>>2]|0)+(a<<4)|0;h=pOb(16)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[h+12>>2]=f[i+12>>2];f[c>>2]=h;h=td(400,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function EI(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262845;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262845)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262845)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FI(a){a=a|0;sOb(a);return}function GI(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20408;f[b+4>>2]=f[a+4>>2];return b|0}function HI(a,b){a=a|0;b=b|0;f[b>>2]=20408;f[b+4>>2]=f[a+4>>2];return}function II(a){a=a|0;return}function JI(a){a=a|0;sOb(a);return}function KI(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LI(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==79010?a+4|0:0)|0}function MI(a){a=a|0;return 2880}function NI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OI(a){a=a|0;var b=0,c=0;f[a>>2]=20476;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function PI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20476;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function QI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=d;if((n-c|0)<4){o=0;return o|0}o=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;m=a+4|0;j=f[m>>2]|0;l=a+8|0;c=f[l>>2]|0;e=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-e|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}k=a+12|0;if((((f[k>>2]|0)-e|0)/12|0)>>>0<o>>>0){if(o>>>0>357913941)vd();c=c-e|0;e=pOb(o*12|0)|0;g=e+(((c|0)/12|0)*12|0)|0;i=g+(((c|0)/-12|0)*12|0)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[m>>2]=i;f[l>>2]=g;f[k>>2]=e+(o*12|0);if(j|0)sOb(j)}else if(!o){o=d;return o|0}j=a+20|0;i=0;while(1){if((n-d|0)<12){d=0;c=18;break}c=j;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[l>>2]|0;if(c>>>0<(f[k>>2]|0)>>>0){f[c>>2]=f[j>>2];f[c+4>>2]=f[j+4>>2];f[c+8>>2]=f[j+8>>2];f[l>>2]=(f[l>>2]|0)+12}else XI(m,j);i=i+1|0;if(i>>>0>=o>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function RI(a){a=a|0;return a+4|0}function SI(a){a=a|0;var b=0,c=0;f[a>>2]=20476;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function TI(a){a=a|0;yf()}function UI(a){a=a|0;sOb(a);return}function VI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function WI(a){a=a|0;return a+4|0}function XI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function YI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;ZI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function ZI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/12|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=(f[b>>2]|0)+(a*12|0)|0;h=pOb(12)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[c>>2]=h;h=td(2968,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function _I(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262846;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262846)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262846)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $I(a){a=a|0;sOb(a);return}function aJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20524;f[b+4>>2]=f[a+4>>2];return b|0}function bJ(a,b){a=a|0;b=b|0;f[b>>2]=20524;f[b+4>>2]=f[a+4>>2];return}function cJ(a){a=a|0;return}function dJ(a){a=a|0;sOb(a);return}function eJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==79652?a+4|0:0)|0}function gJ(a){a=a|0;return 2992}function hJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iJ(a){a=a|0;var b=0,c=0;f[a>>2]=20592;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function jJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20592;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function kJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d;if((p-c|0)<4){q=0;return q|0}q=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;o=a+4|0;j=f[o>>2]|0;n=a+8|0;c=f[n>>2]|0;g=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-g|0)>>>0)/12|0)*12|0)|0;f[n>>2]=c}e=c;m=a+12|0;if((((f[m>>2]|0)-g|0)/12|0)>>>0<q>>>0){if(q>>>0>357913941)vd();i=pOb(q*12|0)|0;e=i+(((e-g|0)/12|0)*12|0)|0;g=e;i=i+(q*12|0)|0;if((c|0)==(j|0))c=g;else{do{l=e;e=e+-12|0;k=c;c=c+-12|0;f[e>>2]=f[c>>2];f[l+-8>>2]=f[k+-8>>2];f[l+-4>>2]=f[k+-4>>2]}while((c|0)!=(j|0));c=e}f[o>>2]=c;f[n>>2]=g;f[m>>2]=i;if(j|0)sOb(j)}if(!q){q=d;return q|0}k=a+20|0;l=a+24|0;j=a+28|0;i=0;while(1){if((p-d|0)<12){d=0;c=19;break}c=k;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[n>>2]|0;if(c>>>0<(f[m>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[j>>2];f[n>>2]=(f[n>>2]|0)+12}else oJ(o,k);i=i+1|0;if(i>>>0>=q>>>0){c=19;break}}if((c|0)==19)return d|0;return 0}function lJ(a){a=a|0;return a+4|0}function mJ(a){a=a|0;var b=0,c=0;f[a>>2]=20592;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function nJ(a){a=a|0;yf()}function oJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function pJ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;qJ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function qJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/12|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=f[b>>2]|0;h=pOb(12)|0;f[h>>2]=f[i+(a*12|0)>>2];f[h+4>>2]=f[i+(a*12|0)+4>>2];f[h+8>>2]=f[i+(a*12|0)+8>>2];f[c>>2]=h;h=td(872,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function rJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262847;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262847)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262847)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sJ(a){a=a|0;sOb(a);return}function tJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20616;f[b+4>>2]=f[a+4>>2];return b|0}function uJ(a,b){a=a|0;b=b|0;f[b>>2]=20616;f[b+4>>2]=f[a+4>>2];return}function vJ(a){a=a|0;return}function wJ(a){a=a|0;sOb(a);return}function xJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==80193?a+4|0:0)|0}function zJ(a){a=a|0;return 3048}function AJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BJ(a){a=a|0;var b=0,c=0;f[a>>2]=20684;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function CJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20684;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);sOb(a);return}function DJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;q=d;if((q-c|0)<4){r=0;return r|0}r=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;p=a+4|0;m=f[p>>2]|0;o=a+8|0;c=f[o>>2]|0;l=m;if((c|0)!=(m|0)){c=c+(~((c+-16-l|0)>>>4)<<4)|0;f[o>>2]=c}e=c;n=a+12|0;if((f[n>>2]|0)-l>>4>>>0<r>>>0){if(r>>>0>268435455)vd();k=pOb(r<<4)|0;g=k+(e-l>>4<<4)|0;j=g;k=k+(r<<4)|0;if((c|0)==(m|0))c=j;else{i=c+-16|0;e=g;do{s=e;e=e+-16|0;t=c;c=c+-16|0;f[e>>2]=f[c>>2];f[s+-12>>2]=f[t+-12>>2];f[s+-8>>2]=f[t+-8>>2];f[s+-4>>2]=f[t+-4>>2]}while((c|0)!=(m|0));c=g+(~((i-l|0)>>>4)<<4)|0}f[p>>2]=c;f[o>>2]=j;f[n>>2]=k;if(m|0)sOb(m)}if(!r){t=d;return t|0}k=a+20|0;l=a+24|0;m=a+28|0;j=a+32|0;i=0;while(1){if((q-d|0)<16){d=0;c=20;break}c=k;e=d;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+16|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];f[c+12>>2]=f[j>>2];f[o>>2]=(f[o>>2]|0)+16}else KJ(p,k);i=i+1|0;if(i>>>0>=r>>>0){c=20;break}}if((c|0)==20)return d|0;return 0}function EJ(a){a=a|0;return a+4|0}function FJ(a){a=a|0;var b=0,c=0;f[a>>2]=20684;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function GJ(a){a=a|0;yf()}function HJ(a){a=a|0;sOb(a);return}function IJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+4|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function JJ(a){a=a|0;return a+4|0}function KJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c>>2]=f[b>>2];f[g+(h<<4)+4>>2]=f[b+4>>2];f[g+(h<<4)+8>>2]=f[b+8>>2];f[g+(h<<4)+12>>2]=f[b+12>>2];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;n=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[n+-12>>2];f[h+-8>>2]=f[n+-8>>2];f[h+-4>>2]=f[n+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function LJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;b=h;c=(f[a+4>>2]|0)-(f[a>>2]|0)>>4;d=nd()|0;e=d;if(!c){g=f[64564]|0;fd(g|0);f[64564]=e;fd(0);u=h;return}g=0;do{j=f[a>>2]|0;i=pOb(16)|0;f[i>>2]=f[j+(g<<4)>>2];f[i+4>>2]=f[j+(g<<4)+4>>2];f[i+8>>2]=f[j+(g<<4)+8>>2];f[i+12>>2]=f[j+(g<<4)+12>>2];f[b>>2]=i;i=td(3256,b|0)|0;f[b>>2]=g;j=td(17744,b|0)|0;sd(d|0,j|0,i|0);fd(j|0);fd(i|0);g=g+1|0}while((g|0)!=(c|0));j=f[64564]|0;fd(j|0);f[64564]=e;fd(0);u=h;return}function MJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262848;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262848)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262848)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function NJ(a){a=a|0;sOb(a);return}function OJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20732;f[b+4>>2]=f[a+4>>2];return b|0}function PJ(a,b){a=a|0;b=b|0;f[b>>2]=20732;f[b+4>>2]=f[a+4>>2];return}function QJ(a){a=a|0;return}function RJ(a){a=a|0;sOb(a);return}function SJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function TJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==81477?a+4|0:0)|0}function UJ(a){a=a|0;return 3288}function VJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function WJ(a){a=a|0;var b=0,c=0;f[a>>2]=20800;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function XJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20800;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function YJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=d;if((l-c|0)<4){m=0;return m|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;k=a+4|0;g=f[k>>2]|0;j=a+8|0;c=f[j>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[j>>2]=c}i=a+12|0;if((f[i>>2]|0)-e>>2>>>0<m>>>0){if(m>>>0>1073741823)vd();c=c-e|0;e=pOb(m<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[k>>2]=e;f[j>>2]=e+(c>>2<<2);f[i>>2]=e+(m<<2);if(g|0)sOb(g)}else if(!m){m=d;return m|0}a=a+20|0;e=0;while(1){if((l-d|0)<4){d=0;c=18;break}g=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;d=d+4|0;c=f[j>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=g;f[j>>2]=c+4}else aK(k,a);e=e+1|0;if(e>>>0>=m>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function ZJ(a){a=a|0;return a+4|0}function _J(a){a=a|0;var b=0,c=0;f[a>>2]=20800;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function $J(a){a=a|0;yf()}function aK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function bK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;cK(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function cK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function dK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262849;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262849)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262849)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function eK(a){a=a|0;sOb(a);return}function fK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20824;f[b+4>>2]=f[a+4>>2];return b|0}function gK(a,b){a=a|0;b=b|0;f[b>>2]=20824;f[b+4>>2]=f[a+4>>2];return}function hK(a){a=a|0;return}function iK(a){a=a|0;sOb(a);return}function jK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function kK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==81862?a+4|0:0)|0}function lK(a){a=a|0;return 3344}function mK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function nK(a){a=a|0;var b=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b)return;a=a+8|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function oK(a){a=a|0;var b=0,c=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function pK(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=d;if((p-c|0)<4){r=0;return r|0}q=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;r=a+4|0;g=f[r>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){f[o>>2]=g;c=e}n=a+12|0;if(((f[n>>2]|0)-e|0)>>>0<q>>>0){c=c-e|0;e=pOb(q)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[r>>2]=e;f[o>>2]=e+c;f[n>>2]=e+q;if(g|0)sOb(g)}else if(!q){r=d;return r|0}m=a+20|0;k=0;while(1){if((p-d|0)<1){d=0;c=23;break}l=b[d>>0]|0;b[m>>0]=l;d=d+1|0;c=f[o>>2]|0;j=f[n>>2]|0;e=j;if(c>>>0<j>>>0){b[c>>0]=l;f[o>>2]=(f[o>>2]|0)+1}else{j=f[r>>2]|0;a=c-j|0;c=a+1|0;i=j;if((c|0)<0){c=15;break}e=e-j|0;g=e<<1;c=e>>>0<1073741823?(g>>>0<c>>>0?c:g):2147483647;if(!c)g=0;else g=pOb(c)|0;e=g+a|0;b[e>>0]=l;if((a|0)>0)bQb(g|0,i|0,a|0)|0;f[r>>2]=g;f[o>>2]=e+1;f[n>>2]=g+c;if(j|0)sOb(i)}k=k+1|0;if(k>>>0>=q>>>0){c=23;break}}if((c|0)==15)AMb(r);else if((c|0)==23)return d|0;return 0}function qK(a){a=a|0;return a+4|0}function rK(a){a=a|0;var b=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b)return;a=a+8|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function sK(a){a=a|0;yf()}function tK(a){a=a|0;sOb(a);return}function uK(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function vK(a){a=a|0;return a+4|0}function wK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;xK(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function xK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)|0;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=h[(f[b>>2]|0)+a>>0];i=td(17704,c|0)|0;f[c>>2]=a;j=td(17744,c|0)|0;sd(e|0,j|0,i|0);fd(j|0);fd(i|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function yK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262850;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262850)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262850)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function zK(a){a=a|0;sOb(a);return}function AK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20940;f[b+4>>2]=f[a+4>>2];return b|0}function BK(a,b){a=a|0;b=b|0;f[b>>2]=20940;f[b+4>>2]=f[a+4>>2];return}function CK(a){a=a|0;return}function DK(a){a=a|0;sOb(a);return}function EK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function FK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==82350?a+4|0:0)|0}function GK(a){a=a|0;return 3448}function HK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function IK(a){a=a|0;sOb(a);return}function JK(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function KK(a){a=a|0;return a+4|0}function LK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function MK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262851;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262851)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262851)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function NK(a){a=a|0;sOb(a);return}function OK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21008;f[b+4>>2]=f[a+4>>2];return b|0}function PK(a,b){a=a|0;b=b|0;f[b>>2]=21008;f[b+4>>2]=f[a+4>>2];return}function QK(a){a=a|0;return}function RK(a){a=a|0;sOb(a);return}function SK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function TK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==82828?a+4|0:0)|0}function UK(a){a=a|0;return 3520}function VK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function WK(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21052;f[a+36>>2]=19340;b=f[a+40>>2]|0;if(b|0){c=a+44|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21076;d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function XK(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21052;f[a+36>>2]=19340;b=f[a+40>>2]|0;if(b|0){c=a+44|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21076;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function YK(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;e=a+36|0;g=d;if((g-c|0)<1){i=0;return i|0}i=b[c>>0]|0;c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c+1|0,d)|0;if(!c){i=0;return i|0}if((g-c|0)<8){i=0;return i|0}d=c+8|0;if((g-d|0)<8){i=0;return i|0}j=c;k=j;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;g=d;e=g;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=g+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[a+4>>0]=i;i=a+8|0;d=a+40|0;l=f[i>>2]|0;f[i>>2]=f[d>>2];f[d>>2]=l;d=a+12|0;l=a+44|0;i=f[d>>2]|0;f[d>>2]=f[l>>2];f[l>>2]=i;l=a+16|0;i=a+48|0;d=f[l>>2]|0;f[l>>2]=f[i>>2];f[i>>2]=d;i=a+20|0;f[i>>2]=k;f[i+4>>2]=j;i=a+28|0;f[i>>2]=e;f[i+4>>2]=g;i=c+16|0;return i|0}function ZK(a){a=a|0;return a+4|0}function _K(a){a=a|0;var b=0,c=0;f[a>>2]=21076;c=f[a+8>>2]|0;if(!c)return;a=a+12|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function $K(a){a=a|0;yf()}function aL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;g=od(83077)|0;f[e>>2]=h[b>>0];a=td(3560,e|0)|0;sd(d|0,g|0,a|0);fd(a|0);fd(g|0);bF(e,b+4|0);g=od(83082)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);a=nd()|0;f[e>>2]=f[b+16>>2];g=td(17744,e|0)|0;f[e>>2]=0;i=td(17736,e|0)|0;sd(a|0,i|0,g|0);fd(i|0);fd(g|0);f[e>>2]=f[b+20>>2];g=td(17744,e|0)|0;f[e>>2]=1;i=td(17736,e|0)|0;sd(a|0,i|0,g|0);fd(i|0);fd(g|0);g=od(83094)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);cL(e,b+24|0);a=od(83105)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function cL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function dL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262852;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262852)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262852)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function eL(a){a=a|0;sOb(a);return}function fL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21100;f[b+4>>2]=f[a+4>>2];return b|0}function gL(a,b){a=a|0;b=b|0;f[b>>2]=21100;f[b+4>>2]=f[a+4>>2];return}function hL(a){a=a|0;return}function iL(a){a=a|0;sOb(a);return}function jL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function kL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==83333?a+4|0:0)|0}function lL(a){a=a|0;return 3584}function mL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function nL(a){a=a|0;sOb(a);return}function oL(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function pL(a){a=a|0;return a+4|0}function qL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function rL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262853;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262853)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262853)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sL(a){a=a|0;sOb(a);return}function tL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21168;f[b+4>>2]=f[a+4>>2];return b|0}function uL(a,b){a=a|0;b=b|0;f[b>>2]=21168;f[b+4>>2]=f[a+4>>2];return}function vL(a){a=a|0;return}function wL(a){a=a|0;sOb(a);return}function xL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==83845?a+4|0:0)|0}function zL(a){a=a|0;return 3656}function AL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21212;f[a+72>>2]=19108;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19108;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19108;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21236;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function CL(a){a=a|0;BL(a);sOb(a);return}function DL(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function EL(a){a=a|0;return a+4|0}function FL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21236;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function GL(a){a=a|0;yf()}function HL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;nE(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);nE(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);nE(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function JL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262854;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262854)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262854)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KL(a){a=a|0;sOb(a);return}function LL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21260;f[b+4>>2]=f[a+4>>2];return b|0}function ML(a,b){a=a|0;b=b|0;f[b>>2]=21260;f[b+4>>2]=f[a+4>>2];return}function NL(a){a=a|0;return}function OL(a){a=a|0;sOb(a);return}function PL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==84411?a+4|0:0)|0}function RL(a){a=a|0;return 3712}function SL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21304;f[a+72>>2]=19340;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19340;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19340;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21328;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function UL(a){a=a|0;TL(a);sOb(a);return}function VL(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function WL(a){a=a|0;return a+4|0}function XL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21328;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function YL(a){a=a|0;yf()}function ZL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;_L(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function _L(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;bF(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);bF(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);bF(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function $L(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262855;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262855)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262855)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function aM(a){a=a|0;sOb(a);return}function bM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21352;f[b+4>>2]=f[a+4>>2];return b|0}function cM(a,b){a=a|0;b=b|0;f[b>>2]=21352;f[b+4>>2]=f[a+4>>2];return}function dM(a){a=a|0;return}function eM(a){a=a|0;sOb(a);return}function fM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function gM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==84922?a+4|0:0)|0}function hM(a){a=a|0;return 3768}function iM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function jM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21396;f[a+72>>2]=21468;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=21468;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=21468;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21420;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function kM(a){a=a|0;jM(a);sOb(a);return}function lM(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function mM(a){a=a|0;return a+4|0}function nM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21420;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function oM(a){a=a|0;yf()}function pM(a){a=a|0;var b=0,c=0;f[a>>2]=21468;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function qM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21468;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function rM(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=21492;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))xM(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))xM(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function sM(a){a=a|0;return a+4|0}function tM(a){a=a|0;yf()}function uM(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function vM(a){a=a|0;sOb(a);return}function wM(a){a=a|0;return a+4|0}function xM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function yM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;e=b;c=pd()|0;zM(e,a);d=od(84160)|0;g=f[e>>2]|0;sd(c|0,d|0,g|0);fd(d|0);fd(g|0);zM(e,a+12|0);g=od(84179)|0;d=f[e>>2]|0;sd(c|0,g|0,d|0);fd(g|0);fd(d|0);zM(e,a+24|0);d=od(84192)|0;a=f[e>>2]|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function zM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function AM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262856;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262856)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262856)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BM(a){a=a|0;sOb(a);return}function CM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21516;f[b+4>>2]=f[a+4>>2];return b|0}function DM(a,b){a=a|0;b=b|0;f[b>>2]=21516;f[b+4>>2]=f[a+4>>2];return}function EM(a){a=a|0;return}function FM(a){a=a|0;sOb(a);return}function GM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==85883?a+4|0:0)|0}function IM(a){a=a|0;return 3920}function JM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21560;f[a+72>>2]=19572;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19572;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19572;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21584;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function LM(a){a=a|0;KM(a);sOb(a);return}function MM(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function NM(a){a=a|0;return a+4|0}function OM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21584;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function PM(a){a=a|0;yf()}function QM(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;RM(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function RM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;TF(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);TF(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);TF(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function SM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262857;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262857)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262857)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TM(a){a=a|0;sOb(a);return}function UM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21608;f[b+4>>2]=f[a+4>>2];return b|0}function VM(a,b){a=a|0;b=b|0;f[b>>2]=21608;f[b+4>>2]=f[a+4>>2];return}function WM(a){a=a|0;return}function XM(a){a=a|0;sOb(a);return}function YM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==86398?a+4|0:0)|0}function _M(a){a=a|0;return 3976}function $M(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21652;f[a+72>>2]=19688;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19688;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19688;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21676;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function bN(a){a=a|0;aN(a);sOb(a);return}function cN(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function dN(a){a=a|0;return a+4|0}function eN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21676;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function fN(a){a=a|0;yf()}function gN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;hN(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function hN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;mG(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);mG(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);mG(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function iN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262858;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262858)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262858)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jN(a){a=a|0;sOb(a);return}function kN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21700;f[b+4>>2]=f[a+4>>2];return b|0}function lN(a,b){a=a|0;b=b|0;f[b>>2]=21700;f[b+4>>2]=f[a+4>>2];return}function mN(a){a=a|0;return}function nN(a){a=a|0;sOb(a);return}function oN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==86913?a+4|0:0)|0}function qN(a){a=a|0;return 4032}function rN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21744;f[a+72>>2]=19804;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19804;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19804;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21768;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function tN(a){a=a|0;sN(a);sOb(a);return}
+function Du(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=125;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Eu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=124;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Fu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=126;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Gu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=127;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Hu(a,c,d){a=+a;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;k=(f[64571]|0)+k|0;b[k>>0]=162;b[k+1>>0]=0;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;n[s>>2]=a;b[g>>0]=b[s>>0];b[g+1>>0]=b[s+1>>0];b[g+2>>0]=b[s+2>>0];b[g+3>>0]=b[s+3>>0];g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;k=(f[64571]|0)+k|0;n[s>>2]=c;b[k>>0]=b[s>>0];b[k+1>>0]=b[s+1>>0];b[k+2>>0]=b[s+2>>0];b[k+3>>0]=b[s+3>>0];k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+g>>0]=d;d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Iu(a,c){a=+a;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=163;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;n[s>>2]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=c;c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ju(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=164;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ku(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=165;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Lu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=166;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Mu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=167;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Nu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=168;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ou(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=169;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Pu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=170;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Qu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=171;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ru(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=172;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Su(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=173;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Tu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=174;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Uu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=175;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Vu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=176;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Wu(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=177;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,55,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Xu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=178;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Yu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=179;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Zu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=180;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function _u(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=181;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function $u(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=182;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=a;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;c=d;l=f[c>>2]|0;c=f[c+4>>2]|0;a=(f[64571]|0)+a|0;d=a;b[d>>0]=l;b[d+1>>0]=l>>8;b[d+2>>0]=l>>16;b[d+3>>0]=l>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,55,e,63,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function av(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=183;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;n[s>>2]=c;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function bv(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=184;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function cv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+64|0;m=k+44|0;n=k+40|0;l=k+48|0;i=k+20|0;g=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;f[g>>2]=d;f[g+4>>2]=e;d=g+8|0;f[d>>2]=0;e=g+12|0;f[e>>2]=0;f[g+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;a=(f[64571]|0)+a|0;b[a>>0]=185;b[a+1>>0]=0;bha(258284,i);bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function dv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=186;b[a+1>>0]=0;bha(258284,h);a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,12,k)|0;e=(f[64571]|0)+e|0;a=d;c=e+12|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ev(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=187;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function fv(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;k=m+8|0;j=m+4|0;h=m;f[k>>2]=a;f[k+4>>2]=c;i=k+8|0;f[i>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=188;b[r>>0]=82;mha(258284,r,q,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,27,j,0,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~(((c+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=m;return}function gv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=192;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function hv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=193;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function iv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=194;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function jv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=195;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function kv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=196;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=197;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function mv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=198;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function nv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;h=k+4|0;i=k;j=k+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[i>>2]=m;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[i>>2]=l;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;m=(f[64571]|0)+m|0;b[m>>0]=199;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[i>>2]=m;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[i>>2]=l;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+a>>0]=c;c=f[64572]|0;a=c-(f[64571]|0)|0;f[i>>2]=c;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;c=a-(f[64571]|0)|0;f[i>>2]=a;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,12,j)|0;c=(f[64571]|0)+c|0;a=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(a|0));e=f[64572]|0;c=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,12,j)|0;c=(f[64571]|0)+c|0;e=g;a=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(a|0));e=f[64571]|0;pc(e|0,e+((f[64572]|0)-e)|0);e=f[64571]|0;if((f[64572]|0)==(e|0)){u=k;return}f[64572]=e;u=k;return}function ov(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=200;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,55,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function pv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;i=n+60|0;j=n+48|0;k=n+64|0;g=n;l=n+56|0;m=n+52|0;E8(g,c);c=f[d>>2]|0;f[l>>2]=c;kd(c|0);c=f[e>>2]|0;f[m>>2]=c;kd(c|0);c=f[64572]|0;e=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;c=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=201;b[c+1>>0]=0;c=f[64572]|0;e=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,48,k)|0;c=f[64571]|0;e=c+e|0;h=e+48|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));e=f[64572]|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,48,k)|0;d=f[64571]|0;e=d+(e-c)|0;g=a;h=e+48|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));c=(f[64570]|0)+1|0;f[64570]=c;a=f[64572]|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(a-d)|0;b[k>>0]=c;b[k+1>>0]=c>>8;b[k+2>>0]=c>>16;b[k+3>>0]=c>>24;Xga(c,90,l,0,m);c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=n;return}f[64572]=c;m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=n;return}function qv(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;l=m+8|0;j=m+4|0;h=m;f[l>>2]=a;f[l+4>>2]=c;i=l+8|0;f[i>>2]=0;k=l+12|0;f[k>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=0;b[r>>0]=82;nha(258284,r,q,l);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,j,0,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}if((f[k>>2]|0)!=(a|0))f[k>>2]=a;sOb(a);u=m;return}function rv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=2;b[g+1>>0]=0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=a;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,c,55,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function sv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=3;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function tv(a,c,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;w=u;u=u+96|0;y=w+76|0;z=w+72|0;x=w+82|0;G=w+80|0;E=w+68|0;D=w+64|0;B=w+60|0;A=w+56|0;F=w+52|0;C=w+44|0;t=w+20|0;r=w;p=w+48|0;q=w+40|0;f[t>>2]=a;f[t+4>>2]=c;s=t+8|0;f[s>>2]=0;v=t+12|0;f[v>>2]=0;f[t+16>>2]=0;f[r>>2]=e;f[r+4>>2]=g;e=r+8|0;f[e>>2]=0;g=r+12|0;f[g>>2]=0;f[r+16>>2]=0;a=f[n>>2]|0;f[p>>2]=a;kd(a|0);a=f[o>>2]|0;f[q>>2]=a;kd(a|0);f[E>>2]=i;f[D>>2]=j;f[B>>2]=l;f[A>>2]=m;f[F>>2]=h;f[C>>2]=k;d[G>>1]=202;l=f[64572]|0;a=l-(f[64571]|0)|0;f[z>>2]=l;b[x>>0]=0;f[y>>2]=f[z>>2];Zga(258284,y,1,x)|0;b[(f[64571]|0)+a>>0]=82;oha(258284,G,t,r,F,E,D,C,B,A);a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;m=l-(f[64571]|0)|0;f[z>>2]=l;b[x>>0]=0;f[y>>2]=f[z>>2];Zga(258284,y,4,x)|0;m=(f[64571]|0)+m|0;b[m>>0]=a;b[m+1>>0]=a>>8;b[m+2>>0]=a>>16;b[m+3>>0]=a>>24;Xga(a,59,p,29,q);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[q>>2]|0);fd(f[p>>2]|0);a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){c=f[r>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(a|0){if((f[g>>2]|0)!=(a|0))f[g>>2]=a;sOb(a)}a=f[s>>2]|0;if((a|0)==(f[v>>2]|0)){c=f[t>>2]|0;if(c){tOb(c);a=f[s>>2]|0}}if(!a){u=w;return}if((f[v>>2]|0)!=(a|0))f[v>>2]=a;sOb(a);u=w;return}function uv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=203;b[a+1>>0]=0;hha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,32,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function vv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=204;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,63,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function wv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=205;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,33,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function xv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=206;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,8,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function yv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=207;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,23,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function zv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=208;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,23,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Av(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=209;b[e+1>>0]=0;iha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,16,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+16|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,14,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Bv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=210;b[e+1>>0]=0;iha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,16,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+16|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,14,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Cv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;h=f[64572]|0;k=h-(f[64571]|0)|0;f[i>>2]=h;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,1,j)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;h=k-(f[64571]|0)|0;f[i>>2]=k;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,2,j)|0;h=(f[64571]|0)+h|0;b[h>>0]=211;b[h+1>>0]=0;h=f[64572]|0;k=h-(f[64571]|0)|0;f[i>>2]=h;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,64,j)|0;h=f[64571]|0;k=h+k|0;e=k+64|0;do{b[k>>0]=b[a>>0]|0;k=k+1|0;a=a+1|0}while((k|0)<(e|0));a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;f[i>>2]=k;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,4,j)|0;k=(f[64571]|0)+(k-h)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,68,c,0,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Dv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=212;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,68,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ev(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=213;b[a+1>>0]=0;pha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,35,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Fv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=214;b[a+1>>0]=0;pha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,15,h,16,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Gv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=215;b[e+1>>0]=0;pha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,64,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,16,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Hv(a,c,d,e,g,h,i,j,k,l,m,n,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;var q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;B=u;u=u+112|0;D=B+92|0;E=B+84|0;C=B+96|0;z=B+60|0;x=B+40|0;t=B+20|0;s=B;q=B+88|0;r=B+80|0;f[z>>2]=g;f[z+4>>2]=h;y=z+8|0;f[y>>2]=0;A=z+12|0;f[A>>2]=0;f[z+16>>2]=0;f[x>>2]=i;f[x+4>>2]=j;v=x+8|0;f[v>>2]=0;w=x+12|0;f[w>>2]=0;f[x+16>>2]=0;f[t>>2]=k;f[t+4>>2]=l;k=t+8|0;f[k>>2]=0;l=t+12|0;f[l>>2]=0;f[t+16>>2]=0;f[s>>2]=m;f[s+4>>2]=n;i=s+8|0;f[i>>2]=0;j=s+12|0;f[j>>2]=0;f[s+16>>2]=0;g=f[o>>2]|0;f[q>>2]=g;kd(g|0);p=f[p>>2]|0;f[r>>2]=p;kd(p|0);p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,1,C)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;p=g-(f[64571]|0)|0;f[E>>2]=g;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,2,C)|0;p=(f[64571]|0)+p|0;b[p>>0]=216;b[p+1>>0]=0;p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;p=g-(f[64571]|0)|0;f[E>>2]=g;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;p=(f[64571]|0)+p|0;b[p>>0]=c;b[p+1>>0]=c>>8;b[p+2>>0]=c>>16;b[p+3>>0]=c>>24;p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[E>>2]=d;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;qha(258284,z,x,t,s);g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[E>>2]=d;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;e=(f[64571]|0)+e|0;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;Xga(g,70,q,0,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)!=(g|0))f[64572]=g;fd(f[r>>2]|0);fd(f[q>>2]|0);g=f[i>>2]|0;if((g|0)==(f[j>>2]|0)){h=f[s>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(g|0){h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[k>>2]|0;if((g|0)==(f[l>>2]|0)){h=f[t>>2]|0;if(h){tOb(h);g=f[k>>2]|0}}if(g|0){h=f[l>>2]|0;if((h|0)!=(g|0))f[l>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[v>>2]|0;if((g|0)==(f[w>>2]|0)){h=f[x>>2]|0;if(h){tOb(h);g=f[v>>2]|0}}if(g|0){h=f[w>>2]|0;if((h|0)!=(g|0))f[w>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[y>>2]|0;if((g|0)==(f[A>>2]|0)){h=f[z>>2]|0;if(h){tOb(h);g=f[y>>2]|0}}if(!g){u=B;return}h=f[A>>2]|0;if((h|0)!=(g|0))f[A>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g);u=B;return}function Iv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=217;b[a+1>>0]=0;sha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,36,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Jv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;e=u;u=u+16|0;j=e+4|0;k=e;i=e+8|0;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;l=g-(f[64571]|0)|0;f[k>>2]=g;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=218;b[l+1>>0]=0;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;l=a;m=l;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;a=(f[64571]|0)+g|0;g=a;b[g>>0]=m;b[g+1>>0]=m>>8;b[g+2>>0]=m>>16;b[g+3>>0]=m>>24;a=a+4|0;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,39,c,40,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Kv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;g=u;u=u+16|0;j=g+4|0;k=g;i=g+8|0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;n=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;n=(f[64571]|0)+n|0;b[n>>0]=219;b[n+1>>0]=0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;l=(f[64571]|0)+l|0;m=l;b[m>>0]=n;b[m+1>>0]=n>>8;b[m+2>>0]=n>>16;b[m+3>>0]=n>>24;l=l+4|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;c=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,25,d,70,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Lv(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=220;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;tha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,27,k,70,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Mv(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;D=u;u=u+112|0;F=D+92|0;G=D+80|0;E=D+96|0;B=D+60|0;z=D+40|0;w=D+20|0;v=D;s=D+88|0;t=D+84|0;f[B>>2]=i;f[B+4>>2]=j;A=B+8|0;f[A>>2]=0;C=B+12|0;f[C>>2]=0;f[B+16>>2]=0;f[z>>2]=k;f[z+4>>2]=l;x=z+8|0;f[x>>2]=0;y=z+12|0;f[y>>2]=0;f[z+16>>2]=0;f[w>>2]=m;f[w+4>>2]=n;m=w+8|0;f[m>>2]=0;n=w+12|0;f[n>>2]=0;f[w+16>>2]=0;f[v>>2]=o;f[v+4>>2]=p;k=v+8|0;f[k>>2]=0;l=v+12|0;f[l>>2]=0;f[v+16>>2]=0;i=f[q>>2]|0;f[s>>2]=i;kd(i|0);i=f[r>>2]|0;f[t>>2]=i;kd(i|0);i=f[64572]|0;r=i-(f[64571]|0)|0;f[G>>2]=i;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,1,E)|0;b[(f[64571]|0)+r>>0]=82;r=f[64572]|0;i=r-(f[64571]|0)|0;f[G>>2]=r;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,2,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=221;b[i+1>>0]=0;i=f[64572]|0;r=i-(f[64571]|0)|0;f[G>>2]=i;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,8,E)|0;r=(f[64571]|0)+r|0;i=r;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;r=r+4|0;b[r>>0]=c;b[r+1>>0]=c>>8;b[r+2>>0]=c>>16;b[r+3>>0]=c>>24;r=f[64572]|0;i=r-(f[64571]|0)|0;f[G>>2]=r;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=d;b[i+1>>0]=d>>8;b[i+2>>0]=d>>16;b[i+3>>0]=d>>24;d=f[64572]|0;i=d-(f[64571]|0)|0;f[G>>2]=d;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=e;b[i+1>>0]=e>>8;b[i+2>>0]=e>>16;b[i+3>>0]=e>>24;e=f[64572]|0;i=e-(f[64571]|0)|0;f[G>>2]=e;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;g=f[64572]|0;i=g-(f[64571]|0)|0;f[G>>2]=g;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=h;b[i+1>>0]=h>>8;b[i+2>>0]=h>>16;b[i+3>>0]=h>>24;qha(258284,B,z,w,v);i=(f[64570]|0)+1|0;f[64570]=i;g=f[64572]|0;h=g-(f[64571]|0)|0;f[G>>2]=g;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;h=(f[64571]|0)+h|0;b[h>>0]=i;b[h+1>>0]=i>>8;b[h+2>>0]=i>>16;b[h+3>>0]=i>>24;Xga(i,55,s,41,t);i=f[64571]|0;pc(i|0,i+((f[64572]|0)-i)|0);i=f[64571]|0;if((f[64572]|0)!=(i|0))f[64572]=i;fd(f[t>>2]|0);fd(f[s>>2]|0);i=f[k>>2]|0;if((i|0)==(f[l>>2]|0)){j=f[v>>2]|0;if(j){tOb(j);i=f[k>>2]|0}}if(i|0){j=f[l>>2]|0;if((j|0)!=(i|0))f[l>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[m>>2]|0;if((i|0)==(f[n>>2]|0)){j=f[w>>2]|0;if(j){tOb(j);i=f[m>>2]|0}}if(i|0){j=f[n>>2]|0;if((j|0)!=(i|0))f[n>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[x>>2]|0;if((i|0)==(f[y>>2]|0)){j=f[z>>2]|0;if(j){tOb(j);i=f[x>>2]|0}}if(i|0){j=f[y>>2]|0;if((j|0)!=(i|0))f[y>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[A>>2]|0;if((i|0)==(f[C>>2]|0)){j=f[B>>2]|0;if(j){tOb(j);i=f[A>>2]|0}}if(!i){u=D;return}j=f[C>>2]|0;if((j|0)!=(i|0))f[C>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i);u=D;return}function Nv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=222;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ov(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=223;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Pv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=224;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Qv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=225;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Rv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=226;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;g=u;u=u+16|0;j=g+4|0;k=g;i=g+8|0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;n=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;n=(f[64571]|0)+n|0;b[n>>0]=227;b[n+1>>0]=0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;l=(f[64571]|0)+l|0;m=l;b[m>>0]=n;b[m+1>>0]=n>>8;b[m+2>>0]=n>>16;b[m+3>>0]=n>>24;l=l+4|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;l=c;m=l;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;a=(f[64571]|0)+a|0;c=a;b[c>>0]=m;b[c+1>>0]=m>>8;b[c+2>>0]=m>>16;b[c+3>>0]=m>>24;a=a+4|0;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;c=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,54,d,18,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Tv(a,c,d,e,g,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;j=u;u=u+16|0;l=j+4|0;m=j;k=j+8|0;p=f[64572]|0;n=p-(f[64571]|0)|0;f[m>>2]=p;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+n>>0]=82;n=f[64572]|0;p=n-(f[64571]|0)|0;f[m>>2]=n;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;p=(f[64571]|0)+p|0;b[p>>0]=228;b[p+1>>0]=0;p=f[64572]|0;n=p-(f[64571]|0)|0;f[m>>2]=p;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,8,k)|0;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;n=(f[64571]|0)+n|0;o=n;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;n=n+4|0;b[n>>0]=a;b[n+1>>0]=a>>8;b[n+2>>0]=a>>16;b[n+3>>0]=a>>24;n=f[64572]|0;a=n-(f[64571]|0)|0;f[m>>2]=n;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,8,k)|0;a=d;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;d=(f[64571]|0)+c|0;c=d;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;d=d+4|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=f[64572]|0;a=d-(f[64571]|0)|0;f[m>>2]=d;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[m>>2]=d;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,54,g,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=j;return}f[64572]=a;u=j;return}function Uv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;m=n+8|0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,m)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=229;b[i+1>>0]=0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,m)|0;i=a;o=i;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=(f[64571]|0)+j|0;a=j;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;j=j+4|0;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=c;b[i+1>>0]=c>>8;b[i+2>>0]=c>>16;b[i+3>>0]=c>>24;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,48,m)|0;i=f[64571]|0;j=i+j|0;a=d;c=j+48|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;o=f[64572]|0;f[l>>2]=o;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;o=(f[64571]|0)+(o-i)|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;Xga(a,54,e,73,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=n;return}f[64572]=a;u=n;return}function Vv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;m=n+8|0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,m)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=230;b[i+1>>0]=0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,m)|0;i=a;o=i;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=(f[64571]|0)+j|0;a=j;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;j=j+4|0;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=c;b[i+1>>0]=c>>8;b[i+2>>0]=c>>16;b[i+3>>0]=c>>24;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,48,m)|0;i=f[64571]|0;j=i+j|0;a=d;c=j+48|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;o=f[64572]|0;f[l>>2]=o;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;o=(f[64571]|0)+(o-i)|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;Xga(a,54,e,73,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=n;return}f[64572]=a;u=n;return}function Wv(a,c,d,e,g,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0,q=0,r=0,s=0;m=u;u=u+16|0;o=m+4|0;p=m;n=m+8|0;s=f[64572]|0;r=s-(f[64571]|0)|0;f[p>>2]=s;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+r>>0]=82;r=f[64572]|0;s=r-(f[64571]|0)|0;f[p>>2]=r;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;s=(f[64571]|0)+s|0;b[s>>0]=231;b[s+1>>0]=0;s=f[64572]|0;r=s-(f[64571]|0)|0;f[p>>2]=s;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;s=a;s=h[s>>0]|h[s+1>>0]<<8|h[s+2>>0]<<16|h[s+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;r=(f[64571]|0)+r|0;q=r;b[q>>0]=s;b[q+1>>0]=s>>8;b[q+2>>0]=s>>16;b[q+3>>0]=s>>24;r=r+4|0;b[r>>0]=a;b[r+1>>0]=a>>8;b[r+2>>0]=a>>16;b[r+3>>0]=a>>24;r=f[64572]|0;a=r-(f[64571]|0)|0;f[p>>2]=r;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;r=c;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;c=c+4|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=(f[64571]|0)+a|0;q=a;b[q>>0]=r;b[q+1>>0]=r>>8;b[q+2>>0]=r>>16;b[q+3>>0]=r>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;a=d;q=a;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;c=(f[64571]|0)+c|0;d=c;b[d>>0]=q;b[d+1>>0]=q>>8;b[d+2>>0]=q>>16;b[d+3>>0]=q>>24;c=c+4|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;c=e;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;d=a;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;a=g;d=a;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;g=(f[64571]|0)+e|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;a=g-(f[64571]|0)|0;f[p>>2]=g;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=i;b[a+1>>0]=i>>8;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=j;b[a+1>>0]=j>>8;b[a+2>>0]=j>>16;b[a+3>>0]=j>>24;a=(f[64570]|0)+1|0;f[64570]=a;i=f[64572]|0;j=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,73,k,30,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Xv(a,c,d,e,g,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0;l=u;u=u+16|0;n=l+4|0;o=l;m=l+8|0;r=f[64572]|0;q=r-(f[64571]|0)|0;f[o>>2]=r;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+q>>0]=82;q=f[64572]|0;r=q-(f[64571]|0)|0;f[o>>2]=q;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;r=(f[64571]|0)+r|0;b[r>>0]=232;b[r+1>>0]=0;r=f[64572]|0;q=r-(f[64571]|0)|0;f[o>>2]=r;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;r=a;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;q=(f[64571]|0)+q|0;p=q;b[p>>0]=r;b[p+1>>0]=r>>8;b[p+2>>0]=r>>16;b[p+3>>0]=r>>24;q=q+4|0;b[q>>0]=a;b[q+1>>0]=a>>8;b[q+2>>0]=a>>16;b[q+3>>0]=a>>24;q=f[64572]|0;a=q-(f[64571]|0)|0;f[o>>2]=q;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;q=c;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;c=c+4|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=(f[64571]|0)+a|0;p=a;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;a=d;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;c=(f[64571]|0)+c|0;d=c;b[d>>0]=p;b[d+1>>0]=p>>8;b[d+2>>0]=p>>16;b[d+3>>0]=p>>24;c=c+4|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;c=e;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;d=a;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;a=g;d=a;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;g=(f[64571]|0)+e|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=i;b[a+1>>0]=i>>8;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;i=g-(f[64571]|0)|0;f[o>>2]=g;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,73,j,30,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Yv(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0;k=u;u=u+16|0;m=k+4|0;n=k;l=k+8|0;o=f[64572]|0;p=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+p>>0]=82;p=f[64572]|0;o=p-(f[64571]|0)|0;f[n>>2]=p;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;o=(f[64571]|0)+o|0;b[o>>0]=233;b[o+1>>0]=0;o=f[64572]|0;p=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;o=a;q=o;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;a=(f[64571]|0)+p|0;p=a;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;a=a+4|0;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;a=f[64572]|0;o=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;a=c;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;o=(f[64571]|0)+o|0;c=o;b[c>>0]=p;b[c+1>>0]=p>>8;b[c+2>>0]=p>>16;b[c+3>>0]=p>>24;o=o+4|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;o=f[64572]|0;a=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;o=d;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=(f[64571]|0)+a|0;c=a;b[c>>0]=o;b[c+1>>0]=o>>8;b[c+2>>0]=o>>16;b[c+3>>0]=o>>24;a=a+4|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64572]|0;d=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;a=e;c=a;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;e=(f[64571]|0)+d|0;d=e;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;e=e+4|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;e=f[64572]|0;a=e-(f[64571]|0)|0;f[n>>2]=e;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;e=g;d=e;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;g=a;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[n>>2]=e;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,l)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,73,i,30,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=k;return}f[64572]=a;u=k;return}function Zv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=234;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,37,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function _v(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=235;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function $v(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=236;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function aw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=237;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,24,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function bw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=238;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,7,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function cw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=239;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function dw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=240;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function ew(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=241;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function fw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=242;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function gw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=243;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function hw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=244;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function iw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=245;b[a+1>>0]=0;bha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,47,h,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function jw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=246;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,24,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function kw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=247;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,24,j,18,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function lw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=248;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,6,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function mw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=249;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,24,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function nw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=250;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,5,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function ow(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=251;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,5,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function pw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=252;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function qw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=253;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function rw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=254;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function sw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=255;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function tw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=256;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function uw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=1;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function vw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=2;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,16,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function ww(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=3;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,17,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function xw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=4;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,9,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function yw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=5;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,6,k,0,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function zw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=6;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Aw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=263;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Bw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=8;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Cw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=9;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Dw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=10;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Ew(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=11;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Fw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=12;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Gw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;h=f[h>>2]|0;f[j>>2]=h;kd(h|0);h=f[i>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=13;b[h+1>>0]=1;bha(258284,m);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=e&1;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=g&1;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,47,j,18,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function Hw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=14;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Iw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=15;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,5,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Jw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=272;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,27,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Kw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;i=q+32|0;j=q+20|0;k=q+36|0;o=q;n=q+28|0;l=q+24|0;f[o>>2]=a;f[o+4>>2]=c;m=o+8|0;f[m>>2]=0;p=o+12|0;f[p>>2]=0;f[o+16>>2]=0;e=f[e>>2]|0;f[n>>2]=e;kd(e|0);g=f[g>>2]|0;f[l>>2]=g;kd(g|0);g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;g=(f[64571]|0)+g|0;b[g>>0]=17;b[g+1>>0]=1;g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=h;bha(258284,o);e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,64,k)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(d-e)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,55,n,18,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[n>>2]|0);a=f[m>>2]|0;if((a|0)==(f[p>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=q;return}c=f[p>>2]|0;if((c|0)!=(a|0))f[p>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=q;return}function Lw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=18;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,16,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Mw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=19;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Nw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;i=q+32|0;j=q+20|0;k=q+36|0;o=q;n=q+28|0;l=q+24|0;f[o>>2]=a;f[o+4>>2]=c;m=o+8|0;f[m>>2]=0;p=o+12|0;f[p>>2]=0;f[o+16>>2]=0;e=f[e>>2]|0;f[n>>2]=e;kd(e|0);g=f[g>>2]|0;f[l>>2]=g;kd(g|0);g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;g=(f[64571]|0)+g|0;b[g>>0]=20;b[g+1>>0]=1;g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=h;bha(258284,o);e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,64,k)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(d-e)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,55,n,18,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[n>>2]|0);a=f[m>>2]|0;if((a|0)==(f[p>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=q;return}c=f[p>>2]|0;if((c|0)!=(a|0))f[p>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=q;return}function Ow(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+32|0;m=k+24|0;n=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;a=(f[64571]|0)+a|0;b[a>>0]=21;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=g;bha(258284,i);c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;d=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,12,l)|0;d=(f[64571]|0)+d|0;a=e;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Pw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0;p=u;u=u+32|0;i=p+24|0;j=p+20|0;k=p+28|0;m=p;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;o=m+12|0;f[o>>2]=0;f[m+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=22;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+c>>0]=h;bha(258284,m);c=f[64572]|0;a=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;d=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,12,k)|0;d=(f[64571]|0)+d|0;a=e;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));e=f[64572]|0;a=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;a=(f[64571]|0)+a|0;n[s>>2]=g;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[l>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Qw(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;k=u;u=u+32|0;m=k+24|0;o=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=23;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;g=(f[64571]|0)+g|0;n[s>>2]=d;b[g>>0]=b[s>>0];b[g+1>>0]=b[s+1>>0];b[g+2>>0]=b[s+2>>0];b[g+3>>0]=b[s+3>>0];g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;a=(f[64571]|0)+a|0;n[s>>2]=e;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Rw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=24;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=25;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Tw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=26;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Uw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=27;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Vw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=28;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ww(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=29;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Xw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=30;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Yw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=31;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+c>>0]=i;bha(258284,k);c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=e;b[c+1>>0]=e>>8;b[c+2>>0]=e>>16;b[c+3>>0]=e>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,12,n)|0;c=(f[64571]|0)+c|0;a=c+12|0;do{b[c>>0]=b[h>>0]|0;c=c+1|0;h=h+1|0}while((c|0)<(a|0));h=f[64571]|0;pc(h|0,h+((f[64572]|0)-h)|0);h=f[64571]|0;if((f[64572]|0)!=(h|0))f[64572]=h;h=f[j>>2]|0;if((h|0)==(f[l>>2]|0)){a=f[k>>2]|0;if(a){tOb(a);h=f[j>>2]|0}}if(!h){u=m;return}a=f[l>>2]|0;if((a|0)!=(h|0))f[l>>2]=a+(~((a+-8-h|0)>>>3)<<3);sOb(h);u=m;return}function Zw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=32;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,k);a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+i>>0]=d;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=h&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function _w(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=33;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,k);a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+i>>0]=d;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=h&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function $w(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=34;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ax(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=35;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function bx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=36;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function cx(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;o=u;u=u+64|0;s=o+48|0;t=o+44|0;r=o+53|0;q=o+40|0;p=o+52|0;l=o+20|0;j=o;f[l>>2]=a;f[l+4>>2]=c;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;f[j>>2]=d;f[j+4>>2]=e;d=j+8|0;f[d>>2]=0;e=j+12|0;f[e>>2]=0;f[j+16>>2]=0;n[q>>2]=g;b[p>>0]=h;h=f[64572]|0;a=h-(f[64571]|0)|0;f[t>>2]=h;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,1,r)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[t>>2]=a;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,2,r)|0;h=(f[64571]|0)+h|0;b[h>>0]=37;b[h+1>>0]=1;h=f[64572]|0;a=h-(f[64571]|0)|0;f[t>>2]=h;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,1,r)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,l);vha(258284,j,q,p);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){if((f[e>>2]|0)!=(a|0))f[e>>2]=a;sOb(a)}a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=o;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function dx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=38;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ex(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;p=u;u=u+48|0;r=p+32|0;s=p+20|0;q=p+36|0;n=p;k=p+28|0;l=p+24|0;f[n>>2]=a;f[n+4>>2]=c;m=n+8|0;f[m>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);i=f[i>>2]|0;f[l>>2]=i;kd(i|0);i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,1,q)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;i=a-(f[64571]|0)|0;f[s>>2]=a;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,2,q)|0;i=(f[64571]|0)+i|0;b[i>>0]=39;b[i+1>>0]=1;i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,1,q)|0;b[(f[64571]|0)+a>>0]=j;bha(258284,n);a=f[64572]|0;i=a-(f[64571]|0)|0;f[s>>2]=a;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,4,q)|0;i=(f[64571]|0)+i|0;b[i>>0]=d;b[i+1>>0]=d>>8;b[i+2>>0]=d>>16;b[i+3>>0]=d>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,8,q)|0;i=e;g=i;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;a=(f[64571]|0)+a|0;j=a;b[j>>0]=g;b[j+1>>0]=g>>8;b[j+2>>0]=g>>16;b[j+3>>0]=g>>24;a=a+4|0;b[a>>0]=i;b[a+1>>0]=i>>8;b[a+2>>0]=i>>16;b[a+3>>0]=i>>24;a=(f[64570]|0)+1|0;f[64570]=a;i=f[64572]|0;j=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,4,q)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,k,44,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[k>>2]|0);a=f[m>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function fx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=40;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function gx(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;k=u;u=u+32|0;m=k+24|0;o=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=41;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+g>>0]=d;g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;a=(f[64571]|0)+a|0;n[s>>2]=e;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function hx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=42;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ix(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=43;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function jx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=44;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=45;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function lx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=46;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function mx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=47;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function nx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=48;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ox(a,c,d,e,g,i,j,k,l,m,n,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;var q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;q=z+32|0;r=z+20|0;s=z+36|0;x=z;t=z+28|0;v=z+24|0;f[x>>2]=a;f[x+4>>2]=c;w=x+8|0;f[w>>2]=0;y=x+12|0;f[y>>2]=0;f[x+16>>2]=0;n=f[n>>2]|0;f[t>>2]=n;kd(n|0);n=f[o>>2]|0;f[v>>2]=n;kd(n|0);n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,s)|0;n=(f[64571]|0)+n|0;b[n>>0]=49;b[n+1>>0]=1;n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+c>>0]=p;bha(258284,x);c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+n>>0]=d;n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,8,s)|0;n=e;e=n;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;c=(f[64571]|0)+c|0;a=c;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;c=c+4|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,64,s)|0;c=f[64571]|0;n=c+n|0;a=n+64|0;do{b[n>>0]=b[g>>0]|0;n=n+1|0;g=g+1|0}while((n|0)<(a|0));g=f[64572]|0;f[r>>2]=g;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+(g-c)|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;i=f[64572]|0;g=i-(f[64571]|0)|0;f[r>>2]=i;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=j;b[g+1>>0]=j>>8;b[g+2>>0]=j>>16;b[g+3>>0]=j>>24;j=f[64572]|0;g=j-(f[64571]|0)|0;f[r>>2]=j;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=k;b[g+1>>0]=k>>8;b[g+2>>0]=k>>16;b[g+3>>0]=k>>24;k=f[64572]|0;g=k-(f[64571]|0)|0;f[r>>2]=k;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=l;b[g+1>>0]=l>>8;b[g+2>>0]=l>>16;b[g+3>>0]=l>>24;l=f[64572]|0;g=l-(f[64571]|0)|0;f[r>>2]=l;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=m;b[g+1>>0]=m>>8;b[g+2>>0]=m>>16;b[g+3>>0]=m>>24;g=(f[64570]|0)+1|0;f[64570]=g;l=f[64572]|0;m=l-(f[64571]|0)|0;f[r>>2]=l;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;m=(f[64571]|0)+m|0;b[m>>0]=g;b[m+1>>0]=g>>8;b[m+2>>0]=g>>16;b[m+3>>0]=g>>24;Xga(g,55,t,45,v);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)!=(g|0))f[64572]=g;fd(f[v>>2]|0);fd(f[t>>2]|0);g=f[w>>2]|0;if((g|0)==(f[y>>2]|0)){a=f[x>>2]|0;if(a){tOb(a);g=f[w>>2]|0}}if(!g){u=z;return}a=f[y>>2]|0;if((a|0)!=(g|0))f[y>>2]=a+(~((a+-8-g|0)>>>3)<<3);sOb(g);u=z;return}function px(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+32|0;m=k+24|0;n=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=50;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[n>>2]=g;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=e&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function qx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=51;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function rx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=52;b[c+1>>0]=1;bha(258284,g);c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function sx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=53;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=54;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function ux(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=55;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function vx(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+32|0;n=l+24|0;o=l+20|0;m=l+28|0;j=l;f[j>>2]=a;f[j+4>>2]=c;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;c=(f[64571]|0)+c|0;b[c>>0]=56;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=h;bha(258284,j);h=f[64572]|0;a=h-(f[64571]|0)|0;f[o>>2]=h;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;h=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;h=(f[64571]|0)+h|0;b[h>>0]=e;b[h+1>>0]=e>>8;b[h+2>>0]=e>>16;b[h+3>>0]=e>>24;h=f[64572]|0;a=h-(f[64571]|0)|0;f[o>>2]=h;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function wx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=57;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function xx(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=58;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function yx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=59;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function zx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=60;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ax(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=61;b[i+1>>0]=1;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Bx(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=62;b[j+1>>0]=1;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;yha(258284,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Cx(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=+d;e=e|0;g=+g;h=h|0;i=+i;j=j|0;k=+k;l=l|0;var m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;m=u;u=u+64|0;A=m+40|0;B=m+36|0;z=m+49|0;y=m+32|0;w=m+24|0;t=m+16|0;r=m+8|0;o=m;x=m+48|0;v=m+47|0;s=m+46|0;q=m+45|0;n=m+44|0;f[y>>2]=a;p[w>>3]=d;p[t>>3]=g;p[r>>3]=i;p[o>>3]=k;b[x>>0]=c;b[v>>0]=e;b[s>>0]=h;b[q>>0]=j;b[n>>0]=l;a=f[64572]|0;l=a-(f[64571]|0)|0;f[B>>2]=a;b[z>>0]=0;f[A>>2]=f[B>>2];Zga(258284,A,1,z)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;a=l-(f[64571]|0)|0;f[B>>2]=l;b[z>>0]=0;f[A>>2]=f[B>>2];Zga(258284,A,2,z)|0;a=(f[64571]|0)+a|0;b[a>>0]=63;b[a+1>>0]=1;zha(258284,y,x,w,v,t,s,r,q,o,n);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Dx(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=64;b[j+1>>0]=1;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ex(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=98;b[d+1>>0]=0;yha(258284,a);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Fx(a,c){a=+a;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;d=(f[64571]|0)+d|0;b[d>>0]=189;b[d+1>>0]=0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;d=(f[64571]|0)+d|0;p[s>>3]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];b[d+4>>0]=b[s+4>>0];b[d+5>>0]=b[s+5>>0];b[d+6>>0]=b[s+6>>0];b[d+7>>0]=b[s+7>>0];d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Gx(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;return}function Hx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=67;b[a+1>>0]=0;Aha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,43,h,20,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Ix(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=1;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Jx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zz(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=17884;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Nz(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17840;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Kx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=Sz(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=17952;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else $z(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17908;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Lx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=eA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18020;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else nA(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17976;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Mx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=sA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18088;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else BA(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18044;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Nx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=GA(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(76)|0;b=e;d=b+76|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18156;f[e+36>>2]=18180;f[e+56>>2]=18180;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else PA(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18112;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ox(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ZA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=18248;f[b+16>>2]=17884;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else gB(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18204;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Px(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=vB(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=18364;f[b+16>>2]=18020;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else EB(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18320;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Qx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=OB(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(72)|0;b=e;d=b+72|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18456;f[e+16>>2]=18504;f[e+40>>2]=18528;f[e+56>>2]=18020;f[e+64>>2]=18552;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else XB(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18412;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Rx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=pC(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(52)|0;b=e;d=b+52|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18620;f[e+16>>2]=18668;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else yC(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18576;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Sx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=LC(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(44)|0;b=e;d=b+44|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18736;f[e+16>>2]=18784;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else UC(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18692;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Tx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=fD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18852;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else oD(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18808;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ux(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18968;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JD(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18924;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Vx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=VD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19084;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else cE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19040;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Wx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=oE(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19200;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19156;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Xx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=JE(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19316;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else SE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19272;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Yx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=cF(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(84)|0;b=e;d=b+84|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=19432;f[e+16>>2]=19480;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else lF(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=19388;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Zx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zF(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19548;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else IF(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19504;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function _x(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=UF(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19664;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19620;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function $x(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=nG(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19780;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19736;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ay(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=JG(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19896;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else SG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19852;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function by(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20012;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lH(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19968;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function cy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20128;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GH(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20084;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function dy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=SH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20244;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else $H(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20200;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ey(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=lI(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(36)|0;b=e;d=b+36|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=20360;f[e+16>>2]=18180;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else uI(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=20316;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function fy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=EI(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(32)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;f[b>>2]=20452;f[b+16>>2]=20500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NI(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20408;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function gy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_I(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(32)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;f[b>>2]=20568;f[b+16>>2]=18528;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hJ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20524;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function hy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=rJ(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(36)|0;b=e;d=b+36|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=20660;f[e+16>>2]=20708;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else AJ(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=20616;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function iy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=MJ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=20776;f[b+16>>2]=18296;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else VJ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20732;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function jy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=dK(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=20868;f[b+16>>2]=20916;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else mK(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20824;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ky(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=yK(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20984;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else HK(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20940;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ly(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=MK(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(52)|0;b=e;d=b+52|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21052;f[e+40>>2]=0;f[e+44>>2]=0;f[e+48>>2]=0;f[e+36>>2]=19316;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else VK(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21008;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function my(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=dL(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=21144;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else mL(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=21100;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ny(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=rL(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21212;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19084;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19084;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19084;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else AL(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21168;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function oy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=JL(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21304;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19316;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19316;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19316;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else SL(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21260;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function py(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=$L(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21396;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=21444;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=21444;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=21444;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else iM(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21352;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function qy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=AM(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21560;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19548;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19548;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19548;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else JM(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21516;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function ry(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=SM(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21652;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19664;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19664;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19664;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else $M(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21608;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function sy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=iN(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21744;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19780;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19780;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19780;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else rN(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21700;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function ty(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AN(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=21836;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JN(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=21792;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function uy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;g=i+32|0;h=i;d=ON(a)|0;f[g>>2]=d;d=d+12|0;b=f[d>>2]|0;f[g+4>>2]=b;f[d>>2]=b+1;d=PN(g)|0;f[h>>2]=d;b=h+8|0;e=h+24|0;f[e>>2]=b;f[b>>2]=21860;f[h+12>>2]=c;b=a+16|0;c=f[b>>2]|0;if(c>>>0<(f[a+20>>2]|0)>>>0){f[c>>2]=d;a=c+8|0;f[c+24>>2]=a;d=f[e>>2]|0;oh[f[(f[d>>2]|0)+12>>2]&1023](d,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(a+12|0,h);b=f[e>>2]|0;if((h+8|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[g>>2]|0;if(!b){u=i;return}h=b+12|0;f[h>>2]=(f[h>>2]|0)+-1;u=i;return}function vy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AO(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22156;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JO(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22112;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function wy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=OO(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22224;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else XO(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22180;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function xy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=aP(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(56)|0;b=e;d=b+56|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=22292;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else jP(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=22248;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function yy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=oP(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22360;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xP(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22316;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function zy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=CP(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(44)|0;b=e;d=b+44|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=22428;f[e+32>>2]=0;f[e+36>>2]=0;f[e+40>>2]=0;f[e+28>>2]=19780;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else LP(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=22384;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ay(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=UP(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=22520;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22476;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function By(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=iQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=22588;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else rQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22544;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Cy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=wQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(28)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b>>2]=18784;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else FQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22612;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Dy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=HQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(760)|0;dQb(b|0,0,760)|0;f[b>>2]=22724;eAa(b+8|0);f[b>>2]=22700;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else QQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22656;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ey(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cR(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=22840;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22796;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Fy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=qR(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=22908;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else zR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22864;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Gy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ER(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22976;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22932;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Hy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=SR(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(72)|0;b=e;d=b+72|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=23044;f[e+20>>2]=0;f[e+24>>2]=0;f[e+28>>2]=0;f[e+16>>2]=23092;f[e+32>>2]=23140;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else $R(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=23e3;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Iy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=vS(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18900;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else ES(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23164;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Jy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=GS(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(64)|0;b=e;d=b+64|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=23252;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else PS(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=23208;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ky(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=US(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23320;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23276;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ly(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=gT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19016;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else pT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23344;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function My(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=rT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=23432;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else AT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23388;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ny(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=FT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else OT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23456;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Oy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=TT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19132;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else aU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23524;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Py(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23612;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23568;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Qy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=qU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=19248;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else zU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23636;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ry(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=BU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23724;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else KU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23680;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Sy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19364;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23748;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ty(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=$U(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23836;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else iV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23792;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Uy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=nV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=23904;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else wV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23860;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Vy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=BV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23972;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else KV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23928;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Wy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=21492;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23996;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Xy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_V(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19596;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24040;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Yy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=jW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24128;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else sW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24084;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Zy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19712;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24152;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function _y(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=IW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24240;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else RW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24196;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function $y(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=WW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24308;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else dX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24264;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function az(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=iX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19828;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else rX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24332;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function bz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=tX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=19944;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else CX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24376;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function cz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=EX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=20060;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24420;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function dz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20176;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24464;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ez(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_X(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24552;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24508;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function fz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=mY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20292;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else vY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24576;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function gz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24664;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24620;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function hz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=LY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24732;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else UY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24688;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function iz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ZY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24800;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else gZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24756;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function jz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=lZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24868;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else uZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24824;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function kz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24936;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else IZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24892;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function lz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=NZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25004;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else WZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24960;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function mz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=$Z(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=25072;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else i_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25028;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function nz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=n_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=25140;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else w_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25096;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function oz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=B_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25208;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else K_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25164;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function pz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=P_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(20)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b>>2]=18180;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Y_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25232;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function qz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=__(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else h$(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25276;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function rz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;g=i+32|0;h=i;d=j$(a)|0;f[g>>2]=d;d=d+12|0;b=f[d>>2]|0;f[g+4>>2]=b;f[d>>2]=b+1;d=k$(g)|0;f[h>>2]=d;b=h+8|0;e=h+24|0;f[e>>2]=b;f[b>>2]=25320;f[h+12>>2]=c;b=a+16|0;c=f[b>>2]|0;if(c>>>0<(f[a+20>>2]|0)>>>0){f[c>>2]=d;a=c+8|0;f[c+24>>2]=a;d=f[e>>2]|0;oh[f[(f[d>>2]|0)+12>>2]&1023](d,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(a+12|0,h);b=f[e>>2]|0;if((h+8|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[g>>2]|0;if(!b){u=i;return}h=b+12|0;f[h>>2]=(f[h>>2]|0)+-1;u=i;return}function sz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=F0(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=25816;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else O0(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25772;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function tz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=T0(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18528;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else a1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25840;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function uz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=c1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(20)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b>>2]=20708;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else l1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25884;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function vz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=n1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25972;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else w1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25928;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function wz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=B1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=26040;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else K1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25996;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}
+function hi(a){a=a|0;var b=0;b=u;u=u+a|0;u=u+15&-16;return b|0}function ii(){return u|0}function ji(a){a=a|0;u=a}function ki(a,b){a=a|0;b=b|0;u=a;v=b}function li(a,b){a=a|0;b=b|0;if(!x){x=a;y=b}}function mi(a){a=a|0;I=a}function ni(){return I|0}function oi(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;m=s;r=e;l=r+g|0;j=f[64566]|0;a:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&a;else if(j>>>0>a>>>0)k=a;else k=(a>>>0)%(j>>>0)|0;g=f[(f[64565]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(h)while(1){p=f[g+4>>2]|0;h=(p|0)==(a|0);if(!(h|(p&i|0)==(k|0)))break a;if(h)if((f[g+8>>2]|0)==(a|0)){o=g;break b}g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(a|0)){if((f[g+8>>2]|0)==(a|0)){o=g;break b}}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);p=o+12|0;if(!(b[255576]|0))if(MPb(255576)|0){if(!(b[255584]|0))if(MPb(255584)|0){g=258296;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[64587]=1.0}if(!(b[262820]|0)){b[262820]=1;Jx(258296,0,1365);Kx(258296,1,1366);Lx(258296,2,1367);Mx(258296,3,1368);Nx(258296,4,1369);Ox(258296,5,1370);Px(258296,6,1371);Qx(258296,7,1372);Rx(258296,8,1373);Sx(258296,9,1374);Tx(258296,10,1375);Ux(258296,11,1376);Vx(258296,12,1377);Wx(258296,13,1378);Xx(258296,14,1379);Yx(258296,15,1380);Zx(258296,16,1381);_x(258296,17,1382);$x(258296,18,1383);ay(258296,19,1384);by(258296,20,1385);cy(258296,21,1386);dy(258296,22,1387);ey(258296,23,1388);fy(258296,24,1389);gy(258296,25,1390);hy(258296,26,1391);iy(258296,27,1392);jy(258296,28,1393);ky(258296,29,1394);ly(258296,30,1395);my(258296,31,1396);ny(258296,32,1397);oy(258296,33,1398);py(258296,34,1399);qy(258296,35,1400);ry(258296,36,1401);sy(258296,37,1402);ty(258296,38,1403);uy(258296,39,1404);vy(258296,40,1405);wy(258296,41,1406);xy(258296,42,1407);yy(258296,43,1408);zy(258296,44,1409);Ay(258296,45,1410);By(258296,46,1411);Cy(258296,47,1412);Dy(258296,48,1413);Ey(258296,49,1414);Fy(258296,50,1415);Gy(258296,51,1416);Hy(258296,52,1417);Iy(258296,53,1418);Jy(258296,54,1419);Ky(258296,55,1420);Ly(258296,56,1421);My(258296,57,1422);Ny(258296,58,1423);Oy(258296,59,1424);Py(258296,60,1425);Qy(258296,61,1426);Ry(258296,62,1427);Sy(258296,63,1428);Ty(258296,64,1429);Uy(258296,65,1430);Vy(258296,66,1431);Wy(258296,67,1432);Xy(258296,68,1433);Yy(258296,69,1434);Zy(258296,70,1435);_y(258296,71,1436);$y(258296,72,1437);az(258296,73,1438);bz(258296,74,1439);cz(258296,75,1440);dz(258296,76,1441);ez(258296,77,1442);fz(258296,78,1443);gz(258296,79,1444);hz(258296,80,1445);iz(258296,81,1446);jz(258296,82,1447);kz(258296,83,1448);lz(258296,84,1449);mz(258296,85,1450);nz(258296,86,1451);oz(258296,87,1452);pz(258296,88,1453);qz(258296,89,1454);rz(258296,90,1455);sz(258296,91,1456);tz(258296,92,1457);uz(258296,93,1458);vz(258296,94,1459);wz(258296,95,1460);xz(258296,96,1461);yz(258296,97,1462)}}j=c<<24>>24==0;if(j)g=d[o+20>>1]|0;else if(c<<24>>24==1)g=d[p+10>>1]|0;else g=91;g=g&65535;a=f[64577]|0;h=a;do if((f[64578]|0)-a>>5>>>0>g>>>0){i=h+(g<<5)|0;a=f[i>>2]|0;if((Sg[f[(f[a>>2]|0)+8>>2]&255](a,r,l)|0)==(l|0)){l=f[i>>2]|0;l=Pg[f[(f[l>>2]|0)+12>>2]&1023](l)|0;f[m>>2]=l;g=f[h+(g<<5)+24>>2]|0;if(!g)vd();oh[f[(f[g>>2]|0)+24>>2]&1023](g,m);if(j){kd(f[64564]|0);f[m>>2]=f[64564];fd(dd(f[p>>2]|0,1,22088,m|0)|0);break}g=o+16|0;if(c<<24>>24==1){kd(f[64564]|0);f[m>>2]=f[64564];fd(dd(f[g>>2]|0,1,22088,m|0)|0);break}else{l=f[64564]|0;f[64564]=0;c=l;kd(c|0);f[m>>2]=l;fd(dd(f[g>>2]|0,1,22088,m|0)|0);fd(c|0);break}}else q=35}else q=35;while(0);if((q|0)==35)yd(0)|0;g=f[o>>2]|0;c=f[64566]|0;h=f[o+4>>2]|0;k=c+-1|0;a=(k&c|0)==0;if(a)l=k&h;else if(h>>>0<c>>>0)l=h;else l=(h>>>0)%(c>>>0)|0;j=(f[64565]|0)+(l<<2)|0;m=f[j>>2]|0;while(1){h=f[m>>2]|0;if((h|0)==(o|0))break;else m=h}if((m|0)==258268)q=53;else{h=f[m+4>>2]|0;if(a)h=h&k;else if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)==(l|0)){h=g;q=61}else q=53}do if((q|0)==53){if(g|0){h=f[g+4>>2]|0;if(a)i=h&k;else if(h>>>0<c>>>0)i=h;else i=(h>>>0)%(c>>>0)|0;if((i|0)==(l|0)){q=63;break}}f[j>>2]=0;h=f[o>>2]|0;q=61}while(0);if((q|0)==61){g=h;if(h){h=f[h+4>>2]|0;q=63}}if((q|0)==63){if(a)h=h&k;else if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(l|0)){f[(f[64565]|0)+(h<<2)>>2]=m;g=f[o>>2]|0}}f[m>>2]=g;f[o>>2]=0;f[64568]=(f[64568]|0)+-1;fd(f[o+16>>2]|0);fd(f[p>>2]|0);sOb(o)}}}while(0);if(!e){u=s;return}tOb(r);u=s;return}function pi(a){a=a|0;var b=0,c=0;a=u;u=u+1696|0;Xc(872,52204,115813,1,115815,1463);Yc(872,17768,115818,10,0,17768,115822,1,0);Yc(872,17768,115818,10,1,17768,115822,1,1);Yc(872,17768,115818,10,2,17768,115822,1,2);Kc(872);Xc(8008,52213,115813,2,115815,1464);Yc(8008,17776,115827,11,0,17776,115831,2,0);Yc(8008,17776,115827,11,1,17776,115831,2,1);Yc(8008,17776,115827,11,2,17776,115831,2,2);Kc(8008);Xc(3256,52222,115813,3,115815,1465);Yc(3256,17768,115818,12,0,17768,115822,3,0);Yc(3256,17768,115818,12,1,17768,115822,3,1);Yc(3256,17768,115818,12,2,17768,115822,3,2);Yc(3256,17768,115818,12,3,17768,115822,3,3);Kc(3256);Xc(8392,52231,115813,4,115815,1466);c=pOb(4)|0;f[c>>2]=6;b=pOb(4)|0;f[b>>2]=12;Yc(8392,17768,115818,13,c|0,17768,115822,4,b|0);b=pOb(4)|0;f[b>>2]=7;c=pOb(4)|0;f[c>>2]=13;Yc(8392,17768,115818,13,b|0,17768,115822,4,c|0);c=pOb(4)|0;f[c>>2]=8;b=pOb(4)|0;f[b>>2]=14;Yc(8392,17768,115818,13,c|0,17768,115822,4,b|0);b=pOb(4)|0;f[b>>2]=9;c=pOb(4)|0;f[c>>2]=15;Yc(8392,17768,115818,13,b|0,17768,115822,4,c|0);Kc(8392);Xc(1952,52239,115813,5,115815,1467);c=pOb(4)|0;f[c>>2]=10;b=pOb(4)|0;f[b>>2]=16;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=11;c=pOb(4)|0;f[c>>2]=17;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=12;b=pOb(4)|0;f[b>>2]=18;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=13;c=pOb(4)|0;f[c>>2]=19;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=14;b=pOb(4)|0;f[b>>2]=20;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=15;c=pOb(4)|0;f[c>>2]=21;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=16;b=pOb(4)|0;f[b>>2]=22;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=17;c=pOb(4)|0;f[c>>2]=23;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=18;b=pOb(4)|0;f[b>>2]=24;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=19;c=pOb(4)|0;f[c>>2]=25;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=20;b=pOb(4)|0;f[b>>2]=26;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=21;c=pOb(4)|0;f[c>>2]=27;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=22;b=pOb(4)|0;f[b>>2]=28;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=23;c=pOb(4)|0;f[c>>2]=29;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=24;b=pOb(4)|0;f[b>>2]=30;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=25;c=pOb(4)|0;f[c>>2]=31;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);Kc(1952);Xc(8520,52248,115813,6,115815,1468);c=pOb(4)|0;f[c>>2]=26;b=pOb(4)|0;f[b>>2]=32;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=27;c=pOb(4)|0;f[c>>2]=33;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=28;b=pOb(4)|0;f[b>>2]=34;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=29;c=pOb(4)|0;f[c>>2]=35;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=30;b=pOb(4)|0;f[b>>2]=36;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=31;c=pOb(4)|0;f[c>>2]=37;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=32;b=pOb(4)|0;f[b>>2]=38;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=33;c=pOb(4)|0;f[c>>2]=39;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=34;b=pOb(4)|0;f[b>>2]=40;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=35;c=pOb(4)|0;f[c>>2]=41;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=36;b=pOb(4)|0;f[b>>2]=42;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=37;c=pOb(4)|0;f[c>>2]=43;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=38;b=pOb(4)|0;f[b>>2]=44;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=39;c=pOb(4)|0;f[c>>2]=45;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=40;b=pOb(4)|0;f[b>>2]=46;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=41;c=pOb(4)|0;f[c>>2]=47;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);Kc(8520);Xc(2968,52257,115813,7,115815,1469);Yc(2968,17768,115818,16,0,17768,115822,7,0);Yc(2968,17768,115818,16,1,17768,115822,7,1);Yc(2968,17768,115818,16,2,17768,115822,7,2);Kc(2968);Xc(400,52266,115813,8,115815,1470);Yc(400,17768,115818,17,0,17768,115822,8,0);Yc(400,17768,115818,17,1,17768,115822,8,1);Yc(400,17768,115818,17,2,17768,115822,8,2);Yc(400,17768,115818,17,3,17768,115822,8,3);Kc(400);Xc(8536,52276,115813,9,115815,1471);c=pOb(4)|0;f[c>>2]=609;b=pOb(4)|0;f[b>>2]=806;Yc(8536,17744,116484,191,c|0,17744,116488,40,b|0);b=pOb(4)|0;f[b>>2]=610;c=pOb(4)|0;f[c>>2]=807;Yc(8536,17744,116484,191,b|0,17744,116488,40,c|0);Kc(8536);Xc(8544,52289,115813,10,115815,1472);c=pOb(4)|0;f[c>>2]=611;b=pOb(4)|0;f[b>>2]=808;Yc(8544,17744,116484,192,c|0,17744,116488,41,b|0);b=pOb(4)|0;f[b>>2]=612;c=pOb(4)|0;f[c>>2]=809;Yc(8544,17744,116484,192,b|0,17744,116488,41,c|0);Kc(8544);Xc(8552,52297,115813,11,115815,1473);c=pOb(4)|0;f[c>>2]=613;b=pOb(4)|0;f[b>>2]=810;Yc(8552,17744,116484,193,c|0,17744,116488,42,b|0);b=pOb(4)|0;f[b>>2]=614;c=pOb(4)|0;f[c>>2]=811;Yc(8552,17744,116484,193,b|0,17744,116488,42,c|0);Kc(8552);Xc(8560,52305,115813,12,115815,1474);c=pOb(4)|0;f[c>>2]=615;b=pOb(4)|0;f[b>>2]=812;Yc(8560,17744,116484,194,c|0,17744,116488,43,b|0);b=pOb(4)|0;f[b>>2]=616;c=pOb(4)|0;f[c>>2]=813;Yc(8560,17744,116484,194,b|0,17744,116488,43,c|0);Kc(8560);Xc(8568,52316,115813,13,115815,1475);c=pOb(4)|0;f[c>>2]=617;b=pOb(4)|0;f[b>>2]=814;Yc(8568,17744,116484,195,c|0,17744,116488,44,b|0);b=pOb(4)|0;f[b>>2]=618;c=pOb(4)|0;f[c>>2]=815;Yc(8568,17744,116484,195,b|0,17744,116488,44,c|0);Kc(8568);Xc(8576,52330,115813,14,115815,1476);c=pOb(4)|0;f[c>>2]=619;b=pOb(4)|0;f[b>>2]=816;Yc(8576,17744,116484,196,c|0,17744,116488,45,b|0);b=pOb(4)|0;f[b>>2]=620;c=pOb(4)|0;f[c>>2]=817;Yc(8576,17744,116484,196,b|0,17744,116488,45,c|0);Kc(8576);Xc(8584,52339,115813,15,115815,1477);c=pOb(4)|0;f[c>>2]=621;b=pOb(4)|0;f[b>>2]=818;Yc(8584,17744,116484,197,c|0,17744,116488,46,b|0);b=pOb(4)|0;f[b>>2]=622;c=pOb(4)|0;f[c>>2]=819;Yc(8584,17744,116484,197,b|0,17744,116488,46,c|0);Kc(8584);Xc(8592,52350,115813,16,115815,1478);c=pOb(4)|0;f[c>>2]=623;b=pOb(4)|0;f[b>>2]=820;Yc(8592,17744,116484,198,c|0,17744,116488,47,b|0);b=pOb(4)|0;f[b>>2]=624;f[a+64>>2]=b;f[a+1560>>2]=0;f[a+1564>>2]=0;Cu(a);f[a+1552>>2]=0;f[a+1556>>2]=0;Bu(a);f[a+1544>>2]=0;f[a+1548>>2]=0;Au(a);G=f[a+1544>>2]|0;D=f[a+1548>>2]|0;H=+n[a+1548>>2];f[a+1544>>2]=0;f[a+1548>>2]=0;if((G|0)==5){u=a;return}u=a}function qi(a){a=a|0;return +(+n[a>>2])}function ri(a,b){a=a|0;b=+b;n[a>>2]=b;return}function si(a){a=a|0;return +(+n[a+4>>2])}function ti(a,b){a=a|0;b=+b;n[a+4>>2]=b;return}function ui(a){a=a|0;return +(+n[a+8>>2])}function vi(a,b){a=a|0;b=+b;n[a+8>>2]=b;return}function wi(a){a=a|0;return +(+n[a+12>>2])}function xi(a,b){a=a|0;b=+b;n[a+12>>2]=b;return}function yi(a){a=a|0;return +(+n[a>>2])}function zi(a,b){a=a|0;b=+b;n[a>>2]=b;return}function Ai(a){a=a|0;return +(+n[a+4>>2])}function Bi(a,b){a=a|0;b=+b;n[a+4>>2]=b;return}function Ci(a){a=a|0;return +(+n[a+8>>2])}function Di(a,b){a=a|0;b=+b;n[a+8>>2]=b;return}function Ei(a){a=a|0;return +(+n[a+12>>2])}function Fi(a,b){a=a|0;b=+b;n[a+12>>2]=b;return}function Gi(a){a=a|0;return +(+n[a+16>>2])}function Hi(a,b){a=a|0;b=+b;n[a+16>>2]=b;return}function Ii(a){a=a|0;return +(+n[a+20>>2])}function Ji(a,b){a=a|0;b=+b;n[a+20>>2]=b;return}function Ki(a){a=a|0;return +(+n[a+24>>2])}function Li(a,b){a=a|0;b=+b;n[a+24>>2]=b;return}function Mi(a){a=a|0;return +(+n[a+28>>2])}function Ni(a,b){a=a|0;b=+b;n[a+28>>2]=b;return}function Oi(a){a=a|0;return +(+n[a+32>>2])}function Pi(a,b){a=a|0;b=+b;n[a+32>>2]=b;return}function Qi(a){a=a|0;return +(+n[a+36>>2])}function Ri(a,b){a=a|0;b=+b;n[a+36>>2]=b;return}function Si(a){a=a|0;return +(+n[a+40>>2])}function Ti(a,b){a=a|0;b=+b;n[a+40>>2]=b;return}function Ui(a){a=a|0;return +(+n[a+44>>2])}function Vi(a,b){a=a|0;b=+b;n[a+44>>2]=b;return}function Wi(a){a=a|0;return +(+n[a+48>>2])}function Xi(a,b){a=a|0;b=+b;n[a+48>>2]=b;return}function Yi(a){a=a|0;return +(+n[a+52>>2])}function Zi(a,b){a=a|0;b=+b;n[a+52>>2]=b;return}function _i(a){a=a|0;return +(+n[a+56>>2])}function $i(a,b){a=a|0;b=+b;n[a+56>>2]=b;return}function aj(a){a=a|0;return +(+n[a+60>>2])}function bj(a,b){a=a|0;b=+b;n[a+60>>2]=b;return}function cj(a){a=a|0;return +(+p[a>>3])}function dj(a,b){a=a|0;b=+b;p[a>>3]=b;return}function ej(a){a=a|0;return +(+p[a+8>>3])}function fj(a,b){a=a|0;b=+b;p[a+8>>3]=b;return}function gj(a){a=a|0;return 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e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=26812;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;Pna(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ul(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+48|0;p=o+40|0;m=o+20|0;k=o;f[m>>2]=a;f[m+4>>2]=b;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;f[k>>2]=c;f[k+4>>2]=d;c=k+8|0;f[c>>2]=0;d=k+12|0;f[d>>2]=0;f[k+16>>2]=0;i=f[i>>2]|0;kd(i|0);j=f[j>>2]|0;kd(j|0);a=pOb(12)|0;f[a>>2]=26844;f[a+4>>2]=i;f[a+8>>2]=j;f[p>>2]=a;dma(p,m,k,e,g,h);a=f[p>>2]|0;f[p>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){b=f[d>>2]|0;if((b|0)!=(a|0))f[d>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){b=f[m>>2]|0;if(b){tOb(b);a=f[l>>2]|0}}if(!a){u=o;return}if((f[n>>2]|0)!=(a|0))f[n>>2]=a;sOb(a);u=o;return}function Vl(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+48|0;l=k+20|0;m=k+24|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);l6(m,d);kd(e|0);kd(b|0);a=pOb(12)|0;f[a>>2]=26928;f[a+4>>2]=e;f[a+8>>2]=b;f[l>>2]=a;Kna(l,m,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);fd(b|0);fd(e|0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-32-a|0)>>>5)<<5);sOb(a);u=k;return}function Wl(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+48|0;i=h+24|0;l=h;k=h+32|0;Kha(l);l6(k,d);j=~~+p[l+8>>3]>>>0;d=~~+p[l+16>>3]>>>0;l=f[e>>2]|0;kd(l|0);e=f[g>>2]|0;kd(e|0);g=pOb(12)|0;f[g>>2]=26988;f[g+4>>2]=l;f[g+8>>2]=e;f[i>>2]=g;Mna(i,k,a,b,c,j,d);a=f[i>>2]|0;f[i>>2]=0;if(!a){fd(0);fd(0);u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=h;return}function Xl(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;i=u;u=u+48|0;j=i+24|0;m=i;l=i+32|0;Kha(m);l6(l,e);k=~~+p[m+8>>3]>>>0;e=~~+p[m+16>>3]>>>0;m=f[g>>2]|0;kd(m|0);g=f[h>>2]|0;kd(g|0);h=pOb(12)|0;f[h>>2]=27048;f[h+4>>2]=m;f[h+8>>2]=g;f[j>>2]=h;Lna(j,l,a,b,c,d,k,e);a=f[j>>2]|0;f[j>>2]=0;if(!a){fd(0);fd(0);u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=i;return}function Yl(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+32|0;h=g;i=g+8|0;l6(i,c);c=f[d>>2]|0;kd(c|0);d=f[e>>2]|0;kd(d|0);e=pOb(12)|0;f[e>>2]=27112;f[e+4>>2]=c;f[e+8>>2]=d;f[h>>2]=e;Nna(h,i,a,b);a=f[h>>2]|0;f[h>>2]=0;if(!a){fd(0);fd(0);u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=g;return}function Zl(){hza();return}function _l(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;zoa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function $l(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27168;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;jma(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function am(){woa();return}function bm(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27200;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;soa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function cm(){xza();return}function dm(a){a=a|0;Ona(a);return}function em(a){a=+a;_pa(a);return}function fm(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=u;u=u+128|0;h=g+120|0;e=g;_6(e,a);c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27264;f[a+4>>2]=c;f[a+8>>2]=d;f[h>>2]=a;_oa(h,e);a=f[h>>2]|0;f[h>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=e+92|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+80|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+32|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+4|0;if((b[a+11>>0]|0)>=0){u=g;return}sOb(f[a>>2]|0);u=g;return}function gm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Apa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function hm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Bpa();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function im(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Moa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function jm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+48|0;d=b;c=b+40|0;e=b+8|0;Ppa(e);YA(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function km(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+768|0;h=j+752|0;i=j;g=f[a>>2]|0;kd(g|0);a=f[c>>2]|0;kd(a|0);xna(i);if(!(b[256352]|0))if(MPb(256352)|0)eAa(255600);b[255600]=b[i>>0]|0;p[31951]=+p[i+8>>3];p[31952]=+p[i+16>>3];p[31953]=+p[i+24>>3];p[31954]=+p[i+32>>3];p[31955]=+p[i+40>>3];p[31956]=+p[i+48>>3];p[31957]=+p[i+56>>3];p[31958]=+p[i+64>>3];p[31959]=+p[i+72>>3];p[31960]=+p[i+80>>3];p[31961]=+p[i+88>>3];p[31962]=+p[i+96>>3];p[31963]=+p[i+104>>3];p[31964]=+p[i+112>>3];p[31965]=+p[i+120>>3];p[31966]=+p[i+128>>3];p[31967]=+p[i+136>>3];p[31968]=+p[i+144>>3];p[31969]=+p[i+152>>3];p[31970]=+p[i+160>>3];p[31971]=+p[i+168>>3];p[31972]=+p[i+176>>3];p[31973]=+p[i+184>>3];p[31974]=+p[i+192>>3];p[31975]=+p[i+200>>3];c=255808;d=i+208|0;e=c+40|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));p[31981]=+p[i+248>>3];p[31982]=+p[i+256>>3];p[31983]=+p[i+264>>3];p[31984]=+p[i+272>>3];p[31985]=+p[i+280>>3];p[31986]=+p[i+288>>3];p[31987]=+p[i+296>>3];p[31988]=+p[i+304>>3];p[31989]=+p[i+312>>3];p[31990]=+p[i+320>>3];p[31991]=+p[i+328>>3];p[31992]=+p[i+336>>3];p[31993]=+p[i+344>>3];p[31994]=+p[i+352>>3];p[31995]=+p[i+360>>3];p[31996]=+p[i+368>>3];f[63994]=f[i+376>>2];f[63995]=f[i+380>>2];f[63996]=f[i+384>>2];f[63997]=f[i+388>>2];f[63998]=f[i+392>>2];f[63999]=f[i+396>>2];f[64e3]=f[i+400>>2];f[64001]=f[i+404>>2];f[64002]=f[i+408>>2];f[64003]=f[i+412>>2];f[64004]=f[i+416>>2];f[64005]=f[i+420>>2];f[64006]=f[i+424>>2];f[64007]=f[i+428>>2];f[64008]=f[i+432>>2];f[64009]=f[i+436>>2];p[32005]=+p[i+440>>3];p[32006]=+p[i+448>>3];p[32007]=+p[i+456>>3];p[32008]=+p[i+464>>3];p[32009]=+p[i+472>>3];p[32010]=+p[i+480>>3];p[32011]=+p[i+488>>3];p[32012]=+p[i+496>>3];p[32013]=+p[i+504>>3];p[32014]=+p[i+512>>3];p[32015]=+p[i+520>>3];p[32016]=+p[i+528>>3];p[32017]=+p[i+536>>3];p[32018]=+p[i+544>>3];p[32019]=+p[i+552>>3];p[32020]=+p[i+560>>3];p[32021]=+p[i+568>>3];p[32022]=+p[i+576>>3];p[32023]=+p[i+584>>3];p[32024]=+p[i+592>>3];p[32025]=+p[i+600>>3];p[32026]=+p[i+608>>3];p[32027]=+p[i+616>>3];p[32028]=+p[i+624>>3];p[32029]=+p[i+632>>3];p[32030]=+p[i+640>>3];p[32031]=+p[i+648>>3];p[32032]=+p[i+656>>3];p[32033]=+p[i+664>>3];p[32034]=+p[i+672>>3];p[32035]=+p[i+680>>3];p[32036]=+p[i+688>>3];f[64074]=f[i+696>>2];f[64075]=f[i+700>>2];f[64076]=f[i+704>>2];f[64077]=f[i+708>>2];f[64078]=f[i+712>>2];f[64079]=f[i+716>>2];f[64080]=f[i+720>>2];f[64081]=f[i+724>>2];f[64082]=f[i+728>>2];i=i+732|0;f[64083]=f[i>>2];f[64084]=f[i+4>>2];f[64085]=f[i+8>>2];b[256344]=b[i+12>>0]|0;f[h>>2]=255600;i=td(17744,h|0)|0;kd(i|0);f[h>>2]=i;fd(dd(g|0,1,22088,h|0)|0);fd(i|0);fd(a|0);fd(g|0);u=j;return}function lm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27324;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;qoa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function mm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b+16|0;e=b;Una(e);c=pOb(16)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[d>>2]=c;c=td(7376,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function nm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Fna();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function om(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+mya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function pm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+lya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function qm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=kya()|0;f[d>>2]=c;c=td(17744,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function rm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(eya()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function sm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+oya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function tm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+nya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function um(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Hoa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function vm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Ooa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function wm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Koa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function xm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Zoa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function ym(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Ioa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function zm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Yoa();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Am(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(cya()|0)&255;f[d>>2]=c;c=td(17704,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Bm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+aya();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Cm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(bya()|0)&255;f[d>>2]=c;c=td(17704,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Dm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Joa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Em(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b+16|0;e=b;Hna(e);c=pOb(16)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[d>>2]=c;c=td(4872,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Fm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;e=b+8|0;Ana(e);c=pOb(24)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[c+16>>2]=f[e+16>>2];f[c+20>>2]=f[e+20>>2];f[d>>2]=c;c=td(1112,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Gm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Gna();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Hm(a){a=a|0;Aoa(a);return}function Im(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27364;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;ina(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Jm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27420;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;qna(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Km(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27452;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;bma(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function Lm(){xoa();return}function Mm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=ama()|0;f[d>>2]=c;c=td(17744,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Nm(){Ypa();return}function Om(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;aqa(e,c);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Pm(){ooa();return}function Qm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27500;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;noa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function Rm(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b+4|0;d=b;f[d>>2]=a;f[c>>2]=f[d>>2];jza(c);u=b;return}function Sm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+28|0;k=j+24|0;m=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27532;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;f[m>>2]=c;f[l>>2]=f[m>>2];poa(k,h,l);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-32-a|0)>>>5)<<5);sOb(a);u=j;return}function Tm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27588;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Mma(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Um(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27644;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Uma(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Vm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27676;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;ana(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Wm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27708;f[a+4>>2]=e;f[a+8>>2]=g;f[l>>2]=a;lma(l,i,c,d);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Xm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27768;f[a+4>>2]=e;f[a+8>>2]=g;f[l>>2]=a;Kma(l,i,c,d);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Ym(){$pa();return}function Zm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+48|0;m=l+40|0;j=l+20|0;h=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;f[h>>2]=c;f[h+4>>2]=d;c=h+8|0;f[c>>2]=0;d=h+12|0;f[d>>2]=0;f[h+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27800;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;kma(m,j,h);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){b=f[d>>2]|0;if((b|0)!=(a|0))f[d>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a)}a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function _m(){yoa();return}function $m(){Yla();return}function an(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var 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n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+48|0;s=r+40|0;p=r+20|0;n=r;f[p>>2]=a;f[p+4>>2]=b;o=p+8|0;f[o>>2]=0;q=p+12|0;f[q>>2]=0;f[p+16>>2]=0;f[n>>2]=c;f[n+4>>2]=d;c=n+8|0;f[c>>2]=0;d=n+12|0;f[d>>2]=0;f[n+16>>2]=0;l=f[l>>2]|0;kd(l|0);m=f[m>>2]|0;kd(m|0);a=pOb(12)|0;f[a>>2]=28368;f[a+4>>2]=l;f[a+8>>2]=m;f[s>>2]=a;Xqa(s,p,n,e,g,h,i,j,k);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[n>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){if((f[d>>2]|0)!=(a|0))f[d>>2]=a;sOb(a)}a=f[o>>2]|0;if((a|0)==(f[q>>2]|0)){b=f[p>>2]|0;if(b){tOb(b);a=f[o>>2]|0}}if(!a){u=r;return}if((f[q>>2]|0)!=(a|0))f[q>>2]=a;sOb(a);u=r;return}function xp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28452;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Yqa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function yp(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;c=b+16|0;e=b+8|0;_qa(e);_U(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function zp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28484;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;$qa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ap(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28516;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;gra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Bp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28548;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;ora(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Cp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28580;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;wra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Dp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28612;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;zra(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ep(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28668;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Cra(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Fp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;c=u;u=u+32|0;d=c;e=c+16|0;g=c+8|0;hma(g,a);cL(e,g);a=f[e>>2]|0;kd(a|0);f[d>>2]=a;fd(dd(f[b>>2]|0,1,22088,d|0)|0);fd(a|0);u=c;return}function Gp(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;c=b+16|0;e=b+8|0;Fra(e);cL(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Hp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28716;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Gra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ip(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28748;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Wra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Jp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28780;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;csa(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Kp(a,b,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;y=u;u=u+96|0;z=y;A=y+88|0;w=y+68|0;t=y+48|0;q=y+28|0;p=y+8|0;f[w>>2]=e;f[w+4>>2]=g;v=w+8|0;f[v>>2]=0;x=w+12|0;f[x>>2]=0;f[w+16>>2]=0;f[t>>2]=h;f[t+4>>2]=i;r=t+8|0;f[r>>2]=0;s=t+12|0;f[s>>2]=0;f[t+16>>2]=0;f[q>>2]=j;f[q+4>>2]=k;j=q+8|0;f[j>>2]=0;k=q+12|0;f[k>>2]=0;f[q+16>>2]=0;f[p>>2]=l;f[p+4>>2]=m;h=p+8|0;f[h>>2]=0;i=p+12|0;f[i>>2]=0;f[p+16>>2]=0;e=f[n>>2]|0;kd(e|0);o=f[o>>2]|0;kd(o|0);bqa(A,a,b,c,d,w,t,q,p);d=nd()|0;f[z>>2]=f[A>>2];c=td(17744,z|0)|0;f[z>>2]=0;n=td(17736,z|0)|0;sd(d|0,n|0,c|0);fd(n|0);fd(c|0);f[z>>2]=f[A+4>>2];c=td(17744,z|0)|0;f[z>>2]=1;n=td(17736,z|0)|0;sd(d|0,n|0,c|0);fd(n|0);fd(c|0);kd(d|0);f[z>>2]=d;fd(dd(e|0,1,22088,z|0)|0);fd(d|0);fd(o|0);fd(e|0);e=f[h>>2]|0;if((e|0)==(f[i>>2]|0)){g=f[p>>2]|0;if(g){tOb(g);e=f[h>>2]|0}}if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[j>>2]|0;if((e|0)==(f[k>>2]|0)){g=f[q>>2]|0;if(g){tOb(g);e=f[j>>2]|0}}if(e|0){g=f[k>>2]|0;if((g|0)!=(e|0))f[k>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[r>>2]|0;if((e|0)==(f[s>>2]|0)){g=f[t>>2]|0;if(g){tOb(g);e=f[r>>2]|0}}if(e|0){g=f[s>>2]|0;if((g|0)!=(e|0))f[s>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[v>>2]|0;if((e|0)==(f[x>>2]|0)){g=f[w>>2]|0;if(g){tOb(g);e=f[v>>2]|0}}if(!e){u=y;return}g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);u=y;return}function Lp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28896;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;qqa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Mp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d;g=pOb(12)|0;f[g>>2]=28928;f[g+4>>2]=f[b>>2];f[b>>2]=0;f[g+8>>2]=f[c>>2];f[c>>2]=0;f[e>>2]=g;Mqa(e,a);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Np(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=28976;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;xqa(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Op(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=29028;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Eqa(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Pp(a,b,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+96|0;B=A+88|0;y=A+68|0;w=A+48|0;s=A+28|0;r=A+8|0;C=A;f[y>>2]=h;f[y+4>>2]=i;x=y+8|0;f[x>>2]=0;z=y+12|0;f[z>>2]=0;f[y+16>>2]=0;f[w>>2]=j;f[w+4>>2]=k;t=w+8|0;f[t>>2]=0;v=w+12|0;f[v>>2]=0;f[w+16>>2]=0;f[s>>2]=l;f[s+4>>2]=m;l=s+8|0;f[l>>2]=0;m=s+12|0;f[m>>2]=0;f[s+16>>2]=0;f[r>>2]=n;f[r+4>>2]=o;j=r+8|0;f[j>>2]=0;k=r+12|0;f[k>>2]=0;f[r+16>>2]=0;f[C>>2]=a;f[C+4>>2]=b;p=f[p>>2]|0;kd(p|0);q=f[q>>2]|0;kd(q|0);h=pOb(12)|0;f[h>>2]=29084;f[h+4>>2]=p;f[h+8>>2]=q;f[B>>2]=h;cqa(B,C,c,d,e,g,y,w,s,r);h=f[B>>2]|0;f[B>>2]=0;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);fd(0);fd(0);h=f[j>>2]|0;if((h|0)==(f[k>>2]|0)){i=f[r>>2]|0;if(i){tOb(i);h=f[j>>2]|0}}if(h|0){i=f[k>>2]|0;if((i|0)!=(h|0))f[k>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}h=f[l>>2]|0;if((h|0)==(f[m>>2]|0)){i=f[s>>2]|0;if(i){tOb(i);h=f[l>>2]|0}}if(h|0){i=f[m>>2]|0;if((i|0)!=(h|0))f[m>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}h=f[t>>2]|0;if((h|0)==(f[v>>2]|0)){i=f[w>>2]|0;if(i){tOb(i);h=f[t>>2]|0}}if(h|0){i=f[v>>2]|0;if((i|0)!=(h|0))f[v>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}i=f[x>>2]|0;if((i|0)==(f[z>>2]|0)){h=f[y>>2]|0;if(h){tOb(h);i=f[x>>2]|0}}if(!i){u=A;return}h=f[z>>2]|0;if((h|0)!=(i|0))f[z>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);u=A;return}function Qp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;rxa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Rp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;sxa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Sp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Nya(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Tp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;pxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Up(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;qxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Vp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=29204;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;Yva(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Wp(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h;j=pOb(12)|0;f[j>>2]=29256;f[j+4>>2]=f[e>>2];f[e>>2]=0;f[j+8>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=j;dwa(i,a,b,c,d);a=f[i>>2]|0;f[i>>2]=0;if(!a){u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=h;return}function Xp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=29316;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;owa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Yp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=29372;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;gwa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Zp(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0;k=u;u=u+16|0;l=k;m=pOb(12)|0;f[m>>2]=29404;f[m+4>>2]=f[i>>2];f[i>>2]=0;f[m+8>>2]=f[j>>2];f[j>>2]=0;f[l>>2]=m;jta(l,a,b,c,d,e,g,h);a=f[l>>2]|0;f[l>>2]=0;if(!a){u=k;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=k;return}function _p(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j;l=pOb(12)|0;f[l>>2]=29476;f[l+4>>2]=f[h>>2];f[h>>2]=0;f[l+8>>2]=f[i>>2];f[i>>2]=0;f[k>>2]=l;Jta(k,a,b,c,d,e,g);a=f[k>>2]|0;f[k>>2]=0;if(!a){u=j;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=j;return}function $p(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i;k=pOb(12)|0;f[k>>2]=29544;f[k+4>>2]=f[g>>2];f[g>>2]=0;f[k+8>>2]=f[h>>2];f[h>>2]=0;f[j>>2]=k;Kta(j,a,b,c,d,e);a=f[j>>2]|0;f[j>>2]=0;if(!a){u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=i;return}function aq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29608;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;dta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function bq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29664;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;pwa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function cq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29696;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;_ta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function dq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=29728;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Cya(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function eq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29788;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;sya(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function fq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29820;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;cua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function gq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29852;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;xua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function hq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29884;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Fua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function iq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29916;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Jua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function jq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29948;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Bua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29980;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Nua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function lq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30012;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Hsa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function mq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30044;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Dya(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function nq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=30076;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;Pya(m,h&255,j,c,d);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function oq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30140;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;yxa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function pq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+48|0;o=n;p=n+40|0;j=n+28|0;l=n+8|0;f[l>>2]=a;f[l+4>>2]=b;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;i=f[e>>2]|0;kd(i|0);g=f[g>>2]|0;kd(g|0);Oya(j,h&255,l,c,d);ZI(p,j);e=f[p>>2]|0;kd(e|0);f[o>>2]=e;fd(dd(i|0,1,22088,o|0)|0);fd(e|0);e=f[j>>2]|0;if(e|0){a=j+4|0;b=f[a>>2]|0;if((b|0)!=(e|0))f[a>>2]=b+(~(((b+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}fd(g|0);fd(i|0);a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){b=f[l>>2]|0;if(b){tOb(b);a=f[k>>2]|0}}if(!a){u=n;return}b=f[m>>2]|0;if((b|0)!=(a|0))f[m>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function qq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l;o=l+40|0;m=l+28|0;j=l+8|0;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);lxa(m,h&255,j,c,d);uB(o,m);a=f[o>>2]|0;kd(a|0);f[n>>2]=a;fd(dd(e|0,1,22088,n|0)|0);fd(a|0);a=f[m>>2]|0;if(a|0)sOb(a);fd(b|0);fd(e|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function rq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l;o=l+40|0;m=l+28|0;j=l+8|0;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);mxa(m,h&255,j,c,d);uB(o,m);a=f[o>>2]|0;kd(a|0);f[n>>2]=a;fd(dd(e|0,1,22088,n|0)|0);fd(a|0);a=f[m>>2]|0;if(a|0)sOb(a);fd(b|0);fd(e|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function sq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30172;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Rua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30204;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Ava(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function uq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30260;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Qta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function vq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30292;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Zua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function wq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30324;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Ova(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function xq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30356;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Tta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function yq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30388;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;_ua(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function zq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30448;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Osa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Aq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30480;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;qsa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Bq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+48|0;n=m;o=m+40|0;i=m+28|0;k=m+8|0;f[k>>2]=a;f[k+4>>2]=b;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;h=f[d>>2]|0;kd(h|0);e=f[e>>2]|0;kd(e|0);xxa(i,g&255,k,c);NB(o,i);d=f[o>>2]|0;kd(d|0);f[n>>2]=d;fd(dd(h|0,1,22088,n|0)|0);fd(d|0);d=f[i>>2]|0;if(d|0){a=i+4|0;b=f[a>>2]|0;if((b|0)!=(d|0))f[a>>2]=b+(~((b+-4-d|0)>>>2)<<2);sOb(d)}fd(e|0);fd(h|0);a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[j>>2]|0}}if(!a){u=m;return}b=f[l>>2]|0;if((b|0)!=(a|0))f[l>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Cq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30512;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Vua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Dq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30544;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Pva(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Eq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30576;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Wta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Fq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30608;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;kua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Gq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30640;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;oua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Hq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30672;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;tua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Iq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30704;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;gua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Jq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;g=f[g>>2]|0;kd(g|0);h=f[h>>2]|0;kd(h|0);a=pOb(12)|0;f[a>>2]=30736;f[a+4>>2]=g;f[a+8>>2]=h;f[m>>2]=a;zsa(m,j,c,d,e);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Kq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30800;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Wsa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Lq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30832;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Fxa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Mq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30864;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Qva(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Nq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30896;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Cwa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Oq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30956;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;swa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Pq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Zta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Qq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=31008;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;wwa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Rq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;Aya(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;qya(g&255,i,c,d,e);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Tq(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;bta(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Uq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;bua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Vq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;wua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Wq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Eua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Xq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Iua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Yq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Aua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Zq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Mua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function _q(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Zxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function $q(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;Lya(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function ar(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;nxa(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function br(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;oxa(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function cr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Qua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function dr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Mta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function er(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Yua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function fr(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;k=m+20|0;i=m;f[k>>2]=a;f[k+4>>2]=b;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;f[i>>2]=c;f[i+4>>2]=d;c=i+8|0;f[c>>2]=0;d=i+12|0;f[d>>2]=0;f[i+16>>2]=0;Sya(h&255,k,i,e,g);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){if((f[d>>2]|0)!=(a|0))f[d>>2]=a;sOb(a)}a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[j>>2]|0}}if(!a){u=m;return}b=f[l>>2]|0;if((b|0)!=(a|0))f[l>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function gr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Nta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function hr(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=31212;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;gva(m,h&255,j,c,d);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function ir(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;txa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function jr(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;vxa(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;uxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function lr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Uua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function mr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Ota(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function nr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;jua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function or(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;nua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function pr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;sua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function qr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;fua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function rr(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0;r=u;u=u+32|0;s=r+20|0;p=r;f[p>>2]=a;f[p+4>>2]=b;o=p+8|0;f[o>>2]=0;q=p+12|0;f[q>>2]=0;f[p+16>>2]=0;l=f[l>>2]|0;kd(l|0);m=f[m>>2]|0;kd(m|0);a=pOb(12)|0;f[a>>2]=31300;f[a+4>>2]=l;f[a+8>>2]=m;f[s>>2]=a;Qwa(s,n&255,p,c,d,e,g,h,i,j,k);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[o>>2]|0;if((a|0)==(f[q>>2]|0)){b=f[p>>2]|0;if(b){tOb(b);a=f[o>>2]|0}}if(!a){u=r;return}b=f[q>>2]|0;if((b|0)!=(a|0))f[q>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=r;return}function sr(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;Lta(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Yxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function ur(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;Pta(e,c);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function vr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Bya(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function wr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;rya(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function xr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;cta(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function yr(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;Mya(g&255,i,c,d,e);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function zr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;Tya(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Ar(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=31456;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;uva(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Br(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;wxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Cr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;kxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Dr(a){a=a|0;lsa(a);return}function Er(a,b){a=a|0;b=b|0;msa(a,b);return}function Fr(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=+c;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;nsa(a,b,c,d,e,f,g,h,i,j);return}function Gr(a,b){a=a|0;b=b|0;osa(a,b);return}function Hr(){var a=0,c=0,d=0,e=0,g=0;d=u;u=u+752|0;a=d;xna(a);if(!(b[257136]|0))if(MPb(257136)|0)eAa(256384);b[256384]=b[a>>0]|0;p[32049]=+p[a+8>>3];p[32050]=+p[a+16>>3];p[32051]=+p[a+24>>3];p[32052]=+p[a+32>>3];p[32053]=+p[a+40>>3];p[32054]=+p[a+48>>3];p[32055]=+p[a+56>>3];p[32056]=+p[a+64>>3];p[32057]=+p[a+72>>3];p[32058]=+p[a+80>>3];p[32059]=+p[a+88>>3];p[32060]=+p[a+96>>3];p[32061]=+p[a+104>>3];p[32062]=+p[a+112>>3];p[32063]=+p[a+120>>3];p[32064]=+p[a+128>>3];p[32065]=+p[a+136>>3];p[32066]=+p[a+144>>3];p[32067]=+p[a+152>>3];p[32068]=+p[a+160>>3];p[32069]=+p[a+168>>3];p[32070]=+p[a+176>>3];p[32071]=+p[a+184>>3];p[32072]=+p[a+192>>3];p[32073]=+p[a+200>>3];c=256592;e=a+208|0;g=c+40|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));p[32079]=+p[a+248>>3];p[32080]=+p[a+256>>3];p[32081]=+p[a+264>>3];p[32082]=+p[a+272>>3];p[32083]=+p[a+280>>3];p[32084]=+p[a+288>>3];p[32085]=+p[a+296>>3];p[32086]=+p[a+304>>3];p[32087]=+p[a+312>>3];p[32088]=+p[a+320>>3];p[32089]=+p[a+328>>3];p[32090]=+p[a+336>>3];p[32091]=+p[a+344>>3];p[32092]=+p[a+352>>3];p[32093]=+p[a+360>>3];p[32094]=+p[a+368>>3];f[64190]=f[a+376>>2];f[64191]=f[a+380>>2];f[64192]=f[a+384>>2];f[64193]=f[a+388>>2];f[64194]=f[a+392>>2];f[64195]=f[a+396>>2];f[64196]=f[a+400>>2];f[64197]=f[a+404>>2];f[64198]=f[a+408>>2];f[64199]=f[a+412>>2];f[64200]=f[a+416>>2];f[64201]=f[a+420>>2];f[64202]=f[a+424>>2];f[64203]=f[a+428>>2];f[64204]=f[a+432>>2];f[64205]=f[a+436>>2];p[32103]=+p[a+440>>3];p[32104]=+p[a+448>>3];p[32105]=+p[a+456>>3];p[32106]=+p[a+464>>3];p[32107]=+p[a+472>>3];p[32108]=+p[a+480>>3];p[32109]=+p[a+488>>3];p[32110]=+p[a+496>>3];p[32111]=+p[a+504>>3];p[32112]=+p[a+512>>3];p[32113]=+p[a+520>>3];p[32114]=+p[a+528>>3];p[32115]=+p[a+536>>3];p[32116]=+p[a+544>>3];p[32117]=+p[a+552>>3];p[32118]=+p[a+560>>3];p[32119]=+p[a+568>>3];p[32120]=+p[a+576>>3];p[32121]=+p[a+584>>3];p[32122]=+p[a+592>>3];p[32123]=+p[a+600>>3];p[32124]=+p[a+608>>3];p[32125]=+p[a+616>>3];p[32126]=+p[a+624>>3];p[32127]=+p[a+632>>3];p[32128]=+p[a+640>>3];p[32129]=+p[a+648>>3];p[32130]=+p[a+656>>3];p[32131]=+p[a+664>>3];p[32132]=+p[a+672>>3];p[32133]=+p[a+680>>3];p[32134]=+p[a+688>>3];f[64270]=f[a+696>>2];f[64271]=f[a+700>>2];f[64272]=f[a+704>>2];f[64273]=f[a+708>>2];f[64274]=f[a+712>>2];f[64275]=f[a+716>>2];f[64276]=f[a+720>>2];f[64277]=f[a+724>>2];f[64278]=f[a+728>>2];g=a+732|0;f[64279]=f[g>>2];f[64280]=f[g+4>>2];f[64281]=f[g+8>>2];b[257128]=b[g+12>>0]|0;u=d;return 256384}function Ir(a){a=a|0;zna(a);return}function Jr(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;Eha(a,b,c,d);return}function Kr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=31564;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Xna(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Lr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=31596;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;eoa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Mr(a,b){a=+a;b=+b;Vla(a,b);return}function Nr(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;k=m+8|0;j=m+4|0;h=m;f[k>>2]=a;f[k+4>>2]=c;i=k+8|0;f[i>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=4;b[r>>0]=82;Yga(258284,r,q,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,53,j,31,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=m;return}function Or(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m+4|0;k=m;l=m+8|0;n=f[64572]|0;i=n-(f[64571]|0)|0;f[k>>2]=n;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;n=i-(f[64571]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,l)|0;n=(f[64571]|0)+n|0;b[n>>0]=5;b[n+1>>0]=0;n=f[64572]|0;i=n-(f[64571]|0)|0;f[k>>2]=n;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+a>>0]=c;a=f[64572]|0;i=a-(f[64571]|0)|0;f[k>>2]=a;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,12,l)|0;i=(f[64571]|0)+i|0;a=d;c=i+12|0;do{b[i>>0]=b[a>>0]|0;i=i+1|0;a=a+1|0}while((i|0)<(c|0));a=f[64572]|0;i=a-(f[64571]|0)|0;f[k>>2]=a;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,12,l)|0;i=(f[64571]|0)+i|0;a=e;c=i+12|0;do{b[i>>0]=b[a>>0]|0;i=i+1|0;a=a+1|0}while((i|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;n=e-(f[64571]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,l)|0;n=(f[64571]|0)+n|0;b[n>>0]=a;b[n+1>>0]=a>>8;b[n+2>>0]=a>>16;b[n+3>>0]=a>>24;Xga(a,62,g,38,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Pr(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;i=g+4|0;j=g;h=g+8|0;l=f[64572]|0;k=l-(f[64571]|0)|0;f[j>>2]=l;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;l=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;l=(f[64571]|0)+l|0;b[l>>0]=6;b[l+1>>0]=0;l=f[64572]|0;k=l-(f[64571]|0)|0;f[j>>2]=l;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;k=(f[64571]|0)+k|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;k=f[64572]|0;a=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;c=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,18,d,55,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Qr(a,c,e,g,h,i,j,k,l){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;t=u;u=u+80|0;w=t+64|0;x=t+60|0;v=t+71|0;B=t+68|0;A=t+56|0;z=t;y=t+70|0;r=t+28|0;o=t+8|0;m=t+52|0;n=t+48|0;f[r>>2]=a;f[r+4>>2]=c;q=r+8|0;f[q>>2]=0;s=r+12|0;f[s>>2]=0;f[r+16>>2]=0;f[o>>2]=e;f[o+4>>2]=g;e=o+8|0;f[e>>2]=0;g=o+12|0;f[g>>2]=0;f[o+16>>2]=0;k=f[k>>2]|0;f[m>>2]=k;kd(k|0);k=f[l>>2]|0;f[n>>2]=k;kd(k|0);f[A>>2]=h;p[z>>3]=i;b[y>>0]=j&1;d[B>>1]=7;k=f[64572]|0;a=k-(f[64571]|0)|0;f[x>>2]=k;b[v>>0]=0;f[w>>2]=f[x>>2];Zga(258284,w,1,v)|0;b[(f[64571]|0)+a>>0]=82;$ga(258284,B,r,o,A,z,y);a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;l=k-(f[64571]|0)|0;f[x>>2]=k;b[v>>0]=0;f[w>>2]=f[x>>2];Zga(258284,w,4,v)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;Xga(a,55,m,55,n);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[n>>2]|0);fd(f[m>>2]|0);a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(a|0){c=f[g>>2]|0;if((c|0)!=(a|0))f[g>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[q>>2]|0;if((a|0)==(f[s>>2]|0)){c=f[r>>2]|0;if(c){tOb(c);a=f[q>>2]|0}}if(!a){u=t;return}if((f[s>>2]|0)!=(a|0))f[s>>2]=a;sOb(a);u=t;return}function Rr(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+64|0;p=n+32|0;q=n+28|0;o=n+56|0;r=n+40|0;k=n+24|0;i=n+20|0;l=n;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;kd(g|0);c=f[h>>2]|0;kd(c|0);l6(r,e);f[k>>2]=g;kd(g|0);f[i>>2]=c;kd(c|0);a=f[64572]|0;e=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;a=e-(f[64571]|0)|0;f[q>>2]=e;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=9;b[a+1>>0]=0;aha(258284,r,l,d);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[q>>2]=d;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,96,k,55,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);fd(c|0);fd(g|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=n;return}function Sr(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+64|0;l=r+36|0;m=r+24|0;n=r+56|0;k=r;i=r+40|0;o=r+32|0;q=r+28|0;Kha(k);l6(i,e);j=~~+p[k+8>>3]>>>0;k=~~+p[k+16>>3]>>>0;e=f[g>>2]|0;f[o>>2]=e;kd(e|0);e=f[h>>2]|0;f[q>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,n)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=10;b[e+1>>0]=0;e=f[64572]|0;g=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,16,n)|0;e=f[64571]|0;g=e+g|0;h=i;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));i=f[64572]|0;f[m>>2]=i;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+(i-e)|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=c;b[e+1>>0]=c>>8;b[e+2>>0]=c>>16;b[e+3>>0]=c>>24;c=f[64572]|0;e=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=f[64572]|0;c=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=j;b[c+1>>0]=j>>8;b[c+2>>0]=j>>16;b[c+3>>0]=j>>24;c=f[64572]|0;e=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=k;b[e+1>>0]=k>>8;b[e+2>>0]=k>>16;b[e+3>>0]=k>>24;e=(f[64570]|0)+1|0;f[64570]=e;c=f[64572]|0;d=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;n=(f[64571]|0)+d|0;b[n>>0]=e;b[n+1>>0]=e>>8;b[n+2>>0]=e>>16;b[n+3>>0]=e>>24;Xga(e,96,o,55,q);e=f[64571]|0;pc(e|0,e+((f[64572]|0)-e)|0);e=f[64571]|0;if((f[64572]|0)==(e|0)){q=f[q>>2]|0;fd(q|0);q=f[o>>2]|0;fd(q|0);u=r;return}f[64572]=e;q=f[q>>2]|0;fd(q|0);q=f[o>>2]|0;fd(q|0);u=r;return}function Tr(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+64|0;m=s+36|0;n=s+24|0;o=s+56|0;l=s;j=s+40|0;q=s+32|0;r=s+28|0;Kha(l);l6(j,g);k=~~+p[l+8>>3]>>>0;l=~~+p[l+16>>3]>>>0;g=f[h>>2]|0;f[q>>2]=g;kd(g|0);g=f[i>>2]|0;f[r>>2]=g;kd(g|0);g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;g=h-(f[64571]|0)|0;f[n>>2]=h;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=11;b[g+1>>0]=0;g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,16,o)|0;g=f[64571]|0;h=g+h|0;i=j;j=h+16|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(j|0));j=f[64572]|0;f[n>>2]=j;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+(j-g)|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=c;b[g+1>>0]=c>>8;b[g+2>>0]=c>>16;b[g+3>>0]=c>>24;c=f[64572]|0;g=c-(f[64571]|0)|0;f[n>>2]=c;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=f[64572]|0;d=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;d=(f[64571]|0)+d|0;b[d>>0]=k;b[d+1>>0]=k>>8;b[d+2>>0]=k>>16;b[d+3>>0]=k>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=l;b[g+1>>0]=l>>8;b[g+2>>0]=l>>16;b[g+3>>0]=l>>24;g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;o=(f[64571]|0)+e|0;b[o>>0]=g;b[o+1>>0]=g>>8;b[o+2>>0]=g>>16;b[o+3>>0]=g>>24;Xga(g,96,q,55,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)==(g|0)){r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}f[64572]=g;r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}function Ur(a,c,d,e,g){a=a|0;c=+c;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+48|0;i=o+12|0;j=o;k=o+32|0;h=o+16|0;l=o+8|0;m=o+4|0;l6(h,d);d=f[e>>2]|0;f[l>>2]=d;kd(d|0);d=f[g>>2]|0;f[m>>2]=d;kd(d|0);d=f[64572]|0;e=d-(f[64571]|0)|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;d=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;d=(f[64571]|0)+d|0;b[d>>0]=12;b[d+1>>0]=0;d=f[64572]|0;e=d-(f[64571]|0)|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,16,k)|0;d=f[64571]|0;e=d+e|0;g=h;h=e+16|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));e=f[64572]|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,12,k)|0;e=(f[64571]|0)+(e-d)|0;g=a;h=e+12|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));h=f[64572]|0;d=h-(f[64571]|0)|0;f[j>>2]=h;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;d=(f[64571]|0)+d|0;n[s>>2]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];d=(f[64570]|0)+1|0;f[64570]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[j>>2]=h;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+a|0;b[k>>0]=d;b[k+1>>0]=d>>8;b[k+2>>0]=d>>16;b[k+3>>0]=d>>24;Xga(d,96,l,55,m);d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=o;return}f[64572]=d;m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=o;return}function Vr(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=13;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Wr(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=14;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Xr(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=15;b[a+1>>0]=0;cha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,55,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Yr(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=16;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Zr(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0;i=u;u=u+16|0;k=i+4|0;l=i;j=i+8|0;m=f[64572]|0;o=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+o>>0]=82;o=f[64572]|0;m=o-(f[64571]|0)|0;f[l>>2]=o;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;m=(f[64571]|0)+m|0;b[m>>0]=17;b[m+1>>0]=0;m=f[64572]|0;o=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,j)|0;m=a;p=m;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;a=(f[64571]|0)+o|0;o=a;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;a=a+4|0;b[a>>0]=m;b[a+1>>0]=m>>8;b[a+2>>0]=m>>16;b[a+3>>0]=m>>24;a=f[64572]|0;m=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,j)|0;a=c;o=a;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;m=(f[64571]|0)+m|0;c=m;b[c>>0]=o;b[c+1>>0]=o>>8;b[c+2>>0]=o>>16;b[c+3>>0]=o>>24;m=m+4|0;b[m>>0]=a;b[m+1>>0]=a>>8;b[m+2>>0]=a>>16;b[m+3>>0]=a>>24;m=f[64572]|0;a=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;a=(f[64571]|0)+a|0;n[s>>2]=d;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=(f[64570]|0)+1|0;f[64570]=a;m=f[64572]|0;c=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,55,e,14,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=i;return}f[64572]=a;u=i;return}function _r(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=18;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function $r(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=19;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function as(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=20;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function bs(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+144|0;k=i+132|0;l=i+128|0;j=i+136|0;h=i;e=i+124|0;g=i+120|0;_6(h,a);a=f[c>>2]|0;f[e>>2]=a;kd(a|0);a=f[d>>2]|0;f[g>>2]=a;kd(a|0);a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;a=(f[64571]|0)+a|0;b[a>>0]=21;b[a+1>>0]=0;dha(258284,h);a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,28,e,28,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[g>>2]|0);fd(f[e>>2]|0);a=h+92|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+80|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+32|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+4|0;if((b[a+11>>0]|0)>=0){u=i;return}sOb(f[a>>2]|0);u=i;return}function cs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=22;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ds(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=23;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function es(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=24;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function fs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=25;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,4,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function gs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=u;u=u+32|0;i=g+12|0;j=g+4|0;h=g+16|0;d=g+8|0;e=g;a=f[a>>2]|0;f[d>>2]=a;kd(a|0);a=f[c>>2]|0;f[e>>2]=a;kd(a|0);a=f[64572]|0;k=a-(f[64571]|0)|0;f[j>>2]=a;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;a=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;a=(f[64571]|0)+a|0;b[a>>0]=26;b[a+1>>0]=0;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;c=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,48,d,0,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){k=f[e>>2]|0;fd(k|0);k=f[d>>2]|0;fd(k|0);u=g;return}f[64572]=a;k=f[e>>2]|0;fd(k|0);k=f[d>>2]|0;fd(k|0);u=g;return}function hs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=27;b[a+1>>0]=0;eha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,52,h,10,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function is(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=28;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,86,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function js(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=29;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ks(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=30;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ls(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=31;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ms(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=32;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,96,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ns(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=33;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function os(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=34;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ps(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=35;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function qs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=36;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function rs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=37;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ss(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=38;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ts(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=39;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function us(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=40;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function vs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=41;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ws(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=42;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,82,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function xs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=43;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ys(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=44;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,83,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function zs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=45;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function As(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=46;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,46,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Bs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=47;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,47,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Cs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=49;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ds(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=50;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Es(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=51;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c&1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,19,e,96,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function Fs(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=52;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c&1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,21,e,96,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function Gs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=53;b[a+1>>0]=0;cha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,22,h,13,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Hs(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=54;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Is(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=55;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,78,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Js(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=56;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ks(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=57;b[c+1>>0]=0;bha(258284,g);c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ls(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=58;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ms(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=59;b[a+1>>0]=0;eha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,10,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Ns(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=60;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Os(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;n=u;u=u+48|0;p=n+36|0;q=n+32|0;o=n+42|0;s=n+40|0;r=n+20|0;l=n;i=n+28|0;j=n+24|0;f[l>>2]=a;f[l+4>>2]=c;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[i>>2]=g;kd(g|0);g=f[h>>2]|0;f[j>>2]=g;kd(g|0);f[r>>2]=e;d[s>>1]=61;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;fha(258284,s,l,r);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,i,53,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=n;return}function Ps(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;e=f[e>>2]|0;f[i>>2]=e;kd(e|0);e=f[g>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=62;b[e+1>>0]=0;gha(258284,k);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,11,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Qs(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;e=f[e>>2]|0;f[i>>2]=e;kd(e|0);e=f[g>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=63;b[e+1>>0]=0;hha(258284,k);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,12,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Rs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=64;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Ss(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);a=f[h>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=65;b[a+1>>0]=0;bha(258284,l);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=e&1;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Ts(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);a=f[h>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=66;b[a+1>>0]=0;jha(258284,l);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=e&1;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Us(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=68;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Vs(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+64|0;q=o+52|0;r=o+48|0;p=o+56|0;m=o+20|0;k=o;i=o+44|0;j=o+40|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;f[k>>2]=d;f[k+4>>2]=e;d=k+8|0;f[d>>2]=0;e=k+12|0;f[e>>2]=0;f[k+16>>2]=0;a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[h>>2]|0;f[j>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=69;b[a+1>>0]=0;kha(258284,m);lha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,i,55,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=o;return}function Ws(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=70;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Xs(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=71;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ys(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+96|0;m=s+84|0;n=s+72|0;o=s+88|0;l=s+48|0;j=s;q=s+80|0;r=s+76|0;Kha(l);E8(j,g);k=~~+p[l+8>>3]>>>0;l=~~+p[l+16>>3]>>>0;g=f[h>>2]|0;f[q>>2]=g;kd(g|0);g=f[i>>2]|0;f[r>>2]=g;kd(g|0);g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;g=h-(f[64571]|0)|0;f[n>>2]=h;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=72;b[g+1>>0]=0;g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,48,o)|0;g=f[64571]|0;h=g+h|0;i=j;j=h+48|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(j|0));j=f[64572]|0;f[n>>2]=j;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+(j-g)>>0]=a;a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=c;b[g+1>>0]=c>>8;b[g+2>>0]=c>>16;b[g+3>>0]=c>>24;c=f[64572]|0;g=c-(f[64571]|0)|0;f[n>>2]=c;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=k;b[g+1>>0]=k>>8;b[g+2>>0]=k>>16;b[g+3>>0]=k>>24;g=f[64572]|0;d=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;d=(f[64571]|0)+d|0;b[d>>0]=l;b[d+1>>0]=l>>8;b[d+2>>0]=l>>16;b[d+3>>0]=l>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;o=(f[64571]|0)+e|0;b[o>>0]=g;b[o+1>>0]=g>>8;b[o+2>>0]=g>>16;b[o+3>>0]=g>>24;Xga(g,90,q,0,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)==(g|0)){r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}f[64572]=g;r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}function Zs(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=73;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function _s(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=74;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function $s(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=75;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function at(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=76;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function bt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=77;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ct(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=78;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function dt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=79;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function et(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=80;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ft(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=81;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function gt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=82;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ht(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=83;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function it(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=84;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function jt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=85;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function kt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=86;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=87;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function mt(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;d=l+4|0;e=l;g=l+8|0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,1,g)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;j=k-(f[64571]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=88;b[j+1>>0]=0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,16,g)|0;j=f[64571]|0;k=j+k|0;h=a;i=k+16|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));k=f[64572]|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,16,g)|0;a=f[64571]|0;k=a+(k-j)|0;h=c;i=k+16|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function nt(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;k=f[64572]|0;j=k-(f[64571]|0)|0;f[i>>2]=k;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;k=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;k=(f[64571]|0)+k|0;b[k>>0]=89;b[k+1>>0]=0;k=f[64572]|0;j=k-(f[64571]|0)|0;f[i>>2]=k;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;a=f[64572]|0;j=a-(f[64571]|0)|0;f[i>>2]=a;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;n[s>>2]=c;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];j=f[64572]|0;a=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function ot(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=90;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function pt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=91;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function qt(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=92;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;n[s>>2]=c;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function rt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=93;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function st(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=94;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function tt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=95;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ut(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=96;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function vt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=97;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function wt(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=99;b[g+1>>0]=0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=a&1;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,0,c,0,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function xt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=100;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function yt(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k+4|0;h=k;i=k+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[h>>2]=e;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,i)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[h>>2]=j;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,i)|0;e=(f[64571]|0)+e|0;b[e>>0]=101;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[h>>2]=e;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64572]|0;j=a-(f[64571]|0)|0;f[h>>2]=a;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;a=c;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64572]|0;j=a-(f[64571]|0)|0;f[h>>2]=a;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;a=d;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=k;return}f[64572]=a;u=k;return}function zt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=102;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function At(a,c){a=+a;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;d=(f[64571]|0)+d|0;b[d>>0]=103;b[d+1>>0]=0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;d=(f[64571]|0)+d|0;p[s>>3]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];b[d+4>>0]=b[s+4>>0];b[d+5>>0]=b[s+5>>0];b[d+6>>0]=b[s+6>>0];b[d+7>>0]=b[s+7>>0];d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Bt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=104;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ct(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=105;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Dt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=106;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Et(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;d=c+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=107;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,d)|0;d=a;g=f[d>>2]|0;d=f[d+4>>2]|0;a=(f[64571]|0)+e|0;e=a;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;a=a+4|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ft(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=108;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Gt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=109;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ht(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=110;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function It(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=111;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Jt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=112;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Kt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=113;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Lt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=114;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Mt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=115;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Nt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=116;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ot(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=117;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Pt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=118;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Qt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=119;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Rt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=120;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function St(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=121;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,24,d)|0;d=f[64571]|0;e=d+e|0;c=e+24|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Tt(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;d=l+4|0;e=l;g=l+8|0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,1,g)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;j=k-(f[64571]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=122;b[j+1>>0]=0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,24,g)|0;j=f[64571]|0;k=j+k|0;h=a;i=k+24|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));k=f[64572]|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,24,g)|0;a=f[64571]|0;k=a+(k-j)|0;h=c;i=k+24|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Ut(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=128;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Vt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=129;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Wt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=130;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Xt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=131;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Yt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=132;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Zt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=133;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function _t(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=134;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function $t(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=135;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function au(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=136;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function bu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=137;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function cu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=138;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function du(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=139;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function eu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=140;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function fu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=141;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function gu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=142;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function hu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=143;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function iu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=144;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ju(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=145;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function ku(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=146;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=147;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function mu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=148;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function nu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=149;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ou(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=151;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function pu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=152;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function qu(a,c){a=+a;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=153;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=c;c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ru(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=154;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function su(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;j=i+20|0;k=i+22|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;d[j>>1]=155;b[k>>0]=82;mha(258284,k,j,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~(((c+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=i;return}function tu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=156;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function uu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=157;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function vu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=158;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function wu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=159;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function xu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=160;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function yu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=161;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function zu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=123;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Au(a){a=a|0;a:{Oc(10720,54131,7,26952,118557,7,53);Oc(10720,54162,7,27012,118557,8,54);Oc(10720,54185,8,27072,120275,1,28);Oc(10720,54210,6,27136,120558,1,2);Oc(10720,54231,1,26256,115815,1501,21);Oc(10720,54243,4,26540,117549,64,91);Oc(10720,54263,5,26724,118161,44,129);Oc(10720,54280,1,26256,115815,1501,22);Oc(10720,54295,6,27224,121154,1,2);Oc(10720,54309,1,26256,115815,1501,23);Oc(10720,54323,2,26260,117481,844,1575);Oc(10720,54342,2,27248,121162,53,34);Oc(10720,54350,4,27288,117549,70,92);Oc(10720,54362,3,27304,116488,72,897);Oc(10720,54389,3,27304,116488,72,898);Oc(10720,54415,3,27304,116488,72,899);Oc(10720,54435,3,27304,116488,72,900);Oc(10720,54457,3,27304,116488,72,901);Oc(10720,54474,5,26724,118161,44,130);Oc(10720,54493,3,27304,116488,72,902);Oc(10720,54514,3,27304,116488,72,903);Oc(10720,54530,3,27304,116488,72,904);Oc(10720,54565,3,27304,116488,72,905);Oc(10720,54596,3,27304,116488,72,906);Oc(10720,54626,3,27304,116488,72,907);Oc(10720,54652,3,27304,116488,72,908);Oc(10720,54678,3,27304,116488,72,909);Oc(10720,54716,3,27304,116488,72,910);Oc(10720,54732,3,27304,116488,72,911);Oc(10720,54754,3,27304,116488,72,912);Oc(10720,54775,3,27304,116488,72,913);Oc(10720,54814,3,27304,116488,72,914);Oc(10720,54830,3,27304,116488,72,915);Oc(10720,54846,3,27304,116488,72,916);Oc(10720,54860,3,27304,116488,72,917);Oc(10720,54873,3,27304,116488,72,918);Oc(10720,54890,3,27304,116488,72,919);Oc(10720,54907,3,27304,116488,72,920);Oc(10720,54921,3,27304,116488,72,921);Oc(10720,54941,3,27304,116488,72,922);Oc(10720,54958,2,27348,117481,876,1576);Oc(10720,54990,6,27388,122507,25,94);Oc(10720,55010,6,27388,122507,25,95);Oc(10720,55026,5,26724,118161,44,131);Oc(10720,55053,1,26256,115815,1501,24);Oc(10720,55066,3,27304,116488,72,923);Oc(10720,55082,1,26256,115815,1501,25);Oc(10720,55094,4,27476,117549,73,93);Oc(10720,55115,1,26256,115815,1501,26);Oc(10720,55140,5,26724,118161,44,132);Oc(10720,55162,2,26260,117481,844,1577);Oc(10720,55174,6,27556,122507,26,96);Oc(10720,55196,6,27612,122507,27,97);Oc(10720,55210,6,27612,122507,27,98);Oc(10720,55224,5,26724,118161,44,133);Oc(10720,55241,7,27732,118557,10,55);Oc(10720,55262,7,27732,118557,10,56);Oc(10720,55290,1,26256,115815,1501,27);Oc(10720,55303,7,27824,118557,11,57);Oc(10720,55316,1,26256,115815,1501,28);Oc(10720,55330,1,26256,115815,1501,29);Oc(10720,55344,8,27852,120275,2,29);Oc(10720,55362,2,27884,117481,878,1578);Oc(10720,55383,2,27248,121162,53,35);Oc(10720,55407,2,27248,121162,53,36);Oc(10720,55439,2,26260,117481,844,1579);Oc(10720,55470,2,27248,121162,53,37);Oc(10720,55498,2,27248,121162,53,38);Oc(10720,55530,2,27348,117481,876,1580);Oc(10720,55557,2,27248,121162,53,39);Oc(10720,55586,2,26260,117481,844,1581);Oc(10720,55615,2,27248,121162,53,40);Oc(10720,55642,2,27248,121162,53,41);Oc(10720,55668,2,26260,117481,844,1582);Oc(10720,55695,2,27892,117481,879,1583);Oc(10720,55715,2,27348,117481,876,1584);Oc(10720,55735,2,27900,117481,880,1585);Oc(10720,55754,3,27908,116488,74,924);Oc(10720,55776,4,27920,126199,1,4);Oc(10720,55797,3,27936,116488,75,925);Oc(10720,55817,2,27348,117481,876,1586);Oc(10720,55833,3,27948,115822,16,57);Oc(10720,55851,2,27248,121162,53,42);Oc(10720,55874,2,26260,117481,844,1587);Oc(10720,55893,2,27248,121162,53,43);Oc(10720,55911,2,27248,121162,53,44);Oc(10720,55938,2,27900,117481,880,1588);Oc(10720,55962,4,27960,117549,76,94);Oc(10720,55988,2,27348,117481,876,1589);Oc(10720,56007,4,27976,117549,77,95);Oc(10720,56027,2,26260,117481,844,1590);Oc(10720,56042,3,27992,126205,9,3);Oc(10720,56063,2,27248,121162,53,45);Oc(10720,56079,2,27248,121162,53,46);Oc(10720,56096,2,27248,121162,53,47);Oc(10720,56118,2,28004,117481,883,1591);Oc(10720,56138,2,27348,117481,876,1592);Oc(10720,56165,2,28012,117481,884,1593);Oc(10720,56182,2,27892,117481,879,1594);Oc(10720,56194,2,27248,121162,53,48);Oc(10720,56229,2,27248,121162,53,49);Oc(10720,56260,2,26260,117481,844,1595);Oc(10720,56290,2,27348,117481,876,1596);Oc(10720,56316,2,27248,121162,53,50);Oc(10720,56342,2,27248,121162,53,51);Oc(10720,56380,2,27348,117481,876,1597);Oc(10720,56396,2,27348,117481,876,1598);Oc(10720,56418,2,26260,117481,844,1599);Oc(10720,56436,2,27348,117481,876,1600);Oc(10720,56457,2,28020,117481,885,1601);Oc(10720,56472,3,28028,116488,78,926);Oc(10720,56499,2,27900,117481,880,1602);Oc(10720,56528,2,27900,117481,880,1603);Oc(10720,56569,2,27900,117481,880,1604);Oc(10720,56613,2,27900,117481,880,1605);Oc(10720,56655,2,27900,117481,880,1606);Oc(10720,56700,2,27900,117481,880,1607);Oc(10720,56730,2,27248,121162,53,52);Oc(10720,56762,2,27900,117481,880,1608);Oc(10720,56789,2,27892,117481,879,1609);Oc(10720,56817,2,27900,117481,880,1610);Oc(10720,56851,2,27900,117481,880,1611);Oc(10720,56879,2,27892,117481,879,1612);Oc(10720,56908,2,27900,117481,880,1613);Oc(10720,56943,2,27892,117481,879,1614);Oc(10720,56960,2,27348,117481,876,1615);Oc(10720,56981,2,27348,117481,876,1616);Oc(10720,57020,2,28040,126210,55,53);Oc(10720,57060,2,27348,117481,876,1617);Oc(10720,57079,2,27348,117481,876,1618);Oc(10720,57095,2,26260,117481,844,1619);Oc(10720,57108,2,26260,117481,844,1620);Oc(10720,57124,2,28040,126210,55,54);Oc(10720,57140,2,28040,126210,55,55);Oc(10720,57140,2,28040,126210,55,55);Oc(10720,57167,2,27892,117481,879,1621);Oc(10720,57181,3,28048,126214,2,3);Oc(10720,57194,2,27348,117481,876,1622);Oc(10720,57211,3,27936,116488,75,927);Oc(10720,57234,2,28012,117481,884,1623);Oc(10720,57252,2,27884,117481,878,1624);Oc(10720,57271,2,27348,117481,876,1625);Oc(10720,57292,2,27248,121162,53,56);Oc(10720,57313,2,27248,121162,53,57);Oc(10720,57336,2,27248,121162,53,58);Oc(10720,57368,2,27884,117481,878,1626);Oc(10720,57385,2,27348,117481,876,1627);Oc(10720,57405,2,27248,121162,53,59);Oc(10720,57424,2,27248,121162,53,60);Oc(10720,57445,2,27248,121162,53,61);Oc(10720,57475,4,28060,126219,1,2);Oc(10720,57506,3,28076,126225,3,4);Oc(10720,57538,2,26260,117481,844,1628);Oc(10720,57569,2,27348,117481,876,1629);Oc(10720,57596,2,27248,121162,53,62);Oc(10720,57625,2,27248,121162,53,63);Oc(10720,57652,2,27248,121162,53,64);Oc(10720,57680,2,26260,117481,844,1630);Oc(10720,57707,2,27884,117481,878,1631);Oc(10720,57728,2,27348,117481,876,1632);Oc(10720,57751,2,27348,117481,876,1633);Oc(10720,57791,2,27248,121162,53,65);Oc(10720,57814,2,26260,117481,844,1634);Oc(10720,57840,2,27892,117481,879,1635);Oc(10720,57855,2,27248,121162,53,66);Oc(10720,57876,3,27304,116488,72,928);Oc(10720,57896,2,27892,117481,879,1636);Oc(10720,57916,2,27900,117481,880,1637);Oc(10720,57938,2,27892,117481,879,1638);Oc(10720,57961,3,26352,116488,65,929);Oc(10720,57987,6,28152,122507,31,99);Oc(10720,58003,3,28176,115822,17,58);Oc(10720,58018,2,27892,117481,879,1639);Oc(10720,58042,5,28188,118161,51,134);Oc(10720,58058,4,28208,117549,79,96);Oc(10720,58071,1,26256,115815,1501,30);Oc(10720,58086,5,26724,118161,44,135);Oc(10720,58106,1,26256,115815,1501,31);Oc(10720,58121,1,26256,115815,1501,32);Oc(10720,58141,1,26256,115815,1501,33);Oc(10720,58157,1,26256,115815,1501,34);Oc(10720,58170,1,26256,115815,1501,35);Oc(10720,58187,1,26256,115815,1501,36);Oc(10720,58209,3,28224,116488,80,930);Oc(10720,58227,6,28236,122507,32,100);Oc(10720,58239,3,27304,116488,72,931);Oc(10720,58260,5,28292,118161,53,136);Oc(10720,58277,5,26724,118161,44,137);Oc(10720,58287,4,28344,117549,83,97);Oc(10720,58306,3,27304,116488,72,932);Oc(10720,58317,13,28392,127463,5,4);Oc(10720,58330,5,26724,118161,44,138);Oc(10720,58344,3,27304,116488,72,933);Oc(10720,58360,5,26724,118161,44,139);Oc(10720,58377,5,26724,118161,44,140);Oc(10720,58409,5,26724,118161,44,141);Oc(10720,58434,5,26724,118161,44,142);Oc(10720,58460,6,28636,122507,33,101);Oc(10720,58485,6,28636,122507,33,102);Oc(10720,58511,4,28692,117549,89,98);Oc(10720,58511,3,27304,116488,72,934);Oc(10720,58525,5,26724,118161,44,143);Oc(10720,58540,5,26724,118161,44,144);Oc(10720,58559,6,28804,122507,34,103);Oc(10720,58578,15,28828,130983,1,3);Oc(10720,58594,5,26724,118161,44,145);Oc(10720,58611,4,28952,117549,93,99);Oc(10720,58628,5,29e3,118161,57,146);Oc(10720,58657,6,29052,122507,35,104);Oc(10720,58687,17,29108,132757,1,6);Oc(10720,58704,4,26540,117549,64,100);Oc(10720,58742,4,26540,117549,64,101);Oc(10720,58775,5,29176,118161,59,147);Oc(10720,58807,5,29176,118161,59,148);Oc(10720,58842,5,29176,118161,59,149);Oc(10720,58872,5,29228,118161,60,150);Oc(10720,58916,7,29280,118557,13,58);Oc(10720,58960,6,29340,122507,37,105);Oc(10720,59004,6,29340,122507,37,106);Oc(10720,59047,10,29428,134438,1,5);Oc(10720,59047,9,29500,134747,4,10);Oc(10720,59047,8,29568,120275,4,30);Oc(10720,59067,6,29632,122507,38,107);Oc(10720,59088,6,29632,122507,38,108);Oc(10720,59124,6,29632,122507,38,109);Oc(10720,59151,7,29752,118557,15,59);Oc(10720,59173,6,29632,122507,38,110);Oc(10720,59203,6,29632,122507,38,111);Oc(10720,59228,6,29632,122507,38,112);Oc(10720,59257,6,29632,122507,38,113);Oc(10720,59284,6,29632,122507,38,114);Oc(10720,59322,6,29632,122507,38,115);Oc(10720,59350,6,29632,122507,38,116);Oc(10720,59387,5,26724,118161,44,151);Oc(10720,59427,7,29752,118557,15,60);Oc(10720,59458,8,30100,120275,5,31);Oc(10720,59496,7,29752,118557,15,61);Oc(10720,59529,8,30100,120275,5,32);Oc(10720,59558,8,30100,120275,5,33);Oc(10720,59593,8,30100,120275,5,34);Oc(10720,59621,6,29632,122507,38,117);Oc(10720,59653,6,30228,122507,42,118);Oc(10720,59689,6,29632,122507,38,119);Oc(10720,59718,6,29632,122507,38,120);Oc(10720,59746,6,30228,122507,42,121);Oc(10720,59782,6,29632,122507,38,122);Oc(10720,59811,7,30412,118557,20,62);Oc(10720,59834,6,29632,122507,38,123);Oc(10720,59859,6,29632,122507,38,124);Oc(10720,59895,7,29752,118557,15,63);Oc(10720,59919,6,29632,122507,38,125);Oc(10720,59959,6,30228,122507,42,126);Oc(10720,59996,6,29632,122507,38,127);Oc(10720,60026,6,29632,122507,38,128);Oc(10720,60057,6,29632,122507,38,129);Oc(10720,60085,6,29632,122507,38,130);Oc(10720,60122,6,29632,122507,38,131);Oc(10720,60158,8,30760,120275,6,35);Oc(10720,60193,6,29632,122507,38,132);Oc(10720,60220,7,29752,118557,15,64);Oc(10720,60249,6,30228,122507,42,133);Oc(10720,60283,7,30920,118557,22,65);Oc(10720,60314,6,29632,122507,38,134);Oc(10720,60348,5,30980,118161,91,152);Oc(10720,60375,7,30920,118557,22,66);Oc(10720,60407,6,31032,122507,48,135);Oc(10720,60429,7,31056,147448,2,6);Oc(10720,60459,6,31084,147457,1,2);Oc(10720,60486,5,30980,118161,91,153);Oc(10720,60511,5,30980,118161,91,154);Oc(10720,60540,5,30980,118161,91,155);Oc(10720,60567,5,30980,118161,91,156);Oc(10720,60605,5,30980,118161,91,157);Oc(10720,60633,5,30980,118161,91,158);Oc(10720,60670,5,30980,118161,91,159);Oc(10720,60696,8,31108,120275,7,36);Oc(10720,60725,8,31140,120275,8,37);Oc(10720,60760,8,31140,120275,8,38);Oc(10720,60788,5,30980,118161,91,160);Oc(10720,60820,5,30980,118161,91,161);Oc(10720,60849,5,30980,118161,91,162);Oc(10720,60877,8,31172,147465,1,2);Oc(10720,60905,5,30980,118161,91,163);Oc(10720,60934,8,31236,120275,9,39);Oc(10720,60957,5,28188,118161,51,164);Oc(10720,60983,6,31268,147818,5,2);Oc(10720,61007,5,28188,118161,51,165);Oc(10720,61036,5,30980,118161,91,166);Oc(10720,61076,5,30980,118161,91,167);Oc(10720,61106,5,30980,118161,91,168);Oc(10720,61137,5,30980,118161,91,169);Oc(10720,61165,5,30980,118161,91,170);Oc(10720,61202,5,30980,118161,91,171);Oc(10720,61238,14,31324,148354,2,7);Oc(10720,61262,6,31380,122507,49,136);Oc(10720,61286,5,30980,118161,91,172);Oc(10720,61307,4,31404,117549,121,102);Oc(10720,61344,5,29176,118161,59,173);Oc(10720,61368,4,26540,117549,64,103);Oc(10720,61400,4,26540,117549,64,104);Oc(10720,61429,7,31420,118557,27,67);Oc(10720,61460,4,26540,117549,64,105);Oc(10720,61490,7,30412,118557,20,68);Oc(10720,61515,5,29176,118161,59,174);Oc(10720,61541,5,29176,118161,59,175);Oc(10720,61567,2,26260,117481,844,1640);Oc(10720,61583,3,27936,116488,75,935);Oc(10720,61601,11,31480,148653,1,2);Oc(10720,61621,3,31524,116488,90,936);Oc(10720,61640,3,27304,116488,72,901);Oc(10720,61650,2,26260,117481,844,1641);Oc(10720,61709,3,27992,126205,9,4);Oc(10720,61660,5,31536,117525,2,4);Oc(10720,61727,5,26724,118161,44,176);Oc(10720,61743,5,31620,118161,137,177);Oc(10720,61765,1,26256,115815,1501,37);f[a+1544>>2]=5;break a}}function Bu(a){a=a|0;Oc(8808,54185,8,27072,120275,1,9);Oc(8808,54210,6,27136,120558,1,1);Oc(8808,54231,1,26256,115815,1501,5);Oc(8808,54243,4,26540,117549,64,70);Oc(8808,54263,5,26724,118161,44,69);Oc(8808,54280,1,26256,115815,1501,6);Oc(8808,54295,6,27224,121154,1,1);Oc(8808,54309,1,26256,115815,1501,7);Oc(8808,54323,2,26260,117481,844,1507);Oc(8808,54342,2,27248,121162,53,1);Oc(8808,54350,4,27288,117549,70,71);Oc(8808,54362,3,27304,116488,72,850);Oc(8808,54389,3,27304,116488,72,851);Oc(8808,54415,3,27304,116488,72,852);Oc(8808,54435,3,27304,116488,72,853);Oc(8808,54457,3,27304,116488,72,854);Oc(8808,54474,5,26724,118161,44,71);Oc(8808,54493,3,27304,116488,72,855);Oc(8808,54514,3,27304,116488,72,856);Oc(8808,54530,3,27304,116488,72,857);Oc(8808,54565,3,27304,116488,72,858);Oc(8808,54596,3,27304,116488,72,859);Oc(8808,54626,3,27304,116488,72,860);Oc(8808,54652,3,27304,116488,72,861);Oc(8808,54678,3,27304,116488,72,862);Oc(8808,54716,3,27304,116488,72,863);Oc(8808,54732,3,27304,116488,72,864);Oc(8808,54754,3,27304,116488,72,865);Oc(8808,54775,3,27304,116488,72,866);Oc(8808,54814,3,27304,116488,72,867);Oc(8808,54830,3,27304,116488,72,868);Oc(8808,54846,3,27304,116488,72,869);Oc(8808,54860,3,27304,116488,72,870);Oc(8808,54873,3,27304,116488,72,871);Oc(8808,54890,3,27304,116488,72,872);Oc(8808,54907,3,27304,116488,72,873);Oc(8808,54921,3,27304,116488,72,874);Oc(8808,54941,3,27304,116488,72,875);Oc(8808,54958,2,27348,117481,876,1508);Oc(8808,54990,6,27388,122507,25,45);Oc(8808,55010,6,27388,122507,25,46);Oc(8808,55026,5,26724,118161,44,72);Oc(8808,55053,1,26256,115815,1501,8);Oc(8808,55066,3,27304,116488,72,877);Oc(8808,55082,1,26256,115815,1501,9);Oc(8808,55094,4,27476,117549,73,73);Oc(8808,55115,1,26256,115815,1501,10);Oc(8808,55140,5,26724,118161,44,74);Oc(8808,55162,2,26260,117481,844,1509);Oc(8808,55174,6,27556,122507,26,47);Oc(8808,55196,6,27612,122507,27,48);Oc(8808,55210,6,27612,122507,27,49);Oc(8808,55224,5,26724,118161,44,75);Oc(8808,55241,7,27732,118557,10,28);Oc(8808,55262,7,27732,118557,10,29);Oc(8808,55290,1,26256,115815,1501,11);Oc(8808,55303,7,27824,118557,11,30);Oc(8808,55316,1,26256,115815,1501,12);Oc(8808,55330,1,26256,115815,1501,13);Oc(8808,55344,8,27852,120275,2,12);Oc(8808,55362,2,27884,117481,878,1510);Oc(8808,55383,2,27248,121162,53,2);Oc(8808,55407,2,27248,121162,53,3);Oc(8808,55439,2,26260,117481,844,1511);Oc(8808,55470,2,27248,121162,53,4);Oc(8808,55498,2,27248,121162,53,5);Oc(8808,55530,2,27348,117481,876,1512);Oc(8808,55557,2,27248,121162,53,6);Oc(8808,55586,2,26260,117481,844,1513);Oc(8808,55615,2,27248,121162,53,7);Oc(8808,55642,2,27248,121162,53,8);Oc(8808,55668,2,26260,117481,844,1514);Oc(8808,55695,2,27892,117481,879,1515);Oc(8808,55715,2,27348,117481,876,1516);Oc(8808,55735,2,27900,117481,880,1517);Oc(8808,55754,3,27908,116488,74,881);Oc(8808,55776,4,27920,126199,1,1);Oc(8808,55797,3,27936,116488,75,882);Oc(8808,55817,2,27348,117481,876,1518);Oc(8808,55833,3,27948,115822,16,54);Oc(8808,55851,2,27248,121162,53,9);Oc(8808,55874,2,26260,117481,844,1519);Oc(8808,55893,2,27248,121162,53,10);Oc(8808,55911,2,27248,121162,53,11);Oc(8808,55938,2,27900,117481,880,1520);Oc(8808,55962,4,27960,117549,76,76);Oc(8808,55988,2,27348,117481,876,1521);Oc(8808,56007,4,27976,117549,77,77);Oc(8808,56027,2,26260,117481,844,1522);Oc(8808,56042,3,27992,126205,9,1);Oc(8808,56063,2,27248,121162,53,12);Oc(8808,56079,2,27248,121162,53,13);Oc(8808,56096,2,27248,121162,53,14);Oc(8808,56118,2,28004,117481,883,1523);Oc(8808,56138,2,27348,117481,876,1524);Oc(8808,56165,2,28012,117481,884,1525);Oc(8808,56182,2,27892,117481,879,1526);Oc(8808,56194,2,27248,121162,53,15);Oc(8808,56229,2,27248,121162,53,16);Oc(8808,56260,2,26260,117481,844,1527);Oc(8808,56290,2,27348,117481,876,1528);Oc(8808,56316,2,27248,121162,53,17);Oc(8808,56342,2,27248,121162,53,18);Oc(8808,56380,2,27348,117481,876,1529);Oc(8808,56396,2,27348,117481,876,1530);Oc(8808,56418,2,26260,117481,844,1531);Oc(8808,56436,2,27348,117481,876,1532);Oc(8808,56457,2,28020,117481,885,1533);Oc(8808,56472,3,28028,116488,78,886);Oc(8808,56499,2,27900,117481,880,1534);Oc(8808,56528,2,27900,117481,880,1535);Oc(8808,56569,2,27900,117481,880,1536);Oc(8808,56613,2,27900,117481,880,1537);Oc(8808,56655,2,27900,117481,880,1538);Oc(8808,56700,2,27900,117481,880,1539);Oc(8808,56730,2,27248,121162,53,19);Oc(8808,56762,2,27900,117481,880,1540);Oc(8808,56789,2,27892,117481,879,1541);Oc(8808,56817,2,27900,117481,880,1542);Oc(8808,56851,2,27900,117481,880,1543);Oc(8808,56879,2,27892,117481,879,1544);Oc(8808,56908,2,27900,117481,880,1545);Oc(8808,56943,2,27892,117481,879,1546);Oc(8808,56960,2,27348,117481,876,1547);Oc(8808,56981,2,27348,117481,876,1548);Oc(8808,57020,2,28040,126210,55,20);Oc(8808,57060,2,27348,117481,876,1549);Oc(8808,57079,2,27348,117481,876,1550);Oc(8808,57095,2,26260,117481,844,1551);Oc(8808,57108,2,26260,117481,844,1552);Oc(8808,57124,2,28040,126210,55,21);Oc(8808,57140,2,28040,126210,55,22);Oc(8808,57140,2,28040,126210,55,22);Oc(8808,57167,2,27892,117481,879,1553);Oc(8808,57181,3,28048,126214,2,1);Oc(8808,57194,2,27348,117481,876,1554);Oc(8808,57211,3,27936,116488,75,887);Oc(8808,57234,2,28012,117481,884,1555);Oc(8808,57252,2,27884,117481,878,1556);Oc(8808,57271,2,27348,117481,876,1557);Oc(8808,57292,2,27248,121162,53,23);Oc(8808,57313,2,27248,121162,53,24);Oc(8808,57336,2,27248,121162,53,25);Oc(8808,57368,2,27884,117481,878,1558);Oc(8808,57385,2,27348,117481,876,1559);Oc(8808,57405,2,27248,121162,53,26);Oc(8808,57424,2,27248,121162,53,27);Oc(8808,57445,2,27248,121162,53,28);Oc(8808,57475,4,28060,126219,1,1);Oc(8808,57506,3,28076,126225,3,2);Oc(8808,57538,2,26260,117481,844,1560);Oc(8808,57569,2,27348,117481,876,1561);Oc(8808,57596,2,27248,121162,53,29);Oc(8808,57625,2,27248,121162,53,30);Oc(8808,57652,2,27248,121162,53,31);Oc(8808,57680,2,26260,117481,844,1562);Oc(8808,57707,2,27884,117481,878,1563);Oc(8808,57728,2,27348,117481,876,1564);Oc(8808,57751,2,27348,117481,876,1565);Oc(8808,57791,2,27248,121162,53,32);Oc(8808,57814,2,26260,117481,844,1566);Oc(8808,57840,2,27892,117481,879,1567);Oc(8808,57855,2,27248,121162,53,33);Oc(8808,57876,3,27304,116488,72,888);Oc(8808,57896,2,27892,117481,879,1568);Oc(8808,57916,2,27900,117481,880,1569);Oc(8808,57938,2,27892,117481,879,1570);Oc(8808,57961,3,26352,116488,65,889);Oc(8808,57987,6,28152,122507,31,50);Oc(8808,58003,3,28176,115822,17,56);Oc(8808,58018,2,27892,117481,879,1571);Oc(8808,58042,5,28188,118161,51,78);Oc(8808,58058,4,28208,117549,79,79);Oc(8808,58071,1,26256,115815,1501,14);Oc(8808,58086,5,26724,118161,44,80);Oc(8808,58106,1,26256,115815,1501,15);Oc(8808,58121,1,26256,115815,1501,16);Oc(8808,58141,1,26256,115815,1501,17);Oc(8808,58157,1,26256,115815,1501,18);Oc(8808,58170,1,26256,115815,1501,19);Oc(8808,58187,1,26256,115815,1501,20);Oc(8808,58209,3,28224,116488,80,890);Oc(8808,58227,6,28236,122507,32,52);Oc(8808,58239,3,27304,116488,72,891);Oc(8808,58260,5,28292,118161,53,81);Oc(8808,58277,5,26724,118161,44,82);Oc(8808,58287,4,28344,117549,83,81);Oc(8808,58306,3,27304,116488,72,892);Oc(8808,58317,13,28392,127463,5,3);Oc(8808,58330,5,26724,118161,44,84);Oc(8808,58344,3,27304,116488,72,893);Oc(8808,58360,5,26724,118161,44,85);Oc(8808,58377,5,26724,118161,44,86);Oc(8808,58409,5,26724,118161,44,87);Oc(8808,58434,5,26724,118161,44,88);Oc(8808,58460,6,28636,122507,33,54);Oc(8808,58485,6,28636,122507,33,55);Oc(8808,58511,4,28692,117549,89,82);Oc(8808,58511,3,27304,116488,72,894);Oc(8808,58525,5,26724,118161,44,90);Oc(8808,58540,5,26724,118161,44,91);Oc(8808,58559,6,28804,122507,34,56);Oc(8808,58578,15,28828,130983,1,1);Oc(8808,58594,5,26724,118161,44,92);Oc(8808,58611,4,28952,117549,93,83);Oc(8808,58628,5,29e3,118161,57,94);Oc(8808,58657,6,29052,122507,35,58);Oc(8808,58687,17,29108,132757,1,5);Oc(8808,58704,4,26540,117549,64,84);Oc(8808,58742,4,26540,117549,64,85);Oc(8808,58775,5,29176,118161,59,95);Oc(8808,58807,5,29176,118161,59,96);Oc(8808,58842,5,29176,118161,59,97);Oc(8808,58872,5,29228,118161,60,98);Oc(8808,58916,7,29280,118557,13,36);Oc(8808,58960,6,29340,122507,37,61);Oc(8808,59004,6,29340,122507,37,62);Oc(8808,59047,10,29428,134438,1,3);Oc(8808,59047,9,29500,134747,4,3);Oc(8808,59047,8,29568,120275,4,14);Oc(8808,59067,6,29632,122507,38,63);Oc(8808,59088,6,29632,122507,38,64);Oc(8808,59124,6,29632,122507,38,65);Oc(8808,59151,7,29752,118557,15,39);Oc(8808,59173,6,29632,122507,38,66);Oc(8808,59203,6,29632,122507,38,67);Oc(8808,59228,6,29632,122507,38,68);Oc(8808,59257,6,29632,122507,38,69);Oc(8808,59284,6,29632,122507,38,70);Oc(8808,59322,6,29632,122507,38,71);Oc(8808,59350,6,29632,122507,38,72);Oc(8808,59387,5,26724,118161,44,99);Oc(8808,59427,7,29752,118557,15,40);Oc(8808,59458,8,30100,120275,5,16);Oc(8808,59496,7,29752,118557,15,41);Oc(8808,59529,8,30100,120275,5,17);Oc(8808,59558,8,30100,120275,5,18);Oc(8808,59593,8,30100,120275,5,19);Oc(8808,59621,6,29632,122507,38,73);Oc(8808,59653,6,30228,122507,42,74);Oc(8808,59689,6,29632,122507,38,75);Oc(8808,59718,6,29632,122507,38,76);Oc(8808,59746,6,30228,122507,42,77);Oc(8808,59782,6,29632,122507,38,78);Oc(8808,59811,7,30412,118557,20,43);Oc(8808,59834,6,29632,122507,38,79);Oc(8808,59859,6,29632,122507,38,80);Oc(8808,59895,7,29752,118557,15,44);Oc(8808,59919,6,29632,122507,38,81);Oc(8808,59959,6,30228,122507,42,82);Oc(8808,59996,6,29632,122507,38,83);Oc(8808,60026,6,29632,122507,38,84);Oc(8808,60057,6,29632,122507,38,85);Oc(8808,60085,6,29632,122507,38,86);Oc(8808,60122,6,29632,122507,38,87);Oc(8808,60158,8,30760,120275,6,21);Oc(8808,60193,6,29632,122507,38,88);Oc(8808,60220,7,29752,118557,15,45);Oc(8808,60249,6,30228,122507,42,89);Oc(8808,60283,7,30920,118557,22,46);Oc(8808,60314,6,29632,122507,38,90);Oc(8808,60348,5,30980,118161,91,100);Oc(8808,60375,7,30920,118557,22,47);Oc(8808,60407,6,31032,122507,48,92);Oc(8808,60429,7,31056,147448,2,4);Oc(8808,60459,6,31084,147457,1,1);Oc(8808,60486,5,30980,118161,91,101);Oc(8808,60511,5,30980,118161,91,102);Oc(8808,60540,5,30980,118161,91,103);Oc(8808,60567,5,30980,118161,91,104);Oc(8808,60605,5,30980,118161,91,105);Oc(8808,60633,5,30980,118161,91,106);Oc(8808,60670,5,30980,118161,91,107);Oc(8808,60696,8,31108,120275,7,23);Oc(8808,60725,8,31140,120275,8,24);Oc(8808,60760,8,31140,120275,8,25);Oc(8808,60788,5,30980,118161,91,108);Oc(8808,60820,5,30980,118161,91,109);Oc(8808,60849,5,30980,118161,91,110);Oc(8808,60877,8,31172,147465,1,1);Oc(8808,60905,5,30980,118161,91,111);Oc(8808,60934,8,31236,120275,9,26);Oc(8808,60957,5,28188,118161,51,112);Oc(8808,60983,6,31268,147818,5,1);Oc(8808,61007,5,28188,118161,51,113);Oc(8808,61036,5,30980,118161,91,114);Oc(8808,61076,5,30980,118161,91,115);Oc(8808,61106,5,30980,118161,91,116);Oc(8808,61137,5,30980,118161,91,117);Oc(8808,61165,5,30980,118161,91,118);Oc(8808,61202,5,30980,118161,91,119);Oc(8808,61238,14,31324,148354,2,6);Oc(8808,61262,6,31380,122507,49,93);Oc(8808,61286,5,30980,118161,91,120);Oc(8808,61307,4,31404,117549,121,86);Oc(8808,61344,5,29176,118161,59,122);Oc(8808,61368,4,26540,117549,64,87);Oc(8808,61400,4,26540,117549,64,88);Oc(8808,61429,7,31420,118557,27,50);Oc(8808,61460,4,26540,117549,64,89);Oc(8808,61490,7,30412,118557,20,51);Oc(8808,61515,5,29176,118161,59,123);Oc(8808,61541,5,29176,118161,59,124);Oc(8808,61567,2,26260,117481,844,1572);Oc(8808,61583,3,27936,116488,75,895);Oc(8808,61601,11,31480,148653,1,1);Oc(8808,61621,3,31524,116488,90,896);Oc(8808,61640,1,26488,117476,654,44);Oc(8808,61650,2,26260,117481,844,1573);Oc(8808,61660,5,31536,117525,2,3);Oc(8808,61680,5,26724,118161,44,125);Oc(8808,61692,5,26724,118161,44,126);Oc(8808,61709,3,27992,126205,9,2);Nc(10720,10728,10744,0,117476,659,117479,0,117479,0,61722,115815,1574);Oc(10720,54068,5,26724,118161,44,127);Oc(10720,54086,7,26776,118557,6,52);Oc(10720,54095,5,26724,118161,44,128);Oc(10720,54118,10,26868,119170,1,2)}function Cu(a){a=a|0;var b=0;a=f[a+64>>2]|0;b=pOb(4)|0;f[b>>2]=821;Yc(8592,17744,116484,198,a|0,17744,116488,47,b|0);Kc(8592);Xc(8600,52365,115813,17,115815,1479);b=pOb(4)|0;f[b>>2]=625;a=pOb(4)|0;f[a>>2]=822;Yc(8600,17744,116484,199,b|0,17744,116488,48,a|0);a=pOb(4)|0;f[a>>2]=626;b=pOb(4)|0;f[b>>2]=823;Yc(8600,17744,116484,199,a|0,17744,116488,48,b|0);Kc(8600);Xc(8608,52376,115813,18,115815,1480);b=pOb(4)|0;f[b>>2]=627;a=pOb(4)|0;f[a>>2]=824;Yc(8608,17744,116484,200,b|0,17744,116488,49,a|0);a=pOb(4)|0;f[a>>2]=628;b=pOb(4)|0;f[b>>2]=825;Yc(8608,17744,116484,200,a|0,17744,116488,49,b|0);Kc(8608);Xc(8616,52385,115813,19,115815,1481);b=pOb(4)|0;f[b>>2]=629;a=pOb(4)|0;f[a>>2]=826;Yc(8616,17744,116484,201,b|0,17744,116488,50,a|0);a=pOb(4)|0;f[a>>2]=630;b=pOb(4)|0;f[b>>2]=827;Yc(8616,17744,116484,201,a|0,17744,116488,50,b|0);Kc(8616);Xc(8624,52399,115813,20,115815,1482);b=pOb(4)|0;f[b>>2]=631;a=pOb(4)|0;f[a>>2]=828;Yc(8624,17744,116484,202,b|0,17744,116488,51,a|0);a=pOb(4)|0;f[a>>2]=632;b=pOb(4)|0;f[b>>2]=829;Yc(8624,17744,116484,202,a|0,17744,116488,51,b|0);Kc(8624);Xc(8632,52406,115813,21,115815,1483);b=pOb(4)|0;f[b>>2]=633;a=pOb(4)|0;f[a>>2]=830;Yc(8632,17744,116484,203,b|0,17744,116488,52,a|0);a=pOb(4)|0;f[a>>2]=634;b=pOb(4)|0;f[b>>2]=831;Yc(8632,17744,116484,203,a|0,17744,116488,52,b|0);Kc(8632);Xc(8640,52420,115813,22,115815,1484);b=pOb(4)|0;f[b>>2]=635;a=pOb(4)|0;f[a>>2]=832;Yc(8640,17744,116484,204,b|0,17744,116488,53,a|0);a=pOb(4)|0;f[a>>2]=636;b=pOb(4)|0;f[b>>2]=833;Yc(8640,17744,116484,204,a|0,17744,116488,53,b|0);Kc(8640);Xc(8648,52429,115813,23,115815,1485);b=pOb(4)|0;f[b>>2]=637;a=pOb(4)|0;f[a>>2]=834;Yc(8648,17744,116484,205,b|0,17744,116488,54,a|0);a=pOb(4)|0;f[a>>2]=638;b=pOb(4)|0;f[b>>2]=835;Yc(8648,17744,116484,205,a|0,17744,116488,54,b|0);Kc(8648);Xc(8656,52439,115813,24,115815,1486);b=pOb(4)|0;f[b>>2]=639;a=pOb(4)|0;f[a>>2]=836;Yc(8656,17744,116484,206,b|0,17744,116488,55,a|0);a=pOb(4)|0;f[a>>2]=640;b=pOb(4)|0;f[b>>2]=837;Yc(8656,17744,116484,206,a|0,17744,116488,55,b|0);Kc(8656);Xc(8664,52455,115813,25,115815,1487);b=pOb(4)|0;f[b>>2]=641;a=pOb(4)|0;f[a>>2]=838;Yc(8664,17744,116484,207,b|0,17744,116488,56,a|0);a=pOb(4)|0;f[a>>2]=642;b=pOb(4)|0;f[b>>2]=839;Yc(8664,17744,116484,207,a|0,17744,116488,56,b|0);Kc(8664);Xc(8672,52464,115813,26,115815,1488);b=pOb(4)|0;f[b>>2]=643;a=pOb(4)|0;f[a>>2]=840;Yc(8672,17744,116484,208,b|0,17744,116488,57,a|0);a=pOb(4)|0;f[a>>2]=644;b=pOb(4)|0;f[b>>2]=841;Yc(8672,17744,116484,208,a|0,17744,116488,57,b|0);Kc(8672);Zc(4664,52474,115813,27,115815,1489);Lc(4664);Zc(4584,52479,115813,28,115815,1490);b=pOb(4)|0;f[b>>2]=645;a=pOb(4)|0;f[a>>2]=842;_c(4584,52483,8008,116484,209,b|0,8008,116488,58,a|0);a=pOb(4)|0;f[a>>2]=646;b=pOb(4)|0;f[b>>2]=843;_c(4584,52490,8008,116484,209,a|0,8008,116488,58,b|0);Lc(4584);Zc(8680,52500,115813,29,115815,1491);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(8680,52515,400,116484,210,b|0,400,116488,59,a|0);a=pOb(4)|0;f[a>>2]=16;b=pOb(4)|0;f[b>>2]=16;_c(8680,52523,400,116484,210,a|0,400,116488,59,b|0);Lc(8680);Zc(992,52532,115813,30,115815,1492);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(992,52546,8680,116484,211,b|0,8680,116488,60,a|0);Lc(992);Zc(4872,52553,115813,31,115815,1493);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(4872,52564,17776,115827,18,a|0,17776,115831,9,b|0);b=pOb(4)|0;f[b>>2]=8;a=pOb(4)|0;f[a>>2]=8;_c(4872,52577,17776,115827,18,b|0,17776,115831,9,a|0);Lc(4872);Zc(8688,52591,115813,32,115815,1494);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(8688,52612,17744,116484,212,a|0,17744,116488,61,b|0);b=pOb(4)|0;f[b>>2]=4;a=pOb(4)|0;f[a>>2]=4;_c(8688,52631,17744,116484,212,b|0,17744,116488,61,a|0);Lc(8688);Zc(7456,52658,115813,33,115815,1495);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(7456,52665,17768,115818,19,a|0,17768,115822,10,b|0);b=pOb(4)|0;f[b>>2]=4;a=pOb(4)|0;f[a>>2]=4;_c(7456,52669,17768,115818,19,b|0,17768,115822,10,a|0);Lc(7456);Zc(7376,52673,115813,34,115815,1496);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(7376,52665,17776,115827,20,a|0,17776,115831,11,b|0);b=pOb(4)|0;f[b>>2]=8;a=pOb(4)|0;f[a>>2]=8;_c(7376,52669,17776,115827,20,b|0,17776,115831,11,a|0);Lc(7376);Zc(1112,52680,115813,35,115815,1497);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(1112,52665,872,116484,213,a|0,872,116488,62,b|0);b=pOb(4)|0;f[b>>2]=12;a=pOb(4)|0;f[a>>2]=12;_c(1112,52669,872,116484,213,b|0,872,116488,62,a|0);Lc(1112);Zc(5640,52686,115813,36,115815,1498);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(5640,52699,8008,116484,214,a|0,8008,116488,63,b|0);b=pOb(4)|0;f[b>>2]=24;a=pOb(4)|0;f[a>>2]=24;_c(5640,52706,8008,116484,214,b|0,8008,116488,63,a|0);a=pOb(4)|0;f[a>>2]=48;b=pOb(4)|0;f[b>>2]=48;_c(5640,52713,17776,115827,21,a|0,17776,115831,12,b|0);Lc(5640);Zc(8696,52722,115813,37,115815,1499);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(8696,52733,17776,115827,22,b|0,17776,115831,13,a|0);a=pOb(4)|0;f[a>>2]=8;b=pOb(4)|0;f[b>>2]=8;_c(8696,52751,17744,116484,215,a|0,17744,116488,64,b|0);b=pOb(4)|0;f[b>>2]=12;a=pOb(4)|0;f[a>>2]=12;_c(8696,52767,17744,116484,215,b|0,17744,116488,64,a|0);a=pOb(4)|0;f[a>>2]=16;b=pOb(4)|0;f[b>>2]=16;_c(8696,52782,17744,116484,215,a|0,17744,116488,64,b|0);b=pOb(4)|0;f[b>>2]=20;a=pOb(4)|0;f[a>>2]=20;_c(8696,52801,17744,116484,215,b|0,17744,116488,64,a|0);Lc(8696);Qc(8360,52813,4,1);Rc(8360,52824,0);Rc(8360,52832,1);Rc(8360,52845,2);Qc(3560,52867,1,0);Rc(3560,52895,0);Rc(3560,52910,1);Rc(3560,52924,2);Qc(8704,52937,1,0);Rc(8704,52954,0);Rc(8704,52968,1);Rc(8704,52976,2);Rc(8704,52994,3);Rc(8704,53009,4);Qc(4728,53026,1,0);Rc(4728,53045,0);Rc(4728,52924,1);Qc(8712,53067,1,0);Rc(8712,53088,0);Rc(8712,53101,1);Rc(8712,53109,2);Rc(8712,53115,3);Qc(8720,53126,1,0);Rc(8720,53146,0);Rc(8720,53169,1);Qc(8728,53192,1,0);Rc(8728,53101,0);Qc(4792,53213,1,0);Rc(4792,53233,0);Rc(4792,53244,1);Nc(8736,8744,8760,0,117476,647,117479,0,117479,0,53266,115815,1500);Oc(8736,53271,1,26256,115815,1501,2);Oc(8736,53289,1,26256,115815,1501,3);Oc(8736,53305,2,26260,117481,844,1502);Oc(8736,53305,9,26268,117485,1,1);Oc(8736,53305,8,26304,117496,1,1);Oc(8736,53319,2,26260,117481,844,1503);Oc(8736,53319,8,26304,117496,1,2);Oc(8736,53319,9,26268,117485,1,2);Oc(8736,53332,2,26336,116484,216,648);Oc(8736,53350,2,26336,116484,216,649);Oc(8736,53374,2,26336,116484,216,650);Oc(8736,53392,2,26344,116484,217,845);Oc(8736,53410,3,26352,116488,65,846);Oc(8736,53431,2,26364,116484,218,651);Oc(8736,53447,3,26372,116488,66,847);Oc(8736,53466,2,26364,116484,218,652);Oc(8736,53482,3,26372,116488,66,848);Oc(8736,53501,2,26364,116484,218,653);Oc(8736,53515,3,26372,116488,66,849);Oc(8736,53532,2,26384,115827,23,42);Oc(8736,53549,3,26392,115831,14,48);Oc(8736,53569,2,26384,115827,23,43);Oc(8736,53587,2,26384,115827,23,44);Oc(8736,53606,3,26392,115831,14,49);Oc(8736,53606,4,26404,117506,1,5);Oc(8736,53622,3,26392,115831,14,50);Oc(8736,53622,4,26404,117506,1,6);Oc(8736,53646,5,26420,117512,1,1);Oc(8736,53659,4,26404,117506,1,7);Oc(8736,53670,3,26392,115831,14,51);Oc(8736,53682,3,26392,115831,14,52);Oc(8736,53694,4,26404,117506,1,8);Oc(8736,53707,4,26440,117519,1,15);Oc(8736,53724,5,26456,117525,1,2);Oc(8736,53745,3,26476,117532,161,67);Oc(8736,53762,1,26488,117476,654,38);Oc(8736,53776,2,26492,116484,219,655);Oc(8736,53796,10,26500,117537,1,1);Oc(8736,53812,4,26540,117549,64,68);Oc(8736,53826,2,26260,117481,844,1504);Oc(8736,53848,2,26556,116484,220,656);Oc(8736,53861,16,26564,117656,1,1);Oc(8736,53873,1,26256,115815,1501,4);Oc(8736,53891,1,26488,117476,654,39);Oc(8736,53908,1,26488,117476,654,40);Oc(8736,53926,1,26628,117476,657,1505);Oc(8736,53947,4,26632,117549,65,69);Oc(8736,53961,7,26648,117674,1,1);Oc(8736,53981,4,26676,117683,9,66);Oc(8736,54e3,1,26488,117476,654,41);Oc(8736,54027,1,26488,117476,654,42);Oc(8736,54046,1,26488,117476,654,43);Nc(8808,8816,8832,0,117476,658,117479,0,117479,0,54063,115815,1506);Oc(8808,54068,5,26724,118161,44,67);Oc(8808,54086,7,26776,118557,6,22);Oc(8808,54095,5,26724,118161,44,68);Oc(8808,54118,10,26868,119170,1,1);Oc(8808,54131,7,26952,118557,7,23);Oc(8808,54162,7,27012,118557,8,24)}
+function B$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b)}g=a+12|0;b=f[g>>2]|0;if(b|0){h=a+16|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-208|0;f[h>>2]=d;e=f[c+-120>>2]|0;if(!e)c=d;else{c=c+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-192-d|0)>>>0)/192|0)*192|0);sOb(d);return}function C$(a){a=a|0;var b=0,c=0;f[a>>2]=25436;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);sOb(c);return}function D$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25436;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-192-b|0)>>>0)/192|0)*192|0);sOb(b);sOb(a);return}function E$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;if((c-b|0)<4){L=0;return L|0}L=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=b+4|0;K=a+4|0;d=f[K>>2]|0;J=a+8|0;e=f[J>>2]|0;if((e|0)!=(d|0))f[J>>2]=e+(~(((e+-192-d|0)>>>0)/192|0)*192|0);R$(K,L);k=a+16|0;if(!L){L=b;return L|0}l=a+24|0;m=a+12|0;n=a+64|0;o=a+72|0;q=a+80|0;r=a+88|0;s=a+96|0;t=a+104|0;u=a+112|0;v=a+116|0;w=a+120|0;x=a+124|0;y=a+128|0;z=a+132|0;A=a+136|0;B=a+144|0;C=a+152|0;D=a+160|0;E=a+168|0;F=a+176|0;G=a+184|0;H=a+192|0;I=a+200|0;j=a+208|0;i=0;while(1){b=J$(k,b,c)|0;if(!b){b=0;d=11;break}d=f[J>>2]|0;if(d>>>0<(f[m>>2]|0)>>>0){e=d;a=l;g=e+36|0;do{f[e>>2]=f[a>>2];e=e+4|0;a=a+4|0}while((e|0)<(g|0));e=d+40|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[d+48>>3]=+p[o>>3];p[d+56>>3]=+p[q>>3];e=d+64|0;f[e>>2]=f[r>>2];f[e+4>>2]=f[r+4>>2];f[e+8>>2]=f[r+8>>2];f[e+12>>2]=f[r+12>>2];f[e+16>>2]=f[r+16>>2];f[e+20>>2]=f[r+20>>2];p[e>>3]=+p[r>>3];p[d+72>>3]=+p[s>>3];p[d+80>>3]=+p[t>>3];e=d+88|0;f[e>>2]=f[u>>2];f[e+4>>2]=f[u+4>>2];f[e+8>>2]=f[u+8>>2];f[e>>2]=f[u>>2];f[d+92>>2]=f[v>>2];f[d+96>>2]=f[w>>2];e=d+100|0;f[e>>2]=f[x>>2];f[e+4>>2]=f[x+4>>2];f[e+8>>2]=f[x+8>>2];f[e>>2]=f[x>>2];f[d+104>>2]=f[y>>2];f[d+108>>2]=f[z>>2];e=d+112|0;f[e>>2]=f[A>>2];f[e+4>>2]=f[A+4>>2];f[e+8>>2]=f[A+8>>2];f[e+12>>2]=f[A+12>>2];f[e+16>>2]=f[A+16>>2];f[e+20>>2]=f[A+20>>2];p[e>>3]=+p[A>>3];p[d+120>>3]=+p[B>>3];p[d+128>>3]=+p[C>>3];e=d+136|0;f[e>>2]=f[D>>2];f[e+4>>2]=f[D+4>>2];f[e+8>>2]=f[D+8>>2];f[e+12>>2]=f[D+12>>2];f[e+16>>2]=f[D+16>>2];f[e+20>>2]=f[D+20>>2];p[e>>3]=+p[D>>3];p[d+144>>3]=+p[E>>3];p[d+152>>3]=+p[F>>3];e=d+160|0;f[e>>2]=f[G>>2];f[e+4>>2]=f[G+4>>2];f[e+8>>2]=f[G+8>>2];f[e+12>>2]=f[G+12>>2];f[e+16>>2]=f[G+16>>2];f[e+20>>2]=f[G+20>>2];p[e>>3]=+p[G>>3];p[d+168>>3]=+p[H>>3];p[d+176>>3]=+p[I>>3];e=j;a=f[e+4>>2]|0;g=d+184|0;f[g>>2]=f[e>>2];f[g+4>>2]=a;f[J>>2]=(f[J>>2]|0)+192}else T$(K,l);i=i+1|0;if(i>>>0>=L>>>0){d=11;break}}if((d|0)==11)return b|0;return 0}function F$(a){a=a|0;return a+4|0}function G$(a){a=a|0;var b=0,c=0;f[a>>2]=25436;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);sOb(c);return}function H$(a){a=a|0;yf()}function I$(a){a=a|0;sOb(a);return}function J$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0,ca=0,da=0.0,ea=0.0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0;ka=u;u=u+240|0;ja=ka+192|0;ia=ka;f[ia>>2]=25484;ba=M$(ia,b,c)|0;if(!ba){u=ka;return ba|0}b=a+8|0;ca=ia+8|0;fa=ja;ga=b;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));c=a+48|0;d=a+56|0;e=a+64|0;da=+p[c>>3];ea=+p[d>>3];N=+p[e>>3];g=a+72|0;h=a+80|0;i=a+88|0;O=+p[g>>3];P=+p[h>>3];Q=+p[i>>3];j=a+96|0;k=a+100|0;l=a+104|0;R=f[j>>2]|0;S=f[k>>2]|0;T=f[l>>2]|0;m=a+108|0;o=a+112|0;r=a+116|0;U=f[m>>2]|0;V=f[o>>2]|0;W=f[r>>2]|0;t=a+120|0;w=a+128|0;y=a+136|0;X=+p[t>>3];Y=+p[w>>3];Z=+p[y>>3];A=a+144|0;C=a+152|0;E=a+160|0;_=+p[A>>3];$=+p[C>>3];aa=+p[E>>3];G=a+168|0;I=a+176|0;J=a+184|0;K=+p[G>>3];L=+p[I>>3];M=+p[J>>3];fa=b;ga=ca;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));H=ia+48|0;p[c>>3]=+p[H>>3];F=ia+56|0;p[d>>3]=+p[F>>3];D=ia+64|0;p[e>>3]=+p[D>>3];B=ia+72|0;p[g>>3]=+p[B>>3];z=ia+80|0;p[h>>3]=+p[z>>3];x=ia+88|0;p[i>>3]=+p[x>>3];v=ia+96|0;f[j>>2]=f[v>>2];s=ia+100|0;f[k>>2]=f[s>>2];q=ia+104|0;f[l>>2]=f[q>>2];n=ia+108|0;f[m>>2]=f[n>>2];l=ia+112|0;f[o>>2]=f[l>>2];k=ia+116|0;f[r>>2]=f[k>>2];j=ia+120|0;p[t>>3]=+p[j>>3];i=ia+128|0;p[w>>3]=+p[i>>3];h=ia+136|0;p[y>>3]=+p[h>>3];g=ia+144|0;p[A>>3]=+p[g>>3];e=ia+152|0;p[C>>3]=+p[e>>3];d=ia+160|0;p[E>>3]=+p[d>>3];a=ia+168|0;p[G>>3]=+p[a>>3];c=ia+176|0;p[I>>3]=+p[c>>3];b=ia+184|0;p[J>>3]=+p[b>>3];fa=ca;ga=ja;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));p[H>>3]=da;p[F>>3]=ea;p[D>>3]=N;p[B>>3]=O;p[z>>3]=P;p[x>>3]=Q;f[v>>2]=R;f[s>>2]=S;f[q>>2]=T;f[n>>2]=U;f[l>>2]=V;f[k>>2]=W;p[j>>3]=X;p[i>>3]=Y;p[h>>3]=Z;p[g>>3]=_;p[e>>3]=$;p[d>>3]=aa;p[a>>3]=K;p[c>>3]=L;p[b>>3]=M;u=ka;return ba|0}function K$(a){a=a|0;return a+8|0}function L$(a){a=a|0;sOb(a);return}function M$(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0;B=u;u=u+80|0;A=B+40|0;t=B;f[t>>2]=25508;g=P$(t,c,d)|0;if(!g){A=0;u=B;return A|0}if((d-g|0)<24){A=0;u=B;return A|0}b[s>>0]=b[g>>0];b[s+1>>0]=b[g+1>>0];b[s+2>>0]=b[g+2>>0];b[s+3>>0]=b[g+3>>0];b[s+4>>0]=b[g+4>>0];b[s+5>>0]=b[g+5>>0];b[s+6>>0]=b[g+6>>0];b[s+7>>0]=b[g+7>>0];x=+p[s>>3];c=g+8|0;b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];y=+p[s>>3];c=g+16|0;b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];z=+p[s>>3];c=g+24|0;if((d-c|0)<24){A=0;u=B;return A|0}e=g+48|0;if((d-e|0)<24){A=0;u=B;return A|0}r=g+40|0;b[s>>0]=b[r>>0];b[s+1>>0]=b[r+1>>0];b[s+2>>0]=b[r+2>>0];b[s+3>>0]=b[r+3>>0];b[s+4>>0]=b[r+4>>0];b[s+5>>0]=b[r+5>>0];b[s+6>>0]=b[r+6>>0];b[s+7>>0]=b[r+7>>0];w=+p[s>>3];r=g+32|0;b[s>>0]=b[r>>0];b[s+1>>0]=b[r+1>>0];b[s+2>>0]=b[r+2>>0];b[s+3>>0]=b[r+3>>0];b[s+4>>0]=b[r+4>>0];b[s+5>>0]=b[r+5>>0];b[s+6>>0]=b[r+6>>0];b[s+7>>0]=b[r+7>>0];v=+p[s>>3];b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];o=+p[s>>3];r=g+72|0;n=g+68|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;m=g+64|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=g+60|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;q=g+56|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;k=g+52|0;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;i=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;j=a+8|0;c=t+4|0;d=A;e=j;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=j;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=c;e=A;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+48>>3]=x;p[a+56>>3]=y;p[a+64>>3]=z;p[a+72>>3]=o;p[a+80>>3]=v;p[a+88>>3]=w;f[a+96>>2]=i;f[a+100>>2]=k;f[a+104>>2]=q;f[a+108>>2]=l;f[a+112>>2]=m;f[a+116>>2]=n;A=r;u=B;return A|0}function N$(a){a=a|0;return a+8|0}function O$(a){a=a|0;sOb(a);return}function P$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;if((c-b|0)<8){b=0;return b|0}m=b;n=m;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;d=b+8|0;if((c-d|0)<8){b=0;return b|0}l=d;k=l;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;d=b+16|0;if((c-d|0)<4){b=0;return b|0}j=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=b+20|0;if((c-d|0)<4){b=0;return b|0}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=b+24|0;if((c-d|0)<4){b=0;return b|0}d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=b+28|0;if((c-e|0)<4){b=0;return b|0}g=b+32|0;if((c-g|0)<4){b=0;return b|0}e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;c=a+4|0;f[c>>2]=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;f[c+4>>2]=m;n=a+12|0;f[n>>2]=k;f[n+4>>2]=l;f[a+20>>2]=j;f[a+24>>2]=i;f[a+28>>2]=d;f[a+32>>2]=e;f[a+36>>2]=g;b=b+36|0;return b|0}function Q$(a){a=a|0;return a+4|0}function R$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;d=f[a>>2]|0;if((((f[a+8>>2]|0)-d|0)/192|0)>>>0>=b>>>0){u=h;return}c=f[a+4>>2]|0;f[g+12>>2]=0;f[g+16>>2]=a+8;if(b>>>0>22369621)vd();i=pOb(b*192|0)|0;f[g>>2]=i;d=i+(((c-d|0)/192|0)*192|0)|0;e=g+8|0;f[e>>2]=d;c=g+4|0;f[c>>2]=d;f[g+12>>2]=i+(b*192|0);S$(a,g);c=f[c>>2]|0;d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);c=f[g>>2]|0;if(c|0)sOb(c);u=h;return}function S$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=f[a>>2]|0;k=a+4|0;c=f[k>>2]|0;l=b+4|0;if((c|0)==(j|0)){i=l;h=a;l=f[l>>2]|0;f[h>>2]=l;f[i>>2]=j;j=b+8|0;l=f[k>>2]|0;h=f[j>>2]|0;f[k>>2]=h;f[j>>2]=l;j=a+8|0;l=b+12|0;k=f[j>>2]|0;a=f[l>>2]|0;f[j>>2]=a;f[l>>2]=k;l=f[i>>2]|0;f[b>>2]=l;return}e=f[l>>2]|0;do{d=c;c=c+-192|0;g=e+-192|0;h=c;i=g+36|0;do{f[g>>2]=f[h>>2];g=g+4|0;h=h+4|0}while((g|0)<(i|0));p[e+-152>>3]=+p[d+-152>>3];p[e+-144>>3]=+p[d+-144>>3];p[e+-136>>3]=+p[d+-136>>3];p[e+-128>>3]=+p[d+-128>>3];p[e+-120>>3]=+p[d+-120>>3];p[e+-112>>3]=+p[d+-112>>3];f[e+-104>>2]=f[d+-104>>2];f[e+-100>>2]=f[d+-100>>2];f[e+-96>>2]=f[d+-96>>2];f[e+-92>>2]=f[d+-92>>2];f[e+-88>>2]=f[d+-88>>2];f[e+-84>>2]=f[d+-84>>2];p[e+-80>>3]=+p[d+-80>>3];p[e+-72>>3]=+p[d+-72>>3];p[e+-64>>3]=+p[d+-64>>3];p[e+-56>>3]=+p[d+-56>>3];p[e+-48>>3]=+p[d+-48>>3];p[e+-40>>3]=+p[d+-40>>3];p[e+-32>>3]=+p[d+-32>>3];p[e+-24>>3]=+p[d+-24>>3];p[e+-16>>3]=+p[d+-16>>3];g=d+-8|0;h=f[g+4>>2]|0;i=e+-8|0;f[i>>2]=f[g>>2];f[i+4>>2]=h;e=(f[l>>2]|0)+-192|0;f[l>>2]=e}while((c|0)!=(j|0));i=a;h=e;j=f[a>>2]|0;f[i>>2]=h;f[l>>2]=j;j=b+8|0;i=f[k>>2]|0;h=f[j>>2]|0;f[k>>2]=h;f[j>>2]=i;a=a+8|0;k=b+12|0;j=f[a>>2]|0;i=f[k>>2]|0;f[a>>2]=i;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function T$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l;c=f[a>>2]|0;j=((f[a+4>>2]|0)-c|0)/192|0;d=j+1|0;if(d>>>0>22369621)AMb(a);i=((f[a+8>>2]|0)-c|0)/192|0;c=i<<1;c=i>>>0<11184810?(c>>>0<d>>>0?d:c):22369621;f[k+12>>2]=0;f[k+16>>2]=a+8;do if(!c)h=0;else if(c>>>0>22369621)vd();else{h=pOb(c*192|0)|0;break}while(0);f[k>>2]=h;d=h+(j*192|0)|0;i=k+8|0;f[i>>2]=d;g=k+4|0;f[g>>2]=d;f[k+12>>2]=h+(c*192|0);c=d;d=b;e=c+36|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));d=h+(j*192|0)+40|0;c=b+40|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+48>>3]=+p[b+48>>3];p[h+(j*192|0)+56>>3]=+p[b+56>>3];d=h+(j*192|0)+64|0;c=b+64|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+72>>3]=+p[b+72>>3];p[h+(j*192|0)+80>>3]=+p[b+80>>3];d=h+(j*192|0)+88|0;c=b+88|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d>>2]=f[c>>2];f[h+(j*192|0)+92>>2]=f[b+92>>2];f[h+(j*192|0)+96>>2]=f[b+96>>2];d=h+(j*192|0)+100|0;c=b+100|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d>>2]=f[c>>2];f[h+(j*192|0)+104>>2]=f[b+104>>2];f[h+(j*192|0)+108>>2]=f[b+108>>2];d=h+(j*192|0)+112|0;c=b+112|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+120>>3]=+p[b+120>>3];p[h+(j*192|0)+128>>3]=+p[b+128>>3];d=h+(j*192|0)+136|0;c=b+136|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+144>>3]=+p[b+144>>3];p[h+(j*192|0)+152>>3]=+p[b+152>>3];d=h+(j*192|0)+160|0;c=b+160|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+168>>3]=+p[b+168>>3];p[h+(j*192|0)+176>>3]=+p[b+176>>3];b=b+184|0;d=f[b+4>>2]|0;c=h+(j*192|0)+184|0;f[c>>2]=f[b>>2];f[c+4>>2]=d;f[i>>2]=(f[i>>2]|0)+192;S$(a,k);c=f[g>>2]|0;d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);c=f[k>>2]|0;if(!c){u=l;return}sOb(c);u=l;return}function U$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=25532;b=a+16|0;f[b>>2]=25580;f[a+232>>2]=20592;c=f[a+236>>2]|0;if(c|0){d=a+240|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}f[b>>2]=25604;b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25556;g=a+4|0;b=f[g>>2]|0;if(!b)return;a=a+8|0;c=f[a>>2]|0;if((c|0)!=(b|0)){do{d=c+-208|0;f[a>>2]=d;e=f[c+-120>>2]|0;if(!e)c=d;else{c=c+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[a>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);return}function V$(a){a=a|0;U$(a);sOb(a);return}function W$(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0;if((d-c|0)<4){M=0;return M|0}M=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;L=a+4|0;j=f[L>>2]|0;K=a+8|0;e=f[K>>2]|0;if((e|0)!=(j|0))do{g=e+-208|0;f[K>>2]=g;i=f[e+-120>>2]|0;if(!i)e=g;else{e=e+-116|0;g=f[e>>2]|0;if((g|0)!=(i|0))f[e>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(i);e=f[K>>2]|0}}while((e|0)!=(j|0));e0(L,M);l=a+16|0;if(!M){M=c;return M|0}m=a+24|0;n=a+12|0;o=a+60|0;q=a+64|0;r=a+68|0;s=a+72|0;t=a+76|0;u=a+80|0;v=a+88|0;w=a+96|0;x=a+104|0;y=a+112|0;z=a+116|0;A=a+120|0;B=a+124|0;C=a+144|0;D=a+152|0;E=a+160|0;F=a+168|0;G=a+176|0;H=a+184|0;I=a+192|0;J=a+200|0;k=a+208|0;a=0;while(1){c=a0(l,c,d)|0;if(!c){c=0;e=15;break}e=f[K>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){g=e;i=m;j=g+36|0;do{f[g>>2]=f[i>>2];g=g+4|0;i=i+4|0}while((g|0)<(j|0));i=e+36|0;f[i>>2]=f[o>>2];f[i+4>>2]=f[o+4>>2];f[i+8>>2]=f[o+8>>2];f[i>>2]=f[o>>2];f[e+40>>2]=f[q>>2];f[e+44>>2]=f[r>>2];i=e+48|0;f[i>>2]=f[s>>2];f[i+4>>2]=f[s+4>>2];f[i+8>>2]=f[s+8>>2];f[i>>2]=f[s>>2];f[e+52>>2]=f[t>>2];f[e+56>>2]=f[u>>2];i=e+64|0;f[i>>2]=f[v>>2];f[i+4>>2]=f[v+4>>2];f[i+8>>2]=f[v+8>>2];f[i+12>>2]=f[v+12>>2];f[i+16>>2]=f[v+16>>2];f[i+20>>2]=f[v+20>>2];p[i>>3]=+p[v>>3];p[e+72>>3]=+p[w>>3];p[e+80>>3]=+p[x>>3];i=e+88|0;f[i>>2]=0;j=e+92|0;f[j>>2]=0;f[e+96>>2]=0;f[i>>2]=f[y>>2];f[j>>2]=f[z>>2];f[e+96>>2]=f[A>>2];f[A>>2]=0;f[z>>2]=0;f[y>>2]=0;j=e+100|0;f[j>>2]=f[B>>2];f[j+4>>2]=f[B+4>>2];f[j+8>>2]=f[B+8>>2];f[j+12>>2]=f[B+12>>2];f[j+16>>2]=f[B+16>>2];j=e+120|0;f[j>>2]=f[C>>2];f[j+4>>2]=f[C+4>>2];f[j+8>>2]=f[C+8>>2];f[j+12>>2]=f[C+12>>2];f[j+16>>2]=f[C+16>>2];f[j+20>>2]=f[C+20>>2];p[j>>3]=+p[C>>3];p[e+128>>3]=+p[D>>3];p[e+136>>3]=+p[E>>3];j=e+144|0;f[j>>2]=f[F>>2];f[j+4>>2]=f[F+4>>2];f[j+8>>2]=f[F+8>>2];f[j+12>>2]=f[F+12>>2];f[j+16>>2]=f[F+16>>2];f[j+20>>2]=f[F+20>>2];p[j>>3]=+p[F>>3];p[e+152>>3]=+p[G>>3];p[e+160>>3]=+p[H>>3];j=e+168|0;f[j>>2]=f[I>>2];f[j+4>>2]=f[I+4>>2];f[j+8>>2]=f[I+8>>2];f[j+12>>2]=f[I+12>>2];p[j>>3]=+p[I>>3];p[e+176>>3]=+p[J>>3];j=e+184|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];b[j+16>>0]=b[k+16>>0]|0;f[K>>2]=(f[K>>2]|0)+208}else g0(L,m);a=a+1|0;if(a>>>0>=M>>>0){e=15;break}}if((e|0)==15)return c|0;return 0}function X$(a){a=a|0;return a+4|0}function Y$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=25556;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;a=f[e>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-208|0;f[e>>2]=a;d=f[c+-120>>2]|0;if(d){a=c+-116|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[g>>2]|0}sOb(b);return}function Z$(a){a=a|0;yf()}function _$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25580;f[a+216>>2]=20592;b=f[a+220>>2]|0;if(b|0){c=a+224|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25604;d=f[a+96>>2]|0;if(!d)return;b=a+100|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function $$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25580;f[a+216>>2]=20592;b=f[a+220>>2]|0;if(b|0){c=a+224|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25604;b=f[a+96>>2]|0;if(!b){sOb(a);return}c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function a0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;z=a+216|0;C=d;if((C-c|0)<8){C=0;return C|0}B=c;A=B;A=h[A>>0]|h[A+1>>0]<<8|h[A+2>>0]<<16|h[A+3>>0]<<24;B=B+4|0;B=h[B>>0]|h[B+1>>0]<<8|h[B+2>>0]<<16|h[B+3>>0]<<24;e=c+8|0;if((C-e|0)<8){C=0;return C|0}y=e;x=y;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;y=y+4|0;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;e=c+16|0;if((C-e|0)<4){C=0;return C|0}w=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((C-e|0)<4){C=0;return C|0}v=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((C-e|0)<4){C=0;return C|0}u=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+28|0;if((C-e|0)<4){C=0;return C|0}g=c+32|0;if((C-g|0)<4){C=0;return C|0}t=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+36|0;r=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if((C-e|0)<24){C=0;return C|0}n=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;o=c+40|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;q=c+44|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;g=c+48|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;l=c+52|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;m=c+56|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;e=c+60|0;if((C-e|0)<24){C=0;return C|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];e=c+68|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+76|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];k=+p[s>>3];e=Sg[f[(f[z>>2]|0)+8>>2]&255](z,c+84|0,d)|0;if(!e){C=0;return C|0}if((C-e|0)<4){C=0;return C|0}C=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;z=a+8|0;f[z>>2]=A;f[z+4>>2]=B;B=a+16|0;f[B>>2]=x;f[B+4>>2]=y;f[a+24>>2]=w;f[a+28>>2]=v;f[a+32>>2]=u;f[a+36>>2]=t;f[a+40>>2]=r;f[a+44>>2]=n;f[a+48>>2]=o;f[a+52>>2]=q;f[a+56>>2]=g;f[a+60>>2]=l;f[a+64>>2]=m;p[a+72>>3]=i;p[a+80>>3]=j;p[a+88>>3]=k;B=a+96|0;A=a+220|0;z=f[B>>2]|0;f[B>>2]=f[A>>2];f[A>>2]=z;A=a+100|0;z=a+224|0;B=f[A>>2]|0;f[A>>2]=f[z>>2];f[z>>2]=B;z=a+104|0;B=a+228|0;A=f[z>>2]|0;f[z>>2]=f[B>>2];f[B>>2]=A;f[a+108>>2]=C;C=e+4|0;return C|0}function b0(a){a=a|0;return a+8|0}function c0(a){a=a|0;var b=0,c=0;f[a>>2]=25604;c=f[a+96>>2]|0;if(!c)return;a=a+100|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function d0(a){a=a|0;yf()}function e0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+8|0;d=f[a>>2]|0;c=d;if((((f[k>>2]|0)-d|0)/208|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>20648881)vd();g=f[l>>2]|0;i=pOb(b*208|0)|0;h=i+(((g-d|0)/208|0)*208|0)|0;j=h;i=i+(b*208|0)|0;d=g;if((d|0)==(c|0)){e=j;h=g}else{e=j;b=h;do{d=d+-208|0;f0(b+-208|0,d);b=e+-208|0;e=b}while((d|0)!=(c|0));h=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;g=h;if((c|0)!=(g|0))do{d=f[c+-120>>2]|0;if(d|0){b=c+-116|0;e=f[b>>2]|0;if((e|0)!=(d|0))f[b>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}c=c+-208|0}while((c|0)!=(g|0));if(!h)return;sOb(h);return}function f0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=a;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];e=a+88|0;g=c+88|0;f[e>>2]=0;j=a+92|0;f[j>>2]=0;f[a+96>>2]=0;i=c+92|0;d=(f[i>>2]|0)-(f[g>>2]|0)|0;h=(d|0)/12|0;if(d|0){if(h>>>0>357913941)AMb(e);d=pOb(d)|0;f[j>>2]=d;f[e>>2]=d;f[a+96>>2]=d+(h*12|0);e=f[g>>2]|0;g=f[i>>2]|0;if((e|0)!=(g|0)){do{f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];e=e+12|0;d=d+12|0}while((e|0)!=(g|0));f[j>>2]=d}}j=a+100|0;i=c+100|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];a=a+184|0;c=c+184|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];b[a+16>>0]=b[c+16>>0]|0;return}function g0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;d=f[a>>2]|0;k=((f[m>>2]|0)-d|0)/208|0;e=k+1|0;if(e>>>0>20648881)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/208|0;d=l<<1;d=l>>>0<10324440?(d>>>0<e>>>0?e:d):20648881;do if(!d)j=0;else if(d>>>0>20648881)vd();else{j=pOb(d*208|0)|0;break}while(0);g=j+(k*208|0)|0;e=g;l=j+(d*208|0)|0;d=g;h=c;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));i=j+(k*208|0)+36|0;h=c+36|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i>>2]=f[h>>2];f[j+(k*208|0)+40>>2]=f[c+40>>2];f[j+(k*208|0)+44>>2]=f[c+44>>2];i=j+(k*208|0)+48|0;h=c+48|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i>>2]=f[h>>2];f[j+(k*208|0)+52>>2]=f[c+52>>2];f[j+(k*208|0)+56>>2]=f[c+56>>2];i=j+(k*208|0)+64|0;h=c+64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+72>>3]=+p[c+72>>3];p[j+(k*208|0)+80>>3]=+p[c+80>>3];i=c+88|0;f[j+(k*208|0)+96>>2]=0;f[j+(k*208|0)+88>>2]=f[i>>2];h=c+92|0;f[j+(k*208|0)+92>>2]=f[h>>2];d=c+96|0;f[j+(k*208|0)+96>>2]=f[d>>2];f[d>>2]=0;f[h>>2]=0;f[i>>2]=0;i=j+(k*208|0)+100|0;h=c+100|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];i=j+(k*208|0)+120|0;h=c+120|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+128>>3]=+p[c+128>>3];p[j+(k*208|0)+136>>3]=+p[c+136>>3];i=j+(k*208|0)+144|0;h=c+144|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+152>>3]=+p[c+152>>3];p[j+(k*208|0)+160>>3]=+p[c+160>>3];i=j+(k*208|0)+168|0;h=c+168|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+176>>3]=+p[c+176>>3];i=j+(k*208|0)+184|0;h=c+184|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];b[i+16>>0]=b[h+16>>0]|0;i=g+208|0;h=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(h|0)){c=h;d=h}else{do{d=d+-208|0;f0(g+-208|0,d);g=e+-208|0;e=g}while((d|0)!=(h|0));c=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=e;f[m>>2]=i;f[n>>2]=l;i=c;if((d|0)!=(i|0))do{e=f[d+-120>>2]|0;if(e|0){g=d+-116|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~(((h+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}d=d+-208|0}while((d|0)!=(i|0));if(!c)return;sOb(c);return}function h0(a){a=a|0;var b=0,c=0;f[a>>2]=25652;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-120-c|0)>>>0)/120|0)*120|0);sOb(c);return}function i0(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25652;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b);sOb(a);return}function j0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0,M=0.0,N=0.0,O=0,P=0;J=d;if((J-c|0)<4){K=0;return K|0}K=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;o=c+4|0;I=a+4|0;i=f[I>>2]|0;H=a+8|0;d=f[H>>2]|0;c=i;if((d|0)!=(i|0)){d=d+(~(((d+-120-c|0)>>>0)/120|0)*120|0)|0;f[H>>2]=d}e=d;G=a+12|0;if((((f[G>>2]|0)-c|0)/120|0)>>>0<K>>>0){if(K>>>0>35791394)vd();k=pOb(K*120|0)|0;g=k+(((e-c|0)/120|0)*120|0)|0;j=g;k=k+(K*120|0)|0;if((d|0)==(i|0)){c=j;d=e}else{c=j;do{e=d;d=d+-120|0;l=g+-120|0;m=d;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));p[g+-80>>3]=+p[e+-80>>3];p[g+-72>>3]=+p[e+-72>>3];p[g+-64>>3]=+p[e+-64>>3];F=g+-56|0;E=e+-56|0;f[F>>2]=f[E>>2];f[F+4>>2]=f[E+4>>2];f[F+8>>2]=f[E+8>>2];f[F+12>>2]=f[E+12>>2];p[g+-40>>3]=+p[e+-40>>3];p[g+-32>>3]=+p[e+-32>>3];F=g+-24|0;E=e+-24|0;f[F>>2]=f[E>>2];f[F+4>>2]=f[E+4>>2];f[F+8>>2]=f[E+8>>2];f[F+12>>2]=f[E+12>>2];b[F+16>>0]=b[E+16>>0]|0;g=c+-120|0;c=g}while((d|0)!=(i|0));d=f[I>>2]|0}f[I>>2]=c;f[H>>2]=j;f[G>>2]=k;if(d|0)sOb(d)}if(!K){K=o;return K|0}t=a+24|0;u=a+32|0;v=a+40|0;x=a+44|0;y=a+48|0;z=a+52|0;B=a+56|0;r=a+64|0;w=a+72|0;A=a+80|0;C=a+64|0;D=a+88|0;E=a+104|0;F=a+112|0;q=a+120|0;m=o;a=0;while(1){if((J-m|0)<8){d=0;c=26;break}o=m;n=o;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;d=m+8|0;if((J-d|0)<8){d=0;c=26;break}l=d;k=l;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;d=m+16|0;if((J-d|0)<4){d=0;c=26;break}j=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+20|0;if((J-d|0)<4){d=0;c=26;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+24|0;if((J-d|0)<4){d=0;c=26;break}e=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+28|0;if((J-d|0)<4){d=0;c=26;break}c=m+32|0;if((J-c|0)<4){d=0;c=26;break}g=m+36|0;if((J-g|0)<24){d=0;c=26;break}c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;O=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+60|0;P=m+52|0;b[s>>0]=b[P>>0];b[s+1>>0]=b[P+1>>0];b[s+2>>0]=b[P+2>>0];b[s+3>>0]=b[P+3>>0];b[s+4>>0]=b[P+4>>0];b[s+5>>0]=b[P+5>>0];b[s+6>>0]=b[P+6>>0];b[s+7>>0]=b[P+7>>0];L=+p[s>>3];m=m+44|0;b[s>>0]=b[m>>0];b[s+1>>0]=b[m+1>>0];b[s+2>>0]=b[m+2>>0];b[s+3>>0]=b[m+3>>0];b[s+4>>0]=b[m+4>>0];b[s+5>>0]=b[m+5>>0];b[s+6>>0]=b[m+6>>0];b[s+7>>0]=b[m+7>>0];M=+p[s>>3];b[s>>0]=b[g>>0];b[s+1>>0]=b[g+1>>0];b[s+2>>0]=b[g+2>>0];b[s+3>>0]=b[g+3>>0];b[s+4>>0]=b[g+4>>0];b[s+5>>0]=b[g+5>>0];b[s+6>>0]=b[g+6>>0];b[s+7>>0]=b[g+7>>0];N=+p[s>>3];m=t;f[m>>2]=n;f[m+4>>2]=o;o=u;f[o>>2]=k;f[o+4>>2]=l;f[v>>2]=j;f[x>>2]=i;f[y>>2]=e;f[z>>2]=O;f[B>>2]=c;p[r>>3]=N;p[w>>3]=M;p[A>>3]=L;c=f[H>>2]|0;if(c>>>0<(f[G>>2]|0)>>>0){l=c;m=t;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));P=c+40|0;f[P>>2]=f[C>>2];f[P+4>>2]=f[C+4>>2];f[P+8>>2]=f[C+8>>2];f[P+12>>2]=f[C+12>>2];f[P+16>>2]=f[C+16>>2];f[P+20>>2]=f[C+20>>2];p[P>>3]=+p[C>>3];p[c+48>>3]=+p[w>>3];p[c+56>>3]=+p[A>>3];P=c+64|0;f[P>>2]=f[D>>2];f[P+4>>2]=f[D+4>>2];f[P+8>>2]=f[D+8>>2];f[P+12>>2]=f[D+12>>2];P=c+80|0;f[P>>2]=f[E>>2];f[P+4>>2]=f[E+4>>2];f[P+8>>2]=f[E+8>>2];f[P+12>>2]=f[E+12>>2];p[P>>3]=+p[E>>3];p[c+88>>3]=+p[F>>3];P=c+96|0;f[P>>2]=f[q>>2];f[P+4>>2]=f[q+4>>2];f[P+8>>2]=f[q+8>>2];f[P+12>>2]=f[q+12>>2];b[P+16>>0]=b[q+16>>0]|0;f[H>>2]=(f[H>>2]|0)+120}else q0(I,t);a=a+1|0;if(a>>>0>=K>>>0){c=26;break}else m=d}if((c|0)==26)return d|0;return 0}function k0(a){a=a|0;return a+4|0}function l0(a){a=a|0;var b=0,c=0;f[a>>2]=25652;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-120-c|0)>>>0)/120|0)*120|0);sOb(c);return}function m0(a){a=a|0;yf()}function n0(a){a=a|0;sOb(a);return}function o0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,t=0.0,u=0.0;if((d-c|0)<8){c=0;return c|0}o=c;q=o;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;e=c+8|0;if((d-e|0)<8){c=0;return c|0}n=e;m=n;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;e=c+16|0;if((d-e|0)<4){c=0;return c|0}l=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((d-e|0)<4){c=0;return c|0}k=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((d-e|0)<4){c=0;return c|0}e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=c+28|0;if((d-g|0)<4){c=0;return c|0}i=c+32|0;if((d-i|0)<4){c=0;return c|0}j=c+36|0;if((d-j|0)<24){c=0;return c|0}i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=c+52|0;b[s>>0]=b[d>>0];b[s+1>>0]=b[d+1>>0];b[s+2>>0]=b[d+2>>0];b[s+3>>0]=b[d+3>>0];b[s+4>>0]=b[d+4>>0];b[s+5>>0]=b[d+5>>0];b[s+6>>0]=b[d+6>>0];b[s+7>>0]=b[d+7>>0];r=+p[s>>3];d=c+44|0;b[s>>0]=b[d>>0];b[s+1>>0]=b[d+1>>0];b[s+2>>0]=b[d+2>>0];b[s+3>>0]=b[d+3>>0];b[s+4>>0]=b[d+4>>0];b[s+5>>0]=b[d+5>>0];b[s+6>>0]=b[d+6>>0];b[s+7>>0]=b[d+7>>0];t=+p[s>>3];b[s>>0]=b[j>>0];b[s+1>>0]=b[j+1>>0];b[s+2>>0]=b[j+2>>0];b[s+3>>0]=b[j+3>>0];b[s+4>>0]=b[j+4>>0];b[s+5>>0]=b[j+5>>0];b[s+6>>0]=b[j+6>>0];b[s+7>>0]=b[j+7>>0];u=+p[s>>3];j=a+8|0;f[j>>2]=q;f[j+4>>2]=o;q=a+16|0;f[q>>2]=m;f[q+4>>2]=n;f[a+24>>2]=l;f[a+28>>2]=k;f[a+32>>2]=e;f[a+36>>2]=g;f[a+40>>2]=i;p[a+48>>3]=u;p[a+56>>3]=t;p[a+64>>3]=r;c=c+60|0;return c|0}function p0(a){a=a|0;return a+8|0}function q0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=a+4|0;d=f[s>>2]|0;e=f[a>>2]|0;j=(d-e|0)/120|0;g=j+1|0;q=e;h=d;if(g>>>0>35791394)AMb(a);r=a+8|0;n=((f[r>>2]|0)-e|0)/120|0;o=n<<1;g=n>>>0<17895697?(o>>>0<g>>>0?g:o):35791394;do if(!g)i=0;else if(g>>>0>35791394)vd();else{i=pOb(g*120|0)|0;break}while(0);k=i+(j*120|0)|0;e=k;o=i+(g*120|0)|0;l=k;m=c;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));n=i+(j*120|0)+40|0;m=c+40|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];f[n+16>>2]=f[m+16>>2];f[n+20>>2]=f[m+20>>2];p[n>>3]=+p[m>>3];p[i+(j*120|0)+48>>3]=+p[c+48>>3];p[i+(j*120|0)+56>>3]=+p[c+56>>3];n=i+(j*120|0)+64|0;m=c+64|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];n=i+(j*120|0)+80|0;m=c+80|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];p[n>>3]=+p[m>>3];p[i+(j*120|0)+88>>3]=+p[c+88>>3];n=i+(j*120|0)+96|0;c=c+96|0;f[n>>2]=f[c>>2];f[n+4>>2]=f[c+4>>2];f[n+8>>2]=f[c+8>>2];f[n+12>>2]=f[c+12>>2];b[n+16>>0]=b[c+16>>0]|0;c=k+120|0;if((h|0)!=(q|0)){g=k;do{d=h;h=h+-120|0;l=g+-120|0;m=h;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));p[g+-80>>3]=+p[d+-80>>3];p[g+-72>>3]=+p[d+-72>>3];p[g+-64>>3]=+p[d+-64>>3];n=g+-56|0;m=d+-56|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];p[g+-40>>3]=+p[d+-40>>3];p[g+-32>>3]=+p[d+-32>>3];n=g+-24|0;m=d+-24|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];b[n+16>>0]=b[m+16>>0]|0;g=e+-120|0;e=g}while((h|0)!=(q|0));d=f[a>>2]|0}f[a>>2]=e;f[s>>2]=c;f[r>>2]=o;if(!d)return;sOb(d);return}function r0(a){a=a|0;var b=0,c=0;f[a>>2]=25724;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);sOb(c);return}function s0(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25724;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b);sOb(a);return}function t0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;if((d-c|0)<4){P=0;return P|0}P=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;O=a+4|0;e=f[O>>2]|0;N=a+8|0;g=f[N>>2]|0;if((g|0)!=(e|0))f[N>>2]=g+(~(((g+-240-e|0)>>>0)/240|0)*240|0);A0(O,P);l=a+16|0;if(!P){P=c;return P|0}m=a+24|0;n=a+12|0;o=a+64|0;q=a+72|0;r=a+80|0;s=a+88|0;t=a+96|0;u=a+104|0;v=a+112|0;w=a+116|0;x=a+120|0;y=a+124|0;z=a+128|0;A=a+132|0;B=a+136|0;C=a+144|0;D=a+152|0;E=a+160|0;F=a+168|0;G=a+176|0;H=a+184|0;I=a+192|0;J=a+200|0;K=a+208|0;L=a+224|0;M=a+232|0;k=a+240|0;j=0;while(1){c=y0(l,c,d)|0;if(!c){c=0;e=11;break}e=f[N>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){g=e;a=m;i=g+36|0;do{f[g>>2]=f[a>>2];g=g+4|0;a=a+4|0}while((g|0)<(i|0));i=e+40|0;f[i>>2]=f[o>>2];f[i+4>>2]=f[o+4>>2];f[i+8>>2]=f[o+8>>2];f[i+12>>2]=f[o+12>>2];f[i+16>>2]=f[o+16>>2];f[i+20>>2]=f[o+20>>2];p[i>>3]=+p[o>>3];p[e+48>>3]=+p[q>>3];p[e+56>>3]=+p[r>>3];i=e+64|0;f[i>>2]=f[s>>2];f[i+4>>2]=f[s+4>>2];f[i+8>>2]=f[s+8>>2];f[i+12>>2]=f[s+12>>2];f[i+16>>2]=f[s+16>>2];f[i+20>>2]=f[s+20>>2];p[i>>3]=+p[s>>3];p[e+72>>3]=+p[t>>3];p[e+80>>3]=+p[u>>3];i=e+88|0;f[i>>2]=f[v>>2];f[i+4>>2]=f[v+4>>2];f[i+8>>2]=f[v+8>>2];f[i>>2]=f[v>>2];f[e+92>>2]=f[w>>2];f[e+96>>2]=f[x>>2];i=e+100|0;f[i>>2]=f[y>>2];f[i+4>>2]=f[y+4>>2];f[i+8>>2]=f[y+8>>2];f[i>>2]=f[y>>2];f[e+104>>2]=f[z>>2];f[e+108>>2]=f[A>>2];i=e+112|0;f[i>>2]=f[B>>2];f[i+4>>2]=f[B+4>>2];f[i+8>>2]=f[B+8>>2];f[i+12>>2]=f[B+12>>2];f[i+16>>2]=f[B+16>>2];f[i+20>>2]=f[B+20>>2];p[i>>3]=+p[B>>3];p[e+120>>3]=+p[C>>3];p[e+128>>3]=+p[D>>3];i=e+136|0;f[i>>2]=f[E>>2];f[i+4>>2]=f[E+4>>2];f[i+8>>2]=f[E+8>>2];f[i+12>>2]=f[E+12>>2];f[i+16>>2]=f[E+16>>2];f[i+20>>2]=f[E+20>>2];p[i>>3]=+p[E>>3];p[e+144>>3]=+p[F>>3];p[e+152>>3]=+p[G>>3];i=e+160|0;f[i>>2]=f[H>>2];f[i+4>>2]=f[H+4>>2];f[i+8>>2]=f[H+8>>2];f[i+12>>2]=f[H+12>>2];f[i+16>>2]=f[H+16>>2];f[i+20>>2]=f[H+20>>2];p[i>>3]=+p[H>>3];p[e+168>>3]=+p[I>>3];p[e+176>>3]=+p[J>>3];i=e+184|0;f[i>>2]=f[K>>2];f[i+4>>2]=f[K+4>>2];f[i+8>>2]=f[K+8>>2];f[i+12>>2]=f[K+12>>2];i=e+200|0;f[i>>2]=f[L>>2];f[i+4>>2]=f[L+4>>2];f[i+8>>2]=f[L+8>>2];f[i+12>>2]=f[L+12>>2];p[i>>3]=+p[L>>3];p[e+208>>3]=+p[M>>3];i=e+216|0;f[i>>2]=f[k>>2];f[i+4>>2]=f[k+4>>2];f[i+8>>2]=f[k+8>>2];f[i+12>>2]=f[k+12>>2];b[i+16>>0]=b[k+16>>0]|0;f[N>>2]=(f[N>>2]|0)+240}else C0(O,m);j=j+1|0;if(j>>>0>=P>>>0){e=11;break}}if((e|0)==11)return c|0;return 0}function u0(a){a=a|0;return a+4|0}function v0(a){a=a|0;var b=0,c=0;f[a>>2]=25724;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);sOb(c);return}function w0(a){a=a|0;yf()}function x0(a){a=a|0;sOb(a);return}function y0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0;if((d-c|0)<8){c=0;return c|0}u=c;v=u;v=h[v>>0]|h[v+1>>0]<<8|h[v+2>>0]<<16|h[v+3>>0]<<24;u=u+4|0;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;e=c+8|0;if((d-e|0)<8){c=0;return c|0}t=e;r=t;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;t=t+4|0;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;e=c+16|0;if((d-e|0)<4){c=0;return c|0}q=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((d-e|0)<4){c=0;return c|0}o=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((d-e|0)<4){c=0;return c|0}n=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+28|0;if((d-e|0)<4){c=0;return c|0}g=c+32|0;if((d-g|0)<4){c=0;return c|0}m=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+36|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if((d-e|0)<24){c=0;return c|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];e=c+44|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+52|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];k=+p[s>>3];e=c+60|0;if((d-e|0)<24){c=0;return c|0}g=c+84|0;if((d-g|0)<24){c=0;return c|0}z=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;y=c+88|0;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;x=c+92|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;w=c+96|0;w=h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24;d=c+100|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;g=c+104|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];C=+p[s>>3];e=c+68|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];B=+p[s>>3];e=c+76|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];A=+p[s>>3];e=a+8|0;f[e>>2]=v;f[e+4>>2]=u;v=a+16|0;f[v>>2]=r;f[v+4>>2]=t;f[a+24>>2]=q;f[a+28>>2]=o;f[a+32>>2]=n;f[a+36>>2]=m;f[a+40>>2]=l;p[a+48>>3]=i;p[a+56>>3]=j;p[a+64>>3]=k;p[a+72>>3]=C;p[a+80>>3]=B;p[a+88>>3]=A;f[a+96>>2]=z;f[a+100>>2]=y;f[a+104>>2]=x;f[a+108>>2]=w;f[a+112>>2]=d;f[a+116>>2]=g;c=c+108|0;return c|0}function z0(a){a=a|0;return a+8|0}function A0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;d=f[a>>2]|0;if((((f[a+8>>2]|0)-d|0)/240|0)>>>0>=b>>>0){u=h;return}c=f[a+4>>2]|0;f[g+12>>2]=0;f[g+16>>2]=a+8;if(b>>>0>17895697)vd();i=pOb(b*240|0)|0;f[g>>2]=i;d=i+(((c-d|0)/240|0)*240|0)|0;e=g+8|0;f[e>>2]=d;c=g+4|0;f[c>>2]=d;f[g+12>>2]=i+(b*240|0);B0(a,g);c=f[c>>2]|0;d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-240-c|0)>>>0)/240|0)*240|0);c=f[g>>2]|0;if(c|0)sOb(c);u=h;return}function B0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=f[a>>2]|0;l=a+4|0;d=f[l>>2]|0;m=c+4|0;if((d|0)==(k|0)){j=m;i=a;m=f[m>>2]|0;f[i>>2]=m;f[j>>2]=k;k=c+8|0;m=f[l>>2]|0;i=f[k>>2]|0;f[l>>2]=i;f[k>>2]=m;k=a+8|0;m=c+12|0;l=f[k>>2]|0;a=f[m>>2]|0;f[k>>2]=a;f[m>>2]=l;m=f[j>>2]|0;f[c>>2]=m;return}g=f[m>>2]|0;do{e=d;d=d+-240|0;h=g+-240|0;i=d;j=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(j|0));p[g+-200>>3]=+p[e+-200>>3];p[g+-192>>3]=+p[e+-192>>3];p[g+-184>>3]=+p[e+-184>>3];p[g+-176>>3]=+p[e+-176>>3];p[g+-168>>3]=+p[e+-168>>3];p[g+-160>>3]=+p[e+-160>>3];f[g+-152>>2]=f[e+-152>>2];f[g+-148>>2]=f[e+-148>>2];f[g+-144>>2]=f[e+-144>>2];f[g+-140>>2]=f[e+-140>>2];f[g+-136>>2]=f[e+-136>>2];f[g+-132>>2]=f[e+-132>>2];p[g+-128>>3]=+p[e+-128>>3];p[g+-120>>3]=+p[e+-120>>3];p[g+-112>>3]=+p[e+-112>>3];p[g+-104>>3]=+p[e+-104>>3];p[g+-96>>3]=+p[e+-96>>3];p[g+-88>>3]=+p[e+-88>>3];p[g+-80>>3]=+p[e+-80>>3];p[g+-72>>3]=+p[e+-72>>3];p[g+-64>>3]=+p[e+-64>>3];j=g+-56|0;i=e+-56|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];p[g+-40>>3]=+p[e+-40>>3];p[g+-32>>3]=+p[e+-32>>3];j=g+-24|0;i=e+-24|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];b[j+16>>0]=b[i+16>>0]|0;g=(f[m>>2]|0)+-240|0;f[m>>2]=g}while((d|0)!=(k|0));j=a;i=g;k=f[a>>2]|0;f[j>>2]=i;f[m>>2]=k;k=c+8|0;j=f[l>>2]|0;i=f[k>>2]|0;f[l>>2]=i;f[k>>2]=j;a=a+8|0;l=c+12|0;k=f[a>>2]|0;j=f[l>>2]|0;f[a>>2]=j;f[l>>2]=k;m=f[m>>2]|0;f[c>>2]=m;return}function C0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;l=m;d=f[a>>2]|0;k=((f[a+4>>2]|0)-d|0)/240|0;e=k+1|0;if(e>>>0>17895697)AMb(a);j=((f[a+8>>2]|0)-d|0)/240|0;d=j<<1;d=j>>>0<8947848?(d>>>0<e>>>0?e:d):17895697;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)i=0;else if(d>>>0>17895697)vd();else{i=pOb(d*240|0)|0;break}while(0);f[l>>2]=i;e=i+(k*240|0)|0;j=l+8|0;f[j>>2]=e;h=l+4|0;f[h>>2]=e;f[l+12>>2]=i+(d*240|0);d=e;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=i+(k*240|0)+40|0;e=c+40|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+48>>3]=+p[c+48>>3];p[i+(k*240|0)+56>>3]=+p[c+56>>3];d=i+(k*240|0)+64|0;e=c+64|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+72>>3]=+p[c+72>>3];p[i+(k*240|0)+80>>3]=+p[c+80>>3];d=i+(k*240|0)+88|0;e=c+88|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d>>2]=f[e>>2];f[i+(k*240|0)+92>>2]=f[c+92>>2];f[i+(k*240|0)+96>>2]=f[c+96>>2];d=i+(k*240|0)+100|0;e=c+100|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d>>2]=f[e>>2];f[i+(k*240|0)+104>>2]=f[c+104>>2];f[i+(k*240|0)+108>>2]=f[c+108>>2];d=i+(k*240|0)+112|0;e=c+112|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+120>>3]=+p[c+120>>3];p[i+(k*240|0)+128>>3]=+p[c+128>>3];d=i+(k*240|0)+136|0;e=c+136|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+144>>3]=+p[c+144>>3];p[i+(k*240|0)+152>>3]=+p[c+152>>3];d=i+(k*240|0)+160|0;e=c+160|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+168>>3]=+p[c+168>>3];p[i+(k*240|0)+176>>3]=+p[c+176>>3];d=i+(k*240|0)+184|0;e=c+184|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];d=i+(k*240|0)+200|0;e=c+200|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+208>>3]=+p[c+208>>3];d=i+(k*240|0)+216|0;e=c+216|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];b[d+16>>0]=b[e+16>>0]|0;f[j>>2]=(f[j>>2]|0)+240;B0(a,l);d=f[h>>2]|0;e=f[j>>2]|0;if((e|0)!=(d|0))f[j>>2]=e+(~(((e+-240-d|0)>>>0)/240|0)*240|0);d=f[l>>2]|0;if(!d){u=m;return}sOb(d);u=m;return}function D0(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;E0(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function E0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+1760|0;d=pd()|0;f[a>>2]=d;c=1;if(c){c=0;if((f[b>>2]|0)==(f[(b+4|0)>>2]|0)){g=od(112310)|0;sd(d|0,g|0,2);fd(g|0);fd(2)}else c=1}if(c)if(1){g=pd()|0;e=od(112310)|0;sd(d|0,e|0,g|0);fd(e|0);e=nd()|0;c=od(112315)|0;sd(g|0,c|0,e|0);fd(c|0);c=f[b>>2]|0;if((f[(b+4|0)>>2]|0)!=(c|0)){d=0;do{l=c;i=pd()|0;f[h>>2]=d;k=td(17744,h|0)|0;sd(e|0,k|0,i|0);fd(k|0);k=nd()|0;f[h>>2]=f[l+(d*192|0)>>2];j=td(17744,h|0)|0;f[h>>2]=0;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);f[h>>2]=f[l+(d*192|0)+4>>2];j=td(17744,h|0)|0;f[h>>2]=1;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);j=od(112324)|0;sd(i|0,j|0,k|0);fd(j|0);fd(k|0);k=nd()|0;f[h>>2]=f[l+(d*192|0)+8>>2];j=td(17744,h|0)|0;f[h>>2]=0;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);f[h>>2]=f[l+(d*192|0)+12>>2];j=td(17744,h|0)|0;f[h>>2]=1;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);j=od(112336)|0;sd(i|0,j|0,k|0);fd(j|0);fd(k|0);k=od(112348)|0;f[h>>2]=f[l+(d*192|0)+16>>2];j=td(17744,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112358)|0;f[h>>2]=f[l+(d*192|0)+20>>2];j=td(17736,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112372)|0;f[h>>2]=f[l+(d*192|0)+24>>2];j=td(17736,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112385)|0;f[h>>2]=f[l+(d*192|0)+28>>2];j=td(17744,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=f[l+(d*192|0)+32>>2]|0;j=od(112397)|0;f[h>>2]=k>>>0<14?k:0;k=td(17744,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112410)|0;k=pOb(24)|0;p[k>>3]=+p[l+(d*192|0)+40>>3];p[k+8>>3]=+p[l+(d*192|0)+48>>3];p[k+16>>3]=+p[l+(d*192|0)+56>>3];f[h>>2]=k;k=td(8008,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112419)|0;k=pOb(24)|0;p[k>>3]=+p[l+(d*192|0)+64>>3];p[k+8>>3]=+p[l+(d*192|0)+72>>3];p[k+16>>3]=+p[l+(d*192|0)+80>>3];f[h>>2]=k;k=td(8008,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(152603)|0;k=pOb(24)|0;f[k>>2]=f[l+(d*192|0)+88>>2];f[k+4>>2]=f[l+(d*192|0)+92>>2];f[k+8>>2]=f[l+(d*192|0)+96>>2];f[k+12>>2]=f[l+(d*192|0)+100>>2];f[k+16>>2]=f[l+(d*192|0)+104>>2];f[k+20>>2]=f[l+(d*192|0)+108>>2];f[h>>2]=k;k=td(1112,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);fd(i|0);d=d+1|0;c=f[b>>2]|0}while(d>>>0<(((f[(b+4|0)>>2]|0)-c|0)/192|0)>>>0)}fd(e|0);fd(g|0)}c=1;if(c){c=0;if((f[(b+36|0)>>2]|0)==(f[(b+40|0)>>2]|0)){l=f[a>>2]|0;m=od(112426)|0;sd(l|0,m|0,2);fd(m|0);fd(2)}else c=1}f[h+32>>2]=a;f[h+40>>2]=b;f[h+1656>>2]=c;f[h+1672>>2]=0;f[h+1676>>2]=0;wha(h);G=f[h+1672>>2]|0;D=f[h+1676>>2]|0;H=+n[h+1676>>2];f[h+1672>>2]=0;f[h+1676>>2]=0;if((G|0)==5)return}function F0(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262912;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262912)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262912)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function G0(a){a=a|0;sOb(a);return}function H0(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25772;f[b+4>>2]=f[a+4>>2];return b|0}function I0(a,b){a=a|0;b=b|0;f[b>>2]=25772;f[b+4>>2]=f[a+4>>2];return}function J0(a){a=a|0;return}function K0(a){a=a|0;sOb(a);return}function L0(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function M0(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==113275?a+4|0:0)|0}function N0(a){a=a|0;return 8040}function O0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function P0(a){a=a|0;sOb(a);return}function Q0(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function R0(a){a=a|0;return a+4|0}function S0(a){a=a|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=b[a>>0]|0;a=od(113531)|0;f[e>>2]=g&255;e=td(17704,e|0)|0;sd(d|0,a|0,e|0);fd(e|0);fd(a|0);fd(f[64564]|0);f[64564]=d;fd(0);u=c;return}function T0(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262913;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262913)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262913)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function U0(a){a=a|0;sOb(a);return}function V0(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25840;f[b+4>>2]=f[a+4>>2];return b|0}function W0(a,b){a=a|0;b=b|0;f[b>>2]=25840;f[b+4>>2]=f[a+4>>2];return}function X0(a){a=a|0;return}function Y0(a){a=a|0;sOb(a);return}function Z0(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function _0(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==113716?a+4|0:0)|0}function $0(a){a=a|0;return 8112}function a1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function b1(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(12)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[c>>2]=d;a=td(872,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function c1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262914;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262914)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262914)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function d1(a){a=a|0;sOb(a);return}function e1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25884;f[b+4>>2]=f[a+4>>2];return b|0}function f1(a,b){a=a|0;b=b|0;f[b>>2]=25884;f[b+4>>2]=f[a+4>>2];return}function g1(a){a=a|0;return}function h1(a){a=a|0;sOb(a);return}function i1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function j1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114001?a+4|0:0)|0}function k1(a){a=a|0;return 8136}function l1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function m1(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(3256,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function n1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262915;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262915)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262915)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function o1(a){a=a|0;sOb(a);return}function p1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25928;f[b+4>>2]=f[a+4>>2];return b|0}function q1(a,b){a=a|0;b=b|0;f[b>>2]=25928;f[b+4>>2]=f[a+4>>2];return}function r1(a){a=a|0;return}function s1(a){a=a|0;sOb(a);return}function t1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function u1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114284?a+4|0:0)|0}function v1(a){a=a|0;return 8160}function w1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function x1(a){a=a|0;sOb(a);return}function y1(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function z1(a){a=a|0;return a+4|0}function A1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function B1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262916;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262916)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262916)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function C1(a){a=a|0;sOb(a);return}function D1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25996;f[b+4>>2]=f[a+4>>2];return b|0}function E1(a,b){a=a|0;b=b|0;f[b>>2]=25996;f[b+4>>2]=f[a+4>>2];return}function F1(a){a=a|0;return}function G1(a){a=a|0;sOb(a);return}function H1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function I1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114761?a+4|0:0)|0}function J1(a){a=a|0;return 8232}function K1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function L1(a){a=a|0;sOb(a);return}function M1(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function N1(a){a=a|0;return a+4|0}function O1(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function P1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262917;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262917)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262917)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Q1(a){a=a|0;sOb(a);return}function R1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=26064;f[b+4>>2]=f[a+4>>2];return b|0}function S1(a,b){a=a|0;b=b|0;f[b>>2]=26064;f[b+4>>2]=f[a+4>>2];return}function T1(a){a=a|0;return}function U1(a){a=a|0;sOb(a);return}function V1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function W1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==115206?a+4|0:0)|0}function X1(a){a=a|0;return 8304}function Y1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Z1(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function _1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262918;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262918)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262918)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $1(a){a=a|0;sOb(a);return}function a2(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=26108;f[b+4>>2]=f[a+4>>2];return b|0}function b2(a,b){a=a|0;b=b|0;f[b>>2]=26108;f[b+4>>2]=f[a+4>>2];return}function c2(a){a=a|0;return}function d2(a){a=a|0;sOb(a);return}function e2(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function f2(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==115417?a+4|0:0)|0}function g2(a){a=a|0;return 8328}function h2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function i2(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function j2(a){a=a|0;f[a>>2]=26152;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function k2(a){a=a|0;f[a>>2]=26152;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function l2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;g=k;h=nd()|0;i=h;d=f[b>>2]|0;j=(f[b+4>>2]|0)-d>>3;if(!j){kd(h|0);f[g>>2]=i;j=a+4|0;j=f[j>>2]|0;j=dd(j|0,1,22088,g|0)|0;fd(j|0);fd(h|0);u=k;return}c=0;e=0;while(1){f[g>>2]=f[d+(c<<3)>>2];l=td(17744,g|0)|0;f[g>>2]=e;m=td(17744,g|0)|0;sd(h|0,m|0,l|0);fd(m|0);fd(l|0);f[g>>2]=f[d+(c<<3)+4>>2];d=td(17744,g|0)|0;f[g>>2]=e|1;l=td(17744,g|0)|0;sd(h|0,l|0,d|0);fd(l|0);fd(d|0);c=c+1|0;if((c|0)==(j|0))break;d=f[b>>2]|0;e=e+2|0}kd(h|0);f[g>>2]=i;m=a+4|0;m=f[m>>2]|0;m=dd(m|0,1,22088,g|0)|0;fd(m|0);fd(h|0);u=k;return}function m2(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];fd(dd(f[a+8>>2]|0,1,26176,d|0)|0);u=c;return}function n2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function o2(a){a=a|0;return 0}function p2(a){a=a|0;var 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a=0;a=pOb(24)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return a|0}function V4(a){a=a|0;if(!a)return;sOb(a);return}function W4(a,b){a=a|0;b=b|0;a=b+(f[a>>2]|0)|0;b=pOb(12)|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return b|0}function X4(a,b,c){a=a|0;b=b|0;c=c|0;b=b+(f[a>>2]|0)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];return}function Y4(){var a=0,b=0,c=0;a=pOb(56)|0;b=a;c=b+56|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(c|0));return a|0}function Z4(a){a=a|0;if(!a)return;sOb(a);return}function _4(a,b){a=a|0;b=b|0;a=b+(f[a>>2]|0)|0;b=pOb(24)|0;p[b>>3]=+p[a>>3];p[b+8>>3]=+p[a+8>>3];p[b+16>>3]=+p[a+16>>3];return b|0}function $4(a,b,c){a=a|0;b=b|0;c=c|0;b=b+(f[a>>2]|0)|0;p[b>>3]=+p[c>>3];p[b+8>>3]=+p[c+8>>3];p[b+16>>3]=+p[c+16>>3];return}function a5(a,b){a=a|0;b=b|0;return +(+p[b+(f[a>>2]|0)>>3])}function b5(a,b,c){a=a|0;b=b|0;c=+c;p[b+(f[a>>2]|0)>>3]=c;return}function c5(){var a=0;a=pOb(24)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return a|0}function d5(a){a=a|0;if(!a)return;sOb(a);return}function e5(a,b){a=a|0;b=b|0;return +(+p[b+(f[a>>2]|0)>>3])}function f5(a,b,c){a=a|0;b=b|0;c=+c;p[b+(f[a>>2]|0)>>3]=c;return}function g5(a,b){a=a|0;b=b|0;return f[b+(f[a>>2]|0)>>2]|0}function h5(a,b,c){a=a|0;b=b|0;c=c|0;f[b+(f[a>>2]|0)>>2]=c;return}function i5(a){a=a|0;return 8736}function j5(a){a=a|0;if(!a)return;sOb(a);return}function k5(a){a=a|0;bh[a&63]();return}function l5(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function m5(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;Nh[a&3](b,c,d,e,f,g,h,i);return}function n5(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;Mh[a&3](b,c,d,e,f,g,h);return}function 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s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;w=z+24|0;x=z+12|0;y=z;s=c+4|0;t=f[c>>2]|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;if(t>>>0>4294967279)vOb(w);if(t>>>0<11){b[w+11>>0]=t;if(!t)c=w;else{c=w;v=6}}else{v=t+16&-16;c=pOb(v)|0;f[w>>2]=c;f[w+8>>2]=v|-2147483648;f[w+4>>2]=t;v=6}if((v|0)==6)bQb(c|0,s|0,t|0)|0;b[c+t>>0]=0;s=d+4|0;t=f[d>>2]|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;if(t>>>0>4294967279)vOb(x);if(t>>>0<11){b[x+11>>0]=t;if(!t)c=x;else{c=x;v=12}}else{v=t+16&-16;c=pOb(v)|0;f[x>>2]=c;f[x+8>>2]=v|-2147483648;f[x+4>>2]=t;v=12}if((v|0)==12)bQb(c|0,s|0,t|0)|0;b[c+t>>0]=0;t=e+4|0;d=f[e>>2]|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;if(d>>>0>4294967279)vOb(y);if(d>>>0<11){s=y+11|0;b[s>>0]=d;if(!d)c=y;else{c=y;v=18}}else{s=d+16&-16;c=pOb(s)|0;f[y>>2]=c;f[y+8>>2]=s|-2147483648;f[y+4>>2]=d;s=y+11|0;v=18}if((v|0)==18)bQb(c|0,t|0,d|0)|0;b[c+d>>0]=0;c=$g[a&1](w,x,y,g,h,i,j,k,l,m,n,o,p,q,r)|0;if((b[s>>0]|0)<0)sOb(f[y>>2]|0);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);if((b[w+11>>0]|0)>=0){u=z;return 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c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function P5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Q5(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function R5(a){a=a|0;return 0}function S5(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g+4|0;i=g;f[h>>2]=d;f[i>>2]=e;Fh[a&255](b,c,h,i);fd(f[i>>2]|0);fd(f[h>>2]|0);u=g;return}function T5(a){a=a|0;f[a>>2]=26752;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function U5(a){a=a|0;f[a>>2]=26752;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function V5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function W5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function X5(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Y5(a){a=a|0;return 0}function Z5(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function _5(a){a=a|0;f[a>>2]=26812;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $5(a){a=a|0;f[a>>2]=26812;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function a6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function b6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function c6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function d6(a){a=a|0;return 0}function e6(a){a=a|0;f[a>>2]=26844;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function f6(a){a=a|0;f[a>>2]=26844;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function g6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function h6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function i6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function j6(a){a=a|0;return 0}function k6(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0;l=u;u=u+16|0;m=l+4|0;n=l;f[m>>2]=j;f[n>>2]=k;Rh[a&3](b,c,d,e,g,h,i,m,n);fd(f[n>>2]|0);fd(f[m>>2]|0);u=l;return}function l6(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0;j=u;u=u+16|0;h=j;b[a>>0]=0;d=a+1|0;b[d>>0]=1;i=a+2|0;e=a+8|0;b[i>>0]=0;b[i+1>>0]=0;b[i+2>>0]=0;b[i+3>>0]=0;b[i+4>>0]=0;b[i+5>>0]=0;g=a+12|0;b[e>>0]=1;b[e+1>>0]=1;b[e+2>>0]=1;b[e+3>>0]=1;b[g>>0]=0;b[g+1>>0]=0;b[g+2>>0]=0;b[g+3>>0]=0;if(m6(c,119182)|0){k=f[c>>2]|0;m=od(119182)|0;k=jd(k|0,m|0)|0;fd(m|0);l=+cd(k|0,17688,h|0);rd(f[h>>2]|0);b[e>>0]=l!=0.0&1;fd(k|0)}if(m6(c,119193)|0){m=f[c>>2]|0;k=od(119193)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+9>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119204)|0){m=f[c>>2]|0;k=od(119204)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+10>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119216)|0){m=f[c>>2]|0;k=od(119216)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+11>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119238)|0){m=f[c>>2]|0;k=od(119238)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[g>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119265)|0){m=f[c>>2]|0;k=od(119265)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119286)|0){m=f[c>>2]|0;k=od(119286)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+13>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119308)|0){m=f[c>>2]|0;k=od(119308)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[d>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119326)|0){d=f[c>>2]|0;m=od(119326)|0;d=jd(d|0,m|0)|0;fd(m|0);l=+cd(d|0,17704,h|0);rd(f[h>>2]|0);b[a+14>>0]=~~l;fd(d|0);d=1}else d=0;b[a+15>>0]=d;if(m6(c,119334)|0){d=f[c>>2]|0;m=od(119334)|0;d=jd(d|0,m|0)|0;fd(m|0);l=+cd(d|0,17704,h|0);rd(f[h>>2]|0);fd(d|0);d=~~l&255}else d=0;b[i>>0]=d&1;b[a+3>>0]=(d&255)>>>1&1;b[a+4>>0]=(d&255)>>>2&1;if(!(m6(c,119363)|0)){k=0;i=k&1;m=a+5|0;b[m>>0]=i;m=a+6|0;i=(k&255)>>>1;i=i&1;b[m>>0]=i;m=a+7|0;k=(k&255)>>>2;k=k&1;b[m>>0]=k;u=j;return}k=f[c>>2]|0;i=od(119363)|0;k=jd(k|0,i|0)|0;fd(i|0);l=+cd(k|0,17704,h|0);rd(f[h>>2]|0);fd(k|0);k=~~l&255;i=k&1;m=a+5|0;b[m>>0]=i;m=a+6|0;i=(k&255)>>>1;i=i&1;b[m>>0]=i;m=a+7|0;k=(k&255)>>>2;k=k&1;b[m>>0]=k;u=j;return}function m6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;h=c;d=gd(119397)|0;i=od(119404)|0;e=jd(d|0,i|0)|0;fd(i|0);i=od(119414)|0;g=jd(e|0,i|0)|0;fd(i|0);b=od(b|0)|0;f[h>>2]=b;b=n6(g,119429,a,h)|0;fd(f[h>>2]|0);fd(g|0);fd(e|0);fd(d|0);u=c;return b|0}function n6(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0.0;i=u;u=u+32|0;g=i;h=i+16|0;if(!(b[256376]|0))if(MPb(256376)|0){j=hd(3,26908)|0;f[64598]=j}j=f[64598]|0;kd(f[d>>2]|0);f[g>>2]=f[d>>2];kd(f[e>>2]|0);f[g+8>>2]=f[e>>2];k=+ed(j|0,a|0,c|0,h|0,g|0);rd(f[h>>2]|0);u=i;return k!=0.0|0}function o6(a){a=a|0;f[a>>2]=26928;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function p6(a){a=a|0;f[a>>2]=26928;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function q6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function r6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function s6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function t6(a){a=a|0;return 0}function u6(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;i=u;u=u+16|0;j=i+8|0;k=i+4|0;l=i;f[j>>2]=e;f[k>>2]=g;f[l>>2]=h;Th[a&127](b,c,d,j,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function v6(a){a=a|0;f[a>>2]=26988;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function w6(a){a=a|0;f[a>>2]=26988;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function x6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function y6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function z6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function A6(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;i=u;u=u+16|0;j=i+8|0;k=i+4|0;l=i;f[j>>2]=e;f[k>>2]=g;f[l>>2]=h;Th[a&127](b,c,d,j,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function B6(a){a=a|0;f[a>>2]=27048;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function C6(a){a=a|0;f[a>>2]=27048;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function D6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function E6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function F6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function G6(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;j=u;u=u+16|0;k=j+8|0;l=j+4|0;m=j;f[k>>2]=g;f[l>>2]=h;f[m>>2]=i;Xh[a&63](b,c,d,e,k,l,m);fd(f[m>>2]|0);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function H6(a){a=a|0;f[a>>2]=27112;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function I6(a){a=a|0;f[a>>2]=27112;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function J6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function K6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function L6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function M6(a,b,c,d,e,g){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;h=u;u=u+16|0;i=h+8|0;j=h+4|0;k=h;f[i>>2]=d;f[j>>2]=e;f[k>>2]=g;nh[a&3](b,c,i,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function N6(a){a=a|0;f[a>>2]=27168;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function O6(a){a=a|0;f[a>>2]=27168;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function P6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Q6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function R6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function S6(a){a=a|0;f[a>>2]=27200;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function T6(a){a=a|0;f[a>>2]=27200;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function U6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function V6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function W6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function X6(a){a=a|0;return 0}function Y6(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;vh[a&3](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function Z6(a,b){a=a|0;b=+b;ch[a&127](b);return}function _6(a,c){a=a|0;c=c|0;var 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;xK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function d7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;xK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function e7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function f7(a){a=a|0;return 0}function g7(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+8|0;h=e+4|0;i=e;f[g>>2]=b;f[h>>2]=c;f[i>>2]=d;xh[a&127](g,h,i);fd(f[i>>2]|0);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function h7(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;f[e>>2]=b;f[g>>2]=c;oh[a&1023](e,g);fd(f[g>>2]|0);fd(f[e>>2]|0);u=d;return}function i7(a){a=a|0;f[a>>2]=27324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bH(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function s7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function t7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function u7(a){a=a|0;return 0}function v7(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function w7(a){a=a|0;f[a>>2]=27420;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function x7(a){a=a|0;f[a>>2]=27420;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function y7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;RH(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function z7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function A7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function B7(a){a=a|0;return 0}function C7(a){a=a|0;f[a>>2]=27452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function D7(a){a=a|0;f[a>>2]=27452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function E7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;kI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function F7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IE(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function G7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function H7(a){a=a|0;return 0}function I7(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function J7(a){a=a|0;f[a>>2]=27500;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function K7(a){a=a|0;f[a>>2]=27500;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function L7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function M7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;zD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function N7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function O7(a){a=a|0;return 0}function P7(a){a=a|0;f[a>>2]=27532;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Q7(a){a=a|0;f[a>>2]=27532;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function R7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function S7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function T7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function U7(a){a=a|0;return 0}function V7(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function W7(a){a=a|0;f[a>>2]=27588;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function X7(a){a=a|0;f[a>>2]=27588;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Y7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Z7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;UD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function _7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function $7(a){a=a|0;return 0}function a8(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function b8(a){a=a|0;f[a>>2]=27644;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function c8(a){a=a|0;f[a>>2]=27644;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function d8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function e8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;nE(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function f8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function g8(a){a=a|0;return 0}function h8(a){a=a|0;f[a>>2]=27676;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function i8(a){a=a|0;f[a>>2]=27676;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function j8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function k8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function l8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function m8(a){a=a|0;f[a>>2]=27708;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function n8(a){a=a|0;f[a>>2]=27708;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function o8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function p8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function q8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function r8(a){a=a|0;return 0}function s8(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function t8(a){a=a|0;f[a>>2]=27768;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function u8(a){a=a|0;f[a>>2]=27768;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function v8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function w8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function x8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function y8(a){a=a|0;f[a>>2]=27800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function z8(a){a=a|0;f[a>>2]=27800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function A8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function B8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function C8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function D8(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function E8(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0;w=u;u=u+16|0;v=w;b[a>>0]=0;b[a+1>>0]=0;b[a+2>>0]=0;b[a+3>>0]=0;b[a+4>>0]=0;l=a+8|0;b[l>>0]=1;m=a+9|0;b[m>>0]=0;n=a+10|0;b[n>>0]=0;o=a+11|0;b[o>>0]=1;q=a+12|0;b[q>>0]=0;r=a+13|0;b[r>>0]=0;f[a+16>>2]=-1;e=a+20|0;b[e>>0]=1;g=a+21|0;b[g>>0]=0;h=a+22|0;b[h>>0]=1;s=a+23|0;b[s>>0]=0;i=a+24|0;b[i>>0]=1;j=a+25|0;b[j>>0]=1;t=a+26|0;k=a+40|0;d[t>>1]=0;d[t+2>>1]=0;d[t+4>>1]=0;b[t+6>>0]=0;p[k>>3]=C;if(m6(c,125880)|0){x=f[c>>2]|0;z=od(125880)|0;x=jd(x|0,z|0)|0;fd(z|0);y=+cd(x|0,17704,v|0);rd(f[v>>2]|0);b[a+1>>0]=~~y;fd(x|0);b[a>>0]=b[a>>0]|1}if(m6(c,125897)|0){z=f[c>>2]|0;x=od(125897)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+2>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|2}if(m6(c,125914)|0){z=f[c>>2]|0;x=od(125914)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+3>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|4}if(m6(c,125930)|0){z=f[c>>2]|0;x=od(125930)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+4>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|8}if(m6(c,125946)|0){z=f[c>>2]|0;x=od(125946)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[l>>0]=y!=0.0&1;fd(z|0)}if(m6(c,125968)|0){z=f[c>>2]|0;x=od(125968)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[m>>0]=y!=0.0&1;fd(z|0)}if(m6(c,125989)|0){z=f[c>>2]|0;x=od(125989)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[n>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126004)|0){z=f[c>>2]|0;x=od(126004)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[o>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126022)|0){z=f[c>>2]|0;x=od(126022)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[q>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126068)|0){z=f[c>>2]|0;x=od(126068)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[r>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126087)|0){z=f[c>>2]|0;x=od(126087)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[e>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126110)|0){z=f[c>>2]|0;x=od(126110)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[g>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126132)|0){z=f[c>>2]|0;x=od(126132)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[h>>0]=y!=0.0&1;fd(z|0)}if(m6(c,119308)|0){z=f[c>>2]|0;x=od(119308)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[i>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126160)|0){z=f[c>>2]|0;x=od(126160)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[j>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126182)|0){z=f[c>>2]|0;x=od(126182)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17776,v|0);rd(f[v>>2]|0);p[k>>3]=y;fd(z|0)}if(m6(c,119326)|0){e=f[c>>2]|0;z=od(119326)|0;e=jd(e|0,z|0)|0;fd(z|0);y=+cd(e|0,17704,v|0);rd(f[v>>2]|0);b[a+32>>0]=~~y;fd(e|0);e=1}else e=0;b[s>>0]=e;if(m6(c,119334)|0){e=f[c>>2]|0;z=od(119334)|0;e=jd(e|0,z|0)|0;fd(z|0);y=+cd(e|0,17704,v|0);rd(f[v>>2]|0);fd(e|0);e=~~y&255}else e=0;b[t>>0]=e&1;b[a+27>>0]=(e&255)>>>1&1;b[a+28>>0]=(e&255)>>>2&1;if(!(m6(c,119363)|0)){x=0;v=x&1;z=a+29|0;b[z>>0]=v;z=a+30|0;v=(x&255)>>>1;v=v&1;b[z>>0]=v;z=a+31|0;x=(x&255)>>>2;x=x&1;b[z>>0]=x;u=w;return}x=f[c>>2]|0;z=od(119363)|0;x=jd(x|0,z|0)|0;fd(z|0);y=+cd(x|0,17704,v|0);rd(f[v>>2]|0);fd(x|0);x=~~y&255;v=x&1;z=a+29|0;b[z>>0]=v;z=a+30|0;v=(x&255)>>>1;v=v&1;b[z>>0]=v;z=a+31|0;x=(x&255)>>>2;x=x&1;b[z>>0]=x;u=w;return}function F8(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;j=u;u=u+16|0;k=j+8|0;l=j+4|0;m=j;f[k>>2]=g;f[l>>2]=h;f[m>>2]=i;Xh[a&63](b,c,d,e,k,l,m);fd(f[m>>2]|0);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function G8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function H8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function I8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function J8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function K8(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;mh[a&7](b,c,d);return}function L8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function M8(a,b,c){a=a|0;b=b|0;c=+c;hh[a&63](b,c);return}function N8(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;f[g>>2]=c;f[h>>2]=d;xh[a&127](b,g,h);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function O8(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function P8(a,b,c){a=a|0;b=+b;c=+c;dh[a&7](b,c);return}function Q8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c+8|0;e=c;h=b;g=f[h+4>>2]|0;b=e;f[b>>2]=f[h>>2];f[b+4>>2]=g;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];gh[a&2047](d);u=c;return}function R8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function S8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function T8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function U8(a,b){a=a|0;b=+b;ch[a&127](b);return}function V8(a,b,c){a=a|0;b=+b;c=c|0;fh[a&7](b,c);return}function W8(a,b,c,d){a=a|0;b=+b;c=+c;d=d|0;eh[a&3](b,c,d);return}function X8(a,b,c){a=a|0;b=+b;c=c|0;fh[a&7](b,c);return}function Y8(a){a=a|0;f[a>>2]=28096;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Z8(a){a=a|0;f[a>>2]=28096;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function _8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function $8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function a9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function b9(a){a=a|0;f[a>>2]=28128;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function c9(a){a=a|0;f[a>>2]=28128;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function d9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function e9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;_U(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function f9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function g9(a){a=a|0;return 0}function h9(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;h=u;u=u+32|0;k=h+16|0;l=h;i=h+12|0;j=h+8|0;n=d;m=f[n+4>>2]|0;d=l;f[d>>2]=f[n>>2];f[d+4>>2]=m;f[i>>2]=e;f[j>>2]=g;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];Lh[a&255](b,c,k,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function i9(a,b,c){a=a|0;b=b|0;c=+c;hh[a&63](b,c);return}function j9(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b,c,d,e);return}function k9(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function l9(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function m9(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;Lh[a&255](b,c,d,e,f);return}function n9(a){a=a|0;f[a>>2]=28268;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function o9(a){a=a|0;f[a>>2]=28268;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function p9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function q9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function r9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function s9(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;g=u;u=u+16|0;h=g+8|0;i=g+4|0;j=g;f[h>>2]=c;f[i>>2]=d;f[j>>2]=e;Fh[a&255](b,h,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);fd(f[h>>2]|0);u=g;return}function t9(a){a=a|0;f[a>>2]=28320;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function u9(a){a=a|0;f[a>>2]=28320;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function v9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function w9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function x9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function y9(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;f[g>>2]=c;f[h>>2]=d;xh[a&127](b,g,h);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function z9(a){a=a|0;f[a>>2]=28368;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function A9(a){a=a|0;f[a>>2]=28368;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function B9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;hQ(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function C9(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function D9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function E9(a){a=a|0;return 0}function F9(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0;o=u;u=u+16|0;p=o+4|0;q=o;f[p>>2]=m;f[q>>2]=n;ai[a&7](b,c,d,e,g,h,i,j,k,l,p,q);fd(f[q>>2]|0);fd(f[p>>2]|0);u=o;return}function G9(a){a=a|0;f[a>>2]=28452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function H9(a){a=a|0;f[a>>2]=28452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function I9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function J9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IL(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function K9(a,b){a=a|0;b=b|0;var 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c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function jca(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=h;f[l>>2]=i;Xh[a&63](b,c,d,e,g,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function kca(a){a=a|0;f[a>>2]=29608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function lca(a){a=a|0;f[a>>2]=29608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function mca(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function nca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;zN(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function oca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function pca(a){a=a|0;return 0}function qca(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=d;f[j>>2]=e;Lh[a&255](b,c,i,j,g);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function rca(a){a=a|0;f[a>>2]=29664;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function sca(a){a=a|0;f[a>>2]=29664;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function tca(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function uca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function wca(a){a=a|0;f[a>>2]=29696;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function xca(a){a=a|0;f[a>>2]=29696;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function yca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function zca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Aca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Bca(a){a=a|0;return 0}function Cca(a){a=a|0;f[a>>2]=29728;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Dca(a){a=a|0;f[a>>2]=29728;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Eca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Fca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Hca(a){a=a|0;return 0}function Ica(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function Jca(a){a=a|0;f[a>>2]=29788;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Kca(a){a=a|0;f[a>>2]=29788;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Lca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;oC(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Mca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Nca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Oca(a){a=a|0;return 0}function Pca(a){a=a|0;f[a>>2]=29820;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Qca(a){a=a|0;f[a>>2]=29820;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Rca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Tca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Uca(a){a=a|0;f[a>>2]=29852;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Vca(a){a=a|0;f[a>>2]=29852;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Wca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Xca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Yca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Zca(a){a=a|0;f[a>>2]=29884;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function _ca(a){a=a|0;f[a>>2]=29884;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function $ca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function ada(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function cda(a){a=a|0;f[a>>2]=29916;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function dda(a){a=a|0;f[a>>2]=29916;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function eda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function fda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function hda(a){a=a|0;f[a>>2]=29948;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function qda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function rda(a){a=a|0;f[a>>2]=30012;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function sda(a){a=a|0;f[a>>2]=30012;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function tda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function uda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function wda(a){a=a|0;return 0}function xda(a){a=a|0;f[a>>2]=30044;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function yda(a){a=a|0;f[a>>2]=30044;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function zda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Ada(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Bda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Cda(a){a=a|0;f[a>>2]=30076;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Dda(a){a=a|0;f[a>>2]=30076;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Eda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Fda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Hda(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=g;f[l>>2]=h;Xh[a&63](b,c,d,e,k,l,i);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function Ida(a){a=a|0;f[a>>2]=30140;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Jda(a){a=a|0;f[a>>2]=30140;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Kda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;NB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Lda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Mda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Nda(a){a=a|0;return 0}function Oda(a){a=a|0;f[a>>2]=30172;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Pda(a){a=a|0;f[a>>2]=30172;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Qda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Rda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Tda(a){a=a|0;f[a>>2]=30204;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Uda(a){a=a|0;f[a>>2]=30204;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Vda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Wda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Xda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Yda(a){a=a|0;return 0}function Zda(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function _da(a){a=a|0;f[a>>2]=30260;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $da(a){a=a|0;f[a>>2]=30260;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function aea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function cea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function dea(a){a=a|0;f[a>>2]=30292;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function eea(a){a=a|0;f[a>>2]=30292;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function fea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function hea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function iea(a){a=a|0;f[a>>2]=30324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function jea(a){a=a|0;f[a>>2]=30324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function kea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function lea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function mea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function nea(a){a=a|0;f[a>>2]=30356;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function oea(a){a=a|0;f[a>>2]=30356;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function pea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function qea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function rea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function sea(a){a=a|0;f[a>>2]=30388;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function tea(a){a=a|0;f[a>>2]=30388;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function uea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;TF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function wea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function xea(a){a=a|0;return 0}function yea(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function zea(a){a=a|0;f[a>>2]=30448;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Aea(a){a=a|0;f[a>>2]=30448;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Bea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;mG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Cea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Dea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Eea(a){a=a|0;return 0}function Fea(a){a=a|0;f[a>>2]=30480;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Gea(a){a=a|0;f[a>>2]=30480;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Hea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;eD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Iea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Jea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Kea(a){a=a|0;return 0}function Lea(a){a=a|0;f[a>>2]=30512;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Mea(a){a=a|0;f[a>>2]=30512;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Nea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Oea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Pea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Qea(a){a=a|0;f[a>>2]=30544;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Rea(a){a=a|0;f[a>>2]=30544;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Sea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Tea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Uea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Vea(a){a=a|0;f[a>>2]=30576;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Wea(a){a=a|0;f[a>>2]=30576;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Xea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Yea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Zea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function _ea(a){a=a|0;f[a>>2]=30608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $ea(a){a=a|0;f[a>>2]=30608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function afa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function cfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function dfa(a){a=a|0;f[a>>2]=30640;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function efa(a){a=a|0;f[a>>2]=30640;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function ffa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function hfa(a,b){a=a|0;b=b|0;var 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function wfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function xfa(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=h;f[l>>2]=i;Xh[a&63](b,c,d,e,g,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function yfa(a){a=a|0;f[a>>2]=30800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function zfa(a){a=a|0;f[a>>2]=30800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Afa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Bfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Cfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Dfa(a){a=a|0;f[a>>2]=30832;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Efa(a){a=a|0;f[a>>2]=30832;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Ffa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Hfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Ifa(a){a=a|0;f[a>>2]=30864;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Jfa(a){a=a|0;f[a>>2]=30864;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Kfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;cK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Lfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Mfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Nfa(a){a=a|0;return 0}function Ofa(a){a=a|0;f[a>>2]=30896;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Pfa(a){a=a|0;f[a>>2]=30896;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Qfa(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Rfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Tfa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function Ufa(a){a=a|0;f[a>>2]=30956;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Vfa(a){a=a|0;f[a>>2]=30956;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Wfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;TF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Xfa(a,b){a=a|0;b=b|0;var 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if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[64565]|0)+(c<<2)|0;l=41}}else{f[e>>2]=f[c>>2];l=41}if((l|0)==41)f[c>>2]=e;f[64568]=(f[64568]|0)+1;l=e;a=l+12|0;j=f[a>>2]|0;fd(j|0);f[a>>2]=o;o=l+16|0;a=f[o>>2]|0;fd(a|0);f[o>>2]=m;o=l+20|0;f[o>>2]=k;fd(0);fd(0);return}function Yga(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=b[c>>0]|0;i=f[m>>2]|0;g=i-(f[a>>2]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,2,l)|0;g=(f[a>>2]|0)+g|0;i=h[d>>0]|h[d+1>>0]<<8;b[g>>0]=i;b[g+1>>0]=i>>8;g=e+4|0;i=f[g>>2]|0;d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[e>>2]|0;g=f[g>>2]|0;i=c+(g<<5)|0;if(!g){u=n;return}do{e=f[m>>2]|0;d=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,32,l)|0;d=(f[a>>2]|0)+d|0;e=c;g=d+32|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));c=c+32|0}while((c|0)!=(i|0));u=n;return}function Zga(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=f[a>>2]|0;h=n;i=(f[c>>2]|0)-h|0;n=n+i|0;if(!d){o=n;return o|0}m=a+8|0;g=f[m>>2]|0;o=a+4|0;k=f[o>>2]|0;c=k;if((g-c|0)>>>0>=d>>>0){g=c-n|0;if(g>>>0<d>>>0){c=d-g|0;h=k;do{b[h>>0]=b[e>>0]|0;h=(f[o>>2]|0)+1|0;f[o>>2]=h;c=c+-1|0}while((c|0)!=0);if(!g){o=n;return o|0}}else{g=d;h=k}j=h-(n+d)|0;c=n+j|0;if(c>>>0<k>>>0){i=h;do{b[i>>0]=b[c>>0]|0;c=c+1|0;i=(f[o>>2]|0)+1|0;f[o>>2]=i}while((c|0)!=(k|0))}if(j|0)cQb(h+(0-j)|0,n|0,j|0)|0;if(n>>>0<=e>>>0)e=(f[o>>2]|0)>>>0>e>>>0?e+d|0:e;dQb(n|0,b[e>>0]|0,g|0)|0;o=n;return o|0}c=c-h+d|0;if((c|0)<0)AMb(a);l=g-h|0;j=l<<1;c=l>>>0<1073741823?(j>>>0<c>>>0?c:j):2147483647;j=n;if(!c)g=0;else g=pOb(c)|0;l=g+i|0;k=g+c|0;g=d;c=l;h=l;do{b[h>>0]=b[e>>0]|0;h=c+1|0;c=h;g=g+-1|0}while((g|0)!=0);e=f[a>>2]|0;g=j-e|0;i=l+(0-g)|0;if((g|0)>0)bQb(i|0,e|0,g|0)|0;g=(f[o>>2]|0)-j|0;if((g|0)>0){bQb(h|0,n|0,g|0)|0;c=h+g|0;e=f[a>>2]|0}f[a>>2]=i;f[o>>2]=c;f[m>>2]=k;if(!e){o=l;return o|0}sOb(e);o=l;return o|0}function _ga(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(!a){b=f[64565]|0;f[64565]=0;if(b|0)sOb(b);f[64566]=0;return}if(a>>>0>1073741823)vd();l=pOb(a<<2)|0;b=f[64565]|0;f[64565]=l;if(b|0)sOb(b);f[64566]=a;b=0;do{f[(f[64565]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(a|0));g=f[64567]|0;if(!g)return;b=f[g+4>>2]|0;k=a+-1|0;l=(k&a|0)==0;if(l)b=b&k;else if(b>>>0>=a>>>0)b=(b>>>0)%(a>>>0)|0;f[(f[64565]|0)+(b<<2)>>2]=258268;c=f[g>>2]|0;if(!c)return;else{e=g;d=c;c=g}a:while(1){b:do if(l){j=c;while(1){c=d;while(1){i=f[c+4>>2]&k;if((i|0)==(b|0))break;d=(f[64565]|0)+(i<<2)|0;if(!(f[d>>2]|0)){e=j;b=i;break b}h=c+8|0;d=c;while(1){g=f[d>>2]|0;if(!g)break;if((f[h>>2]|0)==(f[g+8>>2]|0))d=g;else break}f[j>>2]=g;f[d>>2]=f[f[(f[64565]|0)+(i<<2)>>2]>>2];f[f[(f[64565]|0)+(i<<2)>>2]>>2]=c;c=f[e>>2]|0;if(!c){b=37;break a}}d=f[c>>2]|0;if(!d){b=37;break a}else{e=c;j=c}}}else{j=c;while(1){c=d;while(1){d=f[c+4>>2]|0;if(d>>>0<a>>>0)i=d;else i=(d>>>0)%(a>>>0)|0;if((i|0)==(b|0))break;d=(f[64565]|0)+(i<<2)|0;if(!(f[d>>2]|0)){e=j;b=i;break b}g=c+8|0;d=c;while(1){h=f[d>>2]|0;if(!h)break;if((f[g>>2]|0)==(f[h+8>>2]|0))d=h;else break}f[j>>2]=h;f[d>>2]=f[f[(f[64565]|0)+(i<<2)>>2]>>2];f[f[(f[64565]|0)+(i<<2)>>2]>>2]=c;c=f[e>>2]|0;if(!c){b=37;break a}}d=f[c>>2]|0;if(!d){b=37;break a}else{e=c;j=c}}}while(0);f[d>>2]=e;d=f[c>>2]|0;if(!d){b=37;break}else e=c}if((b|0)==37)return}function $ga(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+16|0;k=o+4|0;l=o;m=o+8|0;n=a+4|0;q=f[n>>2]|0;p=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,2,m)|0;p=(f[a>>2]|0)+p|0;q=h[c>>0]|h[c+1>>0]<<8;b[p>>0]=q;b[p+1>>0]=q>>8;p=d+4|0;q=f[p>>2]|0;r=f[n>>2]|0;c=r-(f[a>>2]|0)|0;f[l>>2]=r;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=q;b[c+1>>0]=q>>8;b[c+2>>0]=q>>16;b[c+3>>0]=q>>24;c=f[d>>2]|0;p=f[p>>2]|0;d=c+p|0;if(p|0)do{q=f[n>>2]|0;r=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,1,m)|0;b[(f[a>>2]|0)+r>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));r=e+4|0;d=f[r>>2]|0;q=f[n>>2]|0;c=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=f[e>>2]|0;r=f[r>>2]|0;d=c+(r<<3)|0;if(r|0)do{q=f[n>>2]|0;r=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,8,m)|0;q=c;e=q;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;q=q+4|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;r=(f[a>>2]|0)+r|0;p=r;b[p>>0]=e;b[p+1>>0]=e>>8;b[p+2>>0]=e>>16;b[p+3>>0]=e>>24;r=r+4|0;b[r>>0]=q;b[r+1>>0]=q>>8;b[r+2>>0]=q>>16;b[r+3>>0]=q>>24;c=c+8|0}while((c|0)!=(d|0));q=f[n>>2]|0;p=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;p=(f[a>>2]|0)+p|0;q=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;p=f[n>>2]|0;q=p-(f[a>>2]|0)|0;f[l>>2]=p;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,8,m)|0;p=i;i=p;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;p=p+4|0;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;q=(f[a>>2]|0)+q|0;r=q;b[r>>0]=i;b[r+1>>0]=i>>8;b[r+2>>0]=i>>16;b[r+3>>0]=i>>24;q=q+4|0;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;q=b[j>>0]|0;p=f[n>>2]|0;r=p-(f[a>>2]|0)|0;f[l>>2]=p;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,1,m)|0;b[(f[a>>2]|0)+r>>0]=q;u=o;return}function aha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,16,l)|0;i=(f[a>>2]|0)+i|0;g=c;h=i+16|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));i=d+4|0;h=f[i>>2]|0;g=f[m>>2]|0;c=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=h;b[c+1>>0]=h>>8;b[c+2>>0]=h>>16;b[c+3>>0]=h>>24;c=f[d>>2]|0;i=f[i>>2]|0;d=c+(i<<5)|0;if(i|0)do{g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,32,l)|0;i=(f[a>>2]|0)+i|0;g=c;h=i+32|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));c=c+32|0}while((c|0)!=(d|0));g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,12,l)|0;i=(f[a>>2]|0)+i|0;g=e;h=i+12|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));u=n;return}function bha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function cha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function dha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;i=u;u=u+992|0;d=b[c>>0]|0;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+e>>0]=d;e=b[((c+4|0)+11|0)>>0]|0;e=e<<24>>24<0?f[(c+8|0)>>2]|0:e&255;d=f[(a+4|0)>>2]|0;g=d-(f[a>>2]|0)|0;f[i>>2]=d;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,4,i+8|0)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=b[((c+4|0)+11|0)>>0]|0;e=g<<24>>24<0?f[(c+4|0)>>2]|0:c+4|0;g=g<<24>>24<0?f[(c+8|0)>>2]|0:g&255;if(g|0){d=e;do{k=b[d>>0]|0;l=f[(a+4|0)>>2]|0;j=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+j>>0]=k;d=d+1|0}while((d|0)!=(e+g|0|0))}l=b[c+16>>0]|0;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+e>>0]=l;e=b[c+17>>0]|0;l=f[(a+4|0)>>2]|0;g=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+g>>0]=e;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;g=h[(c+24|0)>>0]|h[(c+24|0)+1>>0]<<8|h[(c+24|0)+2>>0]<<16|h[(c+24|0)+3>>0]<<24;l=h[((c+24|0)+4|0)>>0]|h[((c+24|0)+4|0)+1>>0]<<8|h[((c+24|0)+4|0)+2>>0]<<16|h[((c+24|0)+4|0)+3>>0]<<24;e=(f[a>>2]|0)+e|0;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;b[(e+4|0)>>0]=l;b[(e+4|0)+1>>0]=l>>8;b[(e+4|0)+2>>0]=l>>16;b[(e+4|0)+3>>0]=l>>24;e=b[((c+32|0)+11|0)>>0]|0;e=e<<24>>24<0?f[(c+36|0)>>2]|0:e&255;l=f[(a+4|0)>>2]|0;g=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,4,i+8|0)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=b[((c+32|0)+11|0)>>0]|0;e=g<<24>>24<0?f[(c+32|0)>>2]|0:c+32|0;g=g<<24>>24<0?f[(c+36|0)>>2]|0:g&255;if(g|0){d=e;do{k=b[d>>0]|0;j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+l>>0]=k;d=d+1|0}while((d|0)!=(e+g|0|0))}j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;j=h[(c+48|0)>>0]|h[(c+48|0)+1>>0]<<8|h[(c+48|0)+2>>0]<<16|h[(c+48|0)+3>>0]<<24;k=h[((c+48|0)+4|0)>>0]|h[((c+48|0)+4|0)+1>>0]<<8|h[((c+48|0)+4|0)+2>>0]<<16|h[((c+48|0)+4|0)+3>>0]<<24;l=(f[a>>2]|0)+l|0;b[l>>0]=j;b[l+1>>0]=j>>8;b[l+2>>0]=j>>16;b[l+3>>0]=j>>24;b[(l+4|0)>>0]=k;b[(l+4|0)+1>>0]=k>>8;b[(l+4|0)+2>>0]=k>>16;b[(l+4|0)+3>>0]=k>>24;l=f[(a+4|0)>>2]|0;k=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;l=h[(c+56|0)>>0]|h[(c+56|0)+1>>0]<<8|h[(c+56|0)+2>>0]<<16|h[(c+56|0)+3>>0]<<24;j=h[((c+56|0)+4|0)>>0]|h[((c+56|0)+4|0)+1>>0]<<8|h[((c+56|0)+4|0)+2>>0]<<16|h[((c+56|0)+4|0)+3>>0]<<24;k=(f[a>>2]|0)+k|0;b[k>>0]=l;b[k+1>>0]=l>>8;b[k+2>>0]=l>>16;b[k+3>>0]=l>>24;b[(k+4|0)>>0]=j;b[(k+4|0)+1>>0]=j>>8;b[(k+4|0)+2>>0]=j>>16;b[(k+4|0)+3>>0]=j>>24;k=b[c+64>>0]|0;j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[i+32>>2]=a;f[i+40>>2]=c;f[i+168>>2]=k;f[i+184>>2]=l;f[i+936>>2]=0;f[i+940>>2]=0;xha(i);G=f[i+936>>2]|0;D=f[i+940>>2]|0;H=+n[i+940>>2];f[i+936>>2]=0;f[i+940>>2]=0;if((G|0)==5)return}function eha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function fha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;k=o+4|0;l=o;m=o+8|0;n=a+4|0;j=f[n>>2]|0;i=j-(f[a>>2]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,2,m)|0;i=(f[a>>2]|0)+i|0;j=h[c>>0]|h[c+1>>0]<<8;b[i>>0]=j;b[i+1>>0]=j>>8;i=d+4|0;j=f[i>>2]|0;g=f[n>>2]|0;c=g-(f[a>>2]|0)|0;f[l>>2]=g;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=j;b[c+1>>0]=j>>8;b[c+2>>0]=j>>16;b[c+3>>0]=j>>24;c=f[d>>2]|0;i=f[i>>2]|0;j=c+(i<<5)|0;if(i|0)do{g=f[n>>2]|0;d=g-(f[a>>2]|0)|0;f[l>>2]=g;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,32,m)|0;d=(f[a>>2]|0)+d|0;g=c;i=d+32|0;do{b[d>>0]=b[g>>0]|0;d=d+1|0;g=g+1|0}while((d|0)<(i|0));c=c+32|0}while((c|0)!=(j|0));j=f[n>>2]|0;n=j-(f[a>>2]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;n=(f[a>>2]|0)+n|0;m=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;b[n>>0]=m;b[n+1>>0]=m>>8;b[n+2>>0]=m>>16;b[n+3>>0]=m>>24;u=o;return}function gha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function hha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function iha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function jha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function kha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function lha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function mha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=b[c>>0]|0;i=f[m>>2]|0;g=i-(f[a>>2]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,2,l)|0;g=(f[a>>2]|0)+g|0;i=h[d>>0]|h[d+1>>0]<<8;b[g>>0]=i;b[g+1>>0]=i>>8;g=e+4|0;i=f[g>>2]|0;d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[e>>2]|0;g=f[g>>2]|0;i=c+(g*24|0)|0;if(!g){u=n;return}do{e=f[m>>2]|0;d=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,24,l)|0;d=(f[a>>2]|0)+d|0;e=c;g=d+24|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));c=c+24|0}while((c|0)!=(i|0));u=n;return}function nha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;m=f[k>>2]|0;n=m-(f[a>>2]|0)|0;f[i>>2]=m;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,1,j)|0;b[(f[a>>2]|0)+n>>0]=b[c>>0]|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;d=h[d>>0]|h[d+1>>0]<<8;b[m>>0]=d;b[m+1>>0]=d>>8;d=e+4|0;m=f[d>>2]|0;n=f[k>>2]|0;c=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=m;b[c+1>>0]=m>>8;b[c+2>>0]=m>>16;b[c+3>>0]=m>>24;c=f[e>>2]|0;e=f[d>>2]|0;d=c+e|0;if(!e){u=l;return}do{m=f[k>>2]|0;n=m-(f[a>>2]|0)|0;f[i>>2]=m;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,1,j)|0;b[(f[a>>2]|0)+n>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));u=l;return}function oha(a,c,d,e,g,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+16|0;n=r+4|0;o=r;p=r+8|0;q=a+4|0;t=f[q>>2]|0;s=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,2,p)|0;s=(f[a>>2]|0)+s|0;t=h[c>>0]|h[c+1>>0]<<8;b[s>>0]=t;b[s+1>>0]=t>>8;s=d+4|0;t=f[s>>2]|0;v=f[q>>2]|0;c=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=t;b[c+1>>0]=t>>8;b[c+2>>0]=t>>16;b[c+3>>0]=t>>24;c=f[d>>2]|0;s=f[s>>2]|0;d=c+s|0;if(s|0)do{t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,1,p)|0;b[(f[a>>2]|0)+v>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));v=e+4|0;d=f[v>>2]|0;t=f[q>>2]|0;c=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=f[e>>2]|0;v=f[v>>2]|0;d=c+v|0;if(v|0)do{t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,1,p)|0;b[(f[a>>2]|0)+v>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;u=r;return}function pha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function qha(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;o=c+4|0;p=f[o>>2]|0;m=a+4|0;q=f[m>>2]|0;i=q-(f[a>>2]|0)|0;f[k>>2]=q;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=p;b[i+1>>0]=p>>8;b[i+2>>0]=p>>16;b[i+3>>0]=p>>24;c=f[c>>2]|0;o=f[o>>2]|0;i=c+(o<<2)|0;if(o|0)do{p=f[m>>2]|0;q=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;q=(f[a>>2]|0)+q|0;p=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;c=c+4|0}while((c|0)!=(i|0));q=d+4|0;i=f[q>>2]|0;p=f[m>>2]|0;c=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[d>>2]|0;q=f[q>>2]|0;i=c+(q<<2)|0;if(!q){rha(a,e,g);u=n;return}do{p=f[m>>2]|0;q=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;q=(f[a>>2]|0)+q|0;p=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;c=c+4|0}while((c|0)!=(i|0));rha(a,e,g);u=n;return}function rha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;m=c+4|0;n=f[m>>2]|0;k=a+4|0;o=f[k>>2]|0;e=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;e=(f[a>>2]|0)+e|0;b[e>>0]=n;b[e+1>>0]=n>>8;b[e+2>>0]=n>>16;b[e+3>>0]=n>>24;c=f[c>>2]|0;m=f[m>>2]|0;e=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(e|0));o=d+4|0;e=f[o>>2]|0;n=f[k>>2]|0;c=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=e;b[c+1>>0]=e>>8;b[c+2>>0]=e>>16;b[c+3>>0]=e>>24;c=f[d>>2]|0;o=f[o>>2]|0;e=c+(o<<2)|0;if(!o){u=l;return}do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(e|0));u=l;return}function sha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function tha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;n=h[c>>0]|h[c+1>>0]<<8;b[m>>0]=n;b[m+1>>0]=n>>8;m=d+4|0;n=f[m>>2]|0;o=f[k>>2]|0;c=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[d>>2]|0;m=f[m>>2]|0;d=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(d|0));n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,8,j)|0;n=e;k=n;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=(f[a>>2]|0)+o|0;m=o;b[m>>0]=k;b[m+1>>0]=k>>8;b[m+2>>0]=k>>16;b[m+3>>0]=k>>24;o=o+4|0;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;u=l;return}function uha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;n=h[c>>0]|h[c+1>>0]<<8;b[m>>0]=n;b[m+1>>0]=n>>8;m=d+4|0;n=f[m>>2]|0;o=f[k>>2]|0;c=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[d>>2]|0;m=f[m>>2]|0;d=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(d|0));n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,8,j)|0;n=e;k=n;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=(f[a>>2]|0)+o|0;m=o;b[m>>0]=k;b[m+1>>0]=k>>8;b[m+2>>0]=k>>16;b[m+3>>0]=k>>24;o=o+4|0;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;u=l;return}function vha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+16|0;i=m+4|0;j=m;k=m+8|0;n=c+4|0;o=f[n>>2]|0;l=a+4|0;p=f[l>>2]|0;g=p-(f[a>>2]|0)|0;f[j>>2]=p;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,4,k)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=o;b[g+1>>0]=o>>8;b[g+2>>0]=o>>16;b[g+3>>0]=o>>24;c=f[c>>2]|0;n=f[n>>2]|0;g=c+n|0;if(n|0)do{o=f[l>>2]|0;p=o-(f[a>>2]|0)|0;f[j>>2]=o;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,1,k)|0;b[(f[a>>2]|0)+p>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(g|0));p=f[l>>2]|0;o=p-(f[a>>2]|0)|0;f[j>>2]=p;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,4,k)|0;o=(f[a>>2]|0)+o|0;p=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;o=f[l>>2]|0;p=o-(f[a>>2]|0)|0;f[j>>2]=o;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,1,k)|0;b[(f[a>>2]|0)+p>>0]=b[e>>0]|0;u=m;return}function wha(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;m=f[a+32>>2]|0;n=f[a+40>>2]|0;o=f[a+1656>>2]|0;a:{if(o){o=0;if(1){d=pd()|0;b=f[m>>2]|0;e=od(112426)|0;sd(b|0,e|0,d|0);fd(e|0);e=nd()|0;b=od(112315)|0;sd(d|0,b|0,e|0);fd(b|0);b=f[(n+36|0)>>2]|0;if((f[(n+40|0)>>2]|0)!=(b|0)){c=0;do{i=b;l=pd()|0;f[a>>2]=c;j=td(17744,a|0)|0;sd(e|0,j|0,l|0);fd(j|0);j=nd()|0;f[a>>2]=f[i+(c*240|0)>>2];k=td(17744,a|0)|0;f[a>>2]=0;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);f[a>>2]=f[i+(c*240|0)+4>>2];k=td(17744,a|0)|0;f[a>>2]=1;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);k=od(112324)|0;sd(l|0,k|0,j|0);fd(k|0);fd(j|0);j=nd()|0;f[a>>2]=f[i+(c*240|0)+8>>2];k=td(17744,a|0)|0;f[a>>2]=0;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);f[a>>2]=f[i+(c*240|0)+12>>2];k=td(17744,a|0)|0;f[a>>2]=1;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);k=od(112336)|0;sd(l|0,k|0,j|0);fd(k|0);fd(j|0);j=od(112348)|0;f[a>>2]=f[i+(c*240|0)+16>>2];k=td(17744,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112358)|0;f[a>>2]=f[i+(c*240|0)+20>>2];k=td(17736,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112372)|0;f[a>>2]=f[i+(c*240|0)+24>>2];k=td(17736,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112385)|0;f[a>>2]=f[i+(c*240|0)+28>>2];k=td(17744,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=f[i+(c*240|0)+32>>2]|0;k=od(112397)|0;f[a>>2]=j>>>0<14?j:0;j=td(17744,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112440)|0;p[a>>3]=+p[i+(c*240|0)+184>>3];j=td(17776,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112453)|0;p[a>>3]=+p[i+(c*240|0)+192>>3];j=td(17776,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112410)|0;j=pOb(24)|0;p[j>>3]=+p[i+(c*240|0)+40>>3];p[j+8>>3]=+p[i+(c*240|0)+48>>3];p[j+16>>3]=+p[i+(c*240|0)+56>>3];f[a>>2]=j;j=td(8008,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112419)|0;j=pOb(24)|0;p[j>>3]=+p[i+(c*240|0)+64>>3];p[j+8>>3]=+p[i+(c*240|0)+72>>3];p[j+16>>3]=+p[i+(c*240|0)+80>>3];f[a>>2]=j;j=td(8008,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(152603)|0;j=pOb(24)|0;f[j>>2]=f[i+(c*240|0)+88>>2];f[j+4>>2]=f[i+(c*240|0)+92>>2];f[j+8>>2]=f[i+(c*240|0)+96>>2];f[j+12>>2]=f[i+(c*240|0)+100>>2];f[j+16>>2]=f[i+(c*240|0)+104>>2];f[j+20>>2]=f[i+(c*240|0)+108>>2];f[a>>2]=j;j=td(1112,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);fd(l|0);c=c+1|0;b=f[(n+36|0)>>2]|0}while(c>>>0<(((f[(n+40|0)>>2]|0)-b|0)/240|0)>>>0)}fd(e|0);fd(d|0)}else o=1}b=1;if(b){b=0;if((f[(n+12|0)>>2]|0)==(f[(n+16|0)>>2]|0)){k=f[m>>2]|0;l=od(112461)|0;sd(k|0,l|0,2);fd(l|0);fd(2)}else b=1}if(b)if(1){k=pd()|0;b=f[m>>2]|0;l=od(112461)|0;sd(b|0,l|0,k|0);fd(l|0);l=nd()|0;b=od(112315)|0;sd(k|0,b|0,l|0);fd(b|0);b=f[(n+12|0)>>2]|0;if((f[(n+16|0)>>2]|0)!=(b|0)){j=0;do{e=pd()|0;f[a>>2]=j;h=td(17744,a|0)|0;sd(l|0,h|0,e|0);fd(h|0);h=nd()|0;f[a>>2]=f[b+(j*208|0)>>2];g=td(17744,a|0)|0;f[a>>2]=0;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);f[a>>2]=f[b+(j*208|0)+4>>2];g=td(17744,a|0)|0;f[a>>2]=1;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);g=od(112324)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);h=nd()|0;f[a>>2]=f[b+(j*208|0)+8>>2];g=td(17744,a|0)|0;f[a>>2]=0;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);f[a>>2]=f[b+(j*208|0)+12>>2];g=td(17744,a|0)|0;f[a>>2]=1;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);g=od(112336)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);h=od(112348)|0;f[a>>2]=f[b+(j*208|0)+16>>2];g=td(17744,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112466)|0;f[a>>2]=f[b+(j*208|0)+20>>2];g=td(17736,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112372)|0;f[a>>2]=f[b+(j*208|0)+24>>2];g=td(17736,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112385)|0;f[a>>2]=f[b+(j*208|0)+28>>2];g=td(17744,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=f[b+(j*208|0)+32>>2]|0;g=od(112397)|0;f[a>>2]=h>>>0<14?h:0;h=td(17744,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112440)|0;p[a>>3]=+p[b+(j*208|0)+104>>3];h=td(17776,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112453)|0;p[a>>3]=+p[b+(j*208|0)+112>>3];h=td(17776,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(152603)|0;h=pOb(24)|0;f[h>>2]=f[b+(j*208|0)+36>>2];f[h+4>>2]=f[b+(j*208|0)+40>>2];f[h+8>>2]=f[b+(j*208|0)+44>>2];f[h+12>>2]=f[b+(j*208|0)+48>>2];f[h+16>>2]=f[b+(j*208|0)+52>>2];f[h+20>>2]=f[b+(j*208|0)+56>>2];f[a>>2]=h;h=td(1112,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112476)|0;h=pOb(24)|0;p[h>>3]=+p[b+(j*208|0)+64>>3];p[h+8>>3]=+p[b+(j*208|0)+72>>3];p[h+16>>3]=+p[b+(j*208|0)+80>>3];f[a>>2]=h;h=td(8008,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=nd()|0;h=od(112482)|0;sd(e|0,h|0,g|0);fd(h|0);h=b+(j*208|0)+88|0;i=b+(j*208|0)+92|0;c=f[h>>2]|0;if((f[i>>2]|0)!=(c|0)){d=0;do{r=c;q=d*3|0;f[a>>2]=q;s=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)>>2];t=td(17768,a|0)|0;sd(g|0,s|0,t|0);fd(t|0);fd(s|0);f[a>>2]=q+1;s=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)+4>>2];t=td(17768,a|0)|0;sd(g|0,s|0,t|0);fd(t|0);fd(s|0);f[a>>2]=q+2;q=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)+8>>2];r=td(17768,a|0)|0;sd(g|0,q|0,r|0);fd(r|0);fd(q|0);d=d+1|0;c=f[h>>2]|0}while(d>>>0<(((f[i>>2]|0)-c|0)/12|0)>>>0)}t=od(112502)|0;f[a>>2]=f[b+(j*208|0)+100>>2];b=td(17736,a|0)|0;sd(e|0,t|0,b|0);fd(b|0);fd(t|0);fd(g|0);fd(e|0);j=j+1|0;b=f[(n+12|0)>>2]|0}while(j>>>0<(((f[(n+16|0)>>2]|0)-b|0)/208|0)>>>0)}fd(l|0);fd(k|0)}if((f[(n+24|0)>>2]|0)==(f[(n+28|0)>>2]|0)){s=f[m>>2]|0;t=od(112476)|0;sd(s|0,t|0,2);fd(t|0);fd(2);u=a;f[a+1672>>2]=5;break a}e=pd()|0;b=f[m>>2]|0;d=od(112476)|0;sd(b|0,d|0,e|0);fd(d|0);d=nd()|0;b=od(112315)|0;sd(e|0,b|0,d|0);fd(b|0);b=f[(n+24|0)>>2]|0;if((f[(n+28|0)>>2]|0)!=(b|0)){c=0;do{q=b;t=pd()|0;f[a>>2]=c;r=td(17744,a|0)|0;sd(d|0,r|0,t|0);fd(r|0);r=nd()|0;f[a>>2]=f[q+(c*120|0)>>2];s=td(17744,a|0)|0;f[a>>2]=0;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);f[a>>2]=f[q+(c*120|0)+4>>2];s=td(17744,a|0)|0;f[a>>2]=1;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);s=od(112324)|0;sd(t|0,s|0,r|0);fd(s|0);fd(r|0);r=nd()|0;f[a>>2]=f[q+(c*120|0)+8>>2];s=td(17744,a|0)|0;f[a>>2]=0;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);f[a>>2]=f[q+(c*120|0)+12>>2];s=td(17744,a|0)|0;f[a>>2]=1;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);s=od(112336)|0;sd(t|0,s|0,r|0);fd(s|0);fd(r|0);r=od(112348)|0;f[a>>2]=f[q+(c*120|0)+16>>2];s=td(17744,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112529)|0;f[a>>2]=f[q+(c*120|0)+20>>2];s=td(17736,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112372)|0;f[a>>2]=f[q+(c*120|0)+24>>2];s=td(17736,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112385)|0;f[a>>2]=f[q+(c*120|0)+28>>2];s=td(17744,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=f[q+(c*120|0)+32>>2]|0;s=od(112397)|0;f[a>>2]=r>>>0<14?r:0;r=td(17744,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112440)|0;p[a>>3]=+p[q+(c*120|0)+64>>3];r=td(17776,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112453)|0;p[a>>3]=+p[q+(c*120|0)+72>>3];r=td(17776,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112476)|0;r=pOb(24)|0;p[r>>3]=+p[q+(c*120|0)+40>>3];p[r+8>>3]=+p[q+(c*120|0)+48>>3];p[r+16>>3]=+p[q+(c*120|0)+56>>3];f[a>>2]=r;r=td(8008,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);fd(t|0);c=c+1|0;b=f[(n+24|0)>>2]|0}while(c>>>0<(((f[(n+28|0)>>2]|0)-b|0)/120|0)>>>0)}fd(d|0);fd(e|0);u=a;f[a+1672>>2]=5;break a}f[a+1656>>2]=o}function xha(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a+32>>2]|0;i=f[a+40>>2]|0;d=f[a+168>>2]|0;e=f[a+184>>2]|0;a:{f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+e>>0]=d;e=f[(g+4|0)>>2]|0;d=e-(f[g>>2]|0)|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=h[(i+72|0)>>0]|h[(i+72|0)+1>>0]<<8|h[(i+72|0)+2>>0]<<16|h[(i+72|0)+3>>0]<<24;c=h[((i+72|0)+4|0)>>0]|h[((i+72|0)+4|0)+1>>0]<<8|h[((i+72|0)+4|0)+2>>0]<<16|h[((i+72|0)+4|0)+3>>0]<<24;d=(f[g>>2]|0)+d|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;b[(d+4|0)>>0]=c;b[(d+4|0)+1>>0]=c>>8;b[(d+4|0)+2>>0]=c>>16;b[(d+4|0)+3>>0]=c>>24;d=b[((i+80|0)+11|0)>>0]|0;d=d<<24>>24<0?f[(i+84|0)>>2]|0:d&255;c=f[(g+4|0)>>2]|0;e=c-(f[g>>2]|0)|0;f[a>>2]=c;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,4,a+8|0)|0;e=(f[g>>2]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=b[((i+80|0)+11|0)>>0]|0;d=e<<24>>24<0?f[(i+80|0)>>2]|0:i+80|0;e=e<<24>>24<0?f[(i+84|0)>>2]|0:e&255;if(e|0){c=d;do{k=b[c>>0]|0;l=f[(g+4|0)>>2]|0;j=l-(f[g>>2]|0)|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+j>>0]=k;c=c+1|0}while((c|0)!=(d+e|0|0))}d=b[((i+92|0)+11|0)>>0]|0;d=d<<24>>24<0?f[(i+96|0)>>2]|0:d&255;l=f[(g+4|0)>>2]|0;e=l-(f[g>>2]|0)|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,4,a+8|0)|0;e=(f[g>>2]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=b[((i+92|0)+11|0)>>0]|0;d=e<<24>>24<0?f[(i+92|0)>>2]|0:i+92|0;e=e<<24>>24<0?f[(i+96|0)>>2]|0:e&255;if(!e){l=i+104|0;e=f[(g+4|0)>>2]|0;j=f[g>>2]|0;j=e-j|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=f[g>>2]|0;j=e+j|0;e=l;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;k=j;b[k>>0]=e;b[k+1>>0]=e>>8;b[k+2>>0]=e>>16;b[k+3>>0]=e>>24;j=j+4|0;b[j>>0]=l;b[j+1>>0]=l>>8;b[j+2>>0]=l>>16;b[j+3>>0]=l>>24;j=i+112|0;j=b[j>>0]|0;l=f[(g+4|0)>>2]|0;k=f[g>>2]|0;k=l-k|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;l=f[g>>2]|0;k=l+k|0;b[k>>0]=j;k=i+113|0;k=b[k>>0]|0;j=f[(g+4|0)>>2]|0;l=f[g>>2]|0;l=j-l|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;j=f[g>>2]|0;l=j+l|0;b[l>>0]=k;u=a;f[a+936>>2]=5;break a}c=d;do{k=b[c>>0]|0;j=f[(g+4|0)>>2]|0;l=j-(f[g>>2]|0)|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+l>>0]=k;c=c+1|0}while((c|0)!=(d+e|0|0));l=i+104|0;e=f[(g+4|0)>>2]|0;j=f[g>>2]|0;j=e-j|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=f[g>>2]|0;j=e+j|0;e=l;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;k=j;b[k>>0]=e;b[k+1>>0]=e>>8;b[k+2>>0]=e>>16;b[k+3>>0]=e>>24;j=j+4|0;b[j>>0]=l;b[j+1>>0]=l>>8;b[j+2>>0]=l>>16;b[j+3>>0]=l>>24;j=i+112|0;j=b[j>>0]|0;l=f[(g+4|0)>>2]|0;k=f[g>>2]|0;k=l-k|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;l=f[g>>2]|0;k=l+k|0;b[k>>0]=j;k=i+113|0;k=b[k>>0]|0;j=f[(g+4|0)>>2]|0;l=f[g>>2]|0;l=j-l|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;j=f[g>>2]|0;l=j+l|0;b[l>>0]=k;u=a;f[a+936>>2]=5;break a}}
+function Stb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;if(!c){e=-9;return e|0}if(e>>>0>=c>>>0|e>>>0<2){e=-11;return e|0}h=(e<<4>>>0)/(c>>>0)|0;i=c>>>8;g=(X(f[42232+(h*24|0)+4>>2]|0,i)|0)+(f[42232+(h*24|0)>>2]|0)|0;h=(X(f[42232+(h*24|0)+12>>2]|0,i)|0)+(f[42232+(h*24|0)+8>>2]|0)|0;if(((h>>>3)+h|0)>>>0<g>>>0){g=ntb(a,d,e)|0;if(ctb(g)|0){i=g;return i|0}if(g>>>0>=e>>>0){i=-10;return i|0}i=ptb(b,c,d+g|0,e-g|0,a)|0;return i|0}else{g=jtb(a,d,e)|0;if(ctb(g)|0){i=g;return i|0}if(g>>>0>=e>>>0){i=-10;return i|0}i=mtb(b,c,d+g|0,e-g|0,a)|0;return i|0}return 0}function Ttb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=f[a+24>>2]|0;h=f[a+28>>2]|0;a:do if((g|0)!=(h|0)){if(!c){while(1){if(!(b[g+33>>0]|0))if(!(Vtb(g,d)|0)){g=0;break}g=g+36|0;if((g|0)==(h|0))break a}return g|0}b:while(1){switch(b[g+33>>0]|0){case 0:{if(!(Vtb(g,d)|0)){g=0;h=28;break b}break}case 1:{if(!(Utb(g,e)|0)){g=0;h=28;break b}break}default:{}}g=g+36|0;if((g|0)==(h|0))break a}if((h|0)==28)return g|0}while(0);g=f[a>>2]|0;h=f[a+4>>2]|0;c:do if((g|0)!=(h|0)){if(!c){while(1){if(!(b[g+33>>0]|0))if(Vtb(g,d)|0){g=0;break}g=g+36|0;if((g|0)==(h|0))break c}return g|0}d:while(1){switch(b[g+33>>0]|0){case 0:{if(Vtb(g,d)|0){g=0;h=28;break d}break}case 1:{if(Utb(g,e)|0){g=0;h=28;break d}break}default:{}}g=g+36|0;if((g|0)==(h|0))break c}if((h|0)==28)return g|0}while(0);g=f[a+12>>2]|0;a=f[a+16>>2]|0;if((g|0)==(a|0)){e=1;return e|0}if(c)i=g;else{while(1){if(!(b[g+33>>0]|0))if(Vtb(g,d)|0){g=0;h=28;break}g=g+36|0;if((g|0)==(a|0)){g=1;h=28;break}}if((h|0)==28)return g|0}e:while(1){switch(b[i+33>>0]|0){case 0:{if(Vtb(i,d)|0){g=0;h=28;break e}break}case 1:{if(Utb(i,e)|0){g=0;h=28;break e}break}default:{}}i=i+36|0;if((i|0)==(a|0)){g=1;h=28;break}}if((h|0)==28)return g|0;return 0}function Utb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0.0,E=0.0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0,S=0,T=0,U=0;L=u;u=u+48|0;F=L;c=f[a+12>>2]|0;if(!c){D=0.0;E=0.0;G=1.0;H=0.0;I=0.0;J=0.0;K=1.0;C=0.0}else{D=+n[c+48>>2];E=+n[c+52>>2];G=+n[c>>2];H=+n[c+16>>2];I=+n[c+32>>2];J=+n[c+4>>2];K=+n[c+20>>2];C=+n[c+36>>2]}c=f[a>>2]|0;k=f[a+4>>2]|0;if((c|0)==(k|0)){F=2;F=(F|0)!=2;u=L;return F|0}l=F+4|0;m=F+8|0;o=F+12|0;p=F+16|0;q=F+20|0;r=F+24|0;t=F+28|0;v=F+32|0;w=F+4|0;x=F+16|0;y=F+12|0;z=F+24|0;A=F+28|0;B=F+32|0;h=c;while(1){a=f[h>>2]|0;i=f[h+4>>2]|0;j=(i|0)==0;if(!j)gOb(i);g=a+40|0;d=f[g>>2]|0;e=a+44|0;c=f[e>>2]|0;if((d|0)==(c|0)){Npb(a);d=f[g>>2]|0;a=d;c=f[e>>2]|0}else a=d;e=c-d|0;d=(e|0)/12|0;a:do if(!e)c=6;else{c=0;while(1){T=f[a+(c*12|0)>>2]|0;f[F>>2]=T;S=f[a+(c*12|0)+4>>2]|0;f[l>>2]=S;R=f[a+(c*12|0)+8>>2]|0;f[m>>2]=R;e=c+1|0;Q=f[a+(e*12|0)>>2]|0;f[o>>2]=Q;P=f[a+(e*12|0)+4>>2]|0;f[p>>2]=P;e=f[a+(e*12|0)+8>>2]|0;f[q>>2]=e;U=c+2|0;f[r>>2]=f[a+(U*12|0)>>2];f[t>>2]=f[a+(U*12|0)+4>>2];f[v>>2]=f[a+(U*12|0)+8>>2];O=(f[s>>2]=T,+n[s>>2]);N=(f[s>>2]=S,+n[s>>2]);M=(f[s>>2]=R,+n[s>>2]);n[F>>2]=D+(G*O+H*N+I*M);n[w>>2]=E+(J*O+K*N+C*M);M=(f[s>>2]=Q,+n[s>>2]);N=(f[s>>2]=P,+n[s>>2]);O=(f[s>>2]=e,+n[s>>2]);n[y>>2]=D+(G*M+H*N+I*O);n[x>>2]=E+(J*M+K*N+C*O);O=+n[z>>2];N=+n[A>>2];M=+n[B>>2];n[z>>2]=D+(G*O+H*N+I*M);n[A>>2]=E+(J*O+K*N+C*M);n[m>>2]=0.0;n[q>>2]=0.0;n[v>>2]=0.0;c=c+3|0;if(Dib(F,b)|0){c=1;break a}if(c>>>0>=d>>>0){c=6;break a}a=f[g>>2]|0}}while(0);if(!j)iOb(i);h=h+8|0;if((c|0)!=6){a=18;break}if((h|0)==(k|0)){c=2;a=18;break}}if((a|0)==18){U=(c|0)!=2;u=L;return U|0}return 0}function Vtb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0.0,S=0,T=0.0,U=0.0,V=0.0,W=0,X=0,Y=0,Z=0,_=0,$=0;S=u;u=u+48|0;P=S+36|0;Q=S;c=f[a+12>>2]|0;if(!c){F=0.0;G=0.0;H=1.0;I=0.0;J=0.0;K=0.0;L=1.0;M=0.0;N=0.0;O=0.0;R=1.0;E=0.0}else{F=+n[c+32>>2];G=+n[c+4>>2];H=+n[c+20>>2];I=+n[c+36>>2];J=+n[c+8>>2];K=+n[c+24>>2];L=+n[c+40>>2];M=+n[c+48>>2];N=+n[c+52>>2];O=+n[c+56>>2];R=+n[c>>2];E=+n[c+16>>2]}c=f[a>>2]|0;k=f[a+4>>2]|0;if((c|0)==(k|0)){Q=2;Q=(Q|0)!=2;u=S;return Q|0}l=Q+4|0;m=Q+8|0;o=Q+12|0;p=Q+16|0;q=Q+20|0;r=Q+24|0;t=Q+28|0;v=Q+32|0;w=Q+4|0;x=Q+8|0;y=Q+16|0;z=Q+20|0;A=Q+12|0;B=Q+24|0;C=Q+28|0;D=Q+32|0;h=c;while(1){a=f[h>>2]|0;i=f[h+4>>2]|0;j=(i|0)==0;if(!j)gOb(i);g=a+40|0;d=f[g>>2]|0;e=a+44|0;c=f[e>>2]|0;if((d|0)==(c|0)){Npb(a);d=f[g>>2]|0;a=d;c=f[e>>2]|0}else a=d;e=c-d|0;d=(e|0)/12|0;a:do if(!e)c=6;else{c=0;while(1){_=f[a+(c*12|0)>>2]|0;f[Q>>2]=_;Z=f[a+(c*12|0)+4>>2]|0;f[l>>2]=Z;Y=f[a+(c*12|0)+8>>2]|0;f[m>>2]=Y;e=c+1|0;X=f[a+(e*12|0)>>2]|0;f[o>>2]=X;W=f[a+(e*12|0)+4>>2]|0;f[p>>2]=W;e=f[a+(e*12|0)+8>>2]|0;f[q>>2]=e;$=c+2|0;f[r>>2]=f[a+($*12|0)>>2];f[t>>2]=f[a+($*12|0)+4>>2];f[v>>2]=f[a+($*12|0)+8>>2];V=(f[s>>2]=_,+n[s>>2]);U=(f[s>>2]=Z,+n[s>>2]);T=(f[s>>2]=Y,+n[s>>2]);n[Q>>2]=M+(R*V+E*U+F*T);n[w>>2]=N+(G*V+H*U+I*T);n[x>>2]=O+(J*V+K*U+L*T);T=(f[s>>2]=X,+n[s>>2]);U=(f[s>>2]=W,+n[s>>2]);V=(f[s>>2]=e,+n[s>>2]);n[A>>2]=M+(R*T+E*U+F*V);n[y>>2]=N+(G*T+H*U+I*V);n[z>>2]=O+(J*T+K*U+L*V);V=+n[B>>2];U=+n[C>>2];T=+n[D>>2];n[B>>2]=M+(R*V+E*U+F*T);n[C>>2]=N+(G*V+H*U+I*T);n[D>>2]=O+(J*V+K*U+L*T);c=c+3|0;if(Nib(b,Q,P)|0){c=1;break a}if(c>>>0>=d>>>0){c=6;break a}a=f[g>>2]|0}}while(0);if(!j)iOb(i);h=h+8|0;if((c|0)!=6){a=18;break}if((h|0)==(k|0)){c=2;a=18;break}}if((a|0)==18){$=(c|0)!=2;u=S;return $|0}return 0}function Wtb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,q=0,r=0;r=u;u=u+64|0;o=r+16|0;q=r;d=f[a+56>>2]|0;if(!d){a=f[a+60>>2]|0;e=+p[a>>3];h=+p[c>>3]-e;l=+p[a+8>>3];i=+p[c+8>>3]-l;m=+p[a+16>>3];k=+p[c+16>>3]-m;j=+L(+(h*h+(i*i+k*k)));a=0;g=0.0;h=h/j;i=i/j;j=k/j;k=0.0}else{a=f[d>>2]|0;i=+p[c>>3];h=+p[c+8>>3];e=+p[c+16>>3];k=1.0/(i*+p[a+96>>3]+h*+p[a+128>>3]+e*+p[a+160>>3]+ +p[a+192>>3]);g=(+p[a+72>>3]*i+ +p[a+104>>3]*h+ +p[a+136>>3]*e+ +p[a+168>>3])*k;k=(i*+p[a+80>>3]+h*+p[a+112>>3]+e*+p[a+144>>3]+ +p[a+176>>3])*k;p[q>>3]=g;p[q+8>>3]=k;pjb(o,a,q);a=1;e=+p[o>>3];h=+p[o+24>>3];i=+p[o+32>>3];j=+p[o+40>>3];l=+p[o+8>>3];m=+p[o+16>>3]}n[o>>2]=e;n[o+4>>2]=l;n[o+8>>2]=m;n[o+12>>2]=h;n[o+16>>2]=i;n[o+20>>2]=j;n[q>>2]=g;n[q+4>>2]=k;n[q+8>>2]=0.0;q=Ttb(b,a,o,q)|0;u=r;return q|0}function Xtb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;l=a+584|0;i=X(c,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;i=i>>>15^i;h=f[a+588>>2]|0;a:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)k=g&i;else if(i>>>0<h>>>0)k=i;else k=(i>>>0)%(h>>>0)|0;d=f[(f[l>>2]|0)+(k<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(e)while(1){h=f[d+4>>2]|0;e=(h|0)==(i|0);if(!(e|(h&g|0)==(k|0)))break a;if(e)if((f[d+8>>2]|0)==(c|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(c|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(k|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);l=(b[d+12>>0]|0)!=0;u=m;return l|0}}}while(0);k=f[a+56>>2]|0;k=Ttb(c,(k|0)!=0,(f[a+60>>2]|0)+48|0,k+40|0)|0;f[j>>2]=c;l=Ytb(l,j)|0;b[l>>0]=k&1;l=k;u=m;return l|0}function Ytb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;k=f[c>>2]|0;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+4|0;m=f[l>>2]|0;o=(m|0)==0;i=k;a:do if(o)c=0;else{h=m+-1|0;d=(h&m|0)==0;if(d)j=p&h;else if(p>>>0<m>>>0)j=p;else j=(p>>>0)%(m>>>0)|0;c=f[(f[a>>2]|0)+(j<<2)>>2]|0;if(!c)c=j;else{if(d){do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&h|0)==(j|0))){c=j;break a}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(j|0)){c=j;break a}}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}}while(0);j=pOb(16)|0;f[j+8>>2]=k;b[j+12>>0]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;Ztb(a,c>>>0<d>>>0?d:c);c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}else h=m;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=30}}else{f[j>>2]=f[c>>2];q=30}if((q|0)==30)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+12|0;return a|0}function Ztb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_tb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_tb(a,b);return}function _tb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $tb(){if(!(b[257144]|0))MPb(257144)|0;f[64729]=262921;return}function aub(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0;C=u;u=u+32|0;A=C;w=+p[d>>3];t=+p[d+24>>3];if(w==t)if(+p[d+8>>3]==+p[d+32>>3]){if(!(+p[d+16>>3]==+p[d+40>>3]))B=4}else B=4;else B=4;do if((B|0)==4){v=+p[d+48>>3];if(w==v)if(+p[d+8>>3]==+p[d+56>>3])if(+p[d+16>>3]==+p[d+64>>3])break;k=d+32|0;if(t==v){r=+p[k>>3];s=+p[d+56>>3];if(r==s)if(+p[d+40>>3]==+p[d+64>>3])break}else{r=+p[k>>3];s=+p[d+56>>3]}q=f[c+60>>2]|0;G=+p[d+8>>3];x=r-G;r=+p[d+16>>3];E=+p[d+64>>3]-r;H=+p[d+40>>3]-r;z=s-G;F=x*E-H*z;s=v-w;y=t-w;E=H*s-E*y;s=z*y-x*s;x=+p[q>>3];m=q+8|0;y=+p[m>>3];o=q+16|0;z=+p[o>>3];r=w*F+(G*E+r*s)-(F*x+(y*E+s*z));k=q+24|0;t=+p[k>>3];l=q+32|0;v=+p[l>>3];n=q+40|0;w=+p[n>>3];s=F*t+(E*v+s*w);D=s<0.0;s=D?-s:s;r=D?-r:r;if(s==0.0){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}do if(!(!(r>=0.0)|!(r<=s*h))){h=r/s;p[A>>3]=x+h*t;p[A+8>>3]=y+h*v;p[A+16>>3]=z+h*w;if(!(Eib(d,A)|0))break;if(e|0)if(jjb((f[f[c+56>>2]>>2]|0)+8|0,d,e,g,i)|0)break;a:do if(!j){t=+p[q>>3]+h*+p[k>>3];s=+p[m>>3]+h*+p[l>>3];r=+p[o>>3]+h*+p[n>>3];l=f[c+744>>2]|0;q=f[c+748>>2]|0;if((l|0)!=(q|0)){k=0;while(1){m=f[l>>2]|0;o=f[l+4>>2]|0;if((m|0)==(o|0))k=(k|0)>0?k:0;else{n=2;do{D=+p[m+24>>3]+(t*+p[m>>3]+(s*+p[m+8>>3]+r*+p[m+16>>3]))<0.0?0:2;n=(D|0)<(n|0)?D:n;m=m+32|0}while((m|0)!=(o|0));if((n|0)==2)break;else k=(k|0)<(n|0)?n:k}l=l+12|0;if((l|0)==(q|0)){B=28;break}}b:do if((B|0)==28){switch(k|0){case 0:break a;case 2:break b;default:{}}f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}}while(0);b[a>>0]=1;p[a+8>>3]=h;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}function bub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0;g=+p[c>>3];f=+p[c+8>>3];e=+p[c+16>>3];h=+K(+(g*+p[b>>3]+f*+p[b+8>>3]+(e*+p[b+16>>3]+ +p[b+24>>3])));p[a+8>>3]=h;g=+p[d>>3]-g;f=+p[d+8>>3]-f;e=+p[d+16>>3]-e;p[a>>3]=g*g+(f*f+e*e);return}function cub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0.0,D=0.0,E=0.0,F=0.0;A=u;u=u+80|0;w=A+72|0;z=A+56|0;y=A+40|0;x=A;f[w>>2]=c;l=c+744|0;a:do if(!e){g=f[l>>2]|0;k=f[c+748>>2]|0;if((g|0)!=(k|0)){o=+p[d>>3];q=+p[d+8>>3];r=+p[d+16>>3];s=+p[d+24>>3];t=+p[d+32>>3];v=+p[d+40>>3];e=0;while(1){c=f[g>>2]|0;j=f[g+4>>2]|0;if((c|0)==(j|0))e=(e|0)>0?e:0;else{i=2;do{E=+p[c>>3];D=+p[c+8>>3];B=+p[c+16>>3];F=+p[c+24>>3];h=!(F+(o*E+(q*D+r*B))<0.0);if(!(F+(s*E+(t*D+v*B))<0.0)){h=h?2:1;m=9}else if(h)h=1;else{h=0;m=9}if((m|0)==9){m=0;h=(h|0)==0?0:(h|0)==2?2:1}i=(h|0)<(i|0)?h:i;c=c+32|0}while((c|0)!=(j|0));if((i|0)==2)break;else e=(e|0)<(i|0)?i:e}g=g+12|0;if((g|0)==(k|0)){m=13;break}}b:do if((m|0)==13){switch(e|0){case 0:break a;case 2:break b;case 1:break;default:{e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=A;return}}cBa(z,f[64729]|0);cBa(y,f[64729]|0);Slb(l,d,z,y);b[a>>0]=0;c=a+8|0;p[c>>3]=C;e=f[y>>2]|0;n=y+4|0;m=(f[n>>2]|0)-e|0;g=e+(((m|0)/24|0)*24|0)|0;if(m|0){h=x+8|0;i=x+16|0;j=a+16|0;k=x+24|0;d=a+24|0;l=x+32|0;m=a+32|0;do{dub(x,w,e);if(b[x>>0]|0)if(+p[h>>3]<+p[c>>3]){f[a>>2]=f[x>>2];f[a+4>>2]=f[x+4>>2];f[a+8>>2]=f[x+8>>2];f[a+12>>2]=f[x+12>>2];p[j>>3]=+p[i>>3];p[d>>3]=+p[k>>3];p[m>>3]=+p[l>>3]}e=e+48|0}while((e|0)!=(g|0))}a=f[y+12>>2]|0;if(a|0)xCa(a,y);a=f[y>>2]|0;if(a|0){e=f[n>>2]|0;if((e|0)!=(a|0))f[n>>2]=e+(~(((e+-24-a|0)>>>0)/24|0)*24|0);sOb(a)}a=f[z+12>>2]|0;if(a|0)xCa(a,z);c=f[z>>2]|0;if(c|0){a=z+4|0;e=f[a>>2]|0;if((e|0)!=(c|0))f[a>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}u=A;return}while(0);e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=A;return}}while(0);dub(a,w,d);u=A;return}function dub(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0;t=u;u=u+64|0;e=t+48|0;j=t+40|0;k=t+32|0;l=t+24|0;m=t;h=+p[d+24>>3]-+p[d>>3];p[m>>3]=h;n=d+8|0;i=+p[d+32>>3]-+p[n>>3];o=m+8|0;p[o>>3]=i;r=d+16|0;q=+p[d+40>>3]-+p[r>>3];s=m+16|0;p[s>>3]=q;if(h==0.0&i==0.0&q==0.0){e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=t;return}z=f[(f[c>>2]|0)+60>>2]|0;Lib(z,e,j,d,m,k,l);q=+p[e>>3]/+p[j>>3];g=+p[k>>3]/+p[l>>3];i=+p[d>>3]+g*+p[m>>3];h=+p[n>>3]+g*+p[o>>3];g=+p[r>>3]+g*+p[s>>3];c=f[f[(f[c>>2]|0)+56>>2]>>2]|0;v=+K(+(i*+p[c+328>>3]+h*+p[c+336>>3]+(g*+p[c+344>>3]+ +p[c+352>>3])));y=+p[z>>3]+q*+p[z+24>>3]-i;x=+p[z+8>>3]+q*+p[z+32>>3]-h;w=+p[z+16>>3]+q*+p[z+40>>3]-g;v=+p[c+360>>3]*v;if(!(y*y+(x*x+w*w)<=v*v)){e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=t;return}else{b[a>>0]=1;p[a+8>>3]=q;p[a+16>>3]=i;p[a+24>>3]=h;p[a+32>>3]=g;u=t;return}}function eub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0.0,t=0.0;q=f[c+60>>2]|0;a:do if(!e){i=f[c+744>>2]|0;n=f[c+748>>2]|0;if((i|0)!=(n|0)){g=+p[d>>3];h=+p[d+8>>3];m=+p[d+16>>3];e=0;while(1){j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{r=+p[j+24>>3]+(g*+p[j>>3]+(h*+p[j+8>>3]+m*+p[j+16>>3]))<0.0?0:2;k=(r|0)<(k|0)?r:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break;else e=(e|0)<(k|0)?k:e}i=i+12|0;if((i|0)==(n|0)){o=9;break}}b:do if((o|0)==9){switch(e|0){case 0:break a;case 2:break b;default:{}}f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}}while(0);h=+Mib(q,d);r=f[f[c+56>>2]>>2]|0;t=+p[d>>3];s=+p[d+8>>3];g=+p[d+16>>3];m=+K(+(t*+p[r+328>>3]+s*+p[r+336>>3]+(g*+p[r+344>>3]+ +p[r+352>>3])));t=+p[q>>3]+h*+p[q+24>>3]-t;s=+p[q+8>>3]+h*+p[q+32>>3]-s;g=+p[q+16>>3]+h*+p[q+40>>3]-g;g=t*t+(s*s+g*g);m=+p[r+360>>3]*m;if(!(g<=m*m)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}else{b[a>>0]=1;p[a+8>>3]=h;p[a+16>>3]=g;return}}function fub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function gub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function hub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function iub(a,b){a=a|0;b=b|0;var c=0,d=0;d=pOb(28)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42624;c=d+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[a>>2]=c;f[a+4>>2]=d;f[d+16>>2]=b;we(1,c|0);return}function jub(a){a=a|0;f[a>>2]=42624;awb(258928,f[a+12>>2]|0);aOb(a);return}function kub(a){a=a|0;f[a>>2]=42624;awb(258928,f[a+12>>2]|0);aOb(a);sOb(a);return}function lub(a){a=a|0;awb(258928,f[a+12>>2]|0);return}function mub(a){a=a|0;sOb(a);return}function nub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;f[a+8>>2]=b;f[a+12>>2]=d;g=a+4|0;e=f[g>>2]|0;h=f[a>>2]|0;a=$vb(258928,e)|0;_vb(258928,e,h)|0;Td(f[g>>2]|0,b|0,c|0,d|0);_vb(258928,e,a)|0;return}function oub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=a+4|0;e=f[g>>2]|0;h=f[a>>2]|0;a=$vb(258928,e)|0;_vb(258928,e,h)|0;Ud(f[g>>2]|0,b|0,c|0,d|0);_vb(258928,e,a)|0;return}function pub(a){a=a|0;f[a>>2]=42652;gwb(258928,f[a+12>>2]|0);aOb(a);return}function qub(a){a=a|0;f[a>>2]=42652;gwb(258928,f[a+12>>2]|0);aOb(a);sOb(a);return}function rub(a){a=a|0;gwb(258928,f[a+12>>2]|0);return}function sub(a){a=a|0;sOb(a);return}function tub(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=pOb(32)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=42652;k=i+12|0;f[k>>2]=0;j=i+16|0;f[j>>2]=6408;g=i+20|0;f[g>>2]=0;h=i+24|0;f[h>>2]=0;f[a>>2]=k;f[a+4>>2]=i;ye(1,k|0);a=$ub()|0;a=a?e:0;e=f[64757]|0;cwb(258928,f[k>>2]|0)|0;if(!a)Re(36161,b|0,c|0,d|0);f[j>>2]=b;f[g>>2]=c;f[h>>2]=d;f[i+28>>2]=a;cwb(258928,e)|0;return}function uub(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(b|0)if(f[b+8>>2]|0){b=f[b+16>>2]|0;return b|0}a=f[a>>2]|0;if(!a){b=0;return b|0}if(!(f[a>>2]|0)){b=0;return b|0}b=f[a+8>>2]|0;return b|0}function vub(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(b|0)if(f[b+8>>2]|0){b=f[b+20>>2]|0;return b|0}a=f[a>>2]|0;if(!a){b=0;return b|0}if(!(f[a>>2]|0)){b=0;return b|0}b=f[a+12>>2]|0;return b|0}function wub(a){a=a|0;var b=0,c=0,d=0,e=0;hwb(258928,f[a>>2]|0);b=f[a+76>>2]|0;if(b|0)iOb(b);b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);e=a+4|0;b=f[e>>2]|0;if(!b)return;d=a+8|0;a=f[d>>2]|0;if((a|0)!=(b|0)){do{f[d>>2]=a+-24;c=f[a+-12>>2]|0;if(c|0)iOb(c);a=f[a+-20>>2]|0;if(a|0)iOb(a);a=f[d>>2]|0}while((a|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function xub(a){a=a|0;var c=0,d=0,e=0;d=pOb(108)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42680;c=d+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;f[d+44>>2]=3553;e=d+48|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[d+68>>2]=3553;e=d+72|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[d+92>>2]=3553;f[d+96>>2]=0;b[d+104>>0]=0;f[a>>2]=c;f[a+4>>2]=d;xe(1,c|0);return}function yub(a){a=a|0;f[a>>2]=42680;wub(a+12|0);aOb(a);return}function zub(a){a=a|0;f[a>>2]=42680;wub(a+12|0);aOb(a);sOb(a);return}function Aub(a){a=a|0;wub(a+12|0);return}function Bub(a){a=a|0;sOb(a);return}function Cub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=pOb(108)|0;f[m+4>>2]=0;f[m+8>>2]=0;f[m>>2]=42680;n=m+12|0;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;f[n+12>>2]=0;f[n+16>>2]=0;f[n+20>>2]=0;f[n+24>>2]=0;f[n+28>>2]=0;f[m+44>>2]=3553;l=m+48|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[m+68>>2]=3553;l=m+72|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[m+92>>2]=3553;f[m+96>>2]=0;b[m+104>>0]=0;f[a>>2]=n;f[a+4>>2]=m;xe(1,n|0);if(d){j=c+4|0;k=c+8|0;d=f[k>>2]|0;a=f[j>>2]|0;if((d|0)!=(a|0)){i=0;do{h=a;g=f[h+(i*24|0)+8>>2]|0;if(!g)l=5;else if(!(f[g+8>>2]|0))l=5;else l=7;if((l|0)==5){l=0;g=f[h+(i*24|0)>>2]|0;if(g)if(f[g>>2]|0)l=7}if((l|0)==7){Dub(n,i,h+(i*24|0)|0);a=f[j>>2]|0;d=f[k>>2]|0}i=i+1|0}while(i>>>0<((d-a|0)/24|0)>>>0)}}if(!e)return;d=c+16|0;a=f[c+24>>2]|0;if(!a)l=12;else if(!(f[a+8>>2]|0))l=12;else l=14;if((l|0)==12){a=f[d>>2]|0;if(a|0)if(f[a>>2]|0)l=14}if((l|0)==14)if(Eub(n,36096,m+28|0,d)|0)b[m+104>>0]=0;d=c+40|0;a=f[c+48>>2]|0;if(!a)l=18;else if(!(f[a+8>>2]|0))l=18;else l=20;if((l|0)==18){a=f[d>>2]|0;if(a|0)if(f[a>>2]|0)l=20}if((l|0)==20)Eub(n,36128,m+52|0,d)|0;d=c+64|0;a=f[c+72>>2]|0;if(!a)l=23;else if(!(f[a+8>>2]|0))l=23;if((l|0)==23){a=f[d>>2]|0;if(!a)return;if(!(f[a>>2]|0))return}if(!(Eub(n,33306,m+76|0,d)|0))return;b[m+104>>0]=0;return}function Dub(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+1024|0;n=o;l=a+4|0;m=a+8|0;d=f[m>>2]|0;h=f[l>>2]|0;g=(d-h|0)/24|0;do if(g>>>0>b>>>0){d=f[h+(b*24|0)+8>>2]|0;if(d|0){e=f[d+8>>2]|0;if(e|0){d=f[c+8>>2]|0;if(!d)d=0;else d=f[d+8>>2]|0;if((e|0)!=(d|0))break;if((f[h+(b*24|0)+16>>2]|0)!=(f[c+16>>2]|0))break;if((f[h+(b*24|0)+20>>2]|0)!=(f[c+20>>2]|0))break;u=o;return}}d=f[c+8>>2]|0;if(d|0)if(f[d+8>>2]|0)break;d=f[h+(b*24|0)>>2]|0;if(!d)e=0;else e=f[d>>2]|0;d=f[c>>2]|0;if(!d)d=0;else d=f[d>>2]|0;if((e|0)==(d|0)){u=o;return}}else{e=f[c+8>>2]|0;if(!e)k=18;else if(!(f[e+8>>2]|0))k=18;if((k|0)==18){e=f[c>>2]|0;if(!e){u=o;return}if(!(f[e>>2]|0)){u=o;return}}e=b+1|0;if(e>>>0>g>>>0){Fub(l,e-g|0);break}if(e>>>0<g>>>0){g=h+(e*24|0)|0;if((g|0)!=(d|0))do{f[m>>2]=d+-24;e=f[d+-12>>2]|0;if(e|0)iOb(e);d=f[d+-20>>2]|0;if(d|0)iOb(d);d=f[m>>2]|0}while((d|0)!=(g|0))}}while(0);i=f[64758]|0;j=f[64759]|0;dwb(258928,f[a>>2]|0)|0;Eub(a,b+36064|0,(f[l>>2]|0)+(b*24|0)|0,c)|0;if((((f[m>>2]|0)-(f[l>>2]|0)|0)/24|0)>>>0>1)if(dvb()|0){h=f[l>>2]|0;g=((f[m>>2]|0)-h|0)/24|0;g=g>>>0<256?g:256;if(g|0){e=0;do{d=f[h+(e*24|0)+8>>2]|0;if(!d)k=35;else if(!(f[d+8>>2]|0))k=35;else k=37;if((k|0)==35){k=0;d=f[h+(e*24|0)>>2]|0;if(!d)d=0;else if(!(f[d>>2]|0))d=0;else k=37}if((k|0)==37)d=e+36064|0;f[n+(e<<2)>>2]=d;e=e+1|0}while(e>>>0<g>>>0)}ne(g|0,n|0)}if((i|0)==(j|0)){dwb(258928,i)|0;u=o;return}else{ewb(258928,i)|0;fwb(258928,j)|0;u=o;return}}function Eub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[c+8>>2]|0;l=(k|0)==0;if(l)j=8;else{h=f[k+8>>2]|0;if(!h)j=8;else{e=f[d+8>>2]|0;if(!e)g=0;else g=f[e+8>>2]|0;if((h|0)==(g|0))if((f[c+16>>2]|0)==(f[d+16>>2]|0))if((f[c+20>>2]|0)==(f[d+20>>2]|0)){d=0;return d|0}else j=16;else j=16;else j=16}}do if((j|0)==8){i=f[d+8>>2]|0;if(i|0)if(f[i+8>>2]|0){h=d+8|0;e=i;j=17;break}e=f[c>>2]|0;if(!e)g=0;else g=f[e>>2]|0;e=f[d>>2]|0;if(!e)e=0;else e=f[e>>2]|0;if((g|0)==(e|0)){d=0;return d|0}else{e=i;j=16}}while(0);if((j|0)==16){h=d+8|0;if(!e)j=23;else j=17}do if((j|0)==17)if(!(f[e+8>>2]|0))j=23;else{g=f[64758]|0;i=f[64759]|0;dwb(258928,f[a>>2]|0)|0;e=f[d+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;ue(36160,b|0,f[d+16>>2]|0,e|0,f[d+20>>2]|0);if((g|0)==(i|0)){dwb(258928,g)|0;break}else{ewb(258928,g)|0;fwb(258928,i)|0;break}}while(0);do if((j|0)==23){e=f[d>>2]|0;if(e|0)if(f[e>>2]|0){g=f[64758]|0;i=f[64759]|0;dwb(258928,f[a>>2]|0)|0;e=f[d>>2]|0;if(!e)e=0;else e=f[e>>2]|0;te(36160,b|0,36161,e|0);if((g|0)==(i|0)){dwb(258928,g)|0;break}else{ewb(258928,g)|0;fwb(258928,i)|0;break}}if(l)j=32;else if(!(f[k+8>>2]|0))j=32;if((j|0)==32){e=f[c>>2]|0;if(!e)break;if(!(f[e>>2]|0))break}e=f[64758]|0;g=f[64759]|0;dwb(258928,f[a>>2]|0)|0;te(36160,b|0,36161,0);if((e|0)==(g|0)){dwb(258928,e)|0;break}else{ewb(258928,e)|0;fwb(258928,g)|0;break}}while(0);e=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[c>>2]=e;b=c+4|0;e=f[b>>2]|0;f[b>>2]=g;if(e|0)iOb(e);e=f[h>>2]|0;g=f[d+12>>2]|0;if(g|0)gOb(g);f[c+8>>2]=e;b=c+12|0;e=f[b>>2]|0;f[b>>2]=g;if(e|0)iOb(e);a=d+16|0;b=f[a+4>>2]|0;d=c+16|0;f[d>>2]=f[a>>2];f[d+4>>2]=b;d=1;return d|0}function Fub(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/24|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=3553;f[c+20>>2]=0;c=(f[k>>2]|0)+24|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/24|0;c=e+b|0;if(c>>>0>178956970)AMb(a);g=(g-d|0)/24|0;i=g<<1;c=g>>>0<89478485?(i>>>0<c>>>0?c:i):178956970;do if(!c)h=0;else if(c>>>0>178956970)vd();else{h=pOb(c*24|0)|0;break}while(0);g=h+(e*24|0)|0;d=g;e=h+(c*24|0)|0;i=d;c=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=3553;f[c+20>>2]=0;c=i+24|0;i=c;b=b+-1|0}while((b|0)!=0);h=f[a>>2]|0;c=f[k>>2]|0;if((c|0)==(h|0)){c=d;g=h;b=h}else{b=g;do{m=c;c=c+-24|0;f[b+-24>>2]=f[c>>2];g=m+-20|0;f[b+-20>>2]=f[g>>2];f[c>>2]=0;f[g>>2]=0;g=m+-16|0;f[b+-16>>2]=f[g>>2];l=m+-12|0;f[b+-12>>2]=f[l>>2];f[g>>2]=0;f[l>>2]=0;m=m+-8|0;l=f[m+4>>2]|0;g=b+-8|0;f[g>>2]=f[m>>2];f[g+4>>2]=l;b=d+-24|0;d=b}while((c|0)!=(h|0));c=d;g=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=c;f[k>>2]=i;f[j>>2]=e;d=g;if((b|0)!=(d|0))do{c=f[b+-12>>2]|0;if(c|0)iOb(c);c=f[b+-20>>2]|0;b=b+-24|0;if(c|0)iOb(c)}while((b|0)!=(d|0));if(!g)return;sOb(g);return}function Gub(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;i=h+16|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[i>>2]=3553;j=h+20|0;f[j>>2]=0;k=h+8|0;l=f[c>>2]|0;c=f[c+4>>2]|0;g=c;if(!c){f[k>>2]=l;f[h+12>>2]=g;f[i>>2]=d;f[j>>2]=e;Dub(a,b,h);u=m;return}else{gOb(c);f[k>>2]=l;f[h+12>>2]=g;f[i>>2]=d;f[j>>2]=e;Dub(a,b,h);iOb(c);u=m;return}}function Hub(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=3553;f[e+20>>2]=0;g=f[c>>2]|0;c=f[c+4>>2]|0;d=c;if(!c){f[e>>2]=g;f[e+4>>2]=d;Dub(a,b,e);u=h;return}else{gOb(c);f[e>>2]=g;f[e+4>>2]=d;Dub(a,b,e);iOb(c);u=h;return}}function Iub(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+64|0;k=l+32|0;j=l+24|0;h=l;if((e|0)==0&g)if(Yub()|0){Twb(j);Lwb(h);Nwb(h,9728,9728);axb(f[j>>2]|0,34041,c,d,h);e=k+16|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[e>>2]=3553;g=k+20|0;f[g>>2]=0;i=f[j>>2]|0;h=j+4|0;c=f[h>>2]|0;d=(c|0)==0;if(!d)gOb(c);f[k+8>>2]=i;f[k+12>>2]=c;f[e>>2]=3553;f[g>>2]=0;if(Eub(a,33306,a+64|0,k)|0)b[a+92>>0]=0;if(!d)iOb(c);h=f[h>>2]|0;if(h|0)iOb(h);u=l;return 1}tub(j,34041,c,d,e);f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=3553;f[k+20>>2]=0;d=f[j>>2]|0;h=f[j+4>>2]|0;c=(h|0)==0;if(!c)gOb(h);f[k>>2]=d;f[k+4>>2]=h;if(Eub(a,33306,a+64|0,k)|0)b[a+92>>0]=0;if(!c){iOb(h);iOb(h)}u=l;return 1}function Jub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;d=f[a+4>>2]|0;if((d|0)==(f[a+8>>2]|0)){c=0;return c|0}e=f[d+8>>2]|0;if(!e)h=5;else if(!(f[e+8>>2]|0))h=5;else{g=e+16|0;d=e+20|0}do if((h|0)==5){d=f[d>>2]|0;if(!d){c=0;return c|0}if(!(f[d>>2]|0)){c=0;return c|0}else{g=d+8|0;d=d+12|0;break}}while(0);Iub(a,f[g>>2]|0,f[d>>2]|0,b,c,0)|0;c=1;return c|0}function Kub(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;if(!e){e=0;return e|0}b=f[a+48>>2]|0;if(!b)d=9;else{c=f[b+8>>2]|0;if(!c)d=9;else{b=f[e+48>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}if((f[a+56>>2]|0)!=(f[e+56>>2]|0)){e=0;return e|0}if((f[a+60>>2]|0)!=(f[e+60>>2]|0)){e=0;return e|0}}}if((d|0)==9){b=f[e+48>>2]|0;if(b|0)if(f[b+8>>2]|0){e=0;return e|0}b=f[a+40>>2]|0;if(!b)c=0;else c=f[b>>2]|0;b=f[e+40>>2]|0;if(!b)b=0;else b=f[b>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}}b=f[a+72>>2]|0;if(b|0){c=f[b+8>>2]|0;if(c|0){b=f[e+72>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}if((f[a+80>>2]|0)!=(f[e+80>>2]|0)){e=0;return e|0}e=(f[a+84>>2]|0)==(f[e+84>>2]|0);return e|0}}b=f[e+72>>2]|0;if(b|0)if(f[b+8>>2]|0){e=0;return e|0}b=f[a+64>>2]|0;if(!b)c=0;else c=f[b>>2]|0;b=f[e+64>>2]|0;if(!b)b=0;else b=f[b>>2]|0;e=(c|0)==(b|0);return e|0}function Lub(a){a=a|0;switch(Fe()|0){case 0:{a=a?0:240894;break}case 1280:{a=241011;break}case 1281:{a=240994;break}case 1282:{a=240973;break}case 1286:{a=240940;break}case 1285:{a=240923;break}default:a=240906}return a|0}function Mub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257496]|0){u=c;return 258920}if(!(MPb(257496)|0)){u=c;return 258920}f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}u=c;return 258920}function Nub(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;i=0;q=u;u=u+2448|0;f[((q+152|0)+4|0)>>2]=0;f[((q+152|0)+8|0)>>2]=0;o=(q+152|0)+4|0;f[(q+152|0)>>2]=o;g=Ke(7939)|0;f[(q+164|0)>>2]=0;f[(q+164|0)+4>>2]=0;f[(q+164|0)+8>>2]=0;h=pAb(g)|0;if(h>>>0>4294967279)vOb(q+164|0);if(h>>>0<11){b[((q+164|0)+11|0)>>0]=h;if(!h){d=q+164|0;j=(q+164|0)+11|0}else{c=q+164|0;e=(q+164|0)+11|0;i=6}}else{c=pOb(h+16&-16)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=h+16&-16|-2147483648;f[(q+164|0)+4>>2]=h;e=(q+164|0)+11|0;i=6}if((i|0)==6){bQb(c|0,g|0,h|0)|0;d=c;j=e}b[d+h>>0]=0;g=(q+12|0)+8|0;f[(q+12|0)>>2]=15884;f[((q+12|0)+60|0)>>2]=15904;f[(q+12|0)+4>>2]=0;tEb((q+12|0)+60|0,g);f[(q+12|0)+132>>2]=0;f[(q+12|0)+136>>2]=-1;f[(q+12|0)>>2]=42712;f[(q+12|0)+60>>2]=42732;xEb(g);f[g>>2]=39692;h=(q+12|0)+40|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[(q+12|0)+56>>2]=8;k3a(g,q+164|0);if((b[j>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;c=0;while(1){if(c<<24>>24<0){b[f[q>>2]>>0]=0;f[(q+4|0)>>2]=0}else{b[q>>0]=0;b[(q+11|0)>>0]=0}Oub(q+12|0,q)|0;c=b[(q+11|0)>>0]|0;if(!((c<<24>>24<0?f[(q+4|0)>>2]|0:c&255)|0))break;d=Pub(q+152|0,q+164|0,q)|0;if(!(f[d>>2]|0)){c=pOb(28)|0;xOb(c+16|0,q);e=f[(q+164|0)>>2]|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=e;f[d>>2]=c;e=f[f[(q+152|0)>>2]>>2]|0;if(e){f[(q+152|0)>>2]=e;c=f[d>>2]|0}r_a(f[((q+152|0)+4|0)>>2]|0,c);f[((q+152|0)+8|0)>>2]=(f[((q+152|0)+8|0)>>2]|0)+1}c=b[(q+11|0)>>0]|0}if(c<<24>>24<0)sOb(f[q>>2]|0);f[(q+12|0)>>2]=42712;f[((q+12|0)+60|0)>>2]=42732;f[g>>2]=39692;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);oDb(g);aEb(q+12|0,42744);jDb((q+12|0)+60|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241043;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=19;d=c;e=241069;g=d+19|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+19>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+1>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=17;d=c;e=241089;g=d+17|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+17>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+2>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241107;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+3>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(48)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483600;f[(q+164|0)+4>>2]=33;d=c;e=241133;g=d+33|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+33>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+4>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241167;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+5>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=27;d=c;e=241193;g=d+27|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+27>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+6>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=20;d=c;e=241221;g=d+20|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+20>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+7>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=27;d=c;e=241242;g=d+27|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+27>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+8>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241270;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+9>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);g=pOb(48)|0;f[(q+164|0)>>2]=g;f[(q+164|0)+8>>2]=-2147483600;f[(q+164|0)+4>>2]=32;h=g;i=241296;j=h+32|0;f[q+192>>2]=a;f[q+912>>2]=g;f[q+1280>>2]=l;f[q+1680>>2]=o;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2216>>2]=0;f[q+2220>>2]=0;kCb(q);l=f[q+1280>>2]|0;j=f[q+2144>>2]|0;i=f[q+2160>>2]|0;h=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+1280>>2]=l;f[q+1664>>2]=m;f[q+1680>>2]=o;f[q+2144>>2]=j;f[q+2160>>2]=i;f[q+2168>>2]=h;f[q+2208>>2]=0;f[q+2212>>2]=0;jCb(q);m=f[q+1664>>2]|0;h=f[q+2144>>2]|0;i=f[q+2160>>2]|0;j=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+1664>>2]=m;f[q+1680>>2]=o;f[q+2040>>2]=p;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2200>>2]=0;f[q+2204>>2]=0;iCb(q);p=f[q+2040>>2]|0;j=f[q+2144>>2]|0;i=f[q+2160>>2]|0;h=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+488>>2]=k;f[q+1680>>2]=o;f[q+2040>>2]=p;f[q+2144>>2]=j;f[q+2160>>2]=i;f[q+2168>>2]=h;f[q+2192>>2]=0;f[q+2196>>2]=0;hCb(q);p=f[q+488>>2]|0;h=f[q+2144>>2]|0;i=f[q+2160>>2]|0;j=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+488>>2]=p;f[q+1680>>2]=o;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2184>>2]=0;f[q+2188>>2]=0;gCb(q);G=f[q+2184>>2]|0;D=f[q+2188>>2]|0;H=+n[q+2188>>2];f[q+2184>>2]=0;f[q+2188>>2]=0;if((G|0)==5)return}function Oub(a,c){a=a|0;c=c|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m+4|0;g=m;zEb(l,a,0);if(!(b[l>>0]|0)){c=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(c,f[c+16>>2]|4);u=m;return a|0}e=c+11|0;if((b[e>>0]|0)<0){b[f[c>>2]>>0]=0;f[c+4>>2]=0}else{b[c>>0]=0;b[e>>0]=0}e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;l=f[e+12>>2]|0;l=(l|0)<1?2147483647:l;vEb(g,e);e=XFb(g,260896)|0;YFb(g);a:do if((l|0)>0){k=e+8|0;e=0;while(1){g=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;i=f[g+12>>2]|0;if((i|0)==(f[g+16>>2]|0)){g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;if((g|0)==-1){g=2;break a}}else g=h[i>>0]|0;i=g&255;if(i<<24>>24>-1)if(d[(f[k>>2]|0)+(g<<24>>24<<1)>>1]&8192){g=0;break a}LOb(c,i);e=e+1|0;g=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;i=g+12|0;j=f[i>>2]|0;if((j|0)==(f[g+16>>2]|0))Pg[f[(f[g>>2]|0)+40>>2]&1023](g)|0;else f[i>>2]=j+1;if((e|0)>=(l|0)){g=0;break}}}else{e=0;g=0}while(0);f[a+(f[(f[a>>2]|0)+-12>>2]|0)+12>>2]=0;c=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(c,f[c+16>>2]|((e|0)==0?g|4:g));u=m;return a|0}function Pub(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;e=a+4|0;g=f[e>>2]|0;if(!g){f[c>>2]=e;c=e;return c|0}m=b[d+11>>0]|0;l=m<<24>>24<0;m=l?f[d+4>>2]|0:m&255;l=l?f[d>>2]|0:d;d=a+4|0;while(1){h=g+16|0;a=b[h+11>>0]|0;i=a<<24>>24<0;a=i?f[g+20>>2]|0:a&255;j=a>>>0<m>>>0;e=j?a:m;if(!e)k=6;else{e=zBb(l,i?f[h>>2]|0:h,e)|0;if(!e)k=6;else if((e|0)<0)k=8;else k=10}if((k|0)==6)if(m>>>0<a>>>0)k=8;else k=10;if((k|0)==8){e=f[g>>2]|0;if(!e){k=9;break}else d=g}else if((k|0)==10){k=0;e=m>>>0<a>>>0?m:a;if(!e)k=12;else{e=zBb(i?f[h>>2]|0:h,l,e)|0;if(!e)k=12;else if((e|0)>=0){k=16;break}}if((k|0)==12)if(!j){k=16;break}d=g+4|0;e=f[d>>2]|0;if(!e){k=15;break}}g=e}if((k|0)==9){f[c>>2]=g;c=g;return c|0}else if((k|0)==15){f[c>>2]=g;c=d;return c|0}else if((k|0)==16){f[c>>2]=g;c=d;return c|0}return 0}function Qub(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[l>>2]|0;do if(d|0){k=b[c+11>>0]|0;j=k<<24>>24<0;k=j?f[c+4>>2]|0:k&255;j=j?f[c>>2]|0:c;a=l;a:while(1){c=d;while(1){e=c+16|0;h=b[e+11>>0]|0;g=h<<24>>24<0;h=g?f[c+20>>2]|0:h&255;d=k>>>0<h>>>0?k:h;if(!d)i=6;else{d=zBb(g?f[e>>2]|0:e,j,d)|0;if(!d)i=6;else if((d|0)>=0)break}if((i|0)==6){i=0;if(h>>>0>=k>>>0)break}c=f[c+4>>2]|0;if(!c)break a}d=f[c>>2]|0;if(!d){a=c;break}else a=c}if((a|0)!=(l|0)){d=a+16|0;g=b[d+11>>0]|0;e=g<<24>>24<0;g=e?f[a+20>>2]|0:g&255;c=g>>>0<k>>>0?g:k;if(c|0){c=zBb(j,e?f[d>>2]|0:d,c)|0;if(c|0){if((c|0)<0)break;return a|0}}if(k>>>0>=g>>>0){l=a;return l|0}}}while(0);return l|0}function Rub(a,c){a=a|0;c=c|0;if(!c)return;Rub(a,f[c>>2]|0);Rub(a,f[c+4>>2]|0);a=c+16|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);sOb(c);return}function Sub(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);return}function Tub(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);sOb(a);return}function Uub(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);return}function Vub(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);sOb(a);return}function Wub(){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);return 262930}function Xub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257512]|0){a=b[263043]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257512)|0)){a=b[263043]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262945]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262959]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262968]|0}else a=1}else a=1}b[263043]=a;d=b[263043]|0;d=d<<24>>24!=0;u=c;return d|0}function Yub(){var a=0;if(!(b[257520]|0))if(MPb(257520)|0){if(!(yd(2)|0))a=(Xub()|0)&1;else a=0;b[263044]=a}return (b[263044]|0)!=0|0}function Zub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257528]|0){a=b[263045]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257528)|0)){a=b[263045]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262930]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[263010]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263042]|0}else a=1}else a=1}b[263045]=a;d=b[263045]|0;d=d<<24>>24!=0;u=c;return d|0}function _ub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257536]|0){a=b[263046]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257536)|0)){a=b[263046]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262960]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263007]|0}else a=1}b[263046]=a;d=b[263046]|0;d=d<<24>>24!=0;u=c;return d|0}function $ub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257544]|0){a=b[263047]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257544)|0)){a=b[263047]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262961]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263008]|0}else a=1}b[263047]=a;d=b[263047]|0;d=d<<24>>24!=0;u=c;return d|0}function avb(){var a=0,c=0,d=0;d=u;u=u+16|0;a=d+8|0;c=d;if(!(b[257552]|0))if(MPb(257552)|0){Je(35632,36338,a|0,c|0);b[265126]=(f[c>>2]|0)!=0&1}u=d;return (b[265126]|0)!=0|0}function bvb(){return 0}function cvb(){var a=0;if(!(b[257560]|0))if(MPb(257560)|0){a=(yd(3)|0)!=0&1;b[263048]=a}return (b[263048]|0)!=0|0}function dvb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257568]|0){a=b[263049]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257568)|0)){a=b[263049]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262946]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262957]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263002]|0}else a=1}else a=1}b[263049]=a;d=b[263049]|0;d=d<<24>>24!=0;u=c;return d|0}function evb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257576]|0){a=b[263050]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257576)|0)){a=b[263050]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262936]|0}b[263050]=a;d=b[263050]|0;d=d<<24>>24!=0;u=c;return d|0}function fvb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257584]|0){a=b[263051]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257584)|0)){a=b[263051]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262935]|0}b[263051]=a;d=b[263051]|0;d=d<<24>>24!=0;u=c;return d|0}function gvb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function hvb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;b[a+8>>0]=3;b[a+9>>0]=0;return}function ivb(a,c){a=a|0;c=c|0;var d=0,e=0;e=f[c>>2]|0;f[c>>2]=0;d=f[a>>2]|0;f[a>>2]=e;if(d|0)tOb(d);f[a+4>>2]=f[c+4>>2];b[a+8>>0]=b[c+8>>0]|0;b[a+9>>0]=b[c+9>>0]|0;return a|0}function jvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0;f[a>>2]=0;if(!(e<<24>>24))g=(g&255)>3?3:g<<24>>24==2?1:g;h=rOb(d,265125)|0;f[a>>2]=h;if(!h){g=3;d=0;e=0}else bQb(h|0,c|0,d|0)|0;b[a+9>>0]=e;f[a+4>>2]=d;b[a+8>>0]=g;return}function kvb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=6408;f[a+16>>2]=5121;return}function lvb(a,b){a=a|0;b=b|0;var c=0,d=0;d=f[b>>2]|0;f[b>>2]=0;c=f[a>>2]|0;f[a>>2]=d;if(c|0)tOb(c);f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[a+16>>2]=f[b+16>>2];return a|0}function mvb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;f[a>>2]=0;f[a+4>>2]=b;f[a+8>>2]=c;f[a+12>>2]=d;f[a+16>>2]=e;switch(d|0){case 6409:{d=1;break}case 6410:{d=2;break}case 6407:{d=3;break}case 6408:{d=4;break}default:return}if((e|0)!=5121)return;d=X(X(c,b)|0,d)|0;b=rOb(d,265125)|0;f[a>>2]=b;if(!b)return;bQb(b|0,g|0,d|0)|0;return}function nvb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[64733]|0;b=b>>>0<8?b:8;if(!b)return;d=f[64748]|0;e=f[64751]|0;c=0;do{f[a+(c<<2)>>2]=f[d+(c<<2)>>2];f[a+32+(c<<2)>>2]=f[e+(c<<2)>>2];c=c+1|0}while(c>>>0<b>>>0);return}function ovb(a){a=a|0;var b=0,c=0,d=0,e=0;e=f[64747]|0;c=f[64733]|0;c=c>>>0<8?c:8;if(!c){Uvb(258928,e)|0;return}else d=0;do{b=a+(d<<2)|0;if((f[b>>2]|0)!=(f[(f[64748]|0)+(d<<2)>>2]|0)){Uvb(258928,d)|0;Vvb(258928,f[b>>2]|0)|0}b=a+32+(d<<2)|0;if((f[b>>2]|0)!=(f[(f[64751]|0)+(d<<2)>>2]|0)){Uvb(258928,d)|0;Wvb(258928,f[b>>2]|0)|0}d=d+1|0}while(d>>>0<c>>>0);Uvb(258928,e)|0;return}function pvb(a){a=a|0;var b=0;f[a>>2]=42764;b=f[a+12>>2]|0;if(b|0)ee(b|0);aOb(a);return}function qvb(a){a=a|0;var b=0;f[a>>2]=42764;b=f[a+12>>2]|0;if(b|0)ee(b|0);aOb(a);sOb(a);return}function rvb(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;ee(a|0);return}function svb(a){a=a|0;sOb(a);return}function tvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;p=q+28|0;m=q+16|0;l=q+4|0;k=q;if(d|0)if(f[e+16>>2]|0){f[p>>2]=0;o=p+4|0;f[o>>2]=0;f[p+8>>2]=0;f[m>>2]=0;n=m+4|0;f[n>>2]=0;f[m+8>>2]=0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;i=pAb(d)|0;if(i>>>0>4294967279)vOb(l);if(i>>>0<11){g=l+11|0;b[g>>0]=i;if(!i)h=l;else{h=l;j=9}}else{g=i+16&-16;h=pOb(g)|0;f[l>>2]=h;f[l+8>>2]=g|-2147483648;f[l+4>>2]=i;g=l+11|0;j=9}if((j|0)==9)bQb(h|0,d|0,i|0)|0;b[h+i>>0]=0;uvb(l,p,m,0,e)|0;if((b[g>>0]|0)<0)sOb(f[l>>2]|0);g=pAb(d)|0;h=qOb(g+5|0)|0;i=h;f[l>>2]=i;b[h+1>>0]=47;b[h>>0]=47;b[h+2>>0]=94;bQb(h+3|0,d|0,g|0)|0;b[h+(g+3)>>0]=10;b[h+(g+4)>>0]=0;g=f[o>>2]|0;if(g>>>0<(f[p+8>>2]|0)>>>0){f[l>>2]=0;f[g>>2]=i;f[o>>2]=g+4}else vvb(p,l);f[k>>2]=h;g=f[n>>2]|0;if(g>>>0<(f[m+8>>2]|0)>>>0){f[g>>2]=i;f[n>>2]=(f[n>>2]|0)+4}else wvb(m,k);g=f[l>>2]|0;f[l>>2]=0;if(g|0)tOb(g);g=pOb(20)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=42764;i=g+12|0;f[i>>2]=0;e=i;j=g;f[g+16>>2]=c;c=$d(c|0)|0;f[i>>2]=c;g=f[m>>2]|0;Te(c|0,(f[n>>2]|0)-g>>2|0,g|0,0);g=f[m>>2]|0;if(g|0){h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[p>>2]|0;if(g|0){h=f[o>>2]|0;if((h|0)!=(g|0)){do{n=h+-4|0;f[o>>2]=n;h=f[n>>2]|0;f[n>>2]=0;if(h|0)tOb(h);h=f[o>>2]|0}while((h|0)!=(g|0));g=f[p>>2]|0}sOb(g)}Zd(f[i>>2]|0);f[a>>2]=e;f[a+4>>2]=j;u=q;return}f[a>>2]=0;f[a+4>>2]=0;u=q;return}function uvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;w=E+44|0;B=E+20|0;C=E+12|0;D=E;m=E+40|0;x=E+36|0;y=E+32|0;z=E+16|0;A=E+8|0;f[D>>2]=0;l=a+11|0;f[w>>2]=(b[l>>0]|0)<0?f[a>>2]|0:a;f[B>>2]=D;f[C>>2]=E+4;i=f[g+16>>2]|0;if(!i)vd();do if(Tg[f[(f[i>>2]|0)+24>>2]&15](i,w,B,C)|0){i=f[D>>2]|0;j=c+4|0;k=f[j>>2]|0;if(k>>>0<(f[c+8>>2]|0)>>>0){f[D>>2]=0;f[k>>2]=i;f[j>>2]=k+4;n=i;i=1;break}else{vvb(c,D);n=i;i=1;break}}else{n=0;i=0}while(0);j=f[D>>2]|0;f[D>>2]=0;if(j|0)tOb(j);if(!i){D=e;u=E;return D|0}j=b[l>>0]|0;v=j<<24>>24<0;i=v?f[a>>2]|0:a;k=i;j=i+(v?f[a+4>>2]|0:j&255)|0;while(1){if((j|0)==(i|0)){v=14;break}j=j+-1|0;if(TAb(245082,h[j>>0]|0,2)|0){v=13;break}}if((v|0)==13){i=j-k|0;if((i|0)==-1)v=14;else yOb(B,a,0,i+1|0,w)}if((v|0)==14){f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0}f[m>>2]=(f[d>>2]|0)+(e<<2);f[C>>2]=n;f[w>>2]=f[m>>2];xvb(d,w,C)|0;p=B+11|0;q=B+4|0;r=w+11|0;s=w+8|0;t=w+4|0;i=e+1|0;j=n;a:while(1){while(1){if(!j)break a;k=b[j>>0]|0;if(!(k<<24>>24))break a;else l=j;b:while(1){switch(k<<24>>24){case 35:{k=l;v=22;break b}case 9:case 32:break;default:{m=0;n=0;e=0;o=0;k=l;break b}}k=l+1|0;l=k;k=b[k>>0]|0}c:do if((v|0)==22){d:while(1){v=0;l=k+1|0;switch(b[l>>0]|0){case 9:case 32:{k=l;v=22;break}default:break d}}if(RAb(l,245085,7)|0){a=(RAb(l,245093,6)|0)==0;m=a;n=0;e=0;o=0;k=a?k+7|0:l;break}k=k+8|0;e:while(1){switch(b[k>>0]|0){case 34:break e;case 9:case 32:break;default:{m=0;n=0;e=0;o=0;break c}}k=k+1|0}l=k+1|0;a=l;f:while(1){k=b[a>>0]|0;switch(k<<24>>24){case 0:case 10:case 34:break f;default:{}}a=a+1|0}k=k<<24>>24==34;m=0;n=k;e=k?a:0;o=l;k=k?a+1|0:a}while(0);g:do{a=k;l=b[k>>0]|0;h:while(1){switch(l<<24>>24){case 0:{k=a;break g}case 92:break;default:break h}k=a+1|0;l=b[k>>0]|0;switch(l<<24>>24){case 10:case 13:{k=a;l=92;v=36;break g}default:a=k}}k=a+1|0}while(l<<24>>24!=10);i:do if((v|0)==36)while(1){v=0;switch(l<<24>>24){case 10:case 13:case 92:break;default:break i}l=k+1|0;b[k>>0]=32;k=l;l=b[l>>0]|0;v=36}while(0);if(n){v=40;break}if(m){v=54;break}else j=k}if((v|0)==40){v=0;b[j>>0]=0;b[e>>0]=0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;j=b[p>>0]|0;if(j<<24>>24<0){l=f[q>>2]|0;m=pAb(o)|0;a=f[B>>2]|0}else{l=j&255;a=B;m=pAb(o)|0}j=l+m|0;if(j>>>0>4294967279){v=44;break}if(j>>>0<11){b[r>>0]=l;j=w}else{e=j+16&-16;j=pOb(e)|0;f[w>>2]=j;f[s>>2]=e|-2147483648;f[t>>2]=l}if(l|0)bQb(j|0,a|0,l|0)|0;b[j+l>>0]=0;JOb(w,o,m)|0;i=uvb(w,c,d,i,g)|0;if((b[r>>0]|0)<0)sOb(f[w>>2]|0);f[x>>2]=(f[d>>2]|0)+(i<<2);f[C>>2]=245100;f[w>>2]=f[x>>2];xvb(d,w,C)|0;f[y>>2]=(f[d>>2]|0)+(i+1<<2);f[C>>2]=k;f[w>>2]=f[y>>2];xvb(d,w,C)|0}else if((v|0)==54){v=0;b[j>>0]=0;f[C>>2]=245102;o=Mub()|0;if((f[o>>2]|0)>>>0>2)f[C>>2]=245116;f[z>>2]=(f[d>>2]|0)+(i<<2);f[w>>2]=f[z>>2];yvb(d,w,C)|0;f[A>>2]=(f[d>>2]|0)+(i+1<<2);f[D>>2]=k;f[w>>2]=f[A>>2];xvb(d,w,D)|0}i=i+2|0;j=k}if((v|0)==44)vOb(w);if((b[p>>0]|0)<0)sOb(f[B>>2]|0);D=i;u=E;return D|0}function vvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+4|0;c=f[a>>2]|0;e=(f[j>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>1;c=i>>2>>>0<536870911?(c>>>0<d>>>0?d:c):1073741823;do if(!c)g=0;else if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;break}while(0);d=g+(e<<2)|0;e=d;i=g+(c<<2)|0;h=f[b>>2]|0;f[b>>2]=0;f[d>>2]=h;h=d+4|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{c=c+-4|0;g=f[c>>2]|0;f[c>>2]=0;f[d+-4>>2]=g;d=e+-4|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)tOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function wvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function xvb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>2<<2)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){f[o>>2]=f[c>>2];f[p>>2]=(f[p>>2]|0)+4;p=o;return p|0}e=b-(o+4)|0;g=e>>2;b=o+(g<<2)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];b=b+4|0;d=(f[p>>2]|0)+4|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<2)|0,o|0,e|0)|0;f[o>>2]=f[c>>2];p=o;return p|0}b=(b-e>>2)+1|0;if(b>>>0>1073741823)AMb(a);m=d-e|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<b>>>0?b:d):1073741823;m=o;h=j>>2;do if(!d){k=0;l=0}else if(d>>>0>1073741823)vd();else{l=pOb(d<<2)|0;k=l;break}while(0);b=k+(h<<2)|0;e=b;i=k+(d<<2)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)<<2)|0;e=b;break}d=d<<2>>1;d=(d|0)==0?1:d;if(d>>>0>1073741823)vd();j=pOb(d<<2)|0;b=j+(d>>>2<<2)|0;e=b;d=j+(d<<2)|0;if(!k)i=d;else{sOb(l);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];b=e+4|0;d=m-g|0;h=e+(0-(d>>2)<<2)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[p>>2]|0)-m|0;if((d|0)>0){bQb(b|0,o|0,d|0)|0;b=b+(d>>>2<<2)|0}d=f[a>>2]|0;f[a>>2]=h;f[p>>2]=b;f[n>>2]=i;if(!d){p=e;return p|0}sOb(d);p=e;return p|0}function yvb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>2<<2)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){f[o>>2]=f[c>>2];f[p>>2]=(f[p>>2]|0)+4;p=o;return p|0}e=b-(o+4)|0;g=e>>2;b=o+(g<<2)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];b=b+4|0;d=(f[p>>2]|0)+4|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<2)|0,o|0,e|0)|0;if(o>>>0<=c>>>0)c=(f[p>>2]|0)>>>0>c>>>0?c+4|0:c;f[o>>2]=f[c>>2];p=o;return p|0}b=(b-e>>2)+1|0;if(b>>>0>1073741823)AMb(a);m=d-e|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<b>>>0?b:h):1073741823;m=o;i=j>>2;do if(!h){k=0;l=0}else if(h>>>0>1073741823)vd();else{l=pOb(h<<2)|0;k=l;break}while(0);b=k+(i<<2)|0;e=b;d=k+(h<<2)|0;do if((i|0)==(h|0)){if((j|0)>0){b=b+(((h+1|0)/-2|0)<<2)|0;e=b;break}d=h<<2>>1;d=(d|0)==0?1:d;if(d>>>0>1073741823)vd();j=pOb(d<<2)|0;b=j+(d>>>2<<2)|0;e=b;d=j+(d<<2)|0;if(k){sOb(l);g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];c=e+4|0;b=m-g|0;h=e+(0-(b>>2)<<2)|0;if((b|0)>0)bQb(h|0,g|0,b|0)|0;b=(f[p>>2]|0)-m|0;if((b|0)>0){bQb(c|0,o|0,b|0)|0;c=c+(b>>>2<<2)|0}b=f[a>>2]|0;f[a>>2]=h;f[p>>2]=c;f[n>>2]=d;if(!b){p=e;return p|0}sOb(b);p=e;return p|0}function zvb(a){a=a|0;var b=0,c=0;c=pOb(28)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42792;b=c+12|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[a>>2]=b;f[a+4>>2]=c;a=_d()|0;f[b>>2]=a;return}function Avb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=42792;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b){aOb(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-8|0;f[g>>2]=c;d=f[d+-4>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);return}function Bvb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=42792;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b){aOb(a);sOb(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-8|0;f[g>>2]=c;d=f[d+-4>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);sOb(a);return}function Cvb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b)return;d=a+20|0;a=f[d>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-8|0;f[d>>2]=a;c=f[c+-4>>2]|0;if(c){iOb(c);a=f[d>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[e>>2]|0}sOb(b);return}function Dvb(a){a=a|0;sOb(a);return}function Evb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;h=n+16|0;j=n+8|0;g=n;f[h>>2]=0;m=h+4|0;f[m>>2]=0;f[j>>2]=0;l=j+4|0;f[l>>2]=0;i=pOb(28)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=42792;k=i+12|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[a>>2]=k;f[a+4>>2]=i;a=_d()|0;f[k>>2]=a;if(e){tvb(g,35633,b,d,1);a=f[g>>2]|0;b=g+4|0;e=f[b>>2]|0;f[g>>2]=0;f[b>>2]=0;f[h>>2]=a;a=f[m>>2]|0;f[m>>2]=e;if(a|0)iOb(a);tvb(g,35632,c,d,1);a=f[g>>2]|0;c=g+4|0;d=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[j>>2]=a;a=f[l>>2]|0;f[l>>2]=d;if(a|0)iOb(a)}else{tvb(g,35633,b,d,0);a=f[g>>2]|0;b=g+4|0;e=f[b>>2]|0;f[g>>2]=0;f[b>>2]=0;f[h>>2]=a;a=f[m>>2]|0;f[m>>2]=e;if(a|0)iOb(a);tvb(g,35632,c,d,0);a=f[g>>2]|0;c=g+4|0;d=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[j>>2]=a;a=f[l>>2]|0;f[l>>2]=d;if(a|0)iOb(a)}a=f[h>>2]|0;b=a;do if(a|0){a=f[a>>2]|0;if(a|0){Md(f[k>>2]|0,a|0);e=i+20|0;a=f[e>>2]|0;if((a|0)==(f[i+24>>2]|0)){Fvb(i+16|0,h);break}f[a>>2]=b;b=f[m>>2]|0;f[a+4>>2]=b;if(b){gOb(b);a=f[e>>2]|0}f[e>>2]=a+8}}while(0);a=f[j>>2]|0;b=a;do if(a|0){a=f[a>>2]|0;if(a|0){Md(f[k>>2]|0,a|0);e=i+20|0;a=f[e>>2]|0;if((a|0)==(f[i+24>>2]|0)){Fvb(i+16|0,j);break}f[a>>2]=b;b=f[l>>2]|0;f[a+4>>2]=b;if(b){gOb(b);a=f[e>>2]|0}f[e>>2]=a+8}}while(0);Ne(f[k>>2]|0);a=f[l>>2]|0;if(a|0)iOb(a);a=f[m>>2]|0;if(!a){u=n;return}iOb(a);u=n;return}function Fvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Gvb(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;if(!c)return;c=f[c>>2]|0;if(!c)return;Md(f[a>>2]|0,c|0);d=a+8|0;c=f[d>>2]|0;if((c|0)==(f[a+12>>2]|0)){Fvb(a+4|0,b);return}f[c>>2]=f[b>>2];a=f[b+4>>2]|0;f[c+4>>2]=a;if(a){gOb(a);c=f[d>>2]|0}f[d>>2]=c+8;return}function Hvb(a,b){a=a|0;b=b|0;Ne(f[a>>2]|0);return}function Ivb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35714,b|0);u=c;return (f[b>>2]|0)==1|0}function Jvb(a,b){a=a|0;b=b|0;return De(f[a>>2]|0,b|0)|0}function Kvb(a,b){a=a|0;b=b|0;return Le(f[a>>2]|0,b|0)|0}function Lvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35721,b|0);u=c;return f[b>>2]|0}function Mvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35718,b|0);u=c;return f[b>>2]|0}function Nvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35722,b|0);u=c;return f[b>>2]|0}function Ovb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35719,b|0);u=c;return f[b>>2]|0}function Pvb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;Be(f[a>>2]|0,b|0,c|0,d|0,e|0,g|0,h|0);return}function Qvb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;Ce(f[a>>2]|0,b|0,c|0,d|0,e|0,g|0,h|0);return}function Rvb(){f[64748]=0;f[64749]=0;f[64750]=0;f[64751]=0;f[64752]=0;f[64753]=0;return}function Svb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+20|0;m=o+16|0;n=o;He(2978,n|0);f[a+44>>2]=f[n>>2];f[a+48>>2]=f[n+4>>2];f[a+52>>2]=f[n+8>>2];f[a+56>>2]=f[n+12>>2];He(35660,l|0);f[a>>2]=f[l>>2];He(35661,l|0);k=a+4|0;f[k>>2]=f[l>>2];He(36347,l|0);j=(f[l>>2]|0)>>>1;f[a+8>>2]=j>>>0>128?j:128;He(36349,l|0);f[a+12>>2]=f[l>>2];He(34921,l|0);f[a+16>>2]=f[l>>2];He(34024,l|0);f[a+20>>2]=f[l>>2];He(3379,l|0);f[a+24>>2]=f[l>>2];if($ub()|0){He(36183,l|0);c=f[l>>2]|0}else c=0;f[a+28>>2]=c;j=a+64|0;e=f[k>>2]|0;g=a+68|0;h=f[g>>2]|0;d=f[j>>2]|0;c=h-d>>2;if(e>>>0>c>>>0){eCa(j,e-c|0);e=f[k>>2]|0}else if(e>>>0<c>>>0){c=d+(e<<2)|0;if((c|0)!=(h|0))f[g>>2]=h+(~((h+-4-c|0)>>>2)<<2)}i=a+76|0;g=a+80|0;h=f[g>>2]|0;d=f[i>>2]|0;c=h-d>>2;if(e>>>0>c>>>0)eCa(i,e-c|0);else if(e>>>0<c>>>0){c=d+(e<<2)|0;if((c|0)!=(h|0))f[g>>2]=h+(~((h+-4-c|0)>>>2)<<2)}He(3414,l|0);f[a+32>>2]=f[l>>2];if(dvb()|0){He(36063,l|0);c=f[l>>2]|0}else c=1;f[a+36>>2]=c;Ge(33901,n|0);f[a+40>>2]=f[n+4>>2];He(34016,l|0);c=(f[l>>2]|0)+-33984|0;d=a+60|0;f[d>>2]=c;if(f[k>>2]|0){c=0;do{Ld(c+33984|0);He(32873,l|0);f[(f[j>>2]|0)+(c<<2)>>2]=f[l>>2];He(34068,l|0);f[(f[i>>2]|0)+(c<<2)>>2]=f[l>>2];c=c+1|0}while(c>>>0<(f[k>>2]|0)>>>0);c=f[d>>2]|0}Ld(c+33984|0);He(34964,l|0);f[a+88>>2]=f[l>>2];He(34965,l|0);f[a+92>>2]=f[l>>2];He(35725,l|0);f[a+96>>2]=f[l>>2];He(36007,l|0);f[a+100>>2]=f[l>>2];k=_ub()|0;He(36006,l|0);c=f[l>>2]|0;f[a+104>>2]=c;if(k){He(36010,l|0);c=f[l>>2]|0}f[a+108>>2]=c;He(3317,l|0);f[a+112>>2]=f[l>>2];He(3333,l|0);f[a+116>>2]=f[l>>2];Ee(3107,n|0);b[a+120>>0]=(b[n>>0]|0)==1&1;b[a+121>>0]=(b[n+1>>0]|0)==1&1;b[a+122>>0]=(b[n+2>>0]|0)==1&1;b[a+123>>0]=(b[n+3>>0]|0)==1&1;He(2930,l|0);b[a+124>>0]=(f[l>>2]|0)==1&1;He(2886,l|0);f[a+128>>2]=f[l>>2];Ge(3106,n|0);f[a+132>>2]=f[n>>2];f[a+136>>2]=f[n+4>>2];f[a+140>>2]=f[n+8>>2];f[a+144>>2]=f[n+12>>2];Ge(2931,m|0);f[a+148>>2]=f[m>>2];He(2961,l|0);f[a+152>>2]=f[l>>2];He(32777,l|0);f[a+156>>2]=f[l>>2];He(34877,l|0);f[a+160>>2]=f[l>>2];He(32969,l|0);f[a+164>>2]=f[l>>2];He(32971,l|0);f[a+168>>2]=f[l>>2];He(32968,l|0);f[a+172>>2]=f[l>>2];He(32970,l|0);f[a+176>>2]=f[l>>2];He(2885,l|0);f[a+180>>2]=f[l>>2];He(2932,l|0);f[a+184>>2]=f[l>>2];Ge(2928,n|0);f[a+188>>2]=f[n>>2];f[a+192>>2]=f[n+4>>2];Ge(32824,m|0);f[a+196>>2]=f[m>>2];Ge(10752,m|0);f[a+200>>2]=f[m>>2];He(3088,n|0);f[a+204>>2]=f[n>>2];f[a+208>>2]=f[n+4>>2];f[a+212>>2]=f[n+8>>2];f[a+216>>2]=f[n+12>>2];He(2962,l|0);f[a+220>>2]=f[l>>2];He(2967,l|0);f[a+224>>2]=f[l>>2];He(2963,l|0);f[a+228>>2]=f[l>>2];He(34816,l|0);f[a+232>>2]=f[l>>2];He(36003,l|0);f[a+236>>2]=f[l>>2];He(36004,l|0);f[a+240>>2]=f[l>>2];He(2968,l|0);f[a+244>>2]=f[l>>2];He(36005,l|0);f[a+248>>2]=f[l>>2];He(2964,l|0);f[a+252>>2]=f[l>>2];He(2965,l|0);f[a+256>>2]=f[l>>2];He(2966,l|0);f[a+260>>2]=f[l>>2];He(34817,l|0);f[a+264>>2]=f[l>>2];He(34818,l|0);f[a+268>>2]=f[l>>2];He(34819,l|0);f[a+272>>2]=f[l>>2];n=(Me(3042)|0)<<24>>24==1&1;b[a+276>>0]=n;n=(Me(2884)|0)<<24>>24==1&1;b[a+277>>0]=n;n=(Me(2929)|0)<<24>>24==1&1;b[a+278>>0]=n;n=(Me(3024)|0)<<24>>24==1&1;b[a+279>>0]=n;n=(Me(32823)|0)<<24>>24==1&1;b[a+280>>0]=n;n=(Me(32926)|0)<<24>>24==1&1;b[a+281>>0]=n;n=(Me(32928)|0)<<24>>24==1&1;b[a+282>>0]=n;n=(Me(3089)|0)<<24>>24==1&1;b[a+283>>0]=n;n=(Me(2960)|0)<<24>>24==1&1;b[a+284>>0]=n;u=o;return}function Tvb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+44|0;h=a+48|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+52>>2]|0)==(d|0))if((f[a+56>>2]|0)==(e|0)){h=0;return h|0}tf(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+52>>2]=d;f[a+56>>2]=e;h=1;return h|0}function Uvb(a,b){a=a|0;b=b|0;a=a+60|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Ld(b+33984|0);f[a>>2]=b;b=1;return b|0}function Vvb(a,b){a=a|0;b=b|0;var c=0;c=a+60|0;a=a+64|0;if((f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]|0)==(b|0)){c=0;return c|0}Qd(3553,b|0);f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]=b;c=1;return c|0}function Wvb(a,b){a=a|0;b=b|0;var c=0;c=a+60|0;a=a+76|0;if((f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]|0)==(b|0)){c=0;return c|0}Qd(34067,b|0);f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]=b;c=1;return c|0}function Xvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;e=g;f[e>>2]=b;if(!b){u=g;return}c=f[a+64>>2]|0;d=f[a+68>>2]|0;a:do if((c|0)!=(d|0))while(1){if((f[c>>2]|0)==(b|0))f[c>>2]=0;c=c+4|0;if((c|0)==(d|0))break a;b=f[e>>2]|0}while(0);c=f[a+76>>2]|0;b=f[a+80>>2]|0;if((c|0)!=(b|0))do{if((f[c>>2]|0)==(f[e>>2]|0))f[c>>2]=0;c=c+4|0}while((c|0)!=(b|0));fe(1,e|0);u=g;return}function Yvb(a,b){a=a|0;b=b|0;a=a+88|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Nd(34962,b|0);f[a>>2]=b;b=1;return b|0}function Zvb(a,b){a=a|0;b=b|0;a=a+92|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Nd(34963,b|0);f[a>>2]=b;b=1;return b|0}function _vb(a,b,c){a=a|0;b=b|0;c=c|0;switch(b|0){case 34962:{a=a+88|0;if((f[a>>2]|0)==(c|0))a=0;else{Nd(34962,c|0);f[a>>2]=c;a=1}break}case 34963:{a=a+92|0;if((f[a>>2]|0)==(c|0))a=0;else{Nd(34963,c|0);f[a>>2]=c;a=1}break}default:a=0}return a|0}function $vb(a,b){a=a|0;b=b|0;switch(b|0){case 34962:{a=a+88|0;break}case 34963:{a=a+92|0;break}default:{b=0;return b|0}}b=f[a>>2]|0;return b|0}function awb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;f[d>>2]=b;if(!b){u=e;return}c=a+88|0;if((f[c>>2]|0)==(b|0))f[c>>2]=0;a=a+92|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;ae(1,d|0);u=e;return}function bwb(a,b){a=a|0;b=b|0;a=a+96|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}of(b|0);f[a>>2]=b;b=1;return b|0}function cwb(a,b){a=a|0;b=b|0;a=a+100|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Pd(36161,b|0);f[a>>2]=b;b=1;return b|0}function dwb(a,b){a=a|0;b=b|0;var c=0;c=a+104|0;a=a+108|0;if((f[c>>2]|0)==(b|0))if((f[a>>2]|0)==(b|0)){c=0;return c|0}Od(36160,b|0);f[a>>2]=b;f[c>>2]=b;c=1;return c|0}function ewb(a,b){a=a|0;b=b|0;a=a+104|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Od(36009,b|0);f[a>>2]=b;b=1;return b|0}function fwb(a,b){a=a|0;b=b|0;a=a+108|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Od(36008,b|0);f[a>>2]=b;b=1;return b|0}function gwb(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;f[c>>2]=b;if(!b){u=d;return}a=a+100|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;de(1,c|0);u=d;return}function hwb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;f[d>>2]=b;if(!b){u=e;return}c=a+104|0;if((f[c>>2]|0)==(b|0))f[c>>2]=0;a=a+108|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;be(1,d|0);u=e;return}function iwb(a,b){a=a|0;b=b|0;a=a+112|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Oe(3317,b|0);f[a>>2]=b;b=1;return b|0}function jwb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0;i=c&1;j=d&1;k=e&1;l=f&1;m=a+120|0;g=a+121|0;if((h[m>>0]|0|0)==(c&1|0))if((h[g>>0]|0|0)==(d&1|0))if((h[a+122>>0]|0|0)==(e&1|0))if((h[a+123>>0]|0|0)==(f&1|0)){m=0;return m|0}Yd(i|0,j|0,k|0,l|0);b[m>>0]=i;b[g>>0]=j;b[a+122>>0]=k;b[a+123>>0]=l;m=1;return m|0}function kwb(a,c){a=a|0;c=c|0;var d=0;d=c&1;a=a+124|0;if((h[a>>0]|0|0)==(c&1|0)){d=0;return d|0}he(d|0);b[a>>0]=d;d=1;return d|0}function lwb(a,b){a=a|0;b=b|0;a=a+128|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}ve(b|0);f[a>>2]=b;b=1;return b|0}function mwb(a,b,c,d,e){a=a|0;b=+b;c=+c;d=+d;e=+e;var f=0,g=0;f=a+132|0;g=a+136|0;if(+n[f>>2]==b)if(+n[g>>2]==c)if(+n[a+140>>2]==d)if(+n[a+144>>2]==e){g=0;return g|0}Wd(+b,+c,+d,+e);n[f>>2]=b;n[g>>2]=c;n[a+140>>2]=d;n[a+144>>2]=e;g=1;return g|0}function nwb(a,b){a=a|0;b=b|0;a=a+152|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xd(b|0);f[a>>2]=b;b=1;return b|0}function owb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+164|0;h=a+172|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+168>>2]|0)==(d|0))if((f[a+176>>2]|0)==(e|0)){h=0;return h|0}Sd(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+168>>2]=d;f[a+176>>2]=e;h=1;return h|0}function pwb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=a+164|0;e=a+168|0;if((f[d>>2]|0)==(b|0))if((f[e>>2]|0)==(b|0))if((f[a+172>>2]|0)==(c|0))if((f[a+176>>2]|0)==(c|0)){e=0;return e|0}Rd(b|0,c|0);f[e>>2]=b;f[d>>2]=b;f[a+176>>2]=c;f[a+172>>2]=c;e=1;return e|0}function qwb(a,b){a=a|0;b=b|0;a=a+184|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}ge(b|0);f[a>>2]=b;b=1;return b|0}function rwb(a,b,c){a=a|0;b=+b;c=+c;var d=0;d=a+188|0;a=a+192|0;if(+n[d>>2]==b)if(+n[a>>2]==c){d=0;return d|0}ie(+b,+c);n[d>>2]=b;n[a>>2]=c;d=1;return d|0}function swb(a,b,c){a=a|0;b=+b;c=+c;var d=0;d=a+196|0;a=a+200|0;if(+n[d>>2]==b)if(+n[a>>2]==c){d=0;return d|0}Pe(+b,+c);n[d>>2]=b;n[a>>2]=c;d=1;return d|0}function twb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+204|0;h=a+208|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+212>>2]|0)==(d|0))if((f[a+216>>2]|0)==(e|0)){h=0;return h|0}Se(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+212>>2]=d;f[a+216>>2]=e;h=1;return h|0}function uwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+220|0;g=a+232|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(b|0))if((f[a+224>>2]|0)==(c|0))if((f[a+236>>2]|0)==(c|0))if((f[a+228>>2]|0)==(d|0))if((f[a+240>>2]|0)==(d|0)){g=0;return g|0}Ue(b|0,c|0,d|0);f[g>>2]=b;f[e>>2]=b;f[a+236>>2]=c;f[a+224>>2]=c;f[a+240>>2]=d;f[a+228>>2]=d;g=1;return g|0}function vwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+220|0;g=a+224|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+228>>2]|0)==(d|0)){g=0;return g|0}Ve(1028,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+228>>2]=d;g=1;return g|0}function wwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+232|0;g=a+236|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+240>>2]|0)==(d|0)){g=0;return g|0}Ve(1029,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+240>>2]=d;g=1;return g|0}function xwb(a,b){a=a|0;b=b|0;var c=0;c=a+244|0;a=a+248|0;if((f[c>>2]|0)==(b|0))if((f[a>>2]|0)==(b|0)){c=0;return c|0}We(b|0);f[a>>2]=b;f[c>>2]=b;c=1;return c|0}function ywb(a,b){a=a|0;b=b|0;a=a+244|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xe(1028,b|0);f[a>>2]=b;b=1;return b|0}function zwb(a,b){a=a|0;b=b|0;a=a+248|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xe(1029,b|0);f[a>>2]=b;b=1;return b|0}function Awb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+252|0;g=a+264|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(b|0))if((f[a+256>>2]|0)==(c|0))if((f[a+268>>2]|0)==(c|0))if((f[a+260>>2]|0)==(d|0))if((f[a+272>>2]|0)==(d|0)){g=0;return g|0}Ye(b|0,c|0,d|0);f[g>>2]=b;f[e>>2]=b;f[a+268>>2]=c;f[a+256>>2]=c;f[a+272>>2]=d;f[a+260>>2]=d;g=1;return g|0}function Bwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+252|0;g=a+256|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+260>>2]|0)==(d|0)){g=0;return g|0}Ze(1028,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+260>>2]=d;g=1;return g|0}function Cwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+264|0;g=a+268|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+272>>2]|0)==(d|0)){g=0;return g|0}Ze(1029,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+272>>2]=d;g=1;return g|0}function Dwb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+220|0;d=(f[i>>2]|0)==(b|0);if(d)if((f[a+232>>2]|0)==(b|0)){i=0;return i|0}e=f[a+224>>2]|0;g=a+236|0;if((e|0)==(f[g>>2]|0)){c=f[a+228>>2]|0;if((c|0)==(f[a+240>>2]|0)){Ue(b|0,e|0,c|0);c=a+232|0}else h=6}else h=6;if((h|0)==6){if(!d)Ve(1028,b|0,e|0,f[a+228>>2]|0);c=a+232|0;if((f[c>>2]|0)!=(b|0))Ve(1029,b|0,f[g>>2]|0,f[a+240>>2]|0)}f[c>>2]=b;f[i>>2]=b;i=1;return i|0}function Ewb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+224|0;d=(f[i>>2]|0)==(b|0);if(d)if((f[a+236>>2]|0)==(b|0)){i=0;return i|0}e=f[a+220>>2]|0;g=a+232|0;if((e|0)==(f[g>>2]|0)){c=f[a+228>>2]|0;if((c|0)==(f[a+240>>2]|0)){Ue(e|0,b|0,c|0);c=a+236|0}else h=6}else h=6;if((h|0)==6){if(!d)Ve(1028,e|0,b|0,f[a+228>>2]|0);c=a+236|0;if((f[c>>2]|0)!=(b|0))Ve(1029,f[g>>2]|0,b|0,f[a+240>>2]|0)}f[c>>2]=b;f[i>>2]=b;i=1;return i|0}function Fwb(a,c){a=a|0;c=c|0;a=a+276|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(3042);else je(3042);b[a>>0]=c&1;c=1;return c|0}function Gwb(a,c){a=a|0;c=c|0;a=a+277|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2884);else je(2884);b[a>>0]=c&1;c=1;return c|0}function Hwb(a,c){a=a|0;c=c|0;a=a+278|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2929);else je(2929);b[a>>0]=c&1;c=1;return c|0}function Iwb(a,c){a=a|0;c=c|0;a=a+280|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(32823);else je(32823);b[a>>0]=c&1;c=1;return c|0}function Jwb(a,c){a=a|0;c=c|0;a=a+283|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(3089);else je(3089);b[a>>0]=c&1;c=1;return c|0}function Kwb(a,c){a=a|0;c=c|0;a=a+284|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2960);else je(2960);b[a>>0]=c&1;c=1;return c|0}function Lwb(a){a=a|0;f[a>>2]=33071;f[a+4>>2]=33071;f[a+8>>2]=9729;f[a+12>>2]=9729;n[a+16>>2]=1.0;return}function Mwb(a,b,c){a=a|0;b=b|0;c=c|0;f[a>>2]=b;f[a+4>>2]=(c|0)==0?b:c;return}function Nwb(a,b,c){a=a|0;b=b|0;c=c|0;f[a+8>>2]=b;f[a+12>>2]=(c|0)==0?b:c;return}function Owb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=1.0;f[a+16>>2]=f[(b>1.0?e:d)>>2];u=c;return}function Pwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[a>>2]|0;if((f[a+28>>2]|0)!=(f[e+44>>2]|0)){a=0;return a|0}f[e+16>>2]=b;f[e+20>>2]=c;c=a+8|0;e=e+24|0;f[e>>2]=f[c>>2];f[e+4>>2]=f[c+4>>2];f[e+8>>2]=f[c+8>>2];f[e+12>>2]=f[c+12>>2];f[e+16>>2]=f[c+16>>2];switch(d|0){case 1:{b=6409;break}case 2:{b=6410;break}case 3:{b=6407;break}default:b=6408}c=f[a>>2]|0;f[c+12>>2]=b;f[a+32>>2]=f[(f[64748]|0)+(f[64747]<<2)>>2];if(!c)b=0;else b=f[c+8>>2]|0;Vvb(258928,b)|0;a=1;return a|0}function Qwb(a,c,d){a=a|0;c=c|0;d=d|0;do if(!a){a=f[c>>2]|0;if((f[c+28>>2]|0)==(f[a+44>>2]|0))if(!d){b[a+48>>0]=0;a=f[c+44>>2]|0;if(!a)break;gh[a&2047](f[c+36>>2]|0);break}else{Rwb(a);Vvb(258928,f[c+32>>2]|0)|0;b[(f[c>>2]|0)+48>>0]=2;a=f[c+40>>2]|0;if(!a)break;gh[a&2047](f[c+36>>2]|0);break}}else if(!c)return;while(0);a=f[c+4>>2]|0;if(a|0)iOb(a);sOb(c);return}function Rwb(a){a=a|0;var c=0,d=0,e=0,g=0;g=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;e=Mub()|0;do if((f[e>>2]|0)>>>0>2)d=4;else{e=f[a+16>>2]|0;if(!(e+-1&e)){e=f[a+20>>2]|0;if(!(e+-1&e)){d=4;break}}af(3553,10242,33071);af(3553,10243,33071);c=f[a+36>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10241,c|0);c=f[a+32>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10240,c|0)}while(0);a:do if((d|0)==4){af(3553,10242,f[a+24>>2]|0);af(3553,10243,f[a+28>>2]|0);e=a+36|0;af(3553,10241,f[e>>2]|0);c=f[a+32>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10240,c|0);d=f[e>>2]|0;switch(d|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:break a}if((c|0)!=(d|0)){Ae(3553);switch(f[e>>2]|0){case 9984:case 9728:case 9986:break a;default:{}}e=(Wub()|0)+4|0;if(b[e>>0]|0)$e(3553,34046,+(+n[a+40>>2]))}}while(0);Vvb(258928,g)|0;return}function Swb(a,c){a=a|0;c=c|0;if(!a){a=f[c>>2]|0;if((f[c+28>>2]|0)==(f[a+44>>2]|0)){b[a+48>>0]=0;a=f[c+44>>2]|0;if(a|0)gh[a&2047](f[c+36>>2]|0)}}else if(!c)return;a=f[c+4>>2]|0;if(a|0)iOb(a);sOb(c);return}function Twb(a){a=a|0;var b=0;b=u;u=u+16|0;Uwb(a,b);ze(1,(f[a>>2]|0)+8|0);u=b;return}function Uwb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=pOb(64)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42820;g=d+12|0;f[g>>2]=0;e=d+16|0;f[e>>2]=0;f[d+20>>2]=0;f[d+24>>2]=6408;f[d+28>>2]=0;f[d+32>>2]=0;f[d+36>>2]=33071;f[d+40>>2]=33071;f[d+44>>2]=9729;f[d+48>>2]=9729;n[d+52>>2]=1.0;f[d+56>>2]=0;b[d+60>>0]=2;f[a>>2]=g;f[a+4>>2]=d;gOb(d);hOb(d);c=f[e>>2]|0;f[g>>2]=g;f[e>>2]=d;if(!c){iOb(d);return}jOb(c);iOb(d);return}function Vwb(a){a=a|0;var b=0;f[a>>2]=42820;Xvb(258928,f[a+20>>2]|0);b=f[a+16>>2]|0;if(!b){aOb(a);return}jOb(b);aOb(a);return}function Wwb(a){a=a|0;var b=0;f[a>>2]=42820;Xvb(258928,f[a+20>>2]|0);b=f[a+16>>2]|0;if(!b){aOb(a);sOb(a);return}jOb(b);aOb(a);sOb(a);return}function Xwb(a){a=a|0;Xvb(258928,f[a+20>>2]|0);a=f[a+16>>2]|0;if(!a)return;jOb(a);return}function Ywb(a){a=a|0;sOb(a);return}function Zwb(a){a=a|0;var b=0;b=Mub()|0;if((f[b>>2]|0)>>>0>2){b=1;return b|0}b=f[a+16>>2]|0;if(b+-1&b|0){b=0;return b|0}b=f[a+20>>2]|0;b=(b+-1&b|0)==0;return b|0}function _wb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h;switch(c<<24>>24){case 1:{f[g>>2]=-16711936;e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6409;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6409,2,2,0,6409,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}case 2:{e=g;f[e>>2]=-256;f[e+4>>2]=-16711681;e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6410;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6410,2,2,0,6410,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}case 3:{c=g;d=245263;e=c+12|0;do{b[c>>0]=b[d>>0]|0;c=c+1|0;d=d+1|0}while((c|0)<(e|0));e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6407;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6407,2,2,0,6407,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}default:{c=g;d=245275;e=c+16|0;do{b[c>>0]=b[d>>0]|0;c=c+1|0;d=d+1|0}while((c|0)<(e|0));e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6408;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6408,2,2,0,6408,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}}}function $wb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;j=a+44|0;f[j>>2]=(f[j>>2]|0)+1;f[a+12>>2]=b;f[a+16>>2]=c;f[a+20>>2]=d;j=a+24|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];i=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;j=f[64760]|0;do if(h|0){if(c&1|0){iwb(258928,1)|0;break}if(!(c&3)){iwb(258928,4)|0;break}else{iwb(258928,2)|0;break}}while(0);_e(3553,0,b|0,c|0,d|0,0,e|0,g|0,h|0);Rwb(a);iwb(258928,j)|0;Vvb(258928,i)|0;return}function axb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;a:do if((b|0)<34041){switch(b|0){case 6402:break;default:{g=5121;h=b;break a}}g=5123;h=6402}else{switch(b|0){case 34041:break;default:{g=5121;h=b;break a}}h=Mub()|0;g=34042;h=(f[h>>2]|0)>>>0>2?35056:34041}while(0);i=a+44|0;f[i>>2]=(f[i>>2]|0)+1;f[a+12>>2]=h;f[a+16>>2]=c;f[a+20>>2]=d;i=a+24|0;f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[i+12>>2]=f[e+12>>2];f[i+16>>2]=f[e+16>>2];e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;i=f[64760]|0;_e(3553,0,h|0,c|0,d|0,0,b|0,g|0,0);Rwb(a);iwb(258928,i)|0;Vvb(258928,e)|0;return}function bxb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,o=0,p=0,q=0,r=0;if((c|0)==0|(d|0)==0){if(!k)return;gh[k&2047](i);return}if(!(e<<24>>24))h=(h&255)>3?3:h<<24>>24==2?1:h;m=pOb(48)|0;f[m>>2]=0;o=m+4|0;f[o>>2]=0;p=m+8|0;f[p>>2]=33071;f[m+12>>2]=33071;f[m+16>>2]=9729;f[m+20>>2]=9729;n[m+24>>2]=1.0;q=a+44|0;f[q>>2]=(f[q>>2]|0)+1;r=f[a>>2]|0;l=f[a+4>>2]|0;if(!l)vd();l=kOb(l)|0;if(!l)vd();f[m>>2]=r;f[o>>2]=l;r=f[q>>2]|0;f[p>>2]=f[g>>2];f[p+4>>2]=f[g+4>>2];f[p+8>>2]=f[g+8>>2];f[p+12>>2]=f[g+12>>2];f[p+16>>2]=f[g+16>>2];f[m+28>>2]=r;f[m+36>>2]=i;f[m+40>>2]=j;f[m+44>>2]=k;b[a+48>>0]=1;uf(c|0,d|0,e&255|0,h&255|0,m|0,10,107,962);return}function cxb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=f[b>>2]|0;if(!d)return;e=f[b+12>>2]|0;$wb(a,e,f[b+4>>2]|0,f[b+8>>2]|0,e,f[b+16>>2]|0,d,c);return}function dxb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0;i=f[c>>2]|0;if(!i)return;bxb(a,i,f[c+4>>2]|0,b[c+9>>0]|0,d,b[c+8>>0]|0,e,g,h);return}function exb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+256|0;i=o+48|0;m=o+64|0;e=o+32|0;g=o+16|0;j=o;if(!a){n=0;u=o;return n|0}n=m+8|0;f[m>>2]=15988;l=m+108|0;f[l>>2]=16008;f[m+4>>2]=0;tEb(m+108|0,n);f[m+180>>2]=0;f[m+184>>2]=-1;f[m>>2]=42852;f[m+108>>2]=42872;fxb(n);k=m+72|0;if(!(f[k>>2]|0)){a=zCb(a,245291)|0;f[k>>2]=a;if(!a)h=5;else{f[m+96>>2]=12;a=m}}else h=5;if((h|0)==5){a=m+(f[(f[m>>2]|0)+-12>>2]|0)|0;sEb(a,f[a+16>>2]|4);a=m}if(!(f[m+(f[(f[a>>2]|0)+-12>>2]|0)+16>>2]|0)){GEb(m,0,0,2)|0;EEb(e,m);h=e+8|0;e=f[h+4>>2]|0;if((e|0)<0|(e|0)==0&(f[h>>2]|0)>>>0<1)e=0;else{EEb(g,m);e=f[g+8>>2]|0;if(c|0){h=qOb(e+1|0)|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];FEb(m,i)|0;DEb(m,h,e)|0;b[h+e>>0]=0;a=f[c>>2]|0;f[c>>2]=h;if(a|0)tOb(a)}if(!d)e=1;else{f[d>>2]=e;e=1}}}else e=0;f[m>>2]=42852;f[l>>2]=42872;f[n>>2]=42888;a=f[k>>2]|0;if(a|0){gxb(n)|0;if(!(MBb(a)|0))f[k>>2]=0}if(b[m+104>>0]|0){a=f[m+40>>2]|0;if(a|0)tOb(a)}if(b[m+105>>0]|0){a=f[m+64>>2]|0;if(a|0)tOb(a)}oDb(n);aEb(m,42948);jDb(l);n=e;u=o;return n|0}function fxb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;xEb(a);f[a>>2]=42888;f[a+32>>2]=0;f[a+36>>2]=0;f[a+40>>2]=0;c=a+52|0;i=a+68|0;e=c;g=e+44|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));d[c+44>>1]=0;b[c+46>>0]=0;c=a+4|0;WNb(h,c);g=ZNb(h,262688)|0;YFb(h);if(!g){i=f[a>>2]|0;i=i+12|0;i=f[i>>2]|0;Sg[i&255](a,0,4096)|0;u=j;return}WNb(h,c);g=XFb(h,262688)|0;f[i>>2]=g;YFb(h);i=f[i>>2]|0;i=(Pg[f[(f[i>>2]|0)+28>>2]&1023](i)|0)&1;b[a+98>>0]=i;i=f[a>>2]|0;i=i+12|0;i=f[i>>2]|0;Sg[i&255](a,0,4096)|0;u=j;return}function gxb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=a+64|0;if(!(f[l>>2]|0)){l=0;u=m;return l|0}j=a+68|0;c=f[j>>2]|0;if(!c)vd();i=a+92|0;d=f[i>>2]|0;do if(!(d&16)){if(d&8|0){e=a+80|0;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;do if(!(b[a+98>>0]|0)){e=Pg[f[(f[c>>2]|0)+24>>2]&1023](c)|0;h=a+36|0;g=f[h>>2]|0;c=(f[a+40>>2]|0)-g|0;if((e|0)>0){d=0;c=(X((f[a+16>>2]|0)-(f[a+12>>2]|0)|0,e)|0)+c|0;break}d=f[a+12>>2]|0;if((d|0)==(f[a+16>>2]|0))d=0;else{e=f[j>>2]|0;j=a+32|0;g=Vg[f[(f[e>>2]|0)+32>>2]&31](e,k,f[j>>2]|0,g,d-(f[a+8>>2]|0)|0)|0;d=1;c=c-g+(f[h>>2]|0)-(f[j>>2]|0)|0}}else{d=0;c=(f[a+16>>2]|0)-(f[a+12>>2]|0)|0}while(0);if(KBb(f[l>>2]|0,0-c|0,1)|0){l=-1;u=m;return l|0}if(d){j=k;k=f[j+4>>2]|0;l=a+72|0;f[l>>2]=f[j>>2];f[l+4>>2]=k}l=f[a+32>>2]|0;f[a+40>>2]=l;f[a+36>>2]=l;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[i>>2]=0}}else{if((f[a+24>>2]|0)!=(f[a+20>>2]|0))if((Rg[f[(f[a>>2]|0)+52>>2]&255](a,-1)|0)==-1){l=-1;u=m;return l|0}e=a+72|0;g=a+32|0;c=a+52|0;a:while(1){i=f[j>>2]|0;d=f[g>>2]|0;d=Vg[f[(f[i>>2]|0)+20>>2]&31](i,e,d,d+(f[c>>2]|0)|0,k)|0;i=f[g>>2]|0;a=(f[k>>2]|0)-i|0;if((vCb(i,1,a,f[l>>2]|0)|0)!=(a|0)){c=-1;d=24;break}switch(d|0){case 1:break;case 2:{c=-1;d=24;break a}default:{d=10;break a}}}if((d|0)==10){if(!(OBb(f[l>>2]|0)|0))break;else c=-1;u=m;return c|0}else if((d|0)==24){u=m;return c|0}}while(0);l=0;u=m;return l|0}function hxb(a){a=a|0;var c=0,d=0;f[a>>2]=42888;c=a+64|0;d=f[c>>2]|0;if(d|0){gxb(a)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+96>>0]|0){c=f[a+32>>2]|0;if(c|0)tOb(c)}if(b[a+97>>0]|0){c=f[a+56>>2]|0;if(c|0)tOb(c)}oDb(a);return}function ixb(a){a=a|0;var c=0,d=0;f[a>>2]=42888;c=a+64|0;d=f[c>>2]|0;if(d|0){gxb(a)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+96>>0]|0){c=f[a+32>>2]|0;if(c|0)tOb(c)}if(b[a+97>>0]|0){c=f[a+56>>2]|0;if(c|0)tOb(c)}oDb(a);sOb(a);return}function jxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262688)|0;f[a+68>>2]=c;e=a+98|0;g=b[e>>0]|0;c=Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0;b[e>>0]=c&1;if((g&255|0)==(c&1|0))return;d=a+8|0;g=a+96|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;d=(b[g>>0]|0)!=0;if(c){e=a+32|0;if(d){c=f[e>>2]|0;if(c|0)tOb(c)}d=a+97|0;b[g>>0]=b[d>>0]|0;g=a+60|0;f[a+52>>2]=f[g>>2];a=a+56|0;f[e>>2]=f[a>>2];f[g>>2]=0;f[a>>2]=0;b[d>>0]=0;return}if(!d){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(a+44|0)){e=f[a+52>>2]|0;f[a+60>>2]=e;f[a+56>>2]=d;b[a+97>>0]=0;a=qOb(e)|0;f[c>>2]=a;b[g>>0]=1;return}}g=f[a+52>>2]|0;f[a+60>>2]=g;g=qOb(g)|0;f[a+56>>2]=g;b[a+97>>0]=1;return}function kxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=a+8|0;j=a+96|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;if(b[j>>0]|0){e=f[a+32>>2]|0;if(e|0)tOb(e)}i=a+97|0;if(b[i>>0]|0){e=f[a+56>>2]|0;if(e|0)tOb(e)}e=a+52|0;f[e>>2]=d;if(d>>>0>8){e=b[a+98>>0]|0;if((c|0)!=0&e<<24>>24!=0){g=0;h=c}else{g=1;h=qOb(d)|0}f[a+32>>2]=h}else{f[a+32>>2]=a+44;f[e>>2]=8;g=0;e=b[a+98>>0]|0}b[j>>0]=g;if(e<<24>>24){f[a+60>>2]=0;c=0;d=0;j=a+56|0;f[j>>2]=d;b[i>>0]=c;return a|0}e=(d|0)>8?d:8;f[a+60>>2]=e;if((c|0)!=0&e>>>0>7){j=0;d=c;c=a+56|0;f[c>>2]=d;b[i>>0]=j;return a|0}c=1;d=qOb(e)|0;j=a+56|0;f[j>>2]=d;b[i>>0]=c;return a|0}function lxb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;g=f[b+68>>2]|0;if(!g)vd();g=Pg[f[(f[g>>2]|0)+24>>2]&1023](g)|0;h=b+64|0;if(!(f[h>>2]|0)){g=0;h=0;b=-1;c=-1}else if(((c|0)!=0|(d|0)!=0)&(g|0)<1){g=0;h=0;b=-1;c=-1}else if(e>>>0<3&(Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0)==0){i=f[h>>2]|0;d=WPb(g|0,((g|0)<0)<<31>>31|0,c|0,d|0)|0;if(!(KBb(i,(g|0)>0?d:0,e)|0)){c=tCb(f[h>>2]|0)|0;h=b+72|0;g=f[h>>2]|0;h=f[h+4>>2]|0;b=c;c=((c|0)<0)<<31>>31}else{g=0;h=0;b=-1;c=-1}}else{g=0;h=0;b=-1;c=-1}i=a;f[i>>2]=g;f[i+4>>2]=h;i=a+8|0;f[i>>2]=b;f[i+4>>2]=c;return}function mxb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;d=b+64|0;if(f[d>>2]|0)if(!(Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0))if(!(KBb(f[d>>2]|0,f[c+8>>2]|0,0)|0)){e=c;d=f[e+4>>2]|0;b=b+72|0;f[b>>2]=f[e>>2];f[b+4>>2]=d;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];return}else{e=a;f[e>>2]=0;f[e+4>>2]=0;e=a+8|0;f[e>>2]=-1;f[e+4>>2]=-1;return}e=a;f[e>>2]=0;f[e+4>>2]=0;e=a+8|0;f[e>>2]=-1;f[e+4>>2]=-1;return}function nxb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;t=u;u=u+16|0;s=t+4|0;o=t;m=a+64|0;if(!(f[m>>2]|0)){s=-1;u=t;return s|0}c=a+92|0;if(!(f[c>>2]&8)){f[a+24>>2]=0;f[a+20>>2]=0;f[a+28>>2]=0;q=(b[a+98>>0]|0)==0;r=f[(q?a+56|0:a+32|0)>>2]|0;q=r+(f[(q?a+60|0:a+52|0)>>2]|0)|0;f[a+8>>2]=r;r=a+12|0;f[r>>2]=q;f[a+16>>2]=q;f[c>>2]=8;d=1;c=q}else{c=a+12|0;d=0;r=c;c=f[c>>2]|0}if(!c){e=s+1|0;f[a+8>>2]=s;f[r>>2]=e;f[a+16>>2]=e}else e=c;q=a+16|0;if(d){c=f[q>>2]|0;n=0}else{c=f[q>>2]|0;n=(c-(f[a+8>>2]|0)|0)/2|0;n=n>>>0<4?n:4}do if((e|0)==(c|0)){c=a+8|0;cQb(f[c>>2]|0,e+(0-n)|0,n|0)|0;if(b[a+98>>0]|0){d=f[c>>2]|0;d=JBb(d+n|0,1,(f[q>>2]|0)-n-d|0,f[m>>2]|0)|0;if(!d){d=-1;break}p=(f[c>>2]|0)+n|0;f[r>>2]=p;f[q>>2]=p+d;d=h[p>>0]|0;break}k=a+40|0;j=f[k>>2]|0;l=a+36|0;d=f[l>>2]|0;g=j;e=d;if((j|0)==(d|0)){j=a+32|0;d=g}else{j=a+32|0;cQb(f[j>>2]|0,d|0,g-e|0)|0;e=f[l>>2]|0;d=f[k>>2]|0}g=f[j>>2]|0;e=g+(d-e)|0;f[l>>2]=e;if((g|0)==(a+44|0))d=8;else d=f[a+52>>2]|0;v=g+d|0;f[k>>2]=v;g=a+60|0;d=(f[g>>2]|0)-n|0;v=v-e|0;i=a+72|0;y=i;x=f[y+4>>2]|0;w=a+80|0;f[w>>2]=f[y>>2];f[w+4>>2]=x;e=JBb(e,1,v>>>0<d>>>0?v:d,f[m>>2]|0)|0;if(!e)d=-1;else{d=f[a+68>>2]|0;if(!d)vd();x=(f[l>>2]|0)+e|0;f[k>>2]=x;y=f[c>>2]|0;if((_g[f[(f[d>>2]|0)+16>>2]&15](d,i,f[j>>2]|0,x,l,y+n|0,y+(f[g>>2]|0)|0,o)|0)==3){d=f[j>>2]|0;e=f[k>>2]|0;f[c>>2]=d;p=25}else{e=f[o>>2]|0;d=(f[c>>2]|0)+n|0;if((e|0)==(d|0))d=-1;else p=25}if((p|0)==25){f[r>>2]=d;f[q>>2]=e;d=h[d>>0]|0}}}else{d=h[e>>0]|0;c=a+8|0}while(0);if((f[c>>2]|0)==(s|0)){f[c>>2]=0;f[r>>2]=0;f[q>>2]=0}y=d;u=t;return y|0}function oxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;if(!(f[a+64>>2]|0)){g=-1;return g|0}g=a+12|0;e=f[g>>2]|0;if((f[a+8>>2]|0)>>>0>=e>>>0){g=-1;return g|0}if((c|0)==-1){f[g>>2]=e+-1;g=0;return g|0}if(!(f[a+88>>2]&16)){d=c&255;a=e+-1|0;if((b[a>>0]|0)!=d<<24>>24){g=-1;return g|0}}else{d=c&255;a=e+-1|0}f[g>>2]=a;b[a>>0]=d;g=c;return g|0}function pxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;h=y+8|0;t=y+4|0;v=y;w=a+64|0;if(!(f[w>>2]|0)){x=-1;u=y;return x|0}e=a+92|0;if(!(f[e>>2]&16)){f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;d=f[a+52>>2]|0;do if(d>>>0>8)if(!(b[a+98>>0]|0)){g=f[a+56>>2]|0;d=g+((f[a+60>>2]|0)+-1)|0;break}else{g=f[a+32>>2]|0;d=g+(d+-1)|0;break}else{d=0;g=0}while(0);f[a+24>>2]=g;o=a+20|0;f[o>>2]=g;r=a+28|0;f[r>>2]=d;f[e>>2]=16;q=o;n=r;s=g;p=d}else{o=a+20|0;g=f[o>>2]|0;p=a+28|0;q=o;n=p;r=p;s=g;p=f[p>>2]|0}m=(c|0)==-1;d=a+24|0;e=f[d>>2]|0;if(!m){if(!e){f[d>>2]=h;f[o>>2]=h;f[n>>2]=h+1;e=h}b[e>>0]=c;e=(f[d>>2]|0)+1|0;f[d>>2]=e;g=f[o>>2]|0}a:do if((e|0)==(g|0))x=32;else{b:do if(!(b[a+98>>0]|0)){k=a+32|0;h=f[k>>2]|0;f[t>>2]=h;l=a+68|0;i=f[l>>2]|0;if(!i)vd();j=a+72|0;a=a+52|0;g=_g[f[(f[i>>2]|0)+12>>2]&15](i,j,g,e,v,h,h+(f[a>>2]|0)|0,t)|0;e=f[o>>2]|0;c:do if((f[v>>2]|0)!=(e|0)){while(1){if((g|0)==3){x=21;break}if(g>>>0>=2)break c;h=f[k>>2]|0;i=(f[t>>2]|0)-h|0;if((vCb(h,1,i,f[w>>2]|0)|0)!=(i|0))break c;if((g|0)!=1){x=28;break}g=f[v>>2]|0;h=f[d>>2]|0;f[q>>2]=g;f[n>>2]=h;e=g;g=e+(h-g)|0;f[d>>2]=g;h=f[l>>2]|0;if(!h){x=19;break}i=f[k>>2]|0;g=_g[f[(f[h>>2]|0)+12>>2]&15](h,j,e,g,v,i,i+(f[a>>2]|0)|0,t)|0;e=f[o>>2]|0;if((f[v>>2]|0)==(e|0))break c}if((x|0)==19)vd();else if((x|0)==21){v=(f[d>>2]|0)-e|0;if((vCb(e,1,v,f[w>>2]|0)|0)!=(v|0))break}break b}while(0);d=-1;break a}else{v=e-g|0;if((vCb(g,1,v,f[w>>2]|0)|0)!=(v|0)){d=-1;break a}}while(0);f[d>>2]=s;f[q>>2]=s;f[r>>2]=p;x=32}while(0);if((x|0)==32)d=m?0:c;x=d;u=y;return x|0}function qxb(a){a=a|0;var c=0,d=0,e=0,g=0;f[a>>2]=42852;e=a+108|0;f[e>>2]=42872;g=a+8|0;f[g>>2]=42888;c=a+72|0;d=f[c>>2]|0;if(d|0){gxb(g)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+104>>0]|0){c=f[a+40>>2]|0;if(c|0)tOb(c)}if(b[a+105>>0]|0){c=f[a+64>>2]|0;if(c|0)tOb(c)}oDb(g);aEb(a,42948);jDb(e);return}function rxb(a){a=a|0;var c=0,d=0,e=0,g=0;f[a>>2]=42852;e=a+108|0;f[e>>2]=42872;g=a+8|0;f[g>>2]=42888;c=a+72|0;d=f[c>>2]|0;if(d|0){gxb(g)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+104>>0]|0){c=f[a+40>>2]|0;if(c|0)tOb(c)}if(b[a+105>>0]|0){c=f[a+64>>2]|0;if(c|0)tOb(c)}oDb(g);aEb(a,42948);jDb(e);sOb(a);return}function sxb(a){a=a|0;var c=0,d=0,e=0,g=0;d=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[d>>2]=42852;e=d+108|0;f[e>>2]=42872;g=d+8|0;f[g>>2]=42888;a=d+72|0;c=f[a>>2]|0;if(c|0){gxb(g)|0;if(!(MBb(c)|0))f[a>>2]=0}if(b[d+104>>0]|0){a=f[d+40>>2]|0;if(a|0)tOb(a)}if(b[d+105>>0]|0){a=f[d+64>>2]|0;if(a|0)tOb(a)}oDb(g);aEb(d,42948);jDb(e);return}function txb(a){a=a|0;rxb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function uxb(a){a=a|0;f[a>>2]=42968;Af();return}function vxb(a){a=a|0;f[a>>2]=42968;Af();sOb(a);return}function wxb(a){a=a|0;f[a>>2]=42968;Bf();return}function xxb(a,b,c){a=a|0;b=b|0;c=c|0;Cf(a|0,c|0,178,b|0);return 1}function yxb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;Fh[f[(f[c>>2]|0)+8>>2]&255](c,a,b,d);return}function zxb(a){a=a|0;Af();return}function Axb(a){a=a|0;f[a>>2]=42984;return}function Bxb(a){a=a|0;return}function Cxb(a){a=a|0;yf()}function Dxb(a,b,c){a=a|0;b=b|0;c=c|0;Df(b|0,c|0);return}function Exb(){f[64804]=0;f[64805]=0;f[64806]=0;return}function Fxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+1056|0;h=i+8|0;g=i;e=i+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,245428)|0;LOb(259216,34);KOb(259216,245439)|0;j3a(e,c);c=e+11|0;j=b[c>>0]|0;k=j<<24>>24<0;JOb(259216,k?f[e>>2]|0:e,k?f[e+4>>2]|0:j&255)|0;if((b[c>>0]|0)<0)sOb(f[e>>2]|0);LOb(259216,34);f[g>>2]=69;ABb(e,245455,g)|0;KOb(259216,245458)|0;KOb(259216,e)|0;LOb(259216,34);k=uyb()|0;f[h>>2]=k;ABb(e,245455,h)|0;KOb(259216,245478)|0;KOb(259216,e)|0;LOb(259216,34);KOb(259216,245499)|0;j3a(h,d);k=h+11|0;j=b[k>>0]|0;g=j<<24>>24<0;JOb(259216,g?f[h>>2]|0:h,g?f[h+4>>2]|0:j&255)|0;if((b[k>>0]|0)>=0){LOb(259216,34);LOb(259216,125);k=b[259227]|0;g=k<<24>>24<0;j=f[64804]|0;h=f[64805]|0;k=k&255;j=g?j:259216;k=g?h:k;Dxb(a,j,k);u=i;return}sOb(f[h>>2]|0);LOb(259216,34);LOb(259216,125);k=b[259227]|0;g=k<<24>>24<0;j=f[64804]|0;h=f[64805]|0;k=k&255;j=g?j:259216;k=g?h:k;Dxb(a,j,k);u=i;return}function Gxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+96|0;k=r+16|0;j=r+8|0;i=r;h=r+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,245518)|0;LOb(259216,34);if(d|0){f[i>>2]=d;ABb(h,245455,i)|0;KOb(259216,245535)|0;KOb(259216,h)|0}if(e|0){f[j>>2]=e;ABb(h,245455,j)|0;KOb(259216,245549)|0;KOb(259216,h)|0}if(g!=-1.0){p[k>>3]=g;ABb(h,245564,k)|0;KOb(259216,245567)|0;KOb(259216,h)|0}d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)==(q|0)){LOb(259216,125);q=b[259227]|0;m=q<<24>>24<0;o=f[64804]|0;n=f[64805]|0;q=q&255;o=m?o:259216;q=m?n:q;Dxb(a,o,q);u=r;return}else{e=0;h=0;i=0;j=0;k=0;c=0;l=0;m=0;n=0;o=0}do{a:do switch(f[d>>2]|0){case 1:{if(e)e=1;else if(!(b[d+4>>0]|0)){KOb(259216,245605)|0;e=1;break a}else{KOb(259216,245584)|0;e=1;break a}break}case 2:{if(h)h=1;else if(!(b[d+4>>0]|0)){KOb(259216,245657)|0;h=1;break a}else{KOb(259216,245627)|0;h=1;break a}break}case 4:{if(o)o=1;else if(!(b[d+4>>0]|0)){KOb(259216,245710)|0;o=1;break a}else{KOb(259216,245688)|0;o=1;break a}break}case 8:{if(n)n=1;else if(!(b[d+4>>0]|0)){KOb(259216,245765)|0;n=1;break a}else{KOb(259216,245733)|0;n=1;break a}break}case 16:{if(m)m=1;else if(!(b[d+4>>0]|0)){KOb(259216,245828)|0;m=1;break a}else{KOb(259216,245798)|0;m=1;break a}break}case 32:{if(l)l=1;else if(!(b[d+4>>0]|0)){KOb(259216,245895)|0;l=1;break a}else{KOb(259216,245859)|0;l=1;break a}break}case 64:{if(c)c=1;else if(!(b[d+4>>0]|0)){KOb(259216,245971)|0;c=1;break a}else{KOb(259216,245932)|0;c=1;break a}break}case 128:{if(k)k=1;else if(!(b[d+4>>0]|0)){KOb(259216,246057)|0;k=1;break a}else{KOb(259216,246011)|0;k=1;break a}break}case 256:{if(j)j=1;else if(!(b[d+4>>0]|0)){KOb(259216,246142)|0;j=1;break a}else{KOb(259216,246104)|0;j=1;break a}break}case 0:{if(i)i=1;else if(!(b[d+4>>0]|0))i=1;else{KOb(259216,246181)|0;i=1}break}default:{}}while(0);d=d+8|0}while((d|0)!=(q|0));LOb(259216,125);q=b[259227]|0;m=q<<24>>24<0;o=f[64804]|0;n=f[64805]|0;q=q&255;o=m?o:259216;q=m?n:q;Dxb(a,o,q);u=r;return}function Hxb(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=+e;g=+g;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;h=k+16|0;i=k+8|0;j=k;p[h>>3]=d;p[i>>3]=e;p[j>>3]=g;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);if(c|0){KOb(259216,246209)|0;Ixb(c,12)}if(d>0.0){KOb(259216,246225)|0;Ixb(h,1)}if(g>0.0){KOb(259216,246245)|0;Ixb(j,1)}if(!(e>0.0)){LOb(259216,125);j=b[259227]|0;c=j<<24>>24<0;i=f[64804]|0;h=f[64805]|0;j=j&255;i=c?i:259216;j=c?h:j;Dxb(a,i,j);u=k;return}KOb(259216,246265)|0;Ixb(i,1);LOb(259216,125);j=b[259227]|0;c=j<<24>>24<0;i=f[64804]|0;h=f[64805]|0;j=j&255;i=c?i:259216;j=c?h:j;Dxb(a,i,j);u=k;return}function Ixb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+160|0;g=k+136|0;h=k;if(!c){KOb(259216,246284)|0;u=k;return}LOb(259216,91);i=h+4|0;f[h>>2]=15100;j=h+56|0;f[j>>2]=15120;tEb(h+56|0,i);f[h+128>>2]=0;f[h+132>>2]=-1;f[h>>2]=39656;f[h+56>>2]=39676;xEb(i);f[i>>2]=39692;e=h+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[h+52>>2]=16;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;k3a(i,g);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);d=h+(f[(f[h>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-261|256;f[h+(f[(f[h>>2]|0)+-12>>2]|0)+8>>2]=17;NEb(h,+p[a>>3])|0;if(c>>>0>1){d=1;do{b[g>>0]=44;l=m3a(h,g,1)|0;NEb(l,+p[a+(d<<3)>>3])|0;d=d+1|0}while((d|0)!=(c|0))}l3a(g,i);l=g+11|0;c=b[l>>0]|0;a=c<<24>>24<0;JOb(259216,a?f[g>>2]|0:g,a?f[g+4>>2]|0:c&255)|0;if((b[l>>0]|0)<0)sOb(f[g>>2]|0);LOb(259216,93);f[h>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(i);kEb(h,39752);jDb(j);u=k;return}function Jxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+80|0;h=i;g=i+8|0;if(!c){u=i;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246287)|0;LOb(259216,34);f[h>>2]=e;ABb(g,245455,h)|0;KOb(259216,245549)|0;KOb(259216,g)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function Kxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+160|0;l=p+136|0;m=p;if(!c){KOb(259216,246321)|0;u=p;return}LOb(259216,91);n=m+4|0;f[m>>2]=15100;o=m+56|0;f[o>>2]=15120;tEb(m+56|0,n);f[m+128>>2]=0;f[m+132>>2]=-1;f[m>>2]=39656;f[m+56>>2]=39676;xEb(n);f[n>>2]=39692;k=m+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[m+52>>2]=16;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;k3a(n,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);KEb(m,c)|0;b[l>>0]=44;d=m3a(m,l,1)|0;d=m3a(KEb(d,f[a>>2]|0)|0,246325,2)|0;KEb(d,f[a+4>>2]|0)|0;d=a;if(c>>>0>1){h=0;j=1;g=f[d>>2]|0;d=f[d+4>>2]|0;while(1){i=a+(j<<3)|0;do if((f[i>>2]|0)==(g|0)){e=a+(j<<3)+4|0;if((f[e>>2]|0)==(d+1|0)){d=h+1|0;break}if(h|0)KEb(m3a(m,246328,2)|0,h)|0;b[l>>0]=44;d=m3a(m,l,1)|0;KEb(d,f[e>>2]|0)|0;d=0}else{if(h|0)KEb(m3a(m,246328,2)|0,h)|0;d=m3a(m,246331,2)|0;d=m3a(KEb(d,f[i>>2]|0)|0,246325,2)|0;e=a+(j<<3)+4|0;KEb(d,f[e>>2]|0)|0;d=0}while(0);j=j+1|0;if((j|0)==(c|0))break;else{h=d;g=f[i>>2]|0;d=f[e>>2]|0}}if(d|0)KEb(m3a(m,246328,2)|0,d)|0}l3a(l,n);c=l+11|0;a=b[c>>0]|0;j=a<<24>>24<0;JOb(259216,j?f[l>>2]|0:l,j?f[l+4>>2]|0:a&255)|0;if((b[c>>0]|0)<0)sOb(f[l>>2]|0);KOb(259216,246334)|0;f[m>>2]=39656;f[o>>2]=39676;f[n>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(n);kEb(m,39752);jDb(o);u=p;return}function Lxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246337)|0;LOb(259216,34);if(e)KOb(259216,246363)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Mxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+80|0;i=j;h=j+8|0;if(!c){u=j;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246383)|0;LOb(259216,34);if(e|0){f[i>>2]=e;ABb(h,245455,i)|0;KOb(259216,245549)|0;KOb(259216,h)|0}if(g)KOb(259216,246415)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);i=b[259227]|0;h=i<<24>>24<0;Dxb(a,h?f[64804]|0:259216,h?f[64805]|0:i&255);u=j;return}function Nxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246428)|0;LOb(259216,34);if(e)KOb(259216,246363)|0;if(g)KOb(259216,246415)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);g=b[259227]|0;e=g<<24>>24<0;Dxb(a,e?f[64804]|0:259216,e?f[64805]|0:g&255);return}function Oxb(a,c){a=a|0;c=c|0;var d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246461)|0;LOb(259216,34);if(c)KOb(259216,246363)|0;LOb(259216,125);c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);return}function Pxb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;l=u;u=u+80|0;k=l;j=l+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246492)|0;LOb(259216,34);if(i|0){f[k>>2]=i;ABb(j,245455,k)|0;KOb(259216,246518)|0;KOb(259216,j)|0}if(e)KOb(259216,246415)|0;if(g)KOb(259216,246536)|0;if(h)KOb(259216,246561)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);k=b[259227]|0;j=k<<24>>24<0;Dxb(a,j?f[64804]|0:259216,j?f[64805]|0:k&255);u=l;return}function Qxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246584)|0;LOb(259216,34);if(d|0){KOb(259216,246312)|0;Kxb(d,c)}if(e|0){KOb(259216,246609)|0;Rxb(e,c*6|0)}LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Rxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+160|0;g=k+136|0;h=k;if(!c){KOb(259216,246284)|0;u=k;return}LOb(259216,91);i=h+4|0;f[h>>2]=15100;j=h+56|0;f[j>>2]=15120;tEb(h+56|0,i);f[h+128>>2]=0;f[h+132>>2]=-1;f[h>>2]=39656;f[h+56>>2]=39676;xEb(i);f[i>>2]=39692;e=h+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[h+52>>2]=16;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;k3a(i,g);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);d=h+(f[(f[h>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-261|256;f[h+(f[(f[h>>2]|0)+-12>>2]|0)+8>>2]=9;MEb(h,+n[a>>2])|0;if(c>>>0>1){d=1;do{b[g>>0]=44;l=m3a(h,g,1)|0;MEb(l,+n[a+(d<<2)>>2])|0;d=d+1|0}while((d|0)!=(c|0))}l3a(g,i);l=g+11|0;c=b[l>>0]|0;a=c<<24>>24<0;JOb(259216,a?f[g>>2]|0:g,a?f[g+4>>2]|0:c&255)|0;if((b[l>>0]|0)<0)sOb(f[g>>2]|0);LOb(259216,93);f[h>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(i);kEb(h,39752);jDb(j);u=k;return}function Sxb(a,c,d){a=a|0;c=c|0;d=d|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246623)|0;LOb(259216,34);if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function Txb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+96|0;n=o+24|0;m=o+16|0;l=o+8|0;k=o;j=o+32|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246662)|0;f[k>>2]=c;ABb(j,246673,k)|0;KOb(259216,j)|0;f[l>>2]=d;ABb(j,246693,l)|0;KOb(259216,j)|0;f[m>>2]=e;ABb(j,246716,m)|0;KOb(259216,j)|0;f[n>>2]=g;ABb(j,246735,n)|0;KOb(259216,j)|0;KOb(259216,246753)|0;Rxb(h,g<<2);KOb(259216,246764)|0;Rxb(i,3);LOb(259216,125);n=b[259227]|0;m=n<<24>>24<0;Dxb(a,m?f[64804]|0:259216,m?f[64805]|0:n&255);u=o;return}function Uxb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0;n=u;u=u+96|0;m=n+16|0;l=n+8|0;k=n;j=n+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246785)|0;f[k>>2]=c;ABb(j,246673,k)|0;KOb(259216,j)|0;f[l>>2]=d;ABb(j,246693,l)|0;KOb(259216,j)|0;f[m>>2]=e;ABb(j,246716,m)|0;KOb(259216,j)|0;KOb(259216,246796)|0;Rxb(g,3);KOb(259216,246811)|0;Rxb(h,3);KOb(259216,246753)|0;Rxb(i,20);LOb(259216,125);m=b[259227]|0;l=m<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:m&255);u=n;return}function Vxb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+96|0;m=n+24|0;l=n+16|0;k=n+8|0;j=n;i=n+32|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246829)|0;f[j>>2]=c;ABb(i,246673,j)|0;KOb(259216,i)|0;f[k>>2]=d;ABb(i,246693,k)|0;KOb(259216,i)|0;f[l>>2]=e;ABb(i,246716,l)|0;KOb(259216,i)|0;KOb(259216,246840)|0;Rxb(g,3);p[m>>3]=h;ABb(i,246858,m)|0;KOb(259216,i)|0;LOb(259216,125);m=b[259227]|0;l=m<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:m&255);u=n;return}function Wxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+80|0;h=i+8|0;g=i;e=i+16|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246878)|0;LOb(259216,34);f[g>>2]=c;ABb(e,246673,g)|0;KOb(259216,e)|0;f[h>>2]=d;ABb(e,246899,h)|0;KOb(259216,e)|0;h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function Xxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;k=u;u=u+96|0;j=k+16|0;i=k+8|0;h=k;g=k+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246923)|0;LOb(259216,34);f[h>>2]=c;ABb(g,246673,h)|0;KOb(259216,g)|0;f[i>>2]=d;ABb(g,246693,i)|0;KOb(259216,g)|0;f[j>>2]=e;ABb(g,246948,j)|0;KOb(259216,g)|0;j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function Yxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246970)|0;LOb(259216,34);KOb(259216,246993)|0;Kxb(d,c);KOb(259216,247007)|0;Kxb(e,c);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Zxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247020)|0;LOb(259216,34);KOb(259216,247039)|0;_xb(d,c);KOb(259216,247048)|0;Rxb(e,c*12|0);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function _xb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+160|0;j=o+136|0;l=o;if(!c){KOb(259216,246321)|0;u=o;return}LOb(259216,91);m=l+4|0;f[l>>2]=15100;n=l+56|0;f[n>>2]=15120;tEb(l+56|0,m);f[l+128>>2]=0;f[l+132>>2]=-1;f[l>>2]=39656;f[l+56>>2]=39676;xEb(m);f[m>>2]=39692;i=l+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[l+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(m,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);KEb(l,c)|0;k=f[a>>2]|0;h=0;e=0;d=k;while(1){if((k|0)==(d+1|0))d=e+1|0;else{if(e|0)KEb(m3a(l,246328,2)|0,e)|0;b[j>>0]=44;KEb(m3a(l,j,1)|0,k)|0;d=0}g=h+1|0;if((g|0)==(c|0))break;p=k;h=g;e=d;k=f[a+(g<<2)>>2]|0;d=p}if(d|0)KEb(m3a(l,246328,2)|0,d)|0;l3a(j,m);p=j+11|0;k=b[p>>0]|0;c=k<<24>>24<0;JOb(259216,c?f[j>>2]|0:j,c?f[j+4>>2]|0:k&255)|0;if((b[p>>0]|0)<0)sOb(f[j>>2]|0);LOb(259216,93);f[l>>2]=39656;f[n>>2]=39676;f[m>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(m);kEb(l,39752);jDb(n);u=o;return}function $xb(a,c,d){a=a|0;c=c|0;d=d|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247058)|0;LOb(259216,34);KOb(259216,247039)|0;_xb(d,c);LOb(259216,125);d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function ayb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+80|0;h=i;g=i+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247073)|0;LOb(259216,34);if(e|0){f[h>>2]=e;ABb(g,245455,h)|0;KOb(259216,246518)|0;KOb(259216,g)|0}KOb(259216,247039)|0;_xb(d,c);LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function byb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+96|0;j=m+16|0;k=m;i=m+24|0;l=d+4|0;if((f[d>>2]|0)==(f[l>>2]|0)){u=m;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247091)|0;LOb(259216,34);f[k>>2]=c;ABb(i,245455,k)|0;KOb(259216,247105)|0;KOb(259216,i)|0;if(h|0){f[j>>2]=h;ABb(i,245455,j)|0;KOb(259216,246518)|0;KOb(259216,i)|0}if(g)KOb(259216,246415)|0;KOb(259216,247122)|0;cyb(e);KOb(259216,247138)|0;c=f[d>>2]|0;g=f[l>>2]|0;if((c|0)!=(g|0)){h=k+11|0;i=k+4|0;do{LOb(259216,34);j3a(k,c);j=b[h>>0]|0;n=j<<24>>24<0;JOb(259216,n?f[k>>2]|0:k,n?f[i>>2]|0:j&255)|0;if((b[h>>0]|0)<0)sOb(f[k>>2]|0);KOb(259216,247179)|0;c=c+112|0}while((c|0)!=(g|0))}c=b[259227]|0;if(c<<24>>24<0){c=(f[64805]|0)+-1|0;f[64805]=c;c=(f[64804]|0)+c|0}else{c=(c&255)+-1|0;b[259227]=c;c=259216+c|0}b[c>>0]=0;LOb(259216,93);KOb(259216,247155)|0;c=f[d>>2]|0;g=f[l>>2]|0;if((c|0)!=(g|0))do{Ixb(c+16|0,12);LOb(259216,44);c=c+112|0}while((c|0)!=(g|0));c=b[259227]|0;if(c<<24>>24<0){c=(f[64805]|0)+-1|0;f[64805]=c;c=(f[64804]|0)+c|0}else{c=(c&255)+-1|0;b[259227]=c;c=259216+c|0}b[c>>0]=0;LOb(259216,93);LOb(259216,125);n=b[259227]|0;l=n<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:n&255);u=m;return}function cyb(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+160|0;c=i+136|0;d=i;e=d+4|0;f[d>>2]=15100;g=d+56|0;f[g>>2]=15120;tEb(d+56|0,e);f[d+128>>2]=0;f[d+132>>2]=-1;f[d>>2]=39656;f[d+56>>2]=39676;xEb(e);f[e>>2]=39692;h=d+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+52>>2]=16;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;k3a(e,c);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);j=d+(f[(f[d>>2]|0)+-12>>2]|0)+4|0;f[j>>2]=f[j>>2]&-261|256;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+8>>2]=17;NEb(d,a)|0;l3a(c,e);j=c+11|0;k=b[j>>0]|0;l=k<<24>>24<0;JOb(259216,l?f[c>>2]|0:c,l?f[c+4>>2]|0:k&255)|0;if((b[j>>0]|0)<0)sOb(f[c>>2]|0);f[d>>2]=39656;f[g>>2]=39676;f[e>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(e);kEb(d,39752);jDb(g);u=i;return}sOb(f[h>>2]|0);oDb(e);kEb(d,39752);jDb(g);u=i;return}function dyb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247182)|0;LOb(259216,34);KOb(259216,247200)|0;f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function eyb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247210)|0;LOb(259216,34);KOb(259216,247239)|0;f[e>>2]=c;f[e+4>>2]=d&255;fyb(e);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function fyb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+160|0;c=i+136|0;d=i;LOb(259216,91);e=d+4|0;f[d>>2]=15100;g=d+56|0;f[g>>2]=15120;tEb(d+56|0,e);f[d+128>>2]=0;f[d+132>>2]=-1;f[d>>2]=39656;f[d+56>>2]=39676;xEb(e);f[e>>2]=39692;h=d+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+52>>2]=16;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;k3a(e,c);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);KEb(d,f[a>>2]|0)|0;b[c>>0]=44;j=m3a(d,c,1)|0;KEb(j,f[a+4>>2]|0)|0;l3a(c,e);a=c+11|0;j=b[a>>0]|0;k=j<<24>>24<0;JOb(259216,k?f[c>>2]|0:c,k?f[c+4>>2]|0:j&255)|0;if((b[a>>0]|0)<0)sOb(f[c>>2]|0);LOb(259216,93);f[d>>2]=39656;f[g>>2]=39676;f[e>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(e);kEb(d,39752);jDb(g);u=i;return}sOb(f[h>>2]|0);oDb(e);kEb(d,39752);jDb(g);u=i;return}function gyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+32|0;h=i;g=i+8|0;c=c&1;c=d?c|2:c;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247248)|0;LOb(259216,34);KOb(259216,247269)|0;f[h>>2]=e?c|4:c;ABb(g,245455,h)|0;KOb(259216,g)|0;KOb(259216,247208)|0;h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function hyb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+48|0;j=k+8|0;i=k;h=k+16|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247278)|0;LOb(259216,34);KOb(259216,246312)|0;Kxb(d,c);f[i>>2]=e&65535;ABb(h,247296,i)|0;KOb(259216,h)|0;f[j>>2]=g&1;ABb(h,247307,j)|0;KOb(259216,h)|0;j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function iyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247320)|0;LOb(259216,34);KOb(259216,247341)|0;if(!c){KOb(259216,247355)|0;d=b[259227]|0;j=d<<24>>24<0;c=f[64804]|0;k=f[64805]|0;d=d&255;c=j?c:259216;d=j?k:d;Dxb(a,c,d);return}else k=0;do{if(k|0)LOb(259216,44);i=f[d+(k<<2)>>2]|0;LOb(259216,91);if(i){j=i<<5;g=0;h=e;while(1){if(g|0)LOb(259216,44);LOb(259216,91);cyb(+p[h>>3]);LOb(259216,44);cyb(+p[h+8>>3]);LOb(259216,44);cyb(+p[h+16>>3]);LOb(259216,44);cyb(+p[h+24>>3]);LOb(259216,93);g=g+1|0;if((g|0)==(i|0))break;else h=h+256|0}e=e+(j<<3)|0}LOb(259216,93);k=k+1|0}while((k|0)!=(c|0));KOb(259216,247355)|0;d=b[259227]|0;j=d<<24>>24<0;c=f[64804]|0;k=f[64805]|0;d=d&255;c=j?c:259216;d=j?k:d;Dxb(a,c,d);return}function jyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247358)|0;LOb(259216,34);KOb(259216,246312)|0;Kxb(d,c);KOb(259216,247372)|0;Rxb(e,3);KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function kyb(a){a=a|0;var c=0,d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247393)|0;KOb(259216,247405)|0;c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);return}function lyb(a,c){a=a|0;c=+c;var d=0,e=0,g=0;g=u;u=u+80|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247408)|0;LOb(259216,34);p[e>>3]=c;ABb(d,247430,e)|0;KOb(259216,d)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function myb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247455)|0;LOb(259216,34);KOb(259216,247470)|0;f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function nyb(a,c){a=a|0;c=+c;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247480)|0;LOb(259216,34);KOb(259216,247504)|0;p[e>>3]=c;ABb(d,245564,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function oyb(a){a=a|0;var c=0,d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247514)|0;LOb(259216,34);KOb(259216,247208)|0;c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);KOb(259216,247208)|0;d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function pyb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+80|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247526)|0;LOb(259216,34);if(c|0){f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,246518)|0;KOb(259216,d)|0}KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function qyb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l+16|0;j=l+8|0;i=l;h=l+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247541)|0;LOb(259216,34);KOb(259216,247548)|0;f[i>>2]=c;ABb(h,245455,i)|0;KOb(259216,h)|0;KOb(259216,247562)|0;f[j>>2]=d;ABb(h,245455,j)|0;KOb(259216,h)|0;KOb(259216,247570)|0;f[k>>2]=e;ABb(h,245455,k)|0;KOb(259216,h)|0;if(!g){KOb(259216,247208)|0;k=b[259227]|0;h=k<<24>>24<0;j=f[64804]|0;i=f[64805]|0;k=k&255;j=h?j:259216;k=h?i:k;Dxb(a,j,k);u=l;return}KOb(259216,246415)|0;KOb(259216,247208)|0;k=b[259227]|0;h=k<<24>>24<0;j=f[64804]|0;i=f[64805]|0;k=k&255;j=h?j:259216;k=h?i:k;Dxb(a,j,k);u=l;return}function ryb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l+16|0;j=l+8|0;i=l;h=l+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247579)|0;LOb(259216,34);if(g|0){f[i>>2]=g;ABb(h,245455,i)|0;KOb(259216,246518)|0;KOb(259216,h)|0}KOb(259216,247548)|0;f[j>>2]=c;ABb(h,245455,j)|0;KOb(259216,h)|0;KOb(259216,247592)|0;f[k>>2]=d;ABb(h,245455,k)|0;KOb(259216,h)|0;KOb(259216,247605)|0;Rxb(e,6);KOb(259216,247208)|0;k=b[259227]|0;j=k<<24>>24<0;Dxb(a,j?f[64804]|0:259216,j?f[64805]|0:k&255);u=l;return}function syb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=u;u=u+16|0;h=i;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247915)|0;LOb(259216,34);g=c?g:g|268435456;KOb(259216,247239)|0;f[h>>2]=d?g|33554432:g;f[h+4>>2]=e;fyb(h);LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function tyb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;k=u;u=u+80|0;j=k;i=k+8|0;if(!d){u=k;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;do switch(c|0){case 1:{c=245428;break}case 2:{c=245518;break}case 3:{c=246197;break}case 4:{c=247091;break}case 5:{c=247073;break}case 6:{c=246287;break}case 7:{c=246337;break}case 8:{c=246383;break}case 9:{c=246428;break}case 10:{c=246461;break}case 11:{c=246492;break}case 12:{c=246584;break}case 13:{c=246623;break}case 14:{c=247541;break}case 15:{c=247579;break}case 16:{c=247514;break}case 17:{c=247526;break}case 18:{c=247182;break}case 19:{c=247455;break}case 20:{c=247480;break}case 21:{c=248054;break}case 22:{c=248037;break}case 23:{c=248019;break}case 24:{c=248001;break}case 25:{c=247980;break}case 26:{c=247961;break}case 27:{c=247936;break}case 28:{c=247915;break}case 29:{c=247879;break}case 30:{c=247840;break}case 31:{c=247797;break}case 32:{c=247751;break}case 33:{c=246639;break}case 34:{c=246878;break}case 35:{c=246923;break}case 36:{c=246970;break}case 37:{c=247020;break}case 38:{c=247058;break}case 39:{c=247210;break}case 40:{c=247248;break}case 41:{c=247278;break}case 42:{c=247320;break}case 43:{c=247358;break}case 44:{c=247408;break}case 45:{c=247393;break}case 46:{c=247732;break}case 47:{c=247711;break}case 48:{c=247687;break}case 49:{c=247683;break}case 50:{c=247679;break}case 51:{c=247664;break}case 52:{c=247649;break}case 53:{c=247634;break}case 54:{c=247618;break}default:c=0}while(0);KOb(259216,c)|0;LOb(259216,34);if(g)KOb(259216,246415)|0;if(h|0){f[j>>2]=h;ABb(i,245455,j)|0;KOb(259216,246518)|0;KOb(259216,i)|0}KOb(259216,248071)|0;Kxb(e,d);LOb(259216,125);j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function uyb(){return -419657338}function vyb(){wyb();return}function wyb(){xyb(0);return}function 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if(!(a&1)){d=f[c>>2]|0;if(!(a&3))return;h=c+(0-d)|0;g=d+b|0;if(h>>>0<e>>>0)return;if((f[64812]|0)==(h|0)){a=j+4|0;b=f[a>>2]|0;if((b&3|0)!=3){i=h;b=g;break}f[64809]=g;f[a>>2]=b&-2;f[h+4>>2]=g|1;f[h+g>>2]=g;return}c=d>>>3;if(d>>>0<256){a=f[h+8>>2]|0;b=f[h+12>>2]|0;if((b|0)==(a|0)){f[64807]=f[64807]&~(1<<c);i=h;b=g;break}else{f[a+12>>2]=b;f[b+8>>2]=a;i=h;b=g;break}}e=f[h+24>>2]|0;a=f[h+12>>2]|0;do if((a|0)==(h|0)){c=h+16|0;b=c+4|0;a=f[b>>2]|0;if(!a){a=f[c>>2]|0;if(!a){a=0;break}else b=c}while(1){c=a+20|0;d=f[c>>2]|0;if(d|0){a=d;b=c;continue}c=a+16|0;d=f[c>>2]|0;if(!d)break;else{a=d;b=c}}f[b>>2]=0}else{i=f[h+8>>2]|0;f[i+12>>2]=a;f[a+8>>2]=i}while(0);if(!e){i=h;b=g}else{b=f[h+28>>2]|0;c=259532+(b<<2)|0;if((f[c>>2]|0)==(h|0)){f[c>>2]=a;if(!a){f[64808]=f[64808]&~(1<<b);i=h;b=g;break}}else{f[e+16+(((f[e+16>>2]|0)!=(h|0)&1)<<2)>>2]=a;if(!a){i=h;b=g;break}}f[a+24>>2]=e;b=h+16|0;c=f[b>>2]|0;if(c|0){f[a+16>>2]=c;f[c+24>>2]=a}b=f[b+4>>2]|0;if(!b){i=h;b=g}else{f[a+20>>2]=b;f[b+24>>2]=a;i=h;b=g}}}else{i=c;h=c}while(0);if(h>>>0>=j>>>0)return;a=j+4|0;d=f[a>>2]|0;if(!(d&1))return;if(!(d&2)){if((f[64813]|0)==(j|0)){j=(f[64810]|0)+b|0;f[64810]=j;f[64813]=i;f[i+4>>2]=j|1;if((i|0)!=(f[64812]|0))return;f[64812]=0;f[64809]=0;return}if((f[64812]|0)==(j|0)){j=(f[64809]|0)+b|0;f[64809]=j;f[64812]=h;f[i+4>>2]=j|1;f[h+j>>2]=j;return}e=(d&-8)+b|0;c=d>>>3;do if(d>>>0<256){b=f[j+8>>2]|0;a=f[j+12>>2]|0;if((a|0)==(b|0)){f[64807]=f[64807]&~(1<<c);break}else{f[b+12>>2]=a;f[a+8>>2]=b;break}}else{g=f[j+24>>2]|0;a=f[j+12>>2]|0;do if((a|0)==(j|0)){c=j+16|0;b=c+4|0;a=f[b>>2]|0;if(!a){a=f[c>>2]|0;if(!a){c=0;break}else 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if(e>>>0>16777215)a=31;else{h=(a+1048320|0)>>>16&8;j=a<<h;g=(j+520192|0)>>>16&4;j=j<<g;a=(j+245760|0)>>>16&2;a=14-(g|h|a)+(j<<a>>>15)|0;a=e>>>(a+7|0)&1|a<<1}d=259532+(a<<2)|0;f[i+28>>2]=a;f[i+20>>2]=0;f[i+16>>2]=0;b=f[64808]|0;c=1<<a;do if(!(b&c)){f[64808]=b|c;f[d>>2]=i;f[i+24>>2]=d;f[i+12>>2]=i;f[i+8>>2]=i}else{b=e<<((a|0)==31?0:25-(a>>>1)|0);c=f[d>>2]|0;while(1){if((f[c+4>>2]&-8|0)==(e|0)){a=73;break}d=c+16+(b>>>31<<2)|0;a=f[d>>2]|0;if(!a){a=72;break}else{b=b<<1;c=a}}if((a|0)==72){f[d>>2]=i;f[i+24>>2]=c;f[i+12>>2]=i;f[i+8>>2]=i;break}else if((a|0)==73){h=c+8|0;j=f[h>>2]|0;f[j+12>>2]=i;f[h>>2]=i;f[i+8>>2]=j;f[i+12>>2]=c;f[i+24>>2]=0;break}}while(0);j=(f[64815]|0)+-1|0;f[64815]=j;if(!j)a=259684;else return;while(1){a=f[a>>2]|0;if(!a)break;else a=a+8|0}f[64815]=-1;return}function aAb(a,b){a=a|0;b=b|0;var c=0,d=0;if(!a){b=_zb(b)|0;return b|0}if(b>>>0>4294967231){b=hAb()|0;f[b>>2]=12;b=0;return b|0}c=bAb(a+-8|0,b>>>0<11?16:b+11&-8)|0;if(c|0){b=c+8|0;return b|0}c=_zb(b)|0;if(!c){b=0;return b|0}d=f[a+-4>>2]|0;d=(d&-8)-((d&3|0)==0?8:4)|0;bQb(c|0,a|0,(d>>>0<b>>>0?d:b)|0)|0;$zb(a);b=c;return b|0}function bAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;m=f[l>>2]|0;c=m&-8;i=a+c|0;if(!(m&3)){if(b>>>0<256){a=0;return a|0}if(c>>>0>=(b+4|0)>>>0)if((c-b|0)>>>0<=f[64927]<<1>>>0)return a|0;a=0;return a|0}if(c>>>0>=b>>>0){c=c-b|0;if(c>>>0<=15)return a|0;k=a+b|0;f[l>>2]=m&1|b|2;f[k+4>>2]=c|3;m=i+4|0;f[m>>2]=f[m>>2]|1;cAb(k,c);return a|0}if((f[64813]|0)==(i|0)){k=(f[64810]|0)+c|0;c=k-b|0;d=a+b|0;if(k>>>0<=b>>>0){a=0;return a|0}f[l>>2]=m&1|b|2;f[d+4>>2]=c|1;f[64813]=d;f[64810]=c;return a|0}if((f[64812]|0)==(i|0)){d=(f[64809]|0)+c|0;if(d>>>0<b>>>0){a=0;return a|0}c=d-b|0;if(c>>>0>15){k=a+b|0;d=a+d|0;f[l>>2]=m&1|b|2;f[k+4>>2]=c|1;f[d>>2]=c;d=d+4|0;f[d>>2]=f[d>>2]&-2;d=k}else{f[l>>2]=m&1|d|2;d=a+d+4|0;f[d>>2]=f[d>>2]|1;d=0;c=0}f[64809]=c;f[64812]=d;return a|0}d=f[i+4>>2]|0;if(d&2|0){a=0;return a|0}j=(d&-8)+c|0;if(j>>>0<b>>>0){a=0;return a|0}k=j-b|0;e=d>>>3;do if(d>>>0<256){d=f[i+8>>2]|0;c=f[i+12>>2]|0;if((c|0)==(d|0)){f[64807]=f[64807]&~(1<<e);break}else{f[d+12>>2]=c;f[c+8>>2]=d;break}}else{h=f[i+24>>2]|0;c=f[i+12>>2]|0;do if((c|0)==(i|0)){e=i+16|0;d=e+4|0;c=f[d>>2]|0;if(!c){c=f[e>>2]|0;if(!c){e=0;break}else g=e}else g=d;while(1){e=c+20|0;d=f[e>>2]|0;if(d|0){c=d;g=e;continue}d=c+16|0;e=f[d>>2]|0;if(!e)break;else{c=e;g=d}}f[g>>2]=0;e=c}else{e=f[i+8>>2]|0;f[e+12>>2]=c;f[c+8>>2]=e;e=c}while(0);if(h|0){c=f[i+28>>2]|0;d=259532+(c<<2)|0;if((f[d>>2]|0)==(i|0)){f[d>>2]=e;if(!e){f[64808]=f[64808]&~(1<<c);break}}else{f[h+16+(((f[h+16>>2]|0)!=(i|0)&1)<<2)>>2]=e;if(!e)break}f[e+24>>2]=h;c=i+16|0;d=f[c>>2]|0;if(d|0){f[e+16>>2]=d;f[d+24>>2]=e}c=f[c+4>>2]|0;if(c|0){f[e+20>>2]=c;f[c+24>>2]=e}}}while(0);if(k>>>0<16){f[l>>2]=j|m&1|2;m=a+j+4|0;f[m>>2]=f[m>>2]|1;return a|0}else{i=a+b|0;f[l>>2]=m&1|b|2;f[i+4>>2]=k|3;m=a+j+4|0;f[m>>2]=f[m>>2]|1;cAb(i,k);return a|0}return 0}function cAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+b|0;c=f[a+4>>2]|0;do if(!(c&1)){e=f[a>>2]|0;if(!(c&3))return;h=a+(0-e)|0;b=e+b|0;if((f[64812]|0)==(h|0)){a=i+4|0;c=f[a>>2]|0;if((c&3|0)!=3)break;f[64809]=b;f[a>>2]=c&-2;f[h+4>>2]=b|1;f[i>>2]=b;return}d=e>>>3;if(e>>>0<256){a=f[h+8>>2]|0;c=f[h+12>>2]|0;if((c|0)==(a|0)){f[64807]=f[64807]&~(1<<d);break}else{f[a+12>>2]=c;f[c+8>>2]=a;break}}g=f[h+24>>2]|0;a=f[h+12>>2]|0;do if((a|0)==(h|0)){d=h+16|0;c=d+4|0;a=f[c>>2]|0;if(!a){a=f[d>>2]|0;if(!a){a=0;break}else c=d}while(1){d=a+20|0;e=f[d>>2]|0;if(e|0){a=e;c=d;continue}d=a+16|0;e=f[d>>2]|0;if(!e)break;else{a=e;c=d}}f[c>>2]=0}else{e=f[h+8>>2]|0;f[e+12>>2]=a;f[a+8>>2]=e}while(0);if(g){c=f[h+28>>2]|0;d=259532+(c<<2)|0;if((f[d>>2]|0)==(h|0)){f[d>>2]=a;if(!a){f[64808]=f[64808]&~(1<<c);break}}else{f[g+16+(((f[g+16>>2]|0)!=(h|0)&1)<<2)>>2]=a;if(!a)break}f[a+24>>2]=g;c=h+16|0;d=f[c>>2]|0;if(d|0){f[a+16>>2]=d;f[d+24>>2]=a}c=f[c+4>>2]|0;if(c){f[a+20>>2]=c;f[c+24>>2]=a}}}else h=a;while(0);a=i+4|0;d=f[a>>2]|0;if(!(d&2)){if((f[64813]|0)==(i|0)){i=(f[64810]|0)+b|0;f[64810]=i;f[64813]=h;f[h+4>>2]=i|1;if((h|0)!=(f[64812]|0))return;f[64812]=0;f[64809]=0;return}if((f[64812]|0)==(i|0)){i=(f[64809]|0)+b|0;f[64809]=i;f[64812]=h;f[h+4>>2]=i|1;f[h+i>>2]=i;return}e=(d&-8)+b|0;c=d>>>3;do if(d>>>0<256){a=f[i+8>>2]|0;b=f[i+12>>2]|0;if((b|0)==(a|0)){f[64807]=f[64807]&~(1<<c);break}else{f[a+12>>2]=b;f[b+8>>2]=a;break}}else{g=f[i+24>>2]|0;b=f[i+12>>2]|0;do if((b|0)==(i|0)){c=i+16|0;a=c+4|0;b=f[a>>2]|0;if(!b){b=f[c>>2]|0;if(!b){c=0;break}else a=c}while(1){c=b+20|0;d=f[c>>2]|0;if(d|0){b=d;a=c;continue}c=b+16|0;d=f[c>>2]|0;if(!d)break;else{b=d;a=c}}f[a>>2]=0;c=b}else{c=f[i+8>>2]|0;f[c+12>>2]=b;f[b+8>>2]=c;c=b}while(0);if(g|0){b=f[i+28>>2]|0;a=259532+(b<<2)|0;if((f[a>>2]|0)==(i|0)){f[a>>2]=c;if(!c){f[64808]=f[64808]&~(1<<b);break}}else{f[g+16+(((f[g+16>>2]|0)!=(i|0)&1)<<2)>>2]=c;if(!c)break}f[c+24>>2]=g;b=i+16|0;a=f[b>>2]|0;if(a|0){f[c+16>>2]=a;f[a+24>>2]=c}b=f[b+4>>2]|0;if(b|0){f[c+20>>2]=b;f[b+24>>2]=c}}}while(0);f[h+4>>2]=e|1;f[h+e>>2]=e;if((h|0)==(f[64812]|0)){f[64809]=e;return}}else{f[a>>2]=d&-2;f[h+4>>2]=b|1;f[h+b>>2]=b;e=b}b=e>>>3;if(e>>>0<256){c=259268+(b<<1<<2)|0;a=f[64807]|0;b=1<<b;if(!(a&b)){f[64807]=a|b;b=c;a=c+8|0}else{a=c+8|0;b=f[a>>2]|0}f[a>>2]=h;f[b+12>>2]=h;f[h+8>>2]=b;f[h+12>>2]=c;return}b=e>>>8;if(!b)b=0;else if(e>>>0>16777215)b=31;else{g=(b+1048320|0)>>>16&8;i=b<<g;d=(i+520192|0)>>>16&4;i=i<<d;b=(i+245760|0)>>>16&2;b=14-(d|g|b)+(i<<b>>>15)|0;b=e>>>(b+7|0)&1|b<<1}d=259532+(b<<2)|0;f[h+28>>2]=b;f[h+20>>2]=0;f[h+16>>2]=0;a=f[64808]|0;c=1<<b;if(!(a&c)){f[64808]=a|c;f[d>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;return}a=e<<((b|0)==31?0:25-(b>>>1)|0);c=f[d>>2]|0;while(1){if((f[c+4>>2]&-8|0)==(e|0)){b=69;break}d=c+16+(a>>>31<<2)|0;b=f[d>>2]|0;if(!b){b=68;break}else{a=a<<1;c=b}}if((b|0)==68){f[d>>2]=h;f[h+24>>2]=c;f[h+12>>2]=h;f[h+8>>2]=h;return}else if((b|0)==69){g=c+8|0;i=f[g>>2]|0;f[i+12>>2]=h;f[g>>2]=h;f[h+8>>2]=i;f[h+12>>2]=c;f[h+24>>2]=0;return}}function dAb(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;a=iAb(f[a+60>>2]|0)|0;f[c>>2]=a;a=gAb(Fc(6,c|0)|0)|0;u=b;return a|0}function eAb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+48|0;k=m+16|0;g=m;e=m+32|0;i=a+28|0;d=f[i>>2]|0;f[e>>2]=d;j=a+20|0;d=(f[j>>2]|0)-d|0;f[e+4>>2]=d;f[e+8>>2]=b;f[e+12>>2]=c;d=d+c|0;h=a+60|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;f[g+8>>2]=2;g=gAb(Bc(146,g|0)|0)|0;a:do if((d|0)==(g|0))l=3;else{b=2;while(1){if((g|0)<0)break;d=d-g|0;o=f[e+4>>2]|0;n=g>>>0>o>>>0;e=n?e+8|0:e;b=b+(n<<31>>31)|0;o=g-(n?o:0)|0;f[e>>2]=(f[e>>2]|0)+o;n=e+4|0;f[n>>2]=(f[n>>2]|0)-o;f[k>>2]=f[h>>2];f[k+4>>2]=e;f[k+8>>2]=b;g=gAb(Bc(146,k|0)|0)|0;if((d|0)==(g|0)){l=3;break a}}f[a+16>>2]=0;f[i>>2]=0;f[j>>2]=0;f[a>>2]=f[a>>2]|32;if((b|0)==2)c=0;else c=c-(f[e+4>>2]|0)|0}while(0);if((l|0)==3){o=f[a+44>>2]|0;f[a+16>>2]=o+(f[a+48>>2]|0);f[i>>2]=o;f[j>>2]=o}u=m;return c|0}function fAb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+32|0;g=e;d=e+20|0;f[g>>2]=f[a+60>>2];f[g+4>>2]=0;f[g+8>>2]=b;f[g+12>>2]=d;f[g+16>>2]=c;if((gAb(zc(140,g|0)|0)|0)<0){f[d>>2]=-1;a=-1}else a=f[d>>2]|0;u=e;return a|0}function gAb(a){a=a|0;var b=0;if(a>>>0>4294963200){b=hAb()|0;f[b>>2]=0-a;a=-1}return a|0}function hAb(){return 259748}function iAb(a){a=a|0;return a|0}function jAb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+32|0;e=g;f[a+36>>2]=135;if(!(f[a>>2]&64)){f[e>>2]=f[a+60>>2];f[e+4>>2]=21523;f[e+8>>2]=g+16;if(Ec(54,e|0)|0)b[a+75>>0]=-1}e=eAb(a,c,d)|0;u=g;return e|0}function kAb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;e=k;i=k+16|0;f[i>>2]=c;g=i+4|0;j=a+48|0;l=f[j>>2]|0;f[g>>2]=d-((l|0)!=0&1);h=a+44|0;f[i+8>>2]=f[h>>2];f[i+12>>2]=l;f[e>>2]=f[a+60>>2];f[e+4>>2]=i;f[e+8>>2]=2;e=gAb(Ac(145,e|0)|0)|0;if((e|0)<1)f[a>>2]=f[a>>2]|e&48^16;else{i=f[g>>2]|0;if(e>>>0>i>>>0){g=f[h>>2]|0;h=a+4|0;f[h>>2]=g;f[a+8>>2]=g+(e-i);if(!(f[j>>2]|0))e=d;else{f[h>>2]=g+1;b[c+(d+-1)>>0]=b[g>>0]|0;e=d}}}u=k;return e|0}function lAb(a){a=a|0;var b=0;b=(mAb(a)|0)==0;return (b?a:a|32)|0}function mAb(a){a=a|0;return (a+-65|0)>>>0<26|0}function nAb(a){a=a|0;var b=0;b=a;while(1)if(!(f[b>>2]|0))break;else b=b+4|0;return b-a>>2|0}function oAb(a,c){a=a|0;c=c|0;var d=0,e=0;d=b[a>>0]|0;e=b[c>>0]|0;if(d<<24>>24==0?1:d<<24>>24!=e<<24>>24)a=e;else{do{a=a+1|0;c=c+1|0;d=b[a>>0]|0;e=b[c>>0]|0}while(!(d<<24>>24==0?1:d<<24>>24!=e<<24>>24));a=e}return (d&255)-(a&255)|0}function pAb(a){a=a|0;var c=0,d=0,e=0;e=a;a:do if(!(e&3))d=4;else{c=e;while(1){if(!(b[a>>0]|0)){a=c;break a}a=a+1|0;c=a;if(!(c&3)){d=4;break}}}while(0);if((d|0)==4){while(1){c=f[a>>2]|0;if(!((c&-2139062144^-2139062144)&c+-16843009))a=a+4|0;else break}if((c&255)<<24>>24)do a=a+1|0;while((b[a>>0]|0)!=0)}return a-e|0}function qAb(){return 43664}function rAb(a){a=a|0;return (a+-97|0)>>>0<26|0}function sAb(a){a=a|0;var b=0;b=(rAb(a)|0)==0;return (b?a:a&95)|0}function tAb(a,b){a=a|0;b=b|0;return uAb(a)|0}function uAb(a){a=a|0;return (a+-48|0)>>>0<10|0}function vAb(a,b,c){a=a|0;b=b|0;c=c|0;c=wAb(a,b,c,-1,0)|0;return c|0}function wAb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+128|0;h=j;f[h>>2]=0;i=h+4|0;f[i>>2]=a;f[h+44>>2]=a;g=h+8|0;f[g>>2]=(a|0)<0?-1:a+2147483647|0;f[h+76>>2]=-1;xAb(h,0);c=yAb(h,c,1,d,e)|0;if(b|0)f[b>>2]=a+((f[i>>2]|0)+(f[h+108>>2]|0)-(f[g>>2]|0));u=j;return c|0}function xAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;f[a+104>>2]=b;c=f[a+8>>2]|0;d=f[a+4>>2]|0;e=c-d|0;f[a+108>>2]=e;f[a+100>>2]=(b|0)!=0&(e|0)>(b|0)?d+b|0:c;return}function yAb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;a:do if(c>>>0>36){g=hAb()|0;f[g>>2]=22;g=0;e=0}else{r=a+4|0;q=a+100|0;do{i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0}while((AAb(i)|0)!=0);b:do switch(i|0){case 43:case 45:{i=((i|0)==45)<<31>>31;j=f[r>>2]|0;if(j>>>0<(f[q>>2]|0)>>>0){f[r>>2]=j+1;p=i;i=h[j>>0]|0;break b}else{p=i;i=zAb(a)|0;break b}}default:p=0}while(0);j=(c|0)==0;do if((c|16|0)==16&(i|0)==48){i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((i|32|0)!=120)if(j){c=8;n=46;break}else{n=32;break}i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((h[249375+i>>0]|0)>15){e=(f[q>>2]|0)==0;if(!e)f[r>>2]=(f[r>>2]|0)+-1;if(!d){xAb(a,0);g=0;e=0;break a}if(e){g=0;e=0;break a}f[r>>2]=(f[r>>2]|0)+-1;g=0;e=0;break a}else{c=16;n=46}}else{c=j?10:c;if(c>>>0>(h[249375+i>>0]|0)>>>0)n=32;else{if(f[q>>2]|0)f[r>>2]=(f[r>>2]|0)+-1;xAb(a,0);g=hAb()|0;f[g>>2]=22;g=0;e=0;break a}}while(0);c:do if((n|0)==32)if((c|0)==10){c=i+-48|0;if(c>>>0<10){i=0;j=c;do{i=(i*10|0)+j|0;c=f[r>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[r>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;j=c+-48|0}while(j>>>0<10&i>>>0<429496729);d=0}else{c=i;i=0;d=0}k=c+-48|0;if(k>>>0<10){j=c;do{c=WPb(i|0,d|0,10,0)|0;l=I;m=((k|0)<0)<<31>>31;o=~m;if(l>>>0>o>>>0|(l|0)==(o|0)&c>>>0>~k>>>0){c=10;n=72;break c}i=QPb(c|0,l|0,k|0,m|0)|0;d=I;c=f[r>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[r>>2]=c+1;j=h[c>>0]|0}else 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i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+64|0;B=F+16|0;C=F;z=F+24|0;D=F+8|0;E=F+20|0;f[B>>2]=c;w=(a|0)!=0;x=z+40|0;y=x;z=z+39|0;A=D+4|0;i=0;c=0;k=0;a:while(1){do if((c|0)>-1)if((i|0)>(2147483647-c|0)){c=hAb()|0;f[c>>2]=75;c=-1;break}else{c=i+c|0;break}while(0);q=f[B>>2]|0;i=b[q>>0]|0;if(!(i<<24>>24)){v=88;break}else j=q;b:while(1){switch(i<<24>>24){case 37:{i=j;v=9;break b}case 0:{i=j;break b}default:{}}t=j+1|0;f[B>>2]=t;i=b[t>>0]|0;j=t}c:do if((v|0)==9)while(1){v=0;if((b[j+1>>0]|0)!=37)break c;i=i+1|0;j=j+2|0;f[B>>2]=j;if((b[j>>0]|0)!=37)break;else v=9}while(0);i=i-q|0;if(w)bBb(a,q,i);if(i|0)continue;t=(uAb(b[(f[B>>2]|0)+1>>0]|0)|0)==0;j=f[B>>2]|0;if(t){r=-1;l=k;i=1}else if((b[j+2>>0]|0)==36){r=(b[j+1>>0]|0)+-48|0;l=1;i=3}else{r=-1;l=k;i=1}i=j+i|0;f[B>>2]=i;j=b[i>>0]|0;t=(j<<24>>24)+-32|0;if(t>>>0>31|(1<<t&75913|0)==0)k=0;else{k=0;do{k=1<<(j<<24>>24)+-32|k;i=i+1|0;f[B>>2]=i;j=b[i>>0]|0;t=(j<<24>>24)+-32|0}while(!(t>>>0>31|(1<<t&75913|0)==0))}if(j<<24>>24==42){if(!(uAb(b[i+1>>0]|0)|0))v=23;else{j=f[B>>2]|0;if((b[j+2>>0]|0)==36){i=j+1|0;f[h+((b[i>>0]|0)+-48<<2)>>2]=10;i=f[g+((b[i>>0]|0)+-48<<3)>>2]|0;l=1;j=j+3|0}else v=23}if((v|0)==23){v=0;if(l|0){c=-1;break}if(w){t=(f[e>>2]|0)+(4-1)&~(4-1);i=f[t>>2]|0;f[e>>2]=t+4}else i=0;l=0;j=(f[B>>2]|0)+1|0}f[B>>2]=j;s=(i|0)<0;t=s?0-i|0:i;k=s?k|8192:k;s=l;i=j}else{i=cBb(B)|0;if((i|0)<0){c=-1;break}t=i;s=l;i=f[B>>2]|0}do if((b[i>>0]|0)==46){if((b[i+1>>0]|0)!=42){f[B>>2]=i+1;n=cBb(B)|0;i=f[B>>2]|0;break}if(uAb(b[i+2>>0]|0)|0){i=f[B>>2]|0;if((b[i+3>>0]|0)==36){n=i+2|0;f[h+((b[n>>0]|0)+-48<<2)>>2]=10;n=f[g+((b[n>>0]|0)+-48<<3)>>2]|0;i=i+4|0;f[B>>2]=i;break}}if(s|0){c=-1;break a}if(w){o=(f[e>>2]|0)+(4-1)&~(4-1);i=f[o>>2]|0;f[e>>2]=o+4}else i=0;o=(f[B>>2]|0)+2|0;f[B>>2]=o;n=i;i=o}else n=-1;while(0);o=0;while(1){if(((b[i>>0]|0)+-65|0)>>>0>57){c=-1;break a}j=i;i=i+1|0;f[B>>2]=i;j=b[(b[j>>0]|0)+-65+(249751+(o*58|0))>>0]|0;l=j&255;if((l+-1|0)>>>0>=8)break;else o=l}if(!(j<<24>>24)){c=-1;break}m=(r|0)>-1;do if(j<<24>>24==19)if(m){c=-1;break a}else v=50;else{if(m){f[h+(r<<2)>>2]=l;m=g+(r<<3)|0;r=f[m+4>>2]|0;v=C;f[v>>2]=f[m>>2];f[v+4>>2]=r;v=50;break}if(!w){c=0;break a}dBb(C,l,e);i=f[B>>2]|0}while(0);if((v|0)==50){v=0;if(!w){i=0;k=s;continue}}j=b[i+-1>>0]|0;j=(o|0)!=0&(j&15|0)==3?j&-33:j;i=k&-65537;r=(k&8192|0)==0?k:i;d:do switch(j|0){case 110:switch((o&255)<<24>>24){case 0:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 1:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 2:{i=f[C>>2]|0;f[i>>2]=c;f[i+4>>2]=((c|0)<0)<<31>>31;i=0;k=s;continue a}case 3:{d[f[C>>2]>>1]=c;i=0;k=s;continue a}case 4:{b[f[C>>2]>>0]=c;i=0;k=s;continue a}case 6:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 7:{i=f[C>>2]|0;f[i>>2]=c;f[i+4>>2]=((c|0)<0)<<31>>31;i=0;k=s;continue a}default:{i=0;k=s;continue a}}case 112:{j=120;i=n>>>0>8?n:8;k=r|8;v=62;break}case 88:case 120:{i=n;k=r;v=62;break}case 111:{j=C;i=f[j>>2]|0;j=f[j+4>>2]|0;m=fBb(i,j,x)|0;k=y-m|0;o=0;l=250215;n=(r&8|0)==0|(n|0)>(k|0)?n:k+1|0;k=r;v=68;break}case 105:case 100:{j=C;i=f[j>>2]|0;j=f[j+4>>2]|0;if((j|0)<0){i=RPb(0,0,i|0,j|0)|0;j=I;k=C;f[k>>2]=i;f[k+4>>2]=j;k=1;l=250215;v=67;break d}else{k=(r&2049|0)!=0&1;l=(r&2048|0)==0?((r&1|0)==0?250215:250217):250216;v=67;break d}}case 117:{j=C;k=0;l=250215;i=f[j>>2]|0;j=f[j+4>>2]|0;v=67;break}case 99:{b[z>>0]=f[C>>2];q=z;o=0;l=250215;m=x;j=1;break}case 109:{j=hAb()|0;j=hBb(f[j>>2]|0)|0;v=72;break}case 115:{j=f[C>>2]|0;j=j|0?j:250225;v=72;break}case 67:{f[D>>2]=f[C>>2];f[A>>2]=0;f[C>>2]=D;n=-1;k=D;v=76;break}case 83:{i=f[C>>2]|0;if(!n){iBb(a,32,t,0,r);i=0;v=85}else{k=i;v=76}break}case 65:case 71:case 70:case 69:case 97:case 103:case 102:case 101:{i=kBb(a,+p[C>>3],t,n,r,j)|0;k=s;continue a}default:{o=0;l=250215;m=x;j=n;i=r}}while(0);e:do if((v|0)==62){r=C;q=f[r>>2]|0;r=f[r+4>>2]|0;m=eBb(q,r,x,j&32)|0;l=(k&8|0)==0|(q|0)==0&(r|0)==0;o=l?0:2;l=l?250215:250215+(j>>4)|0;n=i;i=q;j=r;v=68}else if((v|0)==67){m=gBb(i,j,x)|0;o=k;k=r;v=68}else if((v|0)==72){v=0;r=TAb(j,0,n)|0;k=(r|0)==0;q=j;o=0;l=250215;m=k?j+n|0:r;j=k?n:r-j|0}else if((v|0)==76){v=0;m=k;i=0;j=0;while(1){l=f[m>>2]|0;if(!l)break;j=jBb(E,l)|0;if((j|0)<0|j>>>0>(n-i|0)>>>0)break;i=j+i|0;if(n>>>0>i>>>0)m=m+4|0;else break}if((j|0)<0){c=-1;break a}iBb(a,32,t,i,r);if(!i){i=0;v=85}else{l=0;while(1){j=f[k>>2]|0;if(!j){v=85;break e}j=jBb(E,j)|0;l=j+l|0;if((l|0)>(i|0)){v=85;break e}bBb(a,E,j);if(l>>>0>=i>>>0){v=85;break}else k=k+4|0}}}while(0);if((v|0)==68){v=0;j=(i|0)!=0|(j|0)!=0;i=(n|0)!=0|j;j=y-m+((j^1)&1)|0;q=i?m:x;m=x;j=i?((n|0)>(j|0)?n:j):n;i=(n|0)>-1?k&-65537:k}else if((v|0)==85){v=0;iBb(a,32,t,i,r^8192);i=(t|0)>(i|0)?t:i;k=s;continue}n=m-q|0;m=(j|0)<(n|0)?n:j;r=m+o|0;k=(t|0)<(r|0)?r:t;iBb(a,32,k,r,i);bBb(a,l,o);iBb(a,48,k,r,i^65536);iBb(a,48,m,n,0);bBb(a,q,n);iBb(a,32,k,r,i^8192);i=k;k=s}f:do if((v|0)==88)if(!a)if(!k)c=0;else{c=1;while(1){i=f[h+(c<<2)>>2]|0;if(!i)break;dBb(g+(c<<3)|0,i,e);i=c+1|0;if((c|0)<9)c=i;else{c=i;break}}if((c|0)<10)while(1){if(f[h+(c<<2)>>2]|0){c=-1;break f}if((c|0)<9)c=c+1|0;else{c=1;break}}else c=1}while(0);u=F;return c|0}function $Ab(a){a=a|0;return 0}function aBb(a){a=a|0;return}function bBb(a,b,c){a=a|0;b=b|0;c=c|0;if(!(f[a>>2]&32))sBb(b,c,a)|0;return}function cBb(a){a=a|0;var c=0,d=0;if(!(uAb(b[f[a>>2]>>0]|0)|0))c=0;else{c=0;do{d=f[a>>2]|0;c=(c*10|0)+-48+(b[d>>0]|0)|0;d=d+1|0;f[a>>2]=d}while((uAb(b[d>>0]|0)|0)!=0)}return c|0}function dBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0;a:do if(b>>>0<=20)do switch(b|0){case 9:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;f[a>>2]=b;break a}case 10:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;d=a;f[d>>2]=b;f[d+4>>2]=((b|0)<0)<<31>>31;break a}case 11:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;d=a;f[d>>2]=b;f[d+4>>2]=0;break a}case 12:{d=(f[c>>2]|0)+(8-1)&~(8-1);b=d;e=f[b>>2]|0;b=f[b+4>>2]|0;f[c>>2]=d+8;d=a;f[d>>2]=e;f[d+4>>2]=b;break a}case 13:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;d=(d&65535)<<16>>16;e=a;f[e>>2]=d;f[e+4>>2]=((d|0)<0)<<31>>31;break a}case 14:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;e=a;f[e>>2]=d&65535;f[e+4>>2]=0;break a}case 15:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;d=(d&255)<<24>>24;e=a;f[e>>2]=d;f[e+4>>2]=((d|0)<0)<<31>>31;break a}case 16:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;e=a;f[e>>2]=d&255;f[e+4>>2]=0;break a}case 17:{e=(f[c>>2]|0)+(8-1)&~(8-1);g=+p[e>>3];f[c>>2]=e+8;p[a>>3]=g;break a}case 18:{e=(f[c>>2]|0)+(8-1)&~(8-1);g=+p[e>>3];f[c>>2]=e+8;p[a>>3]=g;break a}default:break a}while(0);while(0);return}function eBb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!((a|0)==0&(c|0)==0))do{d=d+-1|0;b[d>>0]=h[250263+(a&15)>>0]|0|e;a=ZPb(a|0,c|0,4)|0;c=I}while(!((a|0)==0&(c|0)==0));return d|0}function fBb(a,c,d){a=a|0;c=c|0;d=d|0;if(!((a|0)==0&(c|0)==0))do{d=d+-1|0;b[d>>0]=a&7|48;a=ZPb(a|0,c|0,3)|0;c=I}while(!((a|0)==0&(c|0)==0));return d|0}function gBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if(c>>>0>0|(c|0)==0&a>>>0>4294967295){while(1){e=YPb(a|0,c|0,10,0)|0;d=d+-1|0;b[d>>0]=e&255|48;e=a;a=XPb(a|0,c|0,10,0)|0;if(!(c>>>0>9|(c|0)==9&e>>>0>4294967295))break;else c=I}c=a}else c=a;if(c)while(1){d=d+-1|0;b[d>>0]=(c>>>0)%10|0|48;if(c>>>0<10)break;else c=(c>>>0)/10|0}return d|0}function hBb(a){a=a|0;var b=0;b=(qBb()|0)+188|0;return rBb(a,f[b>>2]|0)|0}function iBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0,g=0;g=u;u=u+256|0;f=g;if((c|0)>(d|0)&(e&73728|0)==0){e=c-d|0;dQb(f|0,b<<24>>24|0,(e>>>0<256?e:256)|0)|0;if(e>>>0>255){b=c-d|0;do{bBb(a,f,256);e=e+-256|0}while(e>>>0>255);e=b&255}bBb(a,f,e)}u=g;return}function 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a}else{a=a+1|0;c=c+1|0}}a=(e&255)-(f&255)|0}while(0);return a|0}function ABb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;f[e>>2]=c;c=BBb(a,b,e)|0;u=d;return c|0}function BBb(a,b,c){a=a|0;b=b|0;c=c|0;return YAb(a,2147483647,b,c)|0}function CBb(a){a=a|0;var b=0,c=0,d=0;if((f[a+76>>2]|0)<0)d=3;else if(!($Ab(a)|0))d=3;else{b=a+4|0;c=f[b>>2]|0;if(c>>>0<(f[a+8>>2]|0)>>>0){f[b>>2]=c+1;b=h[c>>0]|0}else b=BAb(a)|0}do if((d|0)==3){b=a+4|0;c=f[b>>2]|0;if(c>>>0<(f[a+8>>2]|0)>>>0){f[b>>2]=c+1;b=h[c>>0]|0;break}else{b=BAb(a)|0;break}}while(0);return b|0}function DBb(a){a=a|0;var b=0,c=0;b=EBb()|0;f[a+56>>2]=f[b>>2];c=f[b>>2]|0;if(c|0)f[c+52>>2]=a;f[b>>2]=a;FBb();return a|0}function EBb(){wc(259832);return 259840}function FBb(){Hc(259832);return}function GBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+1040|0;k=n+8|0;l=n;j=f[b>>2]|0;f[l>>2]=j;m=(a|0)!=0;h=m?d:256;a=m?a:k;g=j;a:do 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if(d){e=d;while(1){i=b[g>>0]|0;if(!(i<<24>>24))break;g=g+1|0;f[a>>2]=i<<24>>24&57343;e=e+-1|0;if(!e)break b;else a=a+4|0}f[a>>2]=0;f[c>>2]=0;d=d-e|0;l=59;break a}while(0);f[c>>2]=g;l=59}while(0);c:while(1){d:do if((l|0)==14){while(1){i=b[g>>0]|0;if(((i&255)+-1|0)>>>0<127)if(!(g&3)){l=f[g>>2]|0;i=l&255;if(!((l+-16843009|l)&-2139062144)){do{g=g+4|0;e=e+-4|0;i=f[g>>2]|0}while(!((i+-16843009|i)&-2139062144|0));i=i&255}}i=i&255;if((i+-1|0)>>>0>=127)break;g=g+1|0;e=e+-1|0}i=i+-194|0;if(i>>>0>50)l=53;else{i=f[43460+(i<<2)>>2]|0;j=g+1|0;l=25;continue c}}else if((l|0)==15){e:do if(e){while(1){i=b[g>>0]|0;do if(((i&255)+-1|0)>>>0<127)if(e>>>0>4&(g&3|0)==0){while(1){i=f[g>>2]|0;if((i+-16843009|i)&-2139062144|0){l=38;break}f[a>>2]=i&255;f[a+4>>2]=h[g+1>>0];f[a+8>>2]=h[g+2>>0];j=g+4|0;i=a+16|0;f[a+12>>2]=h[g+3>>0];e=e+-4|0;if(e>>>0>4){a=i;g=j}else{l=37;break}}if((l|0)==37){a=i;g=j;i=b[j>>0]|0;break}else if((l|0)==38){i=i&255;break}}while(0);i=i&255;if((i+-1|0)>>>0>=127)break;g=g+1|0;f[a>>2]=i;e=e+-1|0;if(!e)break e;else a=a+4|0}i=i+-194|0;if(i>>>0>50){l=53;break d}i=f[43460+(i<<2)>>2]|0;k=e;j=g+1|0;l=43;continue c}while(0);f[c>>2]=g;l=59;continue c}else if((l|0)==25){l=(h[j>>0]|0)>>>3;if((l+-16|l+(i>>26))>>>0>7){g=j;l=52}else{g=j+1|0;if(i&33554432){if((b[g>>0]&-64)<<24>>24!=-128){g=j;l=52;break}g=j+2|0;if(i&524288){if((b[g>>0]&-64)<<24>>24!=-128){g=j;l=52;break}g=j+3|0}}e=e+-1|0;l=14;continue c}}else if((l|0)==43){l=0;e=h[j>>0]|0;g=e>>>3;if((g+-16|g+(i>>26))>>>0>7){g=j;e=k;l=52}else{g=j+1|0;e=e+-128|i<<6;do if((e|0)<0){i=(h[g>>0]|0)+-128|0;if(i>>>0>63){g=j+-1|0;d=a;break d}g=j+2|0;e=i|e<<6;if((e|0)<0){i=(h[g>>0]|0)+-128|0;if(i>>>0>63){g=j+-1|0;d=a;break d}else{g=j+3|0;e=i|e<<6;break}}}while(0);f[a>>2]=e;a=a+4|0;e=k+-1|0;l=15;continue c}}else if((l|0)==59)return d|0;while(0);if((l|0)==52){l=0;g=g+-1|0;if(!i)l=53;else d=a}if((l|0)==53)if(!(b[g>>0]|0)){if(a|0){f[a>>2]=0;f[c>>2]=0}d=d-e|0;l=59;continue}else d=a;l=hAb()|0;f[l>>2]=84;if(!d){d=-1;l=59;continue}f[c>>2]=g;d=-1;l=59}return 0}function IBb(){return qAb()|0}function JBb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;k=X(d,c)|0;d=(c|0)==0?0:d;if((f[e+76>>2]|0)>-1)j=$Ab(e)|0;else j=0;g=e+74|0;h=b[g>>0]|0;b[g>>0]=h+255|h;g=e+4|0;h=f[g>>2]|0;i=(f[e+8>>2]|0)-h|0;if((i|0)>0){i=i>>>0<k>>>0?i:k;bQb(a|0,h|0,i|0)|0;f[g>>2]=(f[g>>2]|0)+i;g=k-i|0;a=a+i|0}else g=k;a:do if(!g)l=13;else{i=e+32|0;while(1){if(CAb(e)|0)break;h=Sg[f[i>>2]&255](e,a,g)|0;if((h+1|0)>>>0<2)break;g=g-h|0;if(!g){l=13;break a}else a=a+h|0}if(j|0)aBb(e);d=((k-g|0)>>>0)/(c>>>0)|0}while(0);if((l|0)==13)if(j)aBb(e);return d|0}function KBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;if((f[a+76>>2]|0)>-1){d=($Ab(a)|0)==0;b=LBb(a,b,c)|0;if(!d)aBb(a)}else b=LBb(a,b,c)|0;return b|0}function LBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;if((c|0)==1)b=b-(f[a+8>>2]|0)+(f[a+4>>2]|0)|0;d=a+20|0;e=a+28|0;if((f[d>>2]|0)>>>0>(f[e>>2]|0)>>>0){Sg[f[a+36>>2]&255](a,0,0)|0;if(!(f[d>>2]|0))b=-1;else g=5}else g=5;if((g|0)==5){f[a+16>>2]=0;f[e>>2]=0;f[d>>2]=0;if((Sg[f[a+40>>2]&255](a,b,c)|0)<0)b=-1;else{f[a+8>>2]=0;f[a+4>>2]=0;f[a>>2]=f[a>>2]&-17;b=0}}return b|0}function MBb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if((f[a+76>>2]|0)>-1)e=$Ab(a)|0;else e=0;NBb(a);g=(f[a>>2]&1|0)!=0;if(!g){d=EBb()|0;c=f[a+52>>2]|0;b=a+56|0;if(c|0)f[c+56>>2]=f[b>>2];b=f[b>>2]|0;if(b|0)f[b+52>>2]=c;if((f[d>>2]|0)==(a|0))f[d>>2]=b;FBb()}b=OBb(a)|0;b=Pg[f[a+12>>2]&1023](a)|0|b;c=f[a+92>>2]|0;if(c|0)$zb(c);if(g){if(e|0)aBb(a)}else $zb(a);return b|0}function NBb(a){a=a|0;var b=0;if(f[a+68>>2]|0){b=f[a+116>>2]|0;a=a+112|0;if(b|0)f[b+112>>2]=f[a>>2];a=f[a>>2]|0;if(!a)a=(QBb()|0)+232|0;else a=a+116|0;f[a>>2]=b}return}function OBb(a){a=a|0;var b=0,c=0;do if(!a){if(!(f[10832]|0))b=0;else b=OBb(f[10832]|0)|0;a=EBb()|0;a=f[a>>2]|0;if(a)do{if((f[a+76>>2]|0)>-1)c=$Ab(a)|0;else c=0;if((f[a+20>>2]|0)>>>0>(f[a+28>>2]|0)>>>0)b=PBb(a)|0|b;if(c|0)aBb(a);a=f[a+56>>2]|0}while((a|0)!=0);FBb()}else{if((f[a+76>>2]|0)<=-1){b=PBb(a)|0;break}c=($Ab(a)|0)==0;b=PBb(a)|0;if(!c)aBb(a)}while(0);return b|0}function PBb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+20|0;h=a+28|0;if((f[g>>2]|0)>>>0>(f[h>>2]|0)>>>0){Sg[f[a+36>>2]&255](a,0,0)|0;if(!(f[g>>2]|0))b=-1;else c=3}else c=3;if((c|0)==3){b=a+4|0;c=f[b>>2]|0;d=a+8|0;e=f[d>>2]|0;if(c>>>0<e>>>0)Sg[f[a+40>>2]&255](a,c-e|0,1)|0;f[a+16>>2]=0;f[h>>2]=0;f[g>>2]=0;f[d>>2]=0;f[b>>2]=0;b=0}return b|0}function QBb(){return qAb()|0}function RBb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+64|0;j=k+40|0;h=k+24|0;g=k+16|0;e=k;i=k+56|0;if(!(SAb(252186,b[c>>0]|0)|0)){d=hAb()|0;f[d>>2]=22;d=0}else{d=_zb(1156)|0;if(!d)d=0;else{dQb(d|0,0,124)|0;if(!(SAb(c,43)|0))f[d>>2]=(b[c>>0]|0)==114?8:4;if(SAb(c,101)|0){f[e>>2]=a;f[e+4>>2]=2;f[e+8>>2]=1;Cc(221,e|0)|0}if((b[c>>0]|0)==97){f[g>>2]=a;f[g+4>>2]=3;c=Cc(221,g|0)|0;if(!(c&1024)){f[h>>2]=a;f[h+4>>2]=4;f[h+8>>2]=c|1024;Cc(221,h|0)|0}e=f[d>>2]|128;f[d>>2]=e}else e=f[d>>2]|0;f[d+60>>2]=a;f[d+44>>2]=d+132;f[d+48>>2]=1024;c=d+75|0;b[c>>0]=-1;if(!(e&8)){f[j>>2]=a;f[j+4>>2]=21523;f[j+8>>2]=i;if(!(Ec(54,j|0)|0))b[c>>0]=10}f[d+32>>2]=138;f[d+36>>2]=135;f[d+40>>2]=136;f[d+12>>2]=553;if(!(f[64939]|0))f[d+76>>2]=-1;DBb(d)|0}}u=k;return d|0}function SBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,L=0;L=u;u=u+288|0;E=L+8|0;F=L+17|0;G=L;H=L+16|0;if((f[a+76>>2]|0)>-1)K=$Ab(a)|0;else K=0;e=b[c>>0]|0;a:do if(!(e<<24>>24))c=0;else{y=a+4|0;z=a+100|0;A=a+108|0;B=a+8|0;C=F+10|0;D=F+33|0;x=E+4|0;m=c;t=0;c=0;g=0;i=e;e=0;b:while(1){c:do if(!(AAb(i&255)|0)){i=(b[m>>0]|0)==37;d:do if(i){j=m+1|0;k=b[j>>0]|0;e:do switch(k<<24>>24){case 37:break d;case 42:{w=0;j=m+2|0;break}default:{if(uAb(k&255)|0)if((b[m+2>>0]|0)==36){w=TBb(d,(h[j>>0]|0)+-48|0)|0;j=m+3|0;break e}v=(f[d>>2]|0)+(4-1)&~(4-1);w=f[v>>2]|0;f[d>>2]=v+4}}while(0);if(!(uAb(h[j>>0]|0)|0))r=0;else{i=0;do{i=(i*10|0)+-48+(h[j>>0]|0)|0;j=j+1|0}while((uAb(h[j>>0]|0)|0)!=0);r=i}m=b[j>>0]|0;k=j+1|0;if(m<<24>>24==109){i=(w|0)!=0&1;g=0;j=k;m=b[k>>0]|0;e=0}else i=0;k=j+1|0;switch(m<<24>>24){case 104:{v=(b[k>>0]|0)==104;m=v?-2:-1;j=v?j+2|0:k;break}case 108:{v=(b[k>>0]|0)==108;m=v?3:1;j=v?j+2|0:k;break}case 106:{m=3;j=k;break}case 116:case 122:{m=1;j=k;break}case 76:{m=2;j=k;break}case 110:case 112:case 67:case 83:case 91:case 99:case 115:case 88:case 71:case 70:case 69:case 65:case 103:case 102:case 101:case 97:case 120:case 117:case 111:case 105:case 100:{m=0;break}default:{J=136;break b}}q=h[j>>0]|0;s=(q&47|0)==3;q=s?q|32:q;s=s?1:m;o=q&255;switch(o<<24>>24){case 99:{r=(r|0)>1?r:1;break}case 91:break;case 110:{UBb(w,s,t,((t|0)<0)<<31>>31);k=t;break c}default:{xAb(a,0);do{k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0}while((AAb(k)|0)!=0);if(!(f[z>>2]|0))k=f[y>>2]|0;else{k=(f[y>>2]|0)+-1|0;f[y>>2]=k}t=(f[A>>2]|0)+t+k-(f[B>>2]|0)|0}}xAb(a,r);m=f[y>>2]|0;k=f[z>>2]|0;if(m>>>0<k>>>0)f[y>>2]=m+1;else{if((zAb(a)|0)<0){J=136;break b}k=f[z>>2]|0}if(k|0)f[y>>2]=(f[y>>2]|0)+-1;f:do switch(o<<24>>24){case 91:case 99:case 115:{v=(q|0)==99;g:do if((q|16|0)==115){dQb(F|0,-1,257)|0;b[F>>0]=0;if((q|0)==115){b[D>>0]=0;b[C>>0]=0;b[C+1>>0]=0;b[C+2>>0]=0;b[C+3>>0]=0;b[C+4>>0]=0}}else{k=j+1|0;o=(b[k>>0]|0)==94;q=o&1;j=o?j+2|0:k;dQb(F|0,q|0,257)|0;b[F>>0]=0;k=b[j>>0]|0;switch(k<<24>>24){case 45:{k=46;J=65;break}case 93:{k=94;J=65;break}default:{}}while(1){if((J|0)==65){J=0;b[F+k>>0]=q^1;k=j+1|0;j=k;k=b[k>>0]|0}h:do switch(k<<24>>24){case 0:{J=136;break b}case 93:break g;case 45:{o=j+1|0;k=b[o>>0]|0;switch(k<<24>>24){case 93:case 0:{k=45;break h}default:{}}j=b[j+-1>>0]|0;if((j&255)<(k&255)){m=(q^1)&255;j=j&255;do{j=j+1|0;b[F+j>>0]=m;k=b[o>>0]|0}while((j|0)<(k&255|0));j=o}else j=o;break}default:{}}while(0);k=(k&255)+1|0;J=65}}while(0);k=v?r+1|0:31;q=(s|0)==1;s=(i|0)!=0;i:do if(q){if(s){e=_zb(k<<2)|0;if(!e){g=0;e=0;J=136;break b}}else e=w;f[E>>2]=0;f[x>>2]=0;o=k;g=0;j:while(1){m=(e|0)==0;do{k:while(1){k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0;if(!(b[F+(k+1)>>0]|0))break j;b[H>>0]=k;switch(xBb(G,H,1,E)|0){case -1:{g=0;J=136;break b}case -2:break;default:break k}}if(!m){f[e+(g<<2)>>2]=f[G>>2];g=g+1|0}}while(!(s&(g|0)==(o|0)));g=o<<1|1;k=aAb(e,g<<2)|0;if(!k){g=0;J=136;break b}else{m=o;o=g;e=k;g=m}}if(!(VBb(E)|0)){g=0;J=136;break b}else{o=g;g=0;m=e}}else{if(s){g=_zb(k)|0;if(!g){g=0;e=0;J=136;break b}else{m=k;e=0}while(1){do{k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0;if(!(b[F+(k+1)>>0]|0)){o=e;m=0;e=0;break i}b[g+e>>0]=k;e=e+1|0}while((e|0)!=(m|0));e=m<<1|1;k=aAb(g,e)|0;if(!k){e=0;J=136;break b}else{o=m;m=e;g=k;e=o}}}if(!w)while(1){e=f[y>>2]|0;if(e>>>0<(f[z>>2]|0)>>>0){f[y>>2]=e+1;e=h[e>>0]|0}else e=zAb(a)|0;if(!(b[F+(e+1)>>0]|0)){o=0;g=0;m=0;e=0;break i}}else g=0;while(1){e=f[y>>2]|0;if(e>>>0<(f[z>>2]|0)>>>0){f[y>>2]=e+1;e=h[e>>0]|0}else e=zAb(a)|0;if(!(b[F+(e+1)>>0]|0)){o=g;g=w;m=0;e=0;break i}b[w+g>>0]=e;g=g+1|0}}while(0);if(!(f[z>>2]|0))k=f[y>>2]|0;else{k=(f[y>>2]|0)+-1|0;f[y>>2]=k}k=k-(f[B>>2]|0)+(f[A>>2]|0)|0;if(!k)break b;if(!((k|0)==(r|0)|v^1))break b;do if(s)if(q){f[w>>2]=m;break}else{f[w>>2]=g;break}while(0);if(!v){if(m|0)f[m+(o<<2)>>2]=0;if(!g){g=0;break f}b[g+o>>0]=0}break}case 120:case 88:case 112:{k=16;J=124;break}case 111:{k=8;J=124;break}case 117:case 100:{k=10;J=124;break}case 105:{k=0;J=124;break}case 71:case 103:case 70:case 102:case 69:case 101:case 65:case 97:{l=+WBb(a,s,0);if((f[A>>2]|0)==((f[B>>2]|0)-(f[y>>2]|0)|0))break b;if(w)switch(s|0){case 0:{n[w>>2]=l;break f}case 1:{p[w>>3]=l;break f}case 2:{p[w>>3]=l;break f}default:break f}break}default:{}}while(0);do if((J|0)==124){J=0;k=yAb(a,k,0,-1,-1)|0;if((f[A>>2]|0)==((f[B>>2]|0)-(f[y>>2]|0)|0))break b;if((w|0)!=0&(q|0)==112){f[w>>2]=k;break}else{UBb(w,s,k,I);break}}while(0);c=c+((w|0)!=0&1)|0;k=(f[A>>2]|0)+t+(f[y>>2]|0)-(f[B>>2]|0)|0;break c}while(0);j=m+(i&1)|0;xAb(a,0);i=f[y>>2]|0;if(i>>>0<(f[z>>2]|0)>>>0){f[y>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((i|0)!=(h[j>>0]|0)){J=22;break b}k=t+1|0}else{j=m;while(1){i=j+1|0;if(!(AAb(h[i>>0]|0)|0))break;else j=i}xAb(a,0);do{i=f[y>>2]|0;if(i>>>0<(f[z>>2]|0)>>>0){f[y>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0}while((AAb(i)|0)!=0);if(!(f[z>>2]|0))i=f[y>>2]|0;else{i=(f[y>>2]|0)+-1|0;f[y>>2]=i}k=(f[A>>2]|0)+t+i-(f[B>>2]|0)|0}while(0);m=j+1|0;i=b[m>>0]|0;if(!(i<<24>>24))break a;else t=k}if((J|0)==22){if(f[z>>2]|0)f[y>>2]=(f[y>>2]|0)+-1;if((c|0)!=0|(i|0)>-1)break;else{c=0;J=137}}else if((J|0)==136)if(!c){c=i;J=137}if((J|0)==137){i=c;c=-1}if(i){$zb(g);$zb(e)}}while(0);if(K|0)aBb(a);u=L;return c|0}function TBb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;f[c>>2]=f[a>>2];while(1){e=(f[c>>2]|0)+(4-1)&~(4-1);a=f[e>>2]|0;f[c>>2]=e+4;if(b>>>0>1)b=b+-1|0;else break}u=d;return a|0}function UBb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;a:do if(a|0)switch(c|0){case -2:{b[a>>0]=e;break a}case -1:{d[a>>1]=e;break a}case 0:{f[a>>2]=e;break a}case 1:{f[a>>2]=e;break a}case 3:{c=a;f[c>>2]=e;f[c+4>>2]=g;break a}default:break a}while(0);return}function VBb(a){a=a|0;if(!a)a=1;else a=(f[a>>2]|0)==0&1;return a|0}function WBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;switch(c|0){case 0:{l=-149;m=24;j=4;break}case 1:{l=-1074;m=53;j=4;break}case 2:{l=-1074;m=53;j=4;break}default:e=0.0}a:do if((j|0)==4){o=a+4|0;n=a+100|0;do{c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0}while((AAb(c)|0)!=0);b:do switch(c|0){case 43:case 45:{i=1-(((c|0)==45&1)<<1)|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;g=h[c>>0]|0;break b}else{g=zAb(a)|0;break b}}default:{g=c;i=1}}while(0);c=0;do{if((g|32|0)!=(b[252173+c>>0]|0))break;do if(c>>>0<7){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0;break}else{g=zAb(a)|0;break}}while(0);c=c+1|0}while(c>>>0<8);c:do switch(c|0){case 8:break;case 3:{j=23;break}default:{k=(d|0)!=0;if(k&c>>>0>3)if((c|0)==8)break c;else{j=23;break c}d:do if(!c){c=0;do{if((g|32|0)!=(b[252182+c>>0]|0))break d;do if(c>>>0<2){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0;break}else{g=zAb(a)|0;break}}while(0);c=c+1|0}while(c>>>0<3)}while(0);switch(c|0){case 3:{c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;if((c|0)==40)c=1;else{if(!(f[n>>2]|0)){e=B;break a}f[o>>2]=(f[o>>2]|0)+-1;e=B;break a}while(1){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0}else g=zAb(a)|0;if(!((g+-48|0)>>>0<10|(g+-65|0)>>>0<26))if(!((g|0)==95|(g+-97|0)>>>0<26))break;c=c+1|0}if((g|0)==41){e=B;break a}g=(f[n>>2]|0)==0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if(!k){o=hAb()|0;f[o>>2]=22;xAb(a,0);e=0.0;break a}if(!c){e=B;break a}while(1){c=c+-1|0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if(!c){e=B;break a}}}case 0:{if((g|0)==48){c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;if((c|32|0)==120){e=+XBb(a,m,l,i,d);break a}if(!(f[n>>2]|0))c=48;else{f[o>>2]=(f[o>>2]|0)+-1;c=48}}else c=g;e=+YBb(a,c,m,l,i,d);break a}default:{if(f[n>>2]|0)f[o>>2]=(f[o>>2]|0)+-1;o=hAb()|0;f[o>>2]=22;xAb(a,0);e=0.0;break a}}}}while(0);if((j|0)==23){g=(f[n>>2]|0)==0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if((d|0)!=0&c>>>0>3)do{if(!g)f[o>>2]=(f[o>>2]|0)+-1;c=c+-1|0}while(c>>>0>3)}e=+(i|0)*C}while(0);return +e}function XBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,i=0,j=0,k=0.0,l=0,m=0,n=0,o=0.0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;y=a+4|0;i=f[y>>2]|0;x=a+100|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0;l=0}else{j=zAb(a)|0;l=0}a:while(1){switch(j|0){case 46:{w=8;break a}case 48:break;default:{s=0;n=0;o=1.0;g=0.0;i=0;m=j;t=l;v=0;u=0;l=0;j=0;break a}}i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0;l=1;continue}else{j=zAb(a)|0;l=1;continue}}if((w|0)==8){i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0}else j=zAb(a)|0;if((j|0)==48){l=0;j=0;do{i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;m=h[i>>0]|0}else m=zAb(a)|0;l=QPb(l|0,j|0,-1,-1)|0;j=I}while((m|0)==48);s=1;n=0;o=1.0;g=0.0;i=0;t=1;v=0;u=0}else{s=1;n=0;o=1.0;g=0.0;i=0;m=j;t=l;v=0;u=0;l=0;j=0}}while(1){q=m+-48|0;p=m|32;if(q>>>0<10)w=20;else{r=(m|0)==46;if(!(r|(p+-97|0)>>>0<6))break;if(r)if(!s){s=1;k=o;r=t;l=u;j=v;q=u;p=v}else{m=46;break}else w=20}if((w|0)==20){w=0;m=(m|0)>57?p+-87|0:q;do if((v|0)<0|(v|0)==0&u>>>0<8){k=o;i=m+(i<<4)|0}else if((v|0)<0|(v|0)==0&u>>>0<14){o=o*.0625;k=o;g=g+o*+(m|0);break}else{t=(n|0)!=0|(m|0)==0;n=t?n:1;k=o;g=t?g:g+o*.5;break}while(0);q=QPb(u|0,v|0,1,0)|0;r=1;p=I}m=f[y>>2]|0;if(m>>>0<(f[x>>2]|0)>>>0){f[y>>2]=m+1;o=k;m=h[m>>0]|0;t=r;v=p;u=q;continue}else{o=k;m=zAb(a)|0;t=r;v=p;u=q;continue}}do if(!t){i=(f[x>>2]|0)==0;if(!i)f[y>>2]=(f[y>>2]|0)+-1;if(!e)xAb(a,0);else{if(!i)f[y>>2]=(f[y>>2]|0)+-1;if(!((s|0)==0|i))f[y>>2]=(f[y>>2]|0)+-1}g=+(d|0)*0.0}else{p=(s|0)==0;q=p?u:l;p=p?v:j;if((v|0)<0|(v|0)==0&u>>>0<8){l=u;j=v;while(1){i=i<<4;w=l;l=QPb(l|0,j|0,1,0)|0;if(!((j|0)<0|(j|0)==0&w>>>0<7)){n=i;break}else j=I}}else n=i;if((m|32|0)==112){j=ZBb(a,e)|0;i=I;if((j|0)==0&(i|0)==-2147483648){if(!e){xAb(a,0);g=0.0;break}if(!(f[x>>2]|0)){j=0;i=0}else{f[y>>2]=(f[y>>2]|0)+-1;j=0;i=0}}}else 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b=b+-48+((f[k>>2]|0)*10|0)|0;f[k>>2]=b;w=w+1|0;y=(w|0)==9;w=y?0:w;j=j+(y&1)|0;s=v?o:s;y=1}while(0);b=f[B>>2]|0;if(b>>>0<(f[C>>2]|0)>>>0){f[B>>2]=b+1;b=h[b>>0]|0}else b=zAb(a)|0;z=b+-48|0;k=(b|0)==46;if(!(k|z>>>0<10)){v=x;k=y;A=29;break b}}b=w;k=(y|0)!=0;A=37}else{w=0;j=0;s=0;k=o;o=0;m=0;A=29}while(0);do if((A|0)==29){z=(v|0)==0;p=z?o:p;n=z?m:n;k=(k|0)!=0;if(!(k&(b|32|0)==101))if((b|0)>-1){b=w;A=37;break}else{b=w;A=39;break}k=ZBb(a,g)|0;b=I;if((k|0)==0&(b|0)==-2147483648){if(!g){xAb(a,0);i=0.0;break}if(!(f[C>>2]|0)){k=0;b=0}else{f[B>>2]=(f[B>>2]|0)+-1;k=0;b=0}}y=QPb(k|0,b|0,p|0,n|0)|0;b=w;n=I;A=41}while(0);if((A|0)==37)if(!(f[C>>2]|0))A=39;else{f[B>>2]=(f[B>>2]|0)+-1;if(k){y=p;A=41}else A=40}if((A|0)==39)if(k){y=p;A=41}else A=40;do if((A|0)==40){F=hAb()|0;f[F>>2]=22;xAb(a,0);i=0.0}else 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+((c|0)==(g|0)&(e|0)==(i|0)?a*0.0:a);if(!d){c=_Pb(h|0,j|0,12)|0;e=I;if((e|0)>-1|(e|0)==-1&c>>>0>4294967295){d=0;do{d=d+-1|0;c=_Pb(c|0,e|0,1)|0;e=I}while((e|0)>-1|(e|0)==-1&c>>>0>4294967295)}else d=0;h=_Pb(h|0,j|0,1-d|0)|0;g=I}else g=j&1048575|1048576;if(!k){e=_Pb(l|0,m|0,12)|0;i=I;if((i|0)>-1|(i|0)==-1&e>>>0>4294967295){c=0;do{c=c+-1|0;e=_Pb(e|0,i|0,1)|0;i=I}while((i|0)>-1|(i|0)==-1&e>>>0>4294967295)}else c=0;l=_Pb(l|0,m|0,1-c|0)|0;k=c;j=I}else j=m&1048575|1048576;e=RPb(h|0,g|0,l|0,j|0)|0;c=I;i=(c|0)>-1|(c|0)==-1&e>>>0>4294967295;b:do if((d|0)>(k|0)){while(1){if(i){if((e|0)==0&(c|0)==0)break}else{e=h;c=g}h=_Pb(e|0,c|0,1)|0;g=I;d=d+-1|0;e=RPb(h|0,g|0,l|0,j|0)|0;c=I;i=(c|0)>-1|(c|0)==-1&e>>>0>4294967295;if((d|0)<=(k|0))break b}b=a*0.0;break a}while(0);if(i){if((e|0)==0&(c|0)==0){b=a*0.0;break}}else{c=g;e=h}if(c>>>0<1048576|(c|0)==1048576&e>>>0<0)do{e=_Pb(e|0,c|0,1)|0;c=I;d=d+-1|0}while(c>>>0<1048576|(c|0)==1048576&e>>>0<0);if((d|0)>0){m=QPb(e|0,c|0,0,-1048576)|0;c=I;d=_Pb(d|0,0,52)|0;c=c|I;d=m|d}else{d=ZPb(e|0,c|0,1-d|0)|0;c=I}f[s>>2]=d;f[s+4>>2]=c|n;b=+p[s>>3]}}while(0);if((o|0)==3){b=a*b;b=b/b}return +b}function dCb(a){a=+a;var b=0;p[s>>3]=a;b=f[s>>2]|0;I=f[s+4>>2]|0;return b|0}function eCb(a,b){a=+a;b=+b;var c=0,d=0;p[s>>3]=a;d=f[s>>2]|0;c=f[s+4>>2]|0;p[s>>3]=b;c=f[s+4>>2]&-2147483648|c&2147483647;f[s>>2]=d;f[s+4>>2]=c;return +(+p[s>>3])}function fCb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;f[e>>2]=c;c=ZAb(a,b,e)|0;u=d;return c|0}function gCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+488>>2]|0;e=f[a+1680>>2]|0;a:{f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243321;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+93>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=243340;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+94>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243360;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+95>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243387;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+96>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243418;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+97>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=37;g=c;h=243449;i=g+37|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+37>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+98>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=243487;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+99>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243505;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+100>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=35;g=c;h=243536;i=g+35|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+35>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+101>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=243572;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+102>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243602;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+103>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=243627;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+104>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=243644;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+105>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243666;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+106>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243690;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+107>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=39;g=c;h=243717;i=g+39|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+39>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+108>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243757;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+109>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=43;g=c;h=243781;i=g+43|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+43>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+110>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243825;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+111>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243850;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;c=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+112>>0]=c;if((b[(a+164|0)+11>>0]|0)>=0){e=f[e>>2]|0;Rub(a+152|0,e);u=a;f[a+2184>>2]=5;break a}sOb(f[(a+164|0)>>2]|0);e=f[e>>2]|0;Rub(a+152|0,e);u=a;f[a+2184>>2]=5;break a}f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function hCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;e=f[a+1680>>2]|0;i=f[a+2040>>2]|0;b[d+72>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=20;g=c;h=242838;i=g+20|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+20>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+73>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242859;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+74>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242878;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+75>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242909;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+76>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242937;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+77>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242960;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+78>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242990;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+79>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=243017;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+80>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=243040;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+81>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243070;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+82>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=243096;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+83>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243116;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+84>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243135;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+85>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243161;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+86>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=243187;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+87>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=243205;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+88>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243222;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+89>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243247;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+90>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=243266;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+91>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243294;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;e=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+92>>0]=e;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);e=pOb(32)|0;f[(a+164|0)>>2]=e;f[a+488>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function iCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+1664>>2]|0;e=f[a+1680>>2]|0;g=f[a+2144>>2]|0;h=f[a+2160>>2]|0;i=f[a+2168>>2]|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+52>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=242388;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+53>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242412;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+54>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=11;g=c;h=242435;i=g+11|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+11>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+55>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=242447;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+56>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242473;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+57>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242504;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+58>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242531;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+59>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=242559;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+60>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=242581;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+61>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242613;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+62>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242643;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+63>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242661;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+64>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=242688;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+65>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242708;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+66>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=12;g=c;h=242731;i=g+12|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+12>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+67>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);f[(a+164|0)>>2]=0;f[(a+164|0)+4>>2]=0;f[(a+164|0)+8>>2]=0;b[((a+164|0)+11|0)>>0]=9;g=a+164|0;h=242744;i=g+9|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[(a+164|0)+9>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+68>>0]=i;if((b[((a+164|0)+11|0)>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242754;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+69>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242784;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+70>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=242802;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+71>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242819;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;e=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;f[a+2040>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function jCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;i=f[a+1280>>2]|0;e=f[a+1680>>2]|0;b[i+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+31>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=241861;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+32>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241893;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+33>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241927;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+34>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241961;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+35>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241984;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+36>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=11;g=c;h=242018;i=g+11|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+11>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+37>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=20;g=c;h=242030;i=g+20|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+20>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+38>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=14;g=c;h=242051;i=g+14|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+14>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+39>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=14;g=c;h=242066;i=g+14|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+14>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+40>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=242081;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+41>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242107;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+42>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242138;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+43>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242156;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+44>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242175;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+45>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242203;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+46>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242230;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+47>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242253;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+48>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=242272;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+49>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242296;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+50>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=34;g=c;h=242327;i=g+34|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+34>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+51>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);e=pOb(32)|0;f[(a+164|0)>>2]=e;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=e;h=242362;i=g+25|0;f[a+1664>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function kCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+912>>2]|0;e=f[a+1680>>2]|0;g=f[a+2144>>2]|0;h=f[a+2160>>2]|0;i=f[a+2168>>2]|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+10>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=241329;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+11>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=32;g=c;h=241356;i=g+32|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+12>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=28;g=c;h=241389;i=g+28|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+28>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+13>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241418;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+14>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241441;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+15>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=241464;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+16>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=241486;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+17>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=241508;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+18>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=241536;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+19>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=241562;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+20>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=241580;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+21>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=241600;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+22>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=241631;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+23>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=241655;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+24>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=241673;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+25>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=241705;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+26>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=241736;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+27>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241756;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+28>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241779;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+29>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=241802;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+30>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=32;g=c;h=241828;i=g+32|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));f[a+1280>>2]=c;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function lCb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a+72>>2]|0;k=f[a+144>>2]|0;i=f[a+544>>2]|0;j=f[a+552>>2]|0;n=f[a+1472>>2]|0;p=f[a+2152>>2]|0;q=f[a+2216>>2]|0;a:{if(q){q=0;if(!n){g=f[64811]|0;if((g|0)==0|j>>>0<g>>>0)f[64811]=j;f[64919]=j;f[64920]=i;f[64922]=0;f[64816]=f[64925];f[64815]=-1;f[64820]=259268;f[64819]=259268;f[64822]=259276;f[64821]=259276;f[64824]=259284;f[64823]=259284;f[64826]=259292;f[64825]=259292;f[64828]=259300;f[64827]=259300;f[64830]=259308;f[64829]=259308;f[64832]=259316;f[64831]=259316;f[64834]=259324;f[64833]=259324;f[64836]=259332;f[64835]=259332;f[64838]=259340;f[64837]=259340;f[64840]=259348;f[64839]=259348;f[64842]=259356;f[64841]=259356;f[64844]=259364;f[64843]=259364;f[64846]=259372;f[64845]=259372;f[64848]=259380;f[64847]=259380;f[64850]=259388;f[64849]=259388;f[64852]=259396;f[64851]=259396;f[64854]=259404;f[64853]=259404;f[64856]=259412;f[64855]=259412;f[64858]=259420;f[64857]=259420;f[64860]=259428;f[64859]=259428;f[64862]=259436;f[64861]=259436;f[64864]=259444;f[64863]=259444;f[64866]=259452;f[64865]=259452;f[64868]=259460;f[64867]=259460;f[64870]=259468;f[64869]=259468;f[64872]=259476;f[64871]=259476;f[64874]=259484;f[64873]=259484;f[64876]=259492;f[64875]=259492;f[64878]=259500;f[64877]=259500;f[64880]=259508;f[64879]=259508;f[64882]=259516;f[64881]=259516;g=i+-40|0;d=j+8|0;d=(d&7|0)==0?0:0-d&7;e=j+d|0;f[64813]=e;f[64810]=g-d|0;f[e+4>>2]=g-d|0|1;f[j+g+4>>2]=40;f[64814]=f[64929]}else q=1}if(q){q=0;if(1){b=259676;while(1){c=f[b>>2]|0;d=b+4|0;e=f[d>>2]|0;if((j|0)==(c+e|0)){p=143;break}g=f[b+8>>2]|0;if(!g)break;else b=g}if((p|0)==143)if(!(f[b+12>>2]&8))if(j>>>0>n>>>0&c>>>0<=n>>>0){f[d>>2]=e+i;o=(f[64810]|0)+i|0;l=((n+8|0)&7|0)==0?0:0-(n+8|0)&7;f[64813]=n+l|0;f[64810]=o-l|0;f[(n+l|0)+4>>2]=o-l|0|1;f[n+o+4>>2]=40;f[64814]=f[64929];f[a+2240>>2]=1;break a}if(j>>>0<(f[64811]|0)>>>0)f[64811]=j;d=j+i|0;c=259676;while(1){if((f[c>>2]|0)==(d|0)){p=151;break}b=f[c+8>>2]|0;if(!b){h=259676;break}else c=b}if((p|0)==151){b=1;if(b)if(!(f[c+12>>2]&8)){f[c>>2]=j;m=c+4|0;f[m>>2]=(f[m>>2]|0)+i;m=j+8|0;m=j+((m&7|0)==0?0:0-m&7)|0;b=d+(((d+8|0)&7|0)==0?0:0-(d+8|0)&7)|0;l=m+k|0;j=b-m-k|0;f[m+4>>2]=k|3;do{c=1;if(c){c=0;if((n|0)==(b|0)){n=(f[64810]|0)+j|0;f[64810]=n;f[64813]=l;f[l+4>>2]=n|1}else c=1}if(c)if(1){if((f[64812]|0)==(b|0)){o=(f[64809]|0)+j|0;f[64809]=o;f[64812]=l;f[l+4>>2]=o|1;f[l+o>>2]=o;break}i=f[b+4>>2]|0;if((i&3|0)==1){b:do if(i>>>0<256){c=f[b+8>>2]|0;d=f[b+12>>2]|0;if((d|0)==(c|0)){f[64807]=f[64807]&~(1<<(i>>>3));break}else{f[c+12>>2]=d;f[d+8>>2]=c;break}}else{h=f[b+24>>2]|0;c=f[b+12>>2]|0;do if((c|0)==(b|0)){c=f[((b+16|0)+4|0)>>2]|0;if(!c){c=f[(b+16|0)>>2]|0;if(!c){c=0;break}else g=b+16|0}else g=(b+16|0)+4|0;while(1){d=c+20|0;e=f[d>>2]|0;if(e|0){c=e;g=d;continue}d=c+16|0;e=f[d>>2]|0;if(!e)break;else{c=e;g=d}}f[g>>2]=0}else{n=f[b+8>>2]|0;f[n+12>>2]=c;f[c+8>>2]=n}while(0);if(!h)break;d=f[b+28>>2]|0;do if((f[(259532+(d<<2)|0)>>2]|0)==(b|0)){f[(259532+(d<<2)|0)>>2]=c;if(c|0)break;f[64808]=f[64808]&~(1<<d);break b}else{f[h+16+(((f[h+16>>2]|0)!=(b|0)&1)<<2)>>2]=c;if(!c)break b}while(0);f[c+24>>2]=h;d=f[(b+16|0)>>2]|0;if(d|0){f[c+16>>2]=d;f[d+24>>2]=c}d=f[(b+16|0)+4>>2]|0;if(!d)break;f[c+20>>2]=d;f[d+24>>2]=c}while(0);b=b+(i&-8)|0;g=(i&-8)+j|0}else g=j;d=b+4|0;f[d>>2]=f[d>>2]&-2;f[l+4>>2]=g|1;f[l+g>>2]=g;d=g>>>3;if(g>>>0<256){b=f[64807]|0;if(!(b&1<<d)){f[64807]=b|1<<d;b=259268+(d<<1<<2)|0;c=(259268+(d<<1<<2)|0)+8|0}else{b=f[((259268+(d<<1<<2)|0)+8|0)>>2]|0;c=(259268+(d<<1<<2)|0)+8|0}f[c>>2]=l;f[b+12>>2]=l;f[l+8>>2]=b;f[l+12>>2]=259268+(d<<1<<2)|0;break}b=g>>>8;do if(!b)b=0;else{if(g>>>0>16777215){b=31;break}n=b<<((b+1048320|0)>>>16&8)<<(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4);b=14-(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4|(b+1048320|0)>>>16&8|(n+245760|0)>>>16&2)+(n<<((n+245760|0)>>>16&2)>>>15)|0;b=g>>>(b+7|0)&1|b<<1}while(0);e=259532+(b<<2)|0;f[l+28>>2]=b;f[(l+16|0)+4>>2]=0;f[(l+16|0)>>2]=0;c=f[64808]|0;d=1<<b;if(!(c&d)){f[64808]=c|d;f[e>>2]=l;f[l+24>>2]=e;f[l+12>>2]=l;f[l+8>>2]=l;break}c=g<<((b|0)==31?0:25-(b>>>1)|0);d=f[e>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(g|0)){p=192;break}o=d+16+(c>>>31<<2)|0;b=f[o>>2]|0;if(!b){p=191;break}else{c=c<<1;d=b}}if((p|0)==191){f[o>>2]=l;f[l+24>>2]=d;f[l+12>>2]=l;f[l+8>>2]=l;break}else if((p|0)==192){n=d+8|0;o=f[n>>2]|0;f[o+12>>2]=l;f[n>>2]=l;f[l+8>>2]=o;f[l+12>>2]=d;f[l+24>>2]=0;break}}}while(0);m=m+8|0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=m|0;break a}else b=1;if(b)if(1)h=259676}while(1){b=f[h>>2]|0;if(b>>>0<=n>>>0){c=b+(f[h+4>>2]|0)|0;if(c>>>0>n>>>0)break}h=f[h+8>>2]|0}g=(c+-47|0)+((((c+-47|0)+8|0)&7|0)==0?0:0-((c+-47|0)+8|0)&7)|0;g=g>>>0<(n+16|0)>>>0?n:g;b=i+-40|0;k=j+8|0;k=(k&7|0)==0?0:0-k&7;o=j+k|0;f[64813]=o;f[64810]=b-k|0;f[o+4>>2]=b-k|0|1;f[j+b+4>>2]=40;f[64814]=f[64929];f[(g+4|0)>>2]=27;f[(g+8|0)>>2]=f[64919];f[(g+8|0)+4>>2]=f[64920];f[(g+8|0)+8>>2]=f[64921];f[(g+8|0)+12>>2]=f[64922];f[64919]=j;f[64920]=i;f[64922]=0;f[64921]=g+8|0;b=g+24|0;do{o=b;b=b+4|0;f[b>>2]=7}while((o+8|0)>>>0<c>>>0);if((g|0)!=(n|0)){f[(g+4|0)>>2]=f[(g+4|0)>>2]&-2;f[n+4>>2]=g-n|0|1;f[g>>2]=g-n|0;if((g-n|0)>>>0<256){d=259268+((g-n|0)>>>3<<1<<2)|0;b=f[64807]|0;if(!(b&1<<((g-n|0)>>>3))){f[64807]=b|1<<((g-n|0)>>>3);b=d;c=d+8|0}else{b=f[(d+8|0)>>2]|0;c=d+8|0}f[c>>2]=n;f[b+12>>2]=n;f[n+8>>2]=b;f[n+12>>2]=d;f[a+2240>>2]=1;break a}if(!((g-n|0)>>>8))b=0;else if((g-n|0)>>>0>16777215)b=31;else{b=(g-n|0)>>>8<<((((g-n|0)>>>8)+1048320|0)>>>16&8);b=14-((b+520192|0)>>>16&4|(((g-n|0)>>>8)+1048320|0)>>>16&8|((b<<((b+520192|0)>>>16&4))+245760|0)>>>16&2)+(b<<((b+520192|0)>>>16&4)<<(((b<<((b+520192|0)>>>16&4))+245760|0)>>>16&2)>>>15)|0;b=(g-n|0)>>>(b+7|0)&1|b<<1}e=259532+(b<<2)|0;f[n+28>>2]=b;f[n+20>>2]=0;f[(n+16|0)>>2]=0;c=f[64808]|0;d=1<<b;if(!(c&d)){f[64808]=c|d;f[e>>2]=n;f[n+24>>2]=e;f[n+12>>2]=n;f[n+8>>2]=n;f[a+2240>>2]=1;break a}c=(g-n|0)<<((b|0)==31?0:25-(b>>>1)|0);d=f[e>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(g-n|0|0)){p=213;break}l=d+16+(c>>>31<<2)|0;b=f[l>>2]|0;if(!b){p=212;break}else{c=c<<1;d=b}}if((p|0)==212){f[l>>2]=n;f[n+24>>2]=d;f[n+12>>2]=n;f[n+8>>2]=n;f[a+2240>>2]=1;break a}else if((p|0)==213){l=d+8|0;o=f[l>>2]|0;f[o+12>>2]=n;f[l>>2]=n;f[n+8>>2]=o;f[n+12>>2]=d;f[n+24>>2]=0;f[a+2240>>2]=1;break a}}}else q=1}}f[a+72>>2]=m;f[a+2152>>2]=p;f[a+2216>>2]=q}function mCb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;j=f[a+32>>2]|0;r=f[a+72>>2]|0;z=f[a+144>>2]|0;y=f[a+2152>>2]|0;A=f[a+2160>>2]|0;a:{if(A){A=0;if(j>>>0<245){t=j>>>0<11?16:j+11&-8;q=f[64807]|0;if(q>>>(t>>>3)&3|0){b=259268+(((q>>>(t>>>3)&1^1)+(t>>>3)|0)<<1<<2)|0;c=f[(b+8|0)>>2]|0;d=f[(c+8|0)>>2]|0;if((d|0)==(b|0))f[64807]=q&~(1<<((q>>>(t>>>3)&1^1)+(t>>>3)|0));else{f[d+12>>2]=b;f[(b+8|0)>>2]=d}r=((q>>>(t>>>3)&1^1)+(t>>>3)|0)<<3;f[c+4>>2]=r|3;f[(c+r+4|0)>>2]=f[(c+r+4|0)>>2]|1;r=c+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}s=f[64809]|0;i=1;if(i){i=0;if(t>>>0>s>>>0){if(q>>>(t>>>3)|0){b=q>>>(t>>>3)<<(t>>>3)&(2<<(t>>>3)|0-(2<<(t>>>3)));g=((b&0-b)+-1|0)>>>(((b&0-b)+-1|0)>>>12&16);e=g>>>(g>>>5&8)>>>(g>>>(g>>>5&8)>>>2&4);e=(g>>>5&8|((b&0-b)+-1|0)>>>12&16|g>>>(g>>>5&8)>>>2&4|e>>>1&2|e>>>(e>>>1&2)>>>1&1)+(e>>>(e>>>1&2)>>>(e>>>(e>>>1&2)>>>1&1))|0;g=f[((259268+(e<<1<<2)|0)+8|0)>>2]|0;b=f[(g+8|0)>>2]|0;if((b|0)==(259268+(e<<1<<2)|0|0)){f[64807]=q&~(1<<e);b=q&~(1<<e)}else{f[b+12>>2]=259268+(e<<1<<2)|0;f[((259268+(e<<1<<2)|0)+8|0)>>2]=b;b=q}f[g+4>>2]=t|3;f[(g+t|0)+4>>2]=(e<<3)-t|0|1;f[g+(e<<3)>>2]=(e<<3)-t|0;if(s|0){d=f[64812]|0;if(!(b&1<<(s>>>3))){f[64807]=b|1<<(s>>>3);b=259268+(s>>>3<<1<<2)|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}else{b=f[((259268+(s>>>3<<1<<2)|0)+8|0)>>2]|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}f[c>>2]=d;f[b+12>>2]=d;f[d+8>>2]=b;f[d+12>>2]=259268+(s>>>3<<1<<2)|0}f[64809]=(e<<3)-t|0;f[64812]=g+t|0;r=g+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}m=f[64808]|0;e=1;if(e){e=0;if(!m)z=t;else e=1}if(e)if(1){g=((m&0-m)+-1|0)>>>(((m&0-m)+-1|0)>>>12&16);e=g>>>(g>>>5&8)>>>(g>>>(g>>>5&8)>>>2&4);e=f[259532+((g>>>5&8|((m&0-m)+-1|0)>>>12&16|g>>>(g>>>5&8)>>>2&4|e>>>1&2|e>>>(e>>>1&2)>>>1&1)+(e>>>(e>>>1&2)>>>(e>>>(e>>>1&2)>>>1&1))<<2)>>2]|0;g=(f[e+4>>2]&-8)-t|0;h=f[e+16+(((f[e+16>>2]|0)==0&1)<<2)>>2]|0;if(!h)l=e;else{do{k=(f[h+4>>2]&-8)-t|0;l=k>>>0<g>>>0;g=l?k:g;e=l?h:e;h=f[h+16+(((f[h+16>>2]|0)==0&1)<<2)>>2]|0}while((h|0)!=0);l=e}k=l+t|0;if(k>>>0>l>>>0){h=f[l+24>>2]|0;b=f[l+12>>2]|0;do if((b|0)==(l|0)){c=l+20|0;b=f[c>>2]|0;if(!b){c=l+16|0;b=f[c>>2]|0;if(!b){c=0;break}}while(1){d=b+20|0;e=f[d>>2]|0;if(e|0){b=e;c=d;continue}d=b+16|0;e=f[d>>2]|0;if(!e)break;else{b=e;c=d}}f[c>>2]=0;c=b}else{c=f[l+8>>2]|0;f[c+12>>2]=b;f[b+8>>2]=c;c=b}while(0);do if(h|0){b=f[l+28>>2]|0;if((l|0)==(f[(259532+(b<<2)|0)>>2]|0)){f[(259532+(b<<2)|0)>>2]=c;if(!c){f[64808]=m&~(1<<b);break}}else{f[h+16+(((f[h+16>>2]|0)!=(l|0)&1)<<2)>>2]=c;if(!c)break}f[c+24>>2]=h;b=f[l+16>>2]|0;if(b|0){f[c+16>>2]=b;f[b+24>>2]=c}b=f[l+20>>2]|0;if(b|0){f[c+20>>2]=b;f[b+24>>2]=c}}while(0);if(g>>>0<16){x=g+t|0;f[l+4>>2]=x|3;x=l+x+4|0;f[x>>2]=f[x>>2]|1}else{f[l+4>>2]=t|3;f[k+4>>2]=g|1;f[k+g>>2]=g;if(s|0){d=f[64812]|0;if(!(q&1<<(s>>>3))){f[64807]=q|1<<(s>>>3);b=259268+(s>>>3<<1<<2)|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}else{b=f[((259268+(s>>>3<<1<<2)|0)+8|0)>>2]|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}f[c>>2]=d;f[b+12>>2]=d;f[d+8>>2]=b;f[d+12>>2]=259268+(s>>>3<<1<<2)|0}f[64809]=g;f[64812]=k}r=l+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}else z=t}}else i=1}if(i)if(1)z=t}else A=1}if(A){A=0;if(1){e=1;if(e){e=0;if(j>>>0>4294967231)z=-1;else e=1}if(e)if(1){s=(j+11|0)&-8;q=f[64808]|0;e=1;if(e){e=0;if(!q)z=s;else e=1}if(e)if(1){if(!((j+11|0)>>>8))m=0;else if(s>>>0>16777215)m=31;else{m=(j+11|0)>>>8<<((((j+11|0)>>>8)+1048320|0)>>>16&8);m=14-((m+520192|0)>>>16&4|(((j+11|0)>>>8)+1048320|0)>>>16&8|((m<<((m+520192|0)>>>16&4))+245760|0)>>>16&2)+(m<<((m+520192|0)>>>16&4)<<(((m<<((m+520192|0)>>>16&4))+245760|0)>>>16&2)>>>15)|0;m=s>>>(m+7|0)&1|m<<1}e=f[259532+(m<<2)>>2]|0;b:do if(!e){d=0;n=0;o=0-s|0;y=57}else{j=0;k=0-s|0;l=s<<((m|0)==31?0:25-(m>>>1)|0);h=0;while(1){g=(f[e+4>>2]&-8)-s|0;if(g>>>0<k>>>0)if(!g){c=0;p=e;b=e;y=61;break b}else j=e;else g=k;i=f[e+20>>2]|0;e=f[e+16+(l>>>31<<2)>>2]|0;h=(i|0)==0|(i|0)==(e|0)?h:i;i=(e|0)==0;if(i){d=h;n=j;o=g;y=57;break}else{k=g;l=l<<((i^1)&1)}}}while(0);if((y|0)==57){if((d|0)==0&(n|0)==0){d=2<<m;if(!(q&(d|0-d))){z=s;f[a+2248>>2]=1;break a}n=((q&(d|0-d)&0-(q&(d|0-d)))+-1|0)>>>12&16;t=((q&(d|0-d)&0-(q&(d|0-d)))+-1|0)>>>n;d=t>>>(t>>>5&8)>>>(t>>>(t>>>5&8)>>>2&4);e=0;d=f[259532+((t>>>5&8|n|t>>>(t>>>5&8)>>>2&4|d>>>1&2|d>>>(d>>>1&2)>>>1&1)+(d>>>(d>>>1&2)>>>(d>>>(d>>>1&2)>>>1&1))<<2)>>2]|0}else e=n;if(!d){x=e;v=o}else{c=o;p=d;b=e;y=61}}if((y|0)==61){do{y=0;v=(f[p+4>>2]&-8)-s|0;x=v>>>0<c>>>0;c=x?v:c;b=x?p:b;p=f[p+16+(((f[p+16>>2]|0)==0&1)<<2)>>2]|0}while((p|0)!=0);x=b;v=c}b=1;if(b){b=0;if(!x)z=s;else b=1}if(b)if(1){b=1;if(b)if(v>>>0<((f[64809]|0)-s|0)>>>0){h=x+s|0;if(h>>>0<=x>>>0){r=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}g=f[x+24>>2]|0;b=f[x+12>>2]|0;do if((b|0)==(x|0)){c=x+20|0;b=f[c>>2]|0;if(!b){c=x+16|0;b=f[c>>2]|0;if(!b){b=0;break}}while(1){d=b+20|0;e=f[d>>2]|0;if(e|0){b=e;c=d;continue}d=b+16|0;e=f[d>>2]|0;if(!e)break;else{b=e;c=d}}f[c>>2]=0}else{t=f[x+8>>2]|0;f[t+12>>2]=b;f[b+8>>2]=t}while(0);do if(!g)e=q;else{c=f[x+28>>2]|0;if((x|0)==(f[(259532+(c<<2)|0)>>2]|0)){f[(259532+(c<<2)|0)>>2]=b;if(!b){f[64808]=q&~(1<<c);e=q&~(1<<c);break}}else{f[g+16+(((f[g+16>>2]|0)!=(x|0)&1)<<2)>>2]=b;if(!b){e=q;break}}f[b+24>>2]=g;c=f[x+16>>2]|0;if(c|0){f[b+16>>2]=c;f[c+24>>2]=b}c=f[x+20>>2]|0;if(!c)e=q;else{f[b+20>>2]=c;f[c+24>>2]=b;e=q}}while(0);do if(v>>>0<16){w=v+s|0;f[x+4>>2]=w|3;w=x+w+4|0;f[w>>2]=f[w>>2]|1}else{f[x+4>>2]=s|3;f[h+4>>2]=v|1;f[h+v>>2]=v;d=v>>>3;if(v>>>0<256){b=f[64807]|0;if(!(b&1<<d)){f[64807]=b|1<<d;b=259268+(d<<1<<2)|0;c=(259268+(d<<1<<2)|0)+8|0}else{b=f[((259268+(d<<1<<2)|0)+8|0)>>2]|0;c=(259268+(d<<1<<2)|0)+8|0}f[c>>2]=h;f[b+12>>2]=h;f[h+8>>2]=b;f[h+12>>2]=259268+(d<<1<<2)|0;break}b=v>>>8;if(!b)b=0;else if(v>>>0>16777215)b=31;else{t=b<<((b+1048320|0)>>>16&8)<<(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4);b=14-(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4|(b+1048320|0)>>>16&8|(t+245760|0)>>>16&2)+(t<<((t+245760|0)>>>16&2)>>>15)|0;b=v>>>(b+7|0)&1|b<<1}d=259532+(b<<2)|0;f[h+28>>2]=b;f[(h+16|0)+4>>2]=0;f[(h+16|0)>>2]=0;c=1<<b;if(!(e&c)){f[64808]=e|c;f[d>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;break}c=v<<((b|0)==31?0:25-(b>>>1)|0);d=f[d>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(v|0)){y=97;break}w=d+16+(c>>>31<<2)|0;b=f[w>>2]|0;if(!b){y=96;break}else{c=c<<1;d=b}}if((y|0)==96){f[w>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;break}else if((y|0)==97){v=d+8|0;w=f[v>>2]|0;f[w+12>>2]=h;f[v>>2]=h;f[h+8>>2]=w;f[h+12>>2]=d;f[h+24>>2]=0;break}}while(0);r=x+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}else b=1;if(b)if(1)z=s}}}}else A=1}}f[a+72>>2]=r;f[a+144>>2]=z;f[a+2152>>2]=y;f[a+2160>>2]=A}
+function nCb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;a:do if(!a){d=f[c>>2]|0;e=f[d>>2]|0;if(!e)d=0;else{a=d;d=0;do{if(e>>>0>127){e=oBb(i,e,0)|0;if((e|0)==-1){d=-1;break a}}else e=1;d=e+d|0;a=a+4|0;e=f[a>>2]|0}while((e|0)!=0)}}else{b:do if(d>>>0>3){e=d;g=f[c>>2]|0;while(1){h=f[g>>2]|0;if((h+-1|0)>>>0>126){if(!h)break;h=oBb(a,h,0)|0;if((h|0)==-1){d=-1;break a}a=a+h|0;e=e-h|0}else{b[a>>0]=h;a=a+1|0;e=e+-1|0;g=f[c>>2]|0}g=g+4|0;f[c>>2]=g;if(e>>>0<=3)break b}b[a>>0]=0;f[c>>2]=0;d=d-e|0;break a}else e=d;while(0);if(e){g=f[c>>2]|0;while(1){h=f[g>>2]|0;if((h+-1|0)>>>0>126){if(!h){g=19;break}h=oBb(i,h,0)|0;if((h|0)==-1){d=-1;break a}if(e>>>0<h>>>0){g=22;break}oBb(a,f[g>>2]|0,0)|0;a=a+h|0;e=e-h|0}else{b[a>>0]=h;a=a+1|0;e=e+-1|0;g=f[c>>2]|0}g=g+4|0;f[c>>2]=g;if(!e)break a}if((g|0)==19){b[a>>0]=0;f[c>>2]=0;d=d-e|0;break}else if((g|0)==22){d=d-e|0;break}}}while(0);u=j;return d|0}function oCb(a,b,c){a=a|0;b=b|0;c=c|0;var 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c}f[g>>2]=h;f[e>>2]=i;l=(l|0)==(g|0)?e:l;g=j;d=d+1|0}}else{h=j;i=g}while(0);if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0<g>>>0){f[i>>2]=e;f[h>>2]=g;d=d+1|0}}if(!d){d=fDb(a,i,c)|0;e=i+4|0;if(fDb(e,b,c)|0){p=45;break}if(d){a=e;continue}}l=i;if((l-m|0)>=(n-l|0)){p=44;break}aDb(a,i,c);a=i+4|0}if((p|0)==44){p=0;aDb(i+4|0,b,c);b=i;continue}else if((p|0)==45){p=0;if(d)break;else{b=i;continue}}}if((p|0)==5){b=f[o>>2]|0;d=f[a>>2]|0;if(b>>>0<d>>>0){f[a>>2]=b;f[o>>2]=d}}else if((p|0)==7)bDb(a,a+4|0,o,c)|0;else if((p|0)==8)cDb(a,a+4|0,a+8|0,o,c)|0;else if((p|0)==9)dDb(a,a+4|0,a+8|0,a+12|0,o,c)|0;else if((p|0)==11)eDb(a,b,c);return}function bDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;d=f[b>>2]|0;h=f[a>>2]|0;e=f[c>>2]|0;g=e>>>0<d>>>0;do if(d>>>0<h>>>0){if(g){f[a>>2]=e;f[c>>2]=h;d=1;break}f[a>>2]=d;f[b>>2]=h;d=f[c>>2]|0;if(d>>>0<h>>>0){f[b>>2]=d;f[c>>2]=h;d=2}else d=1}else if(g){f[b>>2]=e;f[c>>2]=d;e=f[b>>2]|0;d=f[a>>2]|0;if(e>>>0<d>>>0){f[a>>2]=e;f[b>>2]=d;d=2}else d=1}else d=0;while(0);return d|0}function cDb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;e=bDb(a,b,c,e)|0;g=f[d>>2]|0;h=f[c>>2]|0;if(g>>>0<h>>>0){f[c>>2]=g;f[d>>2]=h;d=e+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0<h>>>0){f[b>>2]=g;f[c>>2]=h;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0<h>>>0){f[a>>2]=g;f[b>>2]=h;e=e+3|0}else e=e+2|0}else e=d}return e|0}function dDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=cDb(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0<h>>>0){f[d>>2]=g;f[e>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0<e>>>0){f[c>>2]=h;f[d>>2]=e;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0<e>>>0){f[b>>2]=h;f[c>>2]=e;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0<h>>>0){f[a>>2]=g;f[b>>2]=h;g=i+4|0}else g=i+3|0}}}else g=i;return g|0}function eDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=a+8|0;bDb(a,a+4|0,h,c)|0;g=a+12|0;c=h;while(1){if((g|0)==(b|0))break;h=f[g>>2]|0;e=f[c>>2]|0;if(h>>>0<e>>>0){d=g;while(1){f[d>>2]=e;if((c|0)==(a|0)){c=a;break}d=c+-4|0;e=f[d>>2]|0;if(h>>>0>=e>>>0)break;else{i=c;c=d;d=i}}f[c>>2]=h}c=g;g=g+4|0}return}function fDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;switch(b-a>>2|0){case 1:case 0:{c=1;break}case 2:{c=b+-4|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0<e>>>0){f[a>>2]=d;f[c>>2]=e;c=1}else c=1;break}case 3:{bDb(a,a+4|0,b+-4|0,c)|0;c=1;break}case 4:{cDb(a,a+4|0,a+8|0,b+-4|0,c)|0;c=1;break}case 5:{dDb(a,a+4|0,a+8|0,a+12|0,b+-4|0,c)|0;c=1;break}default:{d=a+8|0;bDb(a,a+4|0,d,c)|0;i=a+12|0;c=0;while(1){if((i|0)==(b|0)){d=1;c=0;break}h=f[i>>2]|0;g=f[d>>2]|0;if(h>>>0<g>>>0){e=i;while(1){f[e>>2]=g;if((d|0)==(a|0)){d=a;break}e=d+-4|0;g=f[e>>2]|0;if(h>>>0>=g>>>0)break;else{j=d;d=e;e=j}}f[d>>2]=h;c=c+1|0;if((c|0)==8){d=0;c=(i+4|0)==(b|0);break}}d=i;i=i+4|0}c=c|d}}return c|0}function gDb(){var a=0,b=0,c=0;b=u;u=u+16|0;a=b;if(!(wd(1,a|0)|0)){c=f[a>>2]|0;a=f[a+4>>2]|0;c=WPb(c|0,((c|0)<0)<<31>>31|0,1e9,0)|0;a=QPb(c|0,I|0,a|0,((a|0)<0)<<31>>31|0)|0;u=b;return a|0}else{c=hAb()|0;cPb(f[c>>2]|0,252190)}return 0}function hDb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;b=k;i=k+8|0;c=k+4|0;f[i>>2]=a;do if(a>>>0<212){a=iDb(47156,47348,i,b)|0;a=f[a>>2]|0}else{h=(a>>>0)/210|0;e=h*210|0;f[c>>2]=a-e;a=0;g=(iDb(47348,47540,c,b)|0)-47348>>2;b=e;a:while(1){e=(f[47348+(g<<2)>>2]|0)+b|0;b=5;while(1){if(b>>>0>=47){d=211;j=8;break}c=f[47156+(b<<2)>>2]|0;d=(e>>>0)/(c>>>0)|0;if(d>>>0<c>>>0){j=106;break a}if((e|0)==(X(d,c)|0))break;else b=b+1|0}b:do if((j|0)==8){c:while(1){j=0;b=(e>>>0)/(d>>>0)|0;do if(b>>>0<d>>>0){b=d;c=1;a=e}else if((e|0)==(X(b,d)|0)){b=d;c=9}else{b=d+10|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+12|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+16|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+18|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+22|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+28|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+30|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+36|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+40|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+42|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+46|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+52|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+58|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+60|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+66|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+70|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+72|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+78|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+82|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+88|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+96|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+100|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+102|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+106|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+108|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+112|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+120|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+126|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+130|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+136|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+138|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+142|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+148|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+150|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+156|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+162|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+166|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+168|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+172|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+178|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+180|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+186|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+190|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+192|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+196|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+198|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+208|0;c=(e>>>0)/(b>>>0)|0;l=c>>>0<b>>>0;c=(e|0)==(X(c,b)|0);b=l|c?b:d+210|0;c=l?1:c?9:0;a=l?e:a}}}}}}}while(0);switch(c&15){case 9:break b;case 0:{d=b;j=8;break}default:break c}}if(c){j=107;break a}}while(0);l=g+1|0;e=(l|0)==48;b=h+(e&1)|0;h=b;g=e?0:l;b=b*210|0}if((j|0)==106){f[i>>2]=e;a=e;break}else if((j|0)==107){f[i>>2]=e;break}}while(0);u=k;return a|0}function iDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=f[c>>2]|0;d=a;c=b-a>>2;while(1){if(!c)break;b=(c|0)/2|0;g=d+(b<<2)|0;a=(f[g>>2]|0)>>>0<e>>>0;d=a?g+4|0:d;c=a?c+-1-b|0:b}return d|0}function jDb(a){a=a|0;kDb(a);return}function kDb(a){a=a|0;f[a>>2]=47548;lDb(a,0);YFb(a+28|0);$zb(f[a+32>>2]|0);$zb(f[a+36>>2]|0);$zb(f[a+48>>2]|0);$zb(f[a+60>>2]|0);return}function lDb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=a+32|0;e=a+36|0;c=f[a+40>>2]|0;while(1){if(!c)break;g=c+-1|0;xh[f[(f[d>>2]|0)+(g<<2)>>2]&127](b,a,f[(f[e>>2]|0)+(g<<2)>>2]|0);c=g}return}function mDb(a){a=a|0;kDb(a);sOb(a);return}function nDb(a){a=a|0;kDb(a);return}function oDb(a){a=a|0;f[a>>2]=47564;YFb(a+4|0);return}function pDb(a){a=a|0;oDb(a);sOb(a);return}function qDb(a,b){a=a|0;b=b|0;return}function rDb(a,b,c){a=a|0;b=b|0;c=c|0;return a|0}function sDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=a;f[g>>2]=0;f[g+4>>2]=0;g=a+8|0;f[g>>2]=-1;f[g+4>>2]=-1;return}function tDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=a;f[d>>2]=0;f[d+4>>2]=0;d=a+8|0;f[d>>2]=-1;f[d+4>>2]=-1;return}function uDb(a){a=a|0;return 0}function vDb(a){a=a|0;return 0}function wDb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;CDb()|0;i=a+12|0;j=a+16|0;h=0;while(1){if((h|0)>=(d|0))break;e=f[i>>2]|0;g=f[j>>2]|0;if(e>>>0<g>>>0){g=g-e|0;k=d-h|0;g=(k|0)<(g|0)?k:g;EDb(c,e,g)|0;f[i>>2]=(f[i>>2]|0)+g;c=c+g|0;h=g+h|0;continue}e=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if((e|0)==-1)break;k=FDb(e)|0;b[c>>0]=k;c=c+1|0;h=h+1|0}return h|0}function xDb(a){a=a|0;return CDb()|0}function yDb(a){a=a|0;var c=0;c=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;if((c|0)==(CDb()|0))a=CDb()|0;else{c=a+12|0;a=f[c>>2]|0;f[c>>2]=a+1;a=DDb(b[a>>0]|0)|0}return a|0}function zDb(a,b){a=a|0;b=b|0;return CDb()|0}function ADb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=CDb()|0;j=a+24|0;k=a+28|0;e=0;while(1){if((e|0)>=(d|0))break;g=f[j>>2]|0;h=f[k>>2]|0;if(g>>>0<h>>>0){h=h-g|0;l=d-e|0;h=(l|0)<(h|0)?l:h;EDb(g,c,h)|0;f[j>>2]=(f[j>>2]|0)+h;c=c+h|0;e=h+e|0;continue}h=f[(f[a>>2]|0)+52>>2]|0;l=DDb(b[c>>0]|0)|0;if((Rg[h&255](a,l)|0)==(i|0))break;c=c+1|0;e=e+1|0}return e|0}function BDb(a,b){a=a|0;b=b|0;return CDb()|0}function CDb(){return -1}function DDb(a){a=a|0;return a&255|0}function EDb(a,b,c){a=a|0;b=b|0;c=c|0;if(c|0)bQb(a|0,b|0,c|0)|0;return a|0}function FDb(a){a=a|0;return a&255|0}function GDb(a){a=a|0;f[a>>2]=47628;YFb(a+4|0);return}function HDb(a){a=a|0;GDb(a);sOb(a);return}function IDb(a,b){a=a|0;b=b|0;return}function JDb(a,b,c){a=a|0;b=b|0;c=c|0;return a|0}function KDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=a;f[g>>2]=0;f[g+4>>2]=0;g=a+8|0;f[g>>2]=-1;f[g+4>>2]=-1;return}function LDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=a;f[d>>2]=0;f[d+4>>2]=0;d=a+8|0;f[d>>2]=-1;f[d+4>>2]=-1;return}function MDb(a){a=a|0;return 0}function NDb(a){a=a|0;return 0}function ODb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;UDb()|0;h=a+12|0;i=a+16|0;g=0;while(1){if((g|0)>=(c|0))break;d=f[h>>2]|0;e=f[i>>2]|0;if(d>>>0<e>>>0){e=e-d>>2;j=c-g|0;e=(j|0)<(e|0)?j:e;WDb(b,d,e)|0;f[h>>2]=(f[h>>2]|0)+(e<<2);b=b+(e<<2)|0;g=e+g|0;continue}d=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if((d|0)==-1)break;j=XDb(d)|0;f[b>>2]=j;b=b+4|0;g=g+1|0}return g|0}function PDb(a){a=a|0;return UDb()|0}function QDb(a){a=a|0;var b=0;b=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;if((b|0)==(UDb()|0))a=UDb()|0;else{b=a+12|0;a=f[b>>2]|0;f[b>>2]=a+4;a=VDb(f[a>>2]|0)|0}return a|0}function RDb(a,b){a=a|0;b=b|0;return UDb()|0}function SDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=UDb()|0;i=a+24|0;j=a+28|0;d=0;while(1){if((d|0)>=(c|0))break;e=f[i>>2]|0;g=f[j>>2]|0;if(e>>>0<g>>>0){g=g-e>>2;k=c-d|0;g=(k|0)<(g|0)?k:g;WDb(e,b,g)|0;f[i>>2]=(f[i>>2]|0)+(g<<2);b=b+(g<<2)|0;d=g+d|0;continue}g=f[(f[a>>2]|0)+52>>2]|0;k=VDb(f[b>>2]|0)|0;if((Rg[g&255](a,k)|0)==(h|0))break;b=b+4|0;d=d+1|0}return d|0}function TDb(a,b){a=a|0;b=b|0;return UDb()|0}function UDb(){return -1}function VDb(a){a=a|0;return a|0}function WDb(a,b,c){a=a|0;b=b|0;c=c|0;if(c)wBb(a,b,c)|0;return a|0}function XDb(a){a=a|0;return a|0}function YDb(a){a=a|0;aEb(a,47724);jDb(a+8|0);return}function ZDb(a){a=a|0;YDb(a);sOb(a);return}function _Db(a){a=a|0;YDb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function $Db(a){a=a|0;ZDb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function aEb(a,b){a=a|0;b=b|0;return}function bEb(a){a=a|0;fEb(a,47772);nDb(a+8|0);return}function cEb(a){a=a|0;bEb(a);sOb(a);return}function dEb(a){a=a|0;bEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function eEb(a){a=a|0;cEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function fEb(a,b){a=a|0;b=b|0;return}function gEb(a){a=a|0;kEb(a,47820);jDb(a+4|0);return}function hEb(a){a=a|0;gEb(a);sOb(a);return}function iEb(a){a=a|0;gEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function jEb(a){a=a|0;hEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function kEb(a,b){a=a|0;b=b|0;return}function lEb(a){a=a|0;pEb(a,47868);nDb(a+4|0);return}function mEb(a){a=a|0;lEb(a);sOb(a);return}function nEb(a){a=a|0;lEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function oEb(a){a=a|0;mEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function pEb(a,b){a=a|0;b=b|0;return}function qEb(a){a=a|0;return pAb(a)|0}function rEb(a,c){a=a|0;c=c|0;b[a>>0]=b[c>>0]|0;return}function sEb(a,b){a=a|0;b=b|0;f[a+16>>2]=(f[a+24>>2]|0)==0|b;return}function tEb(a,b){a=a|0;b=b|0;var c=0;f[a+24>>2]=b;f[a+16>>2]=(b|0)==0&1;f[a+20>>2]=0;f[a+4>>2]=4098;f[a+12>>2]=0;f[a+8>>2]=6;c=a+28|0;b=a+32|0;a=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(a|0));YNb(c);return}function uEb(a,b){a=a|0;b=b|0;return (a|0)==(b|0)|0}function vEb(a,b){a=a|0;b=b|0;WNb(a,b+28|0);return}function wEb(a,b){a=a|0;b=b|0;return (a|0)==(b|0)|0}function xEb(a){a=a|0;f[a>>2]=47564;YNb(a+4|0);a=a+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function yEb(a){a=a|0;f[a>>2]=47628;YNb(a+4|0);a=a+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function zEb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;i=r;b[a>>0]=0;g=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;h=f[g+16>>2]|0;if(!h){g=f[g+72>>2]|0;if(g|0)AEb(g)|0;do if(!e){g=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;if(f[g+4>>2]&4096|0){vEb(i,g);l=XFb(i,260896)|0;YFb(i);g=f[c+(f[(f[c>>2]|0)+-12>>2]|0)+24>>2]|0;l=l+8|0;m=g;n=(g|0)==0;o=m+12|0;p=m+16|0;q=g;while(1){if(n){e=0;g=0;break}h=f[o>>2]|0;if((h|0)==(f[p>>2]|0))h=Pg[f[(f[q>>2]|0)+36>>2]&1023](m)|0;else h=DDb(b[h>>0]|0)|0;k=uEb(h,CDb()|0)|0;i=k?0:g;if(k){e=0;g=0;break}e=i;j=e+12|0;h=f[j>>2]|0;k=e+16|0;if((h|0)==(f[k>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](e)|0;else h=DDb(b[h>>0]|0)|0;if((h&255)<<24>>24<=-1)break;if(!(d[(f[l>>2]|0)+(h<<24>>24<<1)>>1]&8192))break;h=f[j>>2]|0;if((h|0)==(f[k>>2]|0)){Pg[f[(f[i>>2]|0)+40>>2]&1023](e)|0;continue}else{f[j>>2]=h+1;DDb(b[h>>0]|0)|0;continue}}if(g|0){h=f[e+12>>2]|0;if((h|0)==(f[e+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](e)|0;else g=DDb(b[h>>0]|0)|0;if(!(uEb(g,CDb()|0)|0))break}q=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;sEb(q,f[q+16>>2]|6)}}while(0);b[a>>0]=(f[c+(f[(f[c>>2]|0)+-12>>2]|0)+16>>2]|0)==0&1}else sEb(g,h|4);u=r;return}function AEb(a){a=a|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;if(f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0){BEb(c,a);if(b[c>>0]|0){e=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;if((Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0)==-1){e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(e,f[e+16>>2]|1)}}CEb(c)}u=d;return a|0}function BEb(a,c){a=a|0;c=c|0;b[a>>0]=0;f[a+4>>2]=c;c=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;if(!(f[c+16>>2]|0)){c=f[c+72>>2]|0;if(c|0)AEb(c)|0;b[a>>0]=1}return}function CEb(a){a=a|0;var b=0;a=a+4|0;b=f[a>>2]|0;b=b+(f[(f[b>>2]|0)+-12>>2]|0)|0;if(f[b+24>>2]|0)if(!(f[b+16>>2]|0))if(f[b+4>>2]&8192|0)if(!(sc()|0)){b=f[a>>2]|0;b=f[b+(f[(f[b>>2]|0)+-12>>2]|0)+24>>2]|0;if((Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0)==-1){b=f[a>>2]|0;b=b+(f[(f[b>>2]|0)+-12>>2]|0)|0;sEb(b,f[b+16>>2]|1)}}return}function DEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;h=u;u=u+16|0;i=h;g=a+4|0;f[g>>2]=0;zEb(i,a,1);e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;if(!(b[i>>0]|0))sEb(e,f[e+16>>2]|4);else{i=f[e+24>>2]|0;i=Sg[f[(f[i>>2]|0)+32>>2]&255](i,c,d)|0;f[g>>2]=i;if((i|0)!=(d|0)){i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]|6)}}u=h;return a|0}function EEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+32|0;g=e+16|0;d=e;h=a;f[h>>2]=0;f[h+4>>2]=0;h=a+8|0;f[h>>2]=-1;f[h+4>>2]=-1;zEb(g,c,1);if(b[g>>0]|0){h=f[c+(f[(f[c>>2]|0)+-12>>2]|0)+24>>2]|0;Th[f[(f[h>>2]|0)+16>>2]&127](d,h,0,0,1,8);f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2]}u=e;return}function FEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;g=u;u=u+48|0;d=g+16|0;h=g+32|0;e=g;i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]&-3);zEb(h,a,1);if(b[h>>0]|0){i=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;h=f[(f[i>>2]|0)+20>>2]|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];Fh[h&255](e,i,d,8);i=e+8|0;if((f[i>>2]|0)==-1?(f[i+4>>2]|0)==-1:0){i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]|4)}}u=g;return a|0}function GEb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;h=u;u=u+32|0;i=h+16|0;g=h;j=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(j,f[j+16>>2]&-3);zEb(i,a,1);if(b[i>>0]|0){j=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;Th[f[(f[j>>2]|0)+16>>2]&127](g,j,c,d,e,8);j=g+8|0;if((f[j>>2]|0)==-1?(f[j+4>>2]|0)==-1:0){j=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(j,f[j+16>>2]|4)}}u=h;return a|0}function HEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+12>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function IEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+24>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c&65535)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function JEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+16>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function KEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+24>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function LEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+16>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function MEb(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+32>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Ug[m&7](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function NEb(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+32>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Ug[m&7](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function OEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;BEb(i,a);do if(b[i>>0]|0){d=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;e=d;if(d|0){g=e+24|0;h=f[g>>2]|0;if((h|0)==(f[e+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;c=DDb(c)|0;c=Rg[h&255](e,c)|0}else{f[g>>2]=h+1;b[h>>0]=c;c=DDb(c)|0}if(!(uEb(c,CDb()|0)|0))break}h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(h,f[h+16>>2]|1)}while(0);CEb(i);u=j;return a|0}function PEb(){REb();return}function QEb(){return}function REb(){SEb(0);return}function SEb(a){a=a|0;var b=0;a=f[10833]|0;TEb(260528,a,260584);f[64962]=47696;f[64964]=47716;f[64963]=0;tEb(259856,260528);f[64982]=0;b=CDb()|0;f[64983]=b;UEb(260592,a,260648);f[64984]=47744;f[64986]=47764;f[64985]=0;tEb(259944,260592);f[65004]=0;a=UDb()|0;f[65005]=a;a=f[10800]|0;VEb(260656,a,260704);f[65006]=47792;f[65007]=47812;tEb(260028,260656);f[65025]=0;b=CDb()|0;f[65026]=b;WEb(260712,a,260760);f[65027]=47840;f[65028]=47860;tEb(260112,260712);f[65046]=0;a=UDb()|0;f[65047]=a;a=f[10768]|0;VEb(260768,a,260816);f[65048]=47792;f[65049]=47812;tEb(260196,260768);f[65067]=0;b=CDb()|0;f[65068]=b;b=f[260192+(f[(f[65048]|0)+-12>>2]|0)+24>>2]|0;f[65090]=47792;f[65091]=47812;tEb(260364,b);f[65109]=0;b=CDb()|0;f[65110]=b;WEb(260824,a,260872);f[65069]=47840;f[65070]=47860;tEb(260280,260824);f[65088]=0;a=UDb()|0;f[65089]=a;a=f[260276+(f[(f[65069]|0)+-12>>2]|0)+24>>2]|0;f[65111]=47840;f[65112]=47860;tEb(260448,a);f[65130]=0;a=UDb()|0;f[65131]=a;f[259848+(f[(f[64962]|0)+-12>>2]|0)+72>>2]=260024;f[259936+(f[(f[64984]|0)+-12>>2]|0)+72>>2]=260108;a=260192+(f[(f[65048]|0)+-12>>2]|0)+4|0;f[a>>2]=f[a>>2]|8192;a=260276+(f[(f[65069]|0)+-12>>2]|0)+4|0;f[a>>2]=f[a>>2]|8192;f[260192+(f[(f[65048]|0)+-12>>2]|0)+72>>2]=260024;f[260276+(f[(f[65069]|0)+-12>>2]|0)+72>>2]=260108;return}function TEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;xEb(a);f[a>>2]=48076;f[a+32>>2]=c;f[a+40>>2]=d;d=CDb()|0;f[a+48>>2]=d;b[a+52>>0]=0;d=f[(f[a>>2]|0)+8>>2]|0;WNb(g,a+4|0);oh[d&1023](a,g);YFb(g);u=e;return}function UEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;yEb(a);f[a>>2]=48012;f[a+32>>2]=c;f[a+40>>2]=d;d=UDb()|0;f[a+48>>2]=d;b[a+52>>0]=0;d=f[(f[a>>2]|0)+8>>2]|0;WNb(g,a+4|0);oh[d&1023](a,g);YFb(g);u=e;return}function VEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;xEb(a);f[a>>2]=47948;f[a+32>>2]=c;WNb(g,a+4|0);c=XFb(g,262688)|0;YFb(g);f[a+36>>2]=c;f[a+40>>2]=d;d=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=d;u=e;return}function WEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;yEb(a);f[a>>2]=47884;f[a+32>>2]=c;WNb(g,a+4|0);c=XFb(g,262696)|0;YFb(g);f[a+36>>2]=c;f[a+40>>2]=d;d=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=d;u=e;return}function XEb(a){a=a|0;GDb(a);return}function YEb(a){a=a|0;XEb(a);sOb(a);return}function ZEb(a,c){a=a|0;c=c|0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262696)|0;f[a+36>>2]=c;c=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=c;return}function _Eb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;c=k+8|0;d=k;e=a+36|0;g=a+40|0;h=c+8|0;i=c;b=a+32|0;a:while(1){a=f[e>>2]|0;a=Vg[f[(f[a>>2]|0)+20>>2]&31](a,f[g>>2]|0,c,h,d)|0;l=(f[d>>2]|0)-i|0;if((vCb(c,1,l,f[b>>2]|0)|0)!=(l|0)){a=-1;break}switch(a|0){case 1:break;case 2:{a=-1;break a}default:{j=4;break a}}}if((j|0)==4)a=((OBb(f[b>>2]|0)|0)!=0)<<31>>31;u=k;return a|0}function $Eb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;a:do if(!(b[a+44>>0]|0)){e=0;while(1){if((e|0)>=(d|0))break a;h=f[(f[a>>2]|0)+52>>2]|0;g=VDb(f[c>>2]|0)|0;g=Rg[h&255](a,g)|0;if((g|0)==(UDb()|0))break a;e=e+1|0;c=c+4|0}}else e=vCb(c,4,d,f[a+32>>2]|0)|0;while(0);return e|0}function aFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+16|0;e=o+8|0;m=o+4|0;n=o;do if(wEb(c,UDb()|0)|0)d=15;else{k=XDb(c)|0;f[e>>2]=k;if(b[a+44>>0]|0){if((vCb(e,4,1,f[a+32>>2]|0)|0)==1){d=15;break}a=UDb()|0;break}f[m>>2]=l;d=e+4|0;g=a+36|0;h=a+40|0;i=l+8|0;j=l;k=a+32|0;while(1){a=f[g>>2]|0;a=_g[f[(f[a>>2]|0)+12>>2]&15](a,f[h>>2]|0,e,d,n,l,i,m)|0;if((f[n>>2]|0)==(e|0)){d=14;break}if((a|0)==3){d=8;break}if(a>>>0>=2){d=14;break}e=(f[m>>2]|0)-j|0;if((vCb(l,1,e,f[k>>2]|0)|0)!=(e|0)){d=14;break}if((a|0)==1)e=f[n>>2]|0;else{d=13;break}}if((d|0)==8)if((vCb(e,1,1,f[k>>2]|0)|0)==1)d=13;else d=14;if((d|0)==13){d=15;break}else if((d|0)==14){a=UDb()|0;break}}while(0);if((d|0)==15)a=bFb(c)|0;u=o;return a|0}function bFb(a){a=a|0;if(wEb(a,UDb()|0)|0)a=~(UDb()|0);return a|0}function cFb(a){a=a|0;oDb(a);return}function dFb(a){a=a|0;cFb(a);sOb(a);return}function eFb(a,c){a=a|0;c=c|0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262688)|0;f[a+36>>2]=c;c=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=c;return}function fFb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;c=k+8|0;d=k;e=a+36|0;g=a+40|0;h=c+8|0;i=c;b=a+32|0;a:while(1){a=f[e>>2]|0;a=Vg[f[(f[a>>2]|0)+20>>2]&31](a,f[g>>2]|0,c,h,d)|0;l=(f[d>>2]|0)-i|0;if((vCb(c,1,l,f[b>>2]|0)|0)!=(l|0)){a=-1;break}switch(a|0){case 1:break;case 2:{a=-1;break a}default:{j=4;break a}}}if((j|0)==4)a=((OBb(f[b>>2]|0)|0)!=0)<<31>>31;u=k;return a|0}function gFb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;a:do if(!(b[a+44>>0]|0)){e=0;while(1){if((e|0)>=(d|0))break a;h=f[(f[a>>2]|0)+52>>2]|0;g=DDb(b[c>>0]|0)|0;g=Rg[h&255](a,g)|0;if((g|0)==(CDb()|0))break a;e=e+1|0;c=c+1|0}}else e=vCb(c,1,d,f[a+32>>2]|0)|0;while(0);return e|0}function hFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+16|0;e=o+8|0;m=o+4|0;n=o;do if(uEb(c,CDb()|0)|0)d=15;else{k=FDb(c)|0;b[e>>0]=k;if(b[a+44>>0]|0){if((vCb(e,1,1,f[a+32>>2]|0)|0)==1){d=15;break}a=CDb()|0;break}f[m>>2]=l;d=e+1|0;g=a+36|0;h=a+40|0;i=l+8|0;j=l;k=a+32|0;while(1){a=f[g>>2]|0;a=_g[f[(f[a>>2]|0)+12>>2]&15](a,f[h>>2]|0,e,d,n,l,i,m)|0;if((f[n>>2]|0)==(e|0)){d=14;break}if((a|0)==3){d=8;break}if(a>>>0>=2){d=14;break}e=(f[m>>2]|0)-j|0;if((vCb(l,1,e,f[k>>2]|0)|0)!=(e|0)){d=14;break}if((a|0)==1)e=f[n>>2]|0;else{d=13;break}}if((d|0)==8)if((vCb(e,1,1,f[k>>2]|0)|0)==1)d=13;else d=14;if((d|0)==13){d=15;break}else if((d|0)==14){a=CDb()|0;break}}while(0);if((d|0)==15)a=iFb(c)|0;u=o;return a|0}function iFb(a){a=a|0;if(uEb(a,CDb()|0)|0)a=~(CDb()|0);return a|0}function jFb(a){a=a|0;GDb(a);return}function kFb(a){a=a|0;jFb(a);sOb(a);return}function lFb(a,c){a=a|0;c=c|0;var d=0,e=0;e=XFb(c,262696)|0;d=a+36|0;f[d>>2]=e;e=Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0;c=a+44|0;f[c>>2]=e;d=f[d>>2]|0;d=(Pg[f[(f[d>>2]|0)+28>>2]&1023](d)|0)&1;b[a+53>>0]=d;if((f[c>>2]|0)>8)kJb(252666);else return}function mFb(a){a=a|0;return pFb(a,0)|0}function nFb(a){a=a|0;return pFb(a,1)|0}function oFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;i=l+8|0;e=l+4|0;g=l;j=wEb(c,UDb()|0)|0;k=a+52|0;d=(b[k>>0]|0)!=0;do if(j)if(d)d=c;else{d=f[a+48>>2]|0;c=((wEb(d,UDb()|0)|0)^1)&1;b[k>>0]=c}else{if(d){j=a+48|0;d=XDb(f[j>>2]|0)|0;f[e>>2]=d;d=f[a+36>>2]|0;switch(_g[f[(f[d>>2]|0)+12>>2]&15](d,f[a+40>>2]|0,e,e+4|0,g,h,h+8|0,i)|0){case 1:case 2:{g=11;break}case 3:{b[h>>0]=f[j>>2];f[i>>2]=h+1;g=8;break}default:g=8}a:do if((g|0)==8){d=a+32|0;while(1){e=f[i>>2]|0;if(e>>>0<=h>>>0){e=1;d=0;break a}a=e+-1|0;f[i>>2]=a;if((yCb(b[a>>0]|0,f[d>>2]|0)|0)==-1){g=11;break}}}while(0);if((g|0)==11){e=0;d=UDb()|0}if(e)d=j;else break}else d=a+48|0;f[d>>2]=c;b[k>>0]=1;d=c}while(0);u=l;return d|0}function pFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+32|0;p=r+16|0;q=r+8|0;l=r+4|0;m=r;g=a+52|0;if(!(b[g>>0]|0)){d=f[a+44>>2]|0;d=(d|0)>1?d:1;o=a+32|0;e=0;while(1){if((e|0)>=(d|0)){n=9;break}g=CBb(f[o>>2]|0)|0;if((g|0)==-1){n=8;break}b[p+e>>0]=g;e=e+1|0}if((n|0)==8)d=UDb()|0;else if((n|0)==9){do if(!(b[a+53>>0]|0)){i=a+40|0;j=a+36|0;k=q+4|0;a:while(1){s=f[i>>2]|0;g=s;e=f[g>>2]|0;g=f[g+4>>2]|0;t=f[j>>2]|0;h=p+d|0;switch(_g[f[(f[t>>2]|0)+16>>2]&15](t,s,p,h,l,q,k,m)|0){case 3:{n=16;break a}case 2:{n=18;break a}case 1:break;default:break a}t=f[i>>2]|0;f[t>>2]=e;f[t+4>>2]=g;if((d|0)==8){n=18;break}e=CBb(f[o>>2]|0)|0;if((e|0)==-1){n=18;break}b[h>>0]=e;d=d+1|0}if((n|0)==16)f[q>>2]=b[p>>0];else if((n|0)==18){d=UDb()|0;break}n=19}else{f[q>>2]=b[p>>0];n=19}while(0);b:do if((n|0)==19){c:do if(c){t=VDb(f[q>>2]|0)|0;f[a+48>>2]=t}else{do{if((d|0)<=0)break c;d=d+-1|0;t=VDb(b[p+d>>0]|0)|0}while((yCb(t,f[o>>2]|0)|0)!=-1);d=UDb()|0;break b}while(0);d=VDb(f[q>>2]|0)|0}while(0)}}else{e=a+48|0;d=f[e>>2]|0;if(c){t=UDb()|0;f[e>>2]=t;b[g>>0]=0}}u=r;return d|0}function qFb(a){a=a|0;oDb(a);return}function rFb(a){a=a|0;qFb(a);sOb(a);return}function sFb(a,c){a=a|0;c=c|0;var d=0,e=0;e=XFb(c,262688)|0;d=a+36|0;f[d>>2]=e;e=Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0;c=a+44|0;f[c>>2]=e;d=f[d>>2]|0;d=(Pg[f[(f[d>>2]|0)+28>>2]&1023](d)|0)&1;b[a+53>>0]=d;if((f[c>>2]|0)>8)kJb(252666);else return}function tFb(a){a=a|0;return wFb(a,0)|0}function uFb(a){a=a|0;return wFb(a,1)|0}function vFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;i=l+4|0;e=l+8|0;g=l;j=uEb(c,CDb()|0)|0;k=a+52|0;d=(b[k>>0]|0)!=0;do if(j)if(d)d=c;else{d=f[a+48>>2]|0;c=((uEb(d,CDb()|0)|0)^1)&1;b[k>>0]=c}else{if(d){j=a+48|0;d=FDb(f[j>>2]|0)|0;b[e>>0]=d;d=f[a+36>>2]|0;switch(_g[f[(f[d>>2]|0)+12>>2]&15](d,f[a+40>>2]|0,e,e+1|0,g,h,h+8|0,i)|0){case 1:case 2:{g=11;break}case 3:{b[h>>0]=f[j>>2];f[i>>2]=h+1;g=8;break}default:g=8}a:do if((g|0)==8){d=a+32|0;while(1){e=f[i>>2]|0;if(e>>>0<=h>>>0){e=1;d=0;break a}a=e+-1|0;f[i>>2]=a;if((yCb(b[a>>0]|0,f[d>>2]|0)|0)==-1){g=11;break}}}while(0);if((g|0)==11){e=0;d=CDb()|0}if(e)d=j;else break}else d=a+48|0;f[d>>2]=c;b[k>>0]=1;d=c}while(0);u=l;return d|0}function wFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+32|0;p=r+16|0;q=r+8|0;l=r+4|0;m=r;g=a+52|0;if(!(b[g>>0]|0)){d=f[a+44>>2]|0;d=(d|0)>1?d:1;o=a+32|0;e=0;while(1){if((e|0)>=(d|0)){n=9;break}g=CBb(f[o>>2]|0)|0;if((g|0)==-1){n=8;break}b[p+e>>0]=g;e=e+1|0}if((n|0)==8)d=CDb()|0;else if((n|0)==9){do if(!(b[a+53>>0]|0)){i=a+40|0;j=a+36|0;k=q+1|0;a:while(1){s=f[i>>2]|0;g=s;e=f[g>>2]|0;g=f[g+4>>2]|0;t=f[j>>2]|0;h=p+d|0;switch(_g[f[(f[t>>2]|0)+16>>2]&15](t,s,p,h,l,q,k,m)|0){case 3:{n=16;break a}case 2:{n=18;break a}case 1:break;default:break a}t=f[i>>2]|0;f[t>>2]=e;f[t+4>>2]=g;if((d|0)==8){n=18;break}e=CBb(f[o>>2]|0)|0;if((e|0)==-1){n=18;break}b[h>>0]=e;d=d+1|0}if((n|0)==16)b[q>>0]=b[p>>0]|0;else if((n|0)==18){d=CDb()|0;break}n=19}else{b[q>>0]=b[p>>0]|0;n=19}while(0);b:do if((n|0)==19){c:do if(c){t=DDb(b[q>>0]|0)|0;f[a+48>>2]=t}else{do{if((d|0)<=0)break c;d=d+-1|0;t=DDb(b[p+d>>0]|0)|0}while((yCb(t,f[o>>2]|0)|0)!=-1);d=CDb()|0;break b}while(0);d=DDb(b[q>>0]|0)|0}while(0)}}else{e=a+48|0;d=f[e>>2]|0;if(c){t=CDb()|0;f[e>>2]=t;b[g>>0]=0}}u=r;return d|0}function xFb(a){a=a|0;DFb(a);return}function yFb(a){a=a|0;xFb(a);sOb(a);return}function zFb(a){a=a|0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function AFb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,h=0;a=c;while(1){if((e|0)==(f|0)){h=7;break}if((a|0)==(d|0)){a=-1;break}c=b[a>>0]|0;g=b[e>>0]|0;if(c<<24>>24<g<<24>>24){a=-1;break}if(g<<24>>24<c<<24>>24){a=1;break}e=e+1|0;a=a+1|0}if((h|0)==7)a=(a|0)!=(d|0)&1;return a|0}function BFb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;i=e-d|0;if(i>>>0>4294967279)vOb(a);if(i>>>0<11){b[a+11>>0]=i;g=a}else{c=i+16&-16;g=pOb(c)|0;f[a>>2]=g;f[a+8>>2]=c|-2147483648;f[a+4>>2]=i}c=d;a=g;while(1){if((c|0)==(e|0))break;rEb(a,c);c=c+1|0;a=a+1|0}b[h>>0]=0;rEb(g+i|0,h);u=j;return}function CFb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;a=0;while(1){if((c|0)==(d|0))break;e=(a<<4)+(b[c>>0]|0)|0;f=e&-268435456;a=(f>>>24|f)^e;c=c+1|0}return a|0}function DFb(a){a=a|0;return}function EFb(a){a=a|0;DFb(a);return}function FFb(a){a=a|0;EFb(a);sOb(a);return}function GFb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;a=b;while(1){if((d|0)==(e|0)){h=7;break}if((a|0)==(c|0)){a=-1;break}b=f[a>>2]|0;g=f[d>>2]|0;if((b|0)<(g|0)){a=-1;break}if((g|0)<(b|0)){a=1;break}d=d+4|0;a=a+4|0}if((h|0)==7)a=(a|0)!=(c|0)&1;return a|0}function HFb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=e-d>>2;if(h>>>0>1073741807)vOb(a);do if(h>>>0<2){b[a+8+3>>0]=h;j=d;k=a}else{c=h+4&-4;if(c>>>0>1073741823)vd();else{k=pOb(c<<2)|0;f[a>>2]=k;f[a+8>>2]=c|-2147483648;f[a+4>>2]=h;j=d;break}}while(0);while(1){if((j|0)==(e|0))break;JFb(k,j);j=j+4|0;k=k+4|0}f[g>>2]=0;JFb(k,g);u=i;return}function IFb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;a=0;while(1){if((b|0)==(c|0))break;d=(f[b>>2]|0)+(a<<4)|0;e=d&-268435456;a=(e>>>24|e)^d;b=b+4|0}return a|0}function JFb(a,b){a=a|0;b=b|0;f[a>>2]=f[b>>2];return}function KFb(a){a=a|0;DFb(a);return}function LFb(a){a=a|0;DFb(a);sOb(a);return}function MFb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;i=o+40|0;n=o+16|0;j=o+8|0;k=o+12|0;l=o+4|0;m=o;if(!(f[e+4>>2]&1)){f[j>>2]=-1;m=f[(f[a>>2]|0)+16>>2]|0;f[k>>2]=f[c>>2];f[l>>2]=f[d>>2];f[n>>2]=f[k>>2];f[i>>2]=f[l>>2];n=Yg[m&63](a,n,i,e,g,j)|0;f[c>>2]=n;switch(f[j>>2]|0){case 0:{b[h>>0]=0;break}case 1:{b[h>>0]=1;break}default:{b[h>>0]=1;f[g>>2]=4}}i=f[c>>2]|0}else{vEb(i,e);l=XFb(i,260896)|0;YFb(i);vEb(i,e);a=XFb(i,260912)|0;YFb(i);oh[f[(f[a>>2]|0)+24>>2]&1023](n,a);oh[f[(f[a>>2]|0)+28>>2]&1023](n+12|0,a);f[m>>2]=f[d>>2];a=n+24|0;f[i>>2]=f[m>>2];i=(DGb(c,i,n,a,l,g,1)|0)==(n|0)&1;b[h>>0]=i;i=f[c>>2]|0;do{a=a+-12|0;zOb(a)}while((a|0)!=(n|0))}u=o;return i|0}function NFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=BGb(a,j,i,d,e,g)|0;u=h;return g|0}function OFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=zGb(a,j,i,d,e,g)|0;u=h;return g|0}function PFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=xGb(a,j,i,d,e,g)|0;u=h;return g|0}function QFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=vGb(a,j,i,d,e,g)|0;u=h;return g|0}function RFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=tGb(a,j,i,d,e,g)|0;u=h;return g|0}function SFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=pGb(a,j,i,d,e,g)|0;u=h;return g|0}function TFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=nGb(a,j,i,d,e,g)|0;u=h;return g|0}function UFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=lGb(a,j,i,d,e,g)|0;u=h;return g|0}function VFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=gGb(a,j,i,d,e,g)|0;u=h;return g|0}function WFb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;z=u;u=u+240|0;w=z;t=z+204|0;x=z+192|0;y=z+180|0;v=z+176|0;q=z+16|0;r=z+8|0;s=z+4|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[x+(a<<2)>>2]=0;a=a+1|0}vEb(y,e);a=XFb(y,260896)|0;Tg[f[(f[a>>2]|0)+32>>2]&15](a,252814,252840,t)|0;YFb(y);f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[y+(a<<2)>>2]=0;a=a+1|0}p=y+11|0;o=y+8|0;if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a;f[r>>2]=q;f[s>>2]=0;n=y+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){m=0;j=0;k=1}else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=DDb(b[e>>0]|0)|0;if(uEb(e,CDb()|0)|0){f[c>>2]=0;m=0;j=0;k=1}else{m=i;k=0}}i=f[d>>2]|0;do if(!i)A=22;else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=DDb(b[e>>0]|0)|0;if(uEb(e,CDb()|0)|0){f[d>>2]=0;A=22;break}else if(k)break;else break a}while(0);if((A|0)==22){A=0;if(k){i=0;break}else i=0}e=b[p>>0]|0;e=e<<24>>24<0?f[n>>2]|0:e&255;if((f[v>>2]|0)==(a+e|0)){GOb(y,e<<1,0);if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a+e}k=m+12|0;e=f[k>>2]|0;l=m+16|0;if((e|0)==(f[l>>2]|0))e=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else e=DDb(b[e>>0]|0)|0;if(ZFb(e&255,16,a,v,s,0,x,q,r,t)|0)break;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0)){Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;i=m;continue}else{f[k>>2]=e+1;DDb(b[e>>0]|0)|0;i=m;continue}}GOb(y,(f[v>>2]|0)-a|0,0);t=(b[p>>0]|0)<0?f[y>>2]|0:y;v=_Fb()|0;f[w>>2]=h;if(($Fb(t,v,252847,w)|0)!=1)f[g>>2]=4;if(!m)e=1;else{a=f[m+12>>2]|0;if((a|0)==(f[m+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](m)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)A=49;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;A=49;break}else if(e)break;else{A=51;break}}while(0);if((A|0)==49)if(e)A=51;if((A|0)==51)f[g>>2]=f[g>>2]|2;A=f[c>>2]|0;zOb(y);zOb(x);u=z;return A|0}function XFb(a,b){a=a|0;b=b|0;a=f[a>>2]|0;return bGb(a,aGb(b)|0)|0}function YFb(a){a=a|0;eOb(f[a>>2]|0)|0;return}function ZFb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;o=f[e>>2]|0;p=(o|0)==(d|0);do if(p){m=(b[l+24>>0]|0)==a<<24>>24;if(!m)if((b[l+25>>0]|0)!=a<<24>>24){n=5;break}f[e>>2]=d+1;b[d>>0]=m?43:45;f[g>>2]=0;m=0}else n=5;while(0);a:do if((n|0)==5){n=b[i+11>>0]|0;if(a<<24>>24==h<<24>>24?((n<<24>>24<0?f[i+4>>2]|0:n&255)|0)!=0:0){m=f[k>>2]|0;if((m-j|0)>=160){m=0;break}e=f[g>>2]|0;f[k>>2]=m+4;f[m>>2]=e;f[g>>2]=0;m=0;break}i=l+26|0;h=0;while(1){m=l+h|0;if((h|0)==26){m=i;break}if((b[m>>0]|0)==a<<24>>24)break;else h=h+1|0}m=m-l|0;if((m|0)>23)m=-1;else{switch(c|0){case 10:case 8:{if((m|0)>=(c|0)){m=-1;break a}break}case 16:{if((m|0)>=22){if(p){m=-1;break a}if((o-d|0)>=3){m=-1;break a}if((b[o+-1>>0]|0)!=48){m=-1;break a}f[g>>2]=0;m=b[252814+m>>0]|0;f[e>>2]=o+1;b[o>>0]=m;m=0;break a}break}default:{}}m=b[252814+m>>0]|0;f[e>>2]=o+1;b[o>>0]=m;f[g>>2]=(f[g>>2]|0)+1;m=0}}while(0);return m|0}function _Fb(){var a=0;if(!(b[257600]|0))if(MPb(257600)|0){a=vBb(2147483647,252850,0)|0;f[65226]=a}return f[65226]|0}function $Fb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;f[g>>2]=d;d=UAb(b)|0;b=pCb(a,c,g)|0;if(d|0)UAb(d)|0;u=e;return b|0}function aGb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+48|0;b=e+32|0;c=e+24|0;d=e;g=e+16|0;f[g>>2]=1643;f[g+4>>2]=0;f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];dGb(d,b,a);if((f[a>>2]|0)!=-1){f[b>>2]=d;f[c>>2]=b;oOb(a,c,1644)}u=e;return (f[a+4>>2]|0)+-1|0}function bGb(a,b){a=a|0;b=b|0;return f[(f[a+8>>2]|0)+(b<<2)>>2]|0}function cGb(a){a=a|0;var b=0;b=f[65227]|0;f[65227]=b+1;f[a+4>>2]=b+1;return}function dGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[b>>2]|0;b=f[b+4>>2]|0;f[a>>2]=c;f[a+4>>2]=d;f[a+8>>2]=b;return}function eGb(a){a=a|0;fGb(f[f[a>>2]>>2]|0);return}function fGb(a){a=a|0;var b=0,c=0,d=0;b=f[a+4>>2]|0;d=f[a+8>>2]|0;c=(f[a>>2]|0)+(d>>1)|0;if(!(d&1))a=b;else a=f[(f[c>>2]|0)+b>>2]|0;gh[a&2047](c);return}function gGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+jGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function hGb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;i=h;vEb(i,c);c=XFb(i,260896)|0;Tg[f[(f[c>>2]|0)+32>>2]&15](c,252814,252846,d)|0;d=XFb(i,260912)|0;c=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;b[e>>0]=c;e=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;b[g>>0]=e;oh[f[(f[d>>2]|0)+20>>2]&1023](a,d);YFb(i);u=h;return}function iGb(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0;a:do if(a<<24>>24==h<<24>>24)if(!(b[c>>0]|0))h=-1;else{b[c>>0]=0;d=f[g>>2]|0;f[g>>2]=d+1;b[d>>0]=46;g=b[j+11>>0]|0;if(!((g<<24>>24<0?f[j+4>>2]|0:g&255)|0))h=0;else{h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;h=0}else h=0}}else{if(a<<24>>24==i<<24>>24){o=b[j+11>>0]|0;if((o<<24>>24<0?f[j+4>>2]|0:o&255)|0){if(!(b[c>>0]|0)){h=-1;break}h=f[l>>2]|0;if((h-k|0)>=160){h=0;break}k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;f[m>>2]=0;h=0;break}}o=n+32|0;i=0;while(1){h=n+i|0;if((i|0)==32){h=o;break}if((b[h>>0]|0)==a<<24>>24)break;else i=i+1|0}i=h-n|0;if((i|0)>31)h=-1;else{o=b[252814+i>>0]|0;switch(i|0){case 24:case 25:{h=f[g>>2]|0;if((h|0)!=(e|0))if((b[h+-1>>0]&95)!=(b[d>>0]&127)){h=-1;break a}f[g>>2]=h+1;b[h>>0]=o;h=0;break a}case 23:case 22:{b[d>>0]=80;h=f[g>>2]|0;f[g>>2]=h+1;b[h>>0]=o;h=0;break a}default:{h=o&95;if((h|0)==(b[d>>0]|0)){b[d>>0]=h|128;if(b[c>>0]|0){b[c>>0]=0;d=b[j+11>>0]|0;if((d<<24>>24<0?f[j+4>>2]|0:d&255)|0){h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k}}}}l=f[g>>2]|0;f[g>>2]=l+1;b[l>>0]=o;if((i|0)>21){h=0;break a}f[m>>2]=(f[m>>2]|0)+1;h=0;break a}}}}while(0);return h|0}function jGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+WCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function kGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;i=a+11|0;h=b[i>>0]|0;j=a+4|0;g=f[j>>2]|0;do if((h<<24>>24<0?g:h&255)|0){if((c|0)!=(d|0)){g=d;h=c;while(1){g=g+-4|0;if(h>>>0>=g>>>0)break;l=f[h>>2]|0;f[h>>2]=f[g>>2];f[g>>2]=l;h=h+4|0}h=b[i>>0]|0;g=f[j>>2]|0}j=h<<24>>24<0;l=j?f[a>>2]|0:a;a=d+-4|0;j=l+(j?g:h&255)|0;g=l;while(1){h=b[g>>0]|0;i=h<<24>>24>0&h<<24>>24!=127;if(c>>>0>=a>>>0)break;if(i)if((f[c>>2]|0)!=(h<<24>>24|0)){k=10;break}c=c+4|0;g=(j-g|0)>1?g+1|0:g}if((k|0)==10){f[e>>2]=4;break}if(i)if(((f[a>>2]|0)+-1|0)>>>0>=h<<24>>24>>>0)f[e>>2]=4}while(0);return}function lGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+mGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function mGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+VCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function nGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}p=B+11|0;q=B+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){o=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;o=0;j=0;k=1}else{o=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[p>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=o+12|0;a=f[k>>2]|0;l=o+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;i=o;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=o;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+oGb(e,f[x>>2]|0,g);n[h>>2]=F;kGb(C,y,f[z>>2]|0,g);if(!o)e=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function oGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+UCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function pGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=sGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function qGb(a){a=a|0;switch(f[a+4>>2]&74){case 64:{a=8;break}case 8:{a=16;break}case 0:{a=0;break}default:a=10}return a|0}function rGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;vEb(h,c);c=XFb(h,260896)|0;Tg[f[(f[c>>2]|0)+32>>2]&15](c,252814,252840,d)|0;d=XFb(h,260912)|0;c=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;b[e>>0]=c;oh[f[(f[d>>2]|0)+20>>2]&1023](a,d);YFb(h);u=g;return}function sGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;do if((a|0)==(c|0)){f[d>>2]=4;e=0;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;e=0;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){l=hAb()|0;f[l>>2]=i}if((f[h>>2]|0)==(c|0)){if((g|0)==34){a=-1;e=-1;j=8}}else{a=0;e=0;j=8}if((j|0)==8)f[d>>2]=4}while(0);I=e;u=k;return a|0}function tGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=uGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function uGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>4294967295|(g|0)==34){f[d>>2]=4;a=-1;break}else break;else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function vGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=wGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function wGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>4294967295|(g|0)==34){f[d>>2]=4;a=-1;break}else break;else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function xGb(a,c,e,g,h,i){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+224|0;r=B+198|0;s=B+196|0;z=B+184|0;A=B+172|0;t=B+168|0;v=B+8|0;w=B+4|0;x=B;y=qGb(g)|0;rGb(z,g,r,s);f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}p=A+11|0;q=A+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g;f[w>>2]=v;f[x>>2]=0;n=A+4|0;k=f[c>>2]|0;j=k;a:while(1){if(!j){o=0;k=0;l=1}else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;o=0;k=0;l=1}else{o=j;l=0}}j=f[e>>2]|0;do if(!j)C=19;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;C=19;break}else if(l)break;else break a}while(0);if((C|0)==19){C=0;if(l){j=0;break}else j=0}l=b[p>>0]|0;l=l<<24>>24<0?f[n>>2]|0:l&255;if((f[t>>2]|0)==(g+l|0)){GOb(A,l<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g+l}l=o+12|0;a=f[l>>2]|0;m=o+16|0;if((a|0)==(f[m>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,y,g,t,x,b[s>>0]|0,z,v,w,r)|0)break;a=f[l>>2]|0;if((a|0)==(f[m>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;j=o;continue}else{f[l>>2]=a+1;DDb(b[a>>0]|0)|0;j=o;continue}}s=b[z+11>>0]|0;if((s<<24>>24<0?f[z+4>>2]|0:s&255)|0){a=f[w>>2]|0;if((a-v|0)<160){x=f[x>>2]|0;f[w>>2]=a+4;f[a>>2]=x}}y=yGb(g,f[t>>2]|0,h,y)|0;d[i>>1]=y;kGb(z,v,f[w>>2]|0,h);if(!o)g=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[k>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1}else g=0}do if(!j)C=47;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;C=47;break}else if(g)break;else{C=49;break}}while(0);if((C|0)==47)if(g)C=49;if((C|0)==49)f[h>>2]=f[h>>2]|2;C=f[c>>2]|0;zOb(A);zOb(z);u=B;return C|0}function yGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>65535|(g|0)==34){f[d>>2]=4;a=-1;break}else{a=a&65535;break}else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function zGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=AGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function AGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i;if((a|0)==(b|0)){f[c>>2]=4;d=0;a=0}else{h=hAb()|0;h=f[h>>2]|0;e=hAb()|0;f[e>>2]=0;a=FCb(a,g,d,_Fb()|0)|0;d=I;e=hAb()|0;e=f[e>>2]|0;if(!e){j=hAb()|0;f[j>>2]=h}if((f[g>>2]|0)==(b|0)){if((e|0)==34){f[c>>2]=4;d=(d|0)>0|(d|0)==0&a>>>0>0;a=d?-1:0;d=d?2147483647:-2147483648}}else{f[c>>2]=4;a=0;d=0}}I=d;u=i;return a|0}function BGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=CGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function CGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i;if((a|0)==(b|0)){f[c>>2]=4;a=0}else{h=hAb()|0;h=f[h>>2]|0;e=hAb()|0;f[e>>2]=0;a=FCb(a,g,d,_Fb()|0)|0;d=I;e=hAb()|0;e=f[e>>2]|0;if(!e){j=hAb()|0;f[j>>2]=h}a:do if((f[g>>2]|0)==(b|0)){do if((e|0)==34){f[c>>2]=4;if((d|0)>0|(d|0)==0&a>>>0>0){a=2147483647;break a}}else{if((d|0)<-1|(d|0)==-1&a>>>0<2147483648){f[c>>2]=4;break}if((d|0)>0|(d|0)==0&a>>>0>2147483647){f[c>>2]=4;a=2147483647;break a}else break a}while(0);a=-2147483648}else{f[c>>2]=4;a=0}while(0)}u=i;return a|0}function DGb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+112|0;k=x;l=(e-d|0)/12|0;if(l>>>0>100){k=_zb(l)|0;if(!k)uOb();else{j=k;v=k}}else{j=k;v=0}n=d;o=j;k=0;while(1){if((n|0)==(e|0))break;m=b[n+11>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if(!m){b[o>>0]=2;l=l+-1|0;k=k+1|0}else b[o>>0]=1;n=n+12|0;o=o+1|0}t=0;r=k;a:while(1){k=f[a>>2]|0;do if(!k)o=1;else{m=f[k+12>>2]|0;if((m|0)==(f[k+16>>2]|0))k=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else k=DDb(b[m>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[a>>2]=0;o=1;break}else{o=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;if(!m){m=0;k=1}else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[c>>2]=0;m=0;k=1}else k=0}n=f[a>>2]|0;if(!((l|0)!=0&(o^k)))break;k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=DDb(b[k>>0]|0)|0;k=k&255;if(!i)k=Rg[f[(f[g>>2]|0)+12>>2]&255](g,k)|0;s=t+1|0;p=d;o=0;q=j;while(1){if((p|0)==(e|0))break;do if((b[q>>0]|0)==1){n=p+11|0;if((b[n>>0]|0)<0)m=f[p>>2]|0;else m=p;m=b[m+t>>0]|0;if(!i)m=Rg[f[(f[g>>2]|0)+12>>2]&255](g,m)|0;if(k<<24>>24!=m<<24>>24){b[q>>0]=0;m=o;n=r;l=l+-1|0;break}m=b[n>>0]|0;if(m<<24>>24<0)m=f[p+4>>2]|0;else m=m&255;if((m|0)==(s|0)){b[q>>0]=2;m=1;n=r+1|0;l=l+-1|0}else{m=1;n=r}}else{m=o;n=r}while(0);p=p+12|0;o=m;q=q+1|0;r=n}if(!o){t=s;continue}k=f[a>>2]|0;m=k+12|0;n=f[m>>2]|0;if((n|0)==(f[k+16>>2]|0))Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;else{f[m>>2]=n+1;DDb(b[n>>0]|0)|0}if((r+l|0)>>>0>1){n=d;o=j;k=r}else{t=s;continue}while(1){if((n|0)==(e|0)){t=s;r=k;continue a}if((b[o>>0]|0)==2){m=b[n+11>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if((m|0)!=(s|0)){b[o>>0]=0;k=k+-1|0}}n=n+12|0;o=o+1|0}}do if(!n)l=1;else{k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[a>>2]=0;l=1;break}else{l=(f[a>>2]|0)==0;break}}while(0);do if(!m)w=41;else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[c>>2]=0;w=41;break}else if(l)break;else{w=77;break}}while(0);if((w|0)==41)if(l)w=77;if((w|0)==77)f[h>>2]=f[h>>2]|2;while(1){if((d|0)==(e|0)){w=81;break}if((b[j>>0]|0)==2)break;d=d+12|0;j=j+1|0}if((w|0)==81){f[h>>2]=f[h>>2]|4;d=e}$zb(v);u=x;return d|0}function EGb(a){a=a|0;DFb(a);return}function FGb(a){a=a|0;DFb(a);sOb(a);return}function GGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;i=o+40|0;n=o+16|0;j=o+8|0;k=o+12|0;l=o+4|0;m=o;if(!(f[e+4>>2]&1)){f[j>>2]=-1;m=f[(f[a>>2]|0)+16>>2]|0;f[k>>2]=f[c>>2];f[l>>2]=f[d>>2];f[n>>2]=f[k>>2];f[i>>2]=f[l>>2];n=Yg[m&63](a,n,i,e,g,j)|0;f[c>>2]=n;switch(f[j>>2]|0){case 0:{b[h>>0]=0;break}case 1:{b[h>>0]=1;break}default:{b[h>>0]=1;f[g>>2]=4}}i=f[c>>2]|0}else{vEb(i,e);l=XFb(i,260928)|0;YFb(i);vEb(i,e);a=XFb(i,260936)|0;YFb(i);oh[f[(f[a>>2]|0)+24>>2]&1023](n,a);oh[f[(f[a>>2]|0)+28>>2]&1023](n+12|0,a);f[m>>2]=f[d>>2];a=n+24|0;f[i>>2]=f[m>>2];i=(cHb(c,i,n,a,l,g,1)|0)==(n|0)&1;b[h>>0]=i;i=f[c>>2]|0;do{a=a+-12|0;NOb(a)}while((a|0)!=(n|0))}u=o;return i|0}function HGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=bHb(a,j,i,d,e,g)|0;u=h;return g|0}function IGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=aHb(a,j,i,d,e,g)|0;u=h;return g|0}function JGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=$Gb(a,j,i,d,e,g)|0;u=h;return g|0}function KGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=_Gb(a,j,i,d,e,g)|0;u=h;return g|0}function LGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=ZGb(a,j,i,d,e,g)|0;u=h;return g|0}function MGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=XGb(a,j,i,d,e,g)|0;u=h;return g|0}function NGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=WGb(a,j,i,d,e,g)|0;u=h;return g|0}function OGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=VGb(a,j,i,d,e,g)|0;u=h;return g|0}function PGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=SGb(a,j,i,d,e,g)|0;u=h;return g|0}function QGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;z=u;u=u+320|0;w=z;t=z+208|0;x=z+192|0;y=z+180|0;v=z+176|0;q=z+16|0;r=z+8|0;s=z+4|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[x+(a<<2)>>2]=0;a=a+1|0}vEb(y,e);a=XFb(y,260928)|0;Tg[f[(f[a>>2]|0)+48>>2]&15](a,252814,252840,t)|0;YFb(y);f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[y+(a<<2)>>2]=0;a=a+1|0}p=y+11|0;o=y+8|0;if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a;f[r>>2]=q;f[s>>2]=0;n=y+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){m=0;j=0;k=1}else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=VDb(f[e>>2]|0)|0;if(wEb(e,UDb()|0)|0){f[c>>2]=0;m=0;j=0;k=1}else{m=i;k=0}}i=f[d>>2]|0;do if(!i)A=22;else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=VDb(f[e>>2]|0)|0;if(wEb(e,UDb()|0)|0){f[d>>2]=0;A=22;break}else if(k)break;else break a}while(0);if((A|0)==22){A=0;if(k){i=0;break}else i=0}e=b[p>>0]|0;e=e<<24>>24<0?f[n>>2]|0:e&255;if((f[v>>2]|0)==(a+e|0)){GOb(y,e<<1,0);if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a+e}k=m+12|0;e=f[k>>2]|0;l=m+16|0;if((e|0)==(f[l>>2]|0))e=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else e=VDb(f[e>>2]|0)|0;if(RGb(e,16,a,v,s,0,x,q,r,t)|0)break;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0)){Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;i=m;continue}else{f[k>>2]=e+4;VDb(f[e>>2]|0)|0;i=m;continue}}GOb(y,(f[v>>2]|0)-a|0,0);t=(b[p>>0]|0)<0?f[y>>2]|0:y;v=_Fb()|0;f[w>>2]=h;if(($Fb(t,v,252847,w)|0)!=1)f[g>>2]=4;if(!m)e=1;else{a=f[m+12>>2]|0;if((a|0)==(f[m+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](m)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)A=49;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;A=49;break}else if(e)break;else{A=51;break}}while(0);if((A|0)==49)if(e)A=51;if((A|0)==51)f[g>>2]=f[g>>2]|2;A=f[c>>2]|0;zOb(y);zOb(x);u=z;return A|0}function RGb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;o=f[e>>2]|0;p=(o|0)==(d|0);do if(p){m=(f[l+96>>2]|0)==(a|0);if(!m)if((f[l+100>>2]|0)!=(a|0)){n=5;break}f[e>>2]=d+1;b[d>>0]=m?43:45;f[g>>2]=0;m=0}else n=5;while(0);a:do if((n|0)==5){n=b[i+11>>0]|0;if((a|0)==(h|0)?((n<<24>>24<0?f[i+4>>2]|0:n&255)|0)!=0:0){m=f[k>>2]|0;if((m-j|0)>=160){m=0;break}e=f[g>>2]|0;f[k>>2]=m+4;f[m>>2]=e;f[g>>2]=0;m=0;break}i=l+104|0;h=0;while(1){m=l+(h<<2)|0;if((h|0)==26){m=i;break}if((f[m>>2]|0)==(a|0))break;else h=h+1|0}m=m-l|0;h=m>>2;if((m|0)>92)m=-1;else{switch(c|0){case 10:case 8:{if((h|0)>=(c|0)){m=-1;break a}break}case 16:{if((m|0)>=88){if(p){m=-1;break a}if((o-d|0)>=3){m=-1;break a}if((b[o+-1>>0]|0)!=48){m=-1;break a}f[g>>2]=0;m=b[252814+h>>0]|0;f[e>>2]=o+1;b[o>>0]=m;m=0;break a}break}default:{}}m=b[252814+h>>0]|0;f[e>>2]=o+1;b[o>>0]=m;f[g>>2]=(f[g>>2]|0)+1;m=0}}while(0);return m|0}function SGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+jGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function TGb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;vEb(h,b);b=XFb(h,260928)|0;Tg[f[(f[b>>2]|0)+48>>2]&15](b,252814,252846,c)|0;c=XFb(h,260936)|0;b=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[d>>2]=b;d=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[e>>2]=d;oh[f[(f[c>>2]|0)+20>>2]&1023](a,c);YFb(h);u=g;return}function UGb(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0;a:do if((a|0)==(h|0))if(!(b[c>>0]|0))h=-1;else{b[c>>0]=0;d=f[g>>2]|0;f[g>>2]=d+1;b[d>>0]=46;g=b[j+11>>0]|0;if(!((g<<24>>24<0?f[j+4>>2]|0:g&255)|0))h=0;else{h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;h=0}else h=0}}else{if((a|0)==(i|0)){o=b[j+11>>0]|0;if((o<<24>>24<0?f[j+4>>2]|0:o&255)|0){if(!(b[c>>0]|0)){h=-1;break}h=f[l>>2]|0;if((h-k|0)>=160){h=0;break}k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;f[m>>2]=0;h=0;break}}o=n+128|0;i=0;while(1){h=n+(i<<2)|0;if((i|0)==32){h=o;break}if((f[h>>2]|0)==(a|0))break;else i=i+1|0}i=h-n|0;h=i>>2;if((i|0)>124)h=-1;else{o=b[252814+h>>0]|0;switch(h|0){case 24:case 25:{h=f[g>>2]|0;if((h|0)!=(e|0))if((b[h+-1>>0]&95)!=(b[d>>0]&127)){h=-1;break a}f[g>>2]=h+1;b[h>>0]=o;h=0;break a}case 23:case 22:{b[d>>0]=80;break}default:{h=o&95;if((h|0)==(b[d>>0]|0)){b[d>>0]=h|128;if(b[c>>0]|0){b[c>>0]=0;d=b[j+11>>0]|0;if((d<<24>>24<0?f[j+4>>2]|0:d&255)|0){h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k}}}}}}l=f[g>>2]|0;f[g>>2]=l+1;b[l>>0]=o;if((i|0)>84)h=0;else{f[m>>2]=(f[m>>2]|0)+1;h=0}}}while(0);return h|0}function VGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+mGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function WGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}p=B+11|0;q=B+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){o=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;o=0;j=0;k=1}else{o=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[p>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=o+12|0;a=f[k>>2]|0;l=o+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;i=o;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=o;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+oGb(e,f[x>>2]|0,g);n[h>>2]=F;kGb(C,y,f[z>>2]|0,g);if(!o)e=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function XGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=sGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function YGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;vEb(g,b);b=XFb(g,260928)|0;Tg[f[(f[b>>2]|0)+48>>2]&15](b,252814,252840,c)|0;c=XFb(g,260936)|0;b=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[d>>2]=b;oh[f[(f[c>>2]|0)+20>>2]&1023](a,c);YFb(g);u=e;return}function ZGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=uGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function _Gb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=wGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function $Gb(a,c,e,g,h,i){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+304|0;r=B+200|0;s=B+196|0;z=B+184|0;A=B+172|0;t=B+168|0;v=B+8|0;w=B+4|0;x=B;y=qGb(g)|0;YGb(z,g,r,s);f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}p=A+11|0;q=A+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g;f[w>>2]=v;f[x>>2]=0;n=A+4|0;k=f[c>>2]|0;j=k;a:while(1){if(!j){o=0;k=0;l=1}else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;o=0;k=0;l=1}else{o=j;l=0}}j=f[e>>2]|0;do if(!j)C=19;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[e>>2]=0;C=19;break}else if(l)break;else break a}while(0);if((C|0)==19){C=0;if(l){j=0;break}else j=0}l=b[p>>0]|0;l=l<<24>>24<0?f[n>>2]|0:l&255;if((f[t>>2]|0)==(g+l|0)){GOb(A,l<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g+l}l=o+12|0;a=f[l>>2]|0;m=o+16|0;if((a|0)==(f[m>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,y,g,t,x,f[s>>2]|0,z,v,w,r)|0)break;a=f[l>>2]|0;if((a|0)==(f[m>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;j=o;continue}else{f[l>>2]=a+4;VDb(f[a>>2]|0)|0;j=o;continue}}s=b[z+11>>0]|0;if((s<<24>>24<0?f[z+4>>2]|0:s&255)|0){a=f[w>>2]|0;if((a-v|0)<160){x=f[x>>2]|0;f[w>>2]=a+4;f[a>>2]=x}}y=yGb(g,f[t>>2]|0,h,y)|0;d[i>>1]=y;kGb(z,v,f[w>>2]|0,h);if(!o)g=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[k>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1}else g=0}do if(!j)C=47;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[e>>2]=0;C=47;break}else if(g)break;else{C=49;break}}while(0);if((C|0)==47)if(g)C=49;if((C|0)==49)f[h>>2]=f[h>>2]|2;C=f[c>>2]|0;zOb(A);zOb(z);u=B;return C|0}function aHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=AGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function bHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=CGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function cHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+112|0;k=x;l=(e-d|0)/12|0;if(l>>>0>100){k=_zb(l)|0;if(!k)uOb();else{j=k;v=k}}else{j=k;v=0}k=0;n=d;o=j;while(1){if((n|0)==(e|0))break;m=b[n+8+3>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if(!m){b[o>>0]=2;k=k+1|0;l=l+-1|0}else b[o>>0]=1;n=n+12|0;o=o+1|0}t=0;r=k;a:while(1){k=f[a>>2]|0;do if(!k)o=1;else{m=f[k+12>>2]|0;if((m|0)==(f[k+16>>2]|0))k=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else k=VDb(f[m>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[a>>2]=0;o=1;break}else{o=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;if(!m){m=0;k=1}else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[c>>2]=0;m=0;k=1}else k=0}n=f[a>>2]|0;if(!((l|0)!=0&(o^k)))break;k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=VDb(f[k>>2]|0)|0;if(!i)k=Rg[f[(f[g>>2]|0)+28>>2]&255](g,k)|0;s=t+1|0;p=d;o=0;q=j;while(1){if((p|0)==(e|0))break;do if((b[q>>0]|0)==1){n=p+8+3|0;if((b[n>>0]|0)<0)m=f[p>>2]|0;else m=p;m=f[m+(t<<2)>>2]|0;if(!i)m=Rg[f[(f[g>>2]|0)+28>>2]&255](g,m)|0;if((k|0)!=(m|0)){b[q>>0]=0;m=o;n=r;l=l+-1|0;break}m=b[n>>0]|0;if(m<<24>>24<0)m=f[p+4>>2]|0;else m=m&255;if((m|0)==(s|0)){b[q>>0]=2;m=1;n=r+1|0;l=l+-1|0}else{m=1;n=r}}else{m=o;n=r}while(0);p=p+12|0;o=m;q=q+1|0;r=n}if(!o){t=s;continue}k=f[a>>2]|0;m=k+12|0;n=f[m>>2]|0;if((n|0)==(f[k+16>>2]|0))Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;else{f[m>>2]=n+4;VDb(f[n>>2]|0)|0}if((r+l|0)>>>0>1){n=d;o=j;k=r}else{t=s;continue}while(1){if((n|0)==(e|0)){t=s;r=k;continue a}if((b[o>>0]|0)==2){m=b[n+8+3>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if((m|0)!=(s|0)){b[o>>0]=0;k=k+-1|0}}n=n+12|0;o=o+1|0}}do if(!n)l=1;else{k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[a>>2]=0;l=1;break}else{l=(f[a>>2]|0)==0;break}}while(0);do if(!m)w=41;else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[c>>2]=0;w=41;break}else if(l)break;else{w=77;break}}while(0);if((w|0)==41)if(l)w=77;if((w|0)==77)f[h>>2]=f[h>>2]|2;while(1){if((d|0)==(e|0)){w=81;break}if((b[j>>0]|0)==2)break;d=d+12|0;j=j+1|0}if((w|0)==81){f[h>>2]=f[h>>2]|4;d=e}$zb(v);u=x;return d|0}function dHb(a){a=a|0;DFb(a);return}function eHb(a){a=a|0;DFb(a);sOb(a);return}function fHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l+4|0;h=l;if(!(f[d+4>>2]&1)){j=f[(f[a>>2]|0)+24>>2]|0;f[h>>2]=f[c>>2];f[k>>2]=f[h>>2];a=Vg[j&31](a,k,d,e,g&1)|0}else{vEb(k,d);a=XFb(k,260912)|0;YFb(k);d=f[a>>2]|0;if(g)oh[f[d+24>>2]&1023](k,a);else oh[f[d+28>>2]&1023](k,a);i=k+11|0;a=b[i>>0]|0;d=f[k>>2]|0;j=k+4|0;g=a<<24>>24<0?d:k;while(1){h=a<<24>>24<0;if((g|0)==((h?d:k)+(h?f[j>>2]|0:a&255)|0))break;a=b[g>>0]|0;d=f[c>>2]|0;if(d|0){e=d+24|0;h=f[e>>2]|0;if((h|0)==(f[d+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;a=DDb(a)|0;a=Rg[h&255](d,a)|0}else{f[e>>2]=h+1;b[h>>0]=a;a=DDb(a)|0}if(uEb(a,CDb()|0)|0)f[c>>2]=0}g=g+1|0;a=b[i>>0]|0;d=f[k>>2]|0}a=f[c>>2]|0;zOb(k)}u=l;return a|0}function gHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+64|0;i=a;m=a+52|0;n=a+39|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,1,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,13,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);tHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,c,g,d,e)|0;u=a;return g|0}function hHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+96|0;i=a+8|0;n=a;m=a+71|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,1,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);tHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,e,g,c,d)|0;u=a;return g|0}function iHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+64|0;i=a;m=a+52|0;n=a+40|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,0,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,12,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);tHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,c,g,d,e)|0;u=a;return g|0}function jHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+96|0;i=a+8|0;n=a;m=a+71|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,0,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);tHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,e,g,c,d)|0;u=a;return g|0}function kHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;w=u;u=u+176|0;r=w+72|0;l=w+48|0;k=w+32|0;h=w+24|0;g=w+8|0;j=w;n=w+134|0;m=w+68|0;o=w+76|0;v=w+64|0;s=w+60|0;t=w+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,265124,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;z=a;A=a}}else{q=a;z=0;A=f[m>>2]|0}g=A+q|0;h=oHb(A,g,c)|0;if((A|0)==(n|0)){x=o;y=0}else{a=_zb(q<<1)|0;if(!a)uOb();else{x=a;y=a}}vEb(r,c);rHb(A,h,g,x,v,s,r);YFb(r);f[t>>2]=f[b>>2];b=f[v>>2]|0;A=f[s>>2]|0;f[r>>2]=f[t>>2];A=n3a(r,x,b,A,c,d)|0;$zb(y);$zb(z);u=w;return A|0}function lHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;w=u;u=u+176|0;r=w+72|0;l=w+48|0;k=w+32|0;h=w+24|0;g=w+8|0;j=w;n=w+134|0;m=w+68|0;o=w+76|0;v=w+64|0;s=w+60|0;t=w+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,253063,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;z=a;A=a}}else{q=a;z=0;A=f[m>>2]|0}g=A+q|0;h=oHb(A,g,c)|0;if((A|0)==(n|0)){x=o;y=0}else{a=_zb(q<<1)|0;if(!a)uOb();else{x=a;y=a}}vEb(r,c);rHb(A,h,g,x,v,s,r);YFb(r);f[t>>2]=f[b>>2];b=f[v>>2]|0;A=f[s>>2]|0;f[r>>2]=f[t>>2];A=n3a(r,x,b,A,c,d)|0;$zb(y);$zb(z);u=w;return A|0}function mHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;a=u;u=u+80|0;l=a;k=a+68|0;h=a+48|0;j=a+8|0;m=a+4|0;b[k>>0]=b[253057]|0;b[k+1>>0]=b[253058]|0;b[k+2>>0]=b[253059]|0;b[k+3>>0]=b[253060]|0;b[k+4>>0]=b[253061]|0;b[k+5>>0]=b[253062]|0;i=_Fb()|0;f[l>>2]=g;g=nHb(h,20,i,k,l)|0;k=h+g|0;i=oHb(h,k,d)|0;vEb(l,d);n=XFb(l,260896)|0;YFb(l);Tg[f[(f[n>>2]|0)+32>>2]&15](n,h,k,j)|0;g=j+g|0;f[m>>2]=f[c>>2];f[l>>2]=f[m>>2];g=n3a(l,j,(i|0)==(k|0)?g:j+(i-h)|0,g,d,e)|0;u=a;return g|0}function nHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;f[h>>2]=e;e=UAb(c)|0;c=YAb(a,b,d,h)|0;if(e|0)UAb(e)|0;u=g;return c|0}function oHb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;a:do switch((f[d+4>>2]&176)<<24>>24){case 16:{d=b[a>>0]|0;switch(d<<24>>24){case 43:case 45:{a=a+1|0;break a}default:{}}if((c-a|0)>1&d<<24>>24==48){switch(b[a+1>>0]|0){case 88:case 120:break;default:{e=7;break a}}a=a+2|0}else e=7;break}case 32:{a=c;break}default:e=7}while(0);return a|0}function pHb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0;if(d&2048){b[a>>0]=43;a=a+1|0}if(d&1024){b[a>>0]=35;a=a+1|0}h=d&260;e=(d&16384|0)!=0;f=(h|0)==260;if(f)g=0;else{b[a>>0]=46;b[a+1>>0]=42;g=1;a=a+2|0}while(1){d=b[c>>0]|0;if(!(d<<24>>24))break;b[a>>0]=d;c=c+1|0;a=a+1|0}a:do switch(h&511){case 4:{d=e?70:102;break}case 256:{d=e?69:101;break}default:if(f){d=e?65:97;break a}else{d=e?71:103;break a}}while(0);b[a>>0]=d;return g|0}function qHb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;f[g>>2]=d;d=UAb(b)|0;b=sCb(a,c,g)|0;if(d|0)UAb(d)|0;u=e;return b|0}function rHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;w=u;u=u+16|0;s=w;t=XFb(i,260896)|0;r=XFb(i,260912)|0;oh[f[(f[r>>2]|0)+20>>2]&1023](s,r);f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{q=Rg[f[(f[t>>2]|0)+28>>2]&255](t,i)|0;j=f[h>>2]|0;f[h>>2]=j+1;b[j>>0]=q;j=a+1|0;break}default:j=a}q=d;a:do if((q-j|0)>1)if((b[j>>0]|0)==48){i=j+1|0;switch(b[i>>0]|0){case 88:case 120:break;default:{i=j;v=10;break a}}o=Rg[f[(f[t>>2]|0)+28>>2]&255](t,48)|0;p=f[h>>2]|0;f[h>>2]=p+1;b[p>>0]=o;j=j+2|0;p=Rg[f[(f[t>>2]|0)+28>>2]&255](t,b[i>>0]|0)|0;i=f[h>>2]|0;f[h>>2]=i+1;b[i>>0]=p;i=j;while(1){if(i>>>0>=d>>>0)break a;p=b[i>>0]|0;if(!(DAb(p,_Fb()|0)|0))break a;i=i+1|0}}else{i=j;v=10}else{i=j;v=10}while(0);b:do if((v|0)==10)while(1){v=0;if(i>>>0>=d>>>0)break b;p=b[i>>0]|0;if(!(tAb(p,_Fb()|0)|0))break b;i=i+1|0;v=10}while(0);o=s+11|0;n=b[o>>0]|0;p=s+4|0;c:do if(!((n<<24>>24<0?f[p>>2]|0:n&255)|0)){Tg[f[(f[t>>2]|0)+32>>2]&15](t,j,i,f[h>>2]|0)|0;f[h>>2]=(f[h>>2]|0)+(i-j);k=t}else{d:do if((j|0)!=(i|0)){k=i;l=j;while(1){k=k+-1|0;if(l>>>0>=k>>>0)break d;n=b[l>>0]|0;b[l>>0]=b[k>>0]|0;b[k>>0]=n;l=l+1|0}}while(0);n=Pg[f[(f[r>>2]|0)+16>>2]&1023](r)|0;m=j;l=0;k=0;while(1){if(m>>>0>=i>>>0)break;x=b[((b[o>>0]|0)<0?f[s>>2]|0:s)+k>>0]|0;if(x<<24>>24>0&(l|0)==(x<<24>>24|0)){l=f[h>>2]|0;f[h>>2]=l+1;b[l>>0]=n;l=b[o>>0]|0;k=k+(k>>>0<((l<<24>>24<0?f[p>>2]|0:l&255)+-1|0)>>>0&1)|0;l=0}y=Rg[f[(f[t>>2]|0)+28>>2]&255](t,b[m>>0]|0)|0;x=f[h>>2]|0;f[h>>2]=x+1;b[x>>0]=y;m=m+1|0;l=l+1|0}k=e+(j-a)|0;j=f[h>>2]|0;if((k|0)==(j|0))k=t;else while(1){j=j+-1|0;if(k>>>0>=j>>>0){k=t;break c}y=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=y;k=k+1|0}}while(0);while(1){if(i>>>0>=d>>>0)break;j=b[i>>0]|0;if(j<<24>>24==46){v=29;break}x=Rg[f[(f[k>>2]|0)+28>>2]&255](t,j)|0;y=f[h>>2]|0;f[h>>2]=y+1;b[y>>0]=x;i=i+1|0}if((v|0)==29){x=Pg[f[(f[r>>2]|0)+12>>2]&1023](r)|0;y=f[h>>2]|0;f[h>>2]=y+1;b[y>>0]=x;i=i+1|0}Tg[f[(f[t>>2]|0)+32>>2]&15](t,i,d,f[h>>2]|0)|0;y=(f[h>>2]|0)+(q-i)|0;f[h>>2]=y;f[g>>2]=(c|0)==(d|0)?y:e+(c-a)|0;zOb(s);u=w;return}function sHb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var f=0;if(e&2048){b[a>>0]=43;a=a+1|0}if(!(e&512))f=a;else{b[a>>0]=35;f=a+1|0}while(1){a=b[c>>0]|0;if(!(a<<24>>24))break;b[f>>0]=a;c=c+1|0;f=f+1|0}switch(e&74){case 64:{a=111;break}case 8:{a=e&16384|0?88:120;break}default:a=d?100:117}b[f>>0]=a;return}function tHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+16|0;q=r;p=XFb(i,260896)|0;l=XFb(i,260912)|0;oh[f[(f[l>>2]|0)+20>>2]&1023](q,l);n=q+11|0;m=b[n>>0]|0;o=q+4|0;if(!((m<<24>>24<0?f[o>>2]|0:m&255)|0)){Tg[f[(f[p>>2]|0)+32>>2]&15](p,a,d,e)|0;i=e+(d-a)|0;f[h>>2]=i}else{f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{m=Rg[f[(f[p>>2]|0)+28>>2]&255](p,i)|0;i=f[h>>2]|0;f[h>>2]=i+1;b[i>>0]=m;i=a+1|0;break}default:i=a}a:do if((d-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:break a}m=Rg[f[(f[p>>2]|0)+28>>2]&255](p,48)|0;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=m;k=Rg[f[(f[p>>2]|0)+28>>2]&255](p,b[j>>0]|0)|0;m=f[h>>2]|0;f[h>>2]=m+1;b[m>>0]=k;i=i+2|0}while(0);b:do if((i|0)!=(d|0)){j=d;k=i;while(1){j=j+-1|0;if(k>>>0>=j>>>0)break b;m=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=m;k=k+1|0}}while(0);m=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;l=i;j=0;k=0;while(1){if(l>>>0>=d>>>0)break;s=b[((b[n>>0]|0)<0?f[q>>2]|0:q)+j>>0]|0;if(s<<24>>24!=0&(k|0)==(s<<24>>24|0)){k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=m;k=b[n>>0]|0;j=j+(j>>>0<((k<<24>>24<0?f[o>>2]|0:k&255)+-1|0)>>>0&1)|0;k=0}t=Rg[f[(f[p>>2]|0)+28>>2]&255](p,b[l>>0]|0)|0;s=f[h>>2]|0;f[h>>2]=s+1;b[s>>0]=t;l=l+1|0;k=k+1|0}i=e+(i-a)|0;j=f[h>>2]|0;if((i|0)!=(j|0)){while(1){j=j+-1|0;if(i>>>0>=j>>>0)break;t=b[i>>0]|0;b[i>>0]=b[j>>0]|0;b[j>>0]=t;i=i+1|0}i=f[h>>2]|0}}f[g>>2]=(c|0)==(d|0)?i:e+(c-a)|0;zOb(q);u=r;return}function uHb(a){a=a|0;DFb(a);return}function vHb(a){a=a|0;DFb(a);sOb(a);return}function wHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l+4|0;h=l;if(!(f[d+4>>2]&1)){j=f[(f[a>>2]|0)+24>>2]|0;f[h>>2]=f[c>>2];f[k>>2]=f[h>>2];a=Vg[j&31](a,k,d,e,g&1)|0}else{vEb(k,d);a=XFb(k,260936)|0;YFb(k);d=f[a>>2]|0;if(g)oh[f[d+24>>2]&1023](k,a);else oh[f[d+28>>2]&1023](k,a);i=k+8+3|0;a=b[i>>0]|0;d=f[k>>2]|0;j=k+4|0;g=a<<24>>24<0?d:k;while(1){h=a<<24>>24<0;if((g|0)==((h?d:k)+((h?f[j>>2]|0:a&255)<<2)|0))break;a=f[g>>2]|0;d=f[c>>2]|0;if(d|0){e=d+24|0;h=f[e>>2]|0;if((h|0)==(f[d+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;a=VDb(a)|0;a=Rg[h&255](d,a)|0}else{f[e>>2]=h+4;f[h>>2]=a;a=VDb(a)|0}if(wEb(a,UDb()|0)|0)f[c>>2]=0}g=g+4|0;a=b[i>>0]|0;d=f[k>>2]|0}a=f[c>>2]|0;NOb(k)}u=l;return a|0}function xHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+128|0;i=a;m=a+122|0;n=a+108|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,1,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,13,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);HHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,c,g,d,e)|0;u=a;return g|0}function yHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+224|0;i=a+8|0;n=a;m=a+200|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,1,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);HHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,e,g,c,d)|0;u=a;return g|0}function zHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+128|0;i=a;m=a+112|0;n=a+100|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,0,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,12,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);HHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,c,g,d,e)|0;u=a;return g|0}function AHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+224|0;i=a+8|0;n=a;m=a+200|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,0,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);HHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,e,g,c,d)|0;u=a;return g|0}function BHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=u;u=u+336|0;r=y+300|0;l=y+48|0;k=y+32|0;h=y+24|0;g=y+8|0;j=y;n=y+304|0;m=y+296|0;o=y+68|0;v=y+64|0;s=y+60|0;t=y+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,265124,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;A=a;x=a}}else{q=a;A=0;x=f[m>>2]|0}g=x+q|0;h=oHb(x,g,c)|0;do if((x|0)==(n|0)){w=o;z=1;B=0}else{a=_zb(q<<3)|0;if(!a)uOb();else{w=a;z=0;B=a;break}}while(0);vEb(r,c);GHb(x,h,g,w,v,s,r);YFb(r);f[t>>2]=f[b>>2];x=f[v>>2]|0;a=f[s>>2]|0;f[r>>2]=f[t>>2];a=EHb(r,w,x,a,c,d)|0;f[b>>2]=a;if(!z)$zb(B);$zb(A);u=y;return a|0}function CHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=u;u=u+336|0;r=y+300|0;l=y+48|0;k=y+32|0;h=y+24|0;g=y+8|0;j=y;n=y+304|0;m=y+296|0;o=y+68|0;v=y+64|0;s=y+60|0;t=y+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,253063,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;A=a;x=a}}else{q=a;A=0;x=f[m>>2]|0}g=x+q|0;h=oHb(x,g,c)|0;do if((x|0)==(n|0)){w=o;z=1;B=0}else{a=_zb(q<<3)|0;if(!a)uOb();else{w=a;z=0;B=a;break}}while(0);vEb(r,c);GHb(x,h,g,w,v,s,r);YFb(r);f[t>>2]=f[b>>2];x=f[v>>2]|0;a=f[s>>2]|0;f[r>>2]=f[t>>2];a=EHb(r,w,x,a,c,d)|0;f[b>>2]=a;if(!z)$zb(B);$zb(A);u=y;return a|0}function DHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;a=u;u=u+192|0;l=a;k=a+176|0;h=a+156|0;j=a+4|0;m=a+152|0;b[k>>0]=b[253057]|0;b[k+1>>0]=b[253058]|0;b[k+2>>0]=b[253059]|0;b[k+3>>0]=b[253060]|0;b[k+4>>0]=b[253061]|0;b[k+5>>0]=b[253062]|0;i=_Fb()|0;f[l>>2]=g;g=nHb(h,20,i,k,l)|0;k=h+g|0;i=oHb(h,k,d)|0;vEb(l,d);n=XFb(l,260928)|0;YFb(l);Tg[f[(f[n>>2]|0)+48>>2]&15](n,h,k,j)|0;g=j+(g<<2)|0;f[m>>2]=f[c>>2];f[l>>2]=f[m>>2];g=EHb(l,j,(i|0)==(k|0)?g:j+(i-h<<2)|0,g,d,e)|0;u=a;return g|0}function EHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;p=r+12|0;q=r;i=f[a>>2]|0;a:do if(!i)i=0;else{s=c;j=e-s>>2;l=g+12|0;k=f[l>>2]|0;j=(k|0)>(j|0)?k-j|0:0;k=d;s=k-s|0;g=s>>2;if((s|0)>0)if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,c,g)|0)!=(g|0)){f[a>>2]=0;i=0;break}do if((j|0)>0){f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;if(j>>>0>1073741807)vOb(q);do if(j>>>0<2){n=q+8+3|0;b[n>>0]=j;m=q;o=q}else{g=j+4&-4;if(g>>>0>1073741823)vd();else{m=pOb(g<<2)|0;f[q>>2]=m;n=q+8|0;f[n>>2]=g|-2147483648;f[q+4>>2]=j;n=n+3|0;o=q;break}}while(0);FHb(m,j,h)|0;f[p>>2]=0;JFb(m+(j<<2)|0,p);if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,(b[n>>0]|0)<0?f[q>>2]|0:o,j)|0)==(j|0)){NOb(q);break}else{f[a>>2]=0;NOb(q);i=0;break a}}while(0);s=e-k|0;e=s>>2;if((s|0)>0)if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,d,e)|0)!=(e|0)){f[a>>2]=0;i=0;break}f[l>>2]=0}while(0);u=r;return i|0}function FHb(a,b,c){a=a|0;b=b|0;c=c|0;if(b)ICb(a,c,b)|0;return a|0}function GHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;w=u;u=u+16|0;s=w;t=XFb(i,260928)|0;q=XFb(i,260936)|0;oh[f[(f[q>>2]|0)+20>>2]&1023](s,q);f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{r=Rg[f[(f[t>>2]|0)+44>>2]&255](t,i)|0;i=f[h>>2]|0;f[h>>2]=i+4;f[i>>2]=r;i=a+1|0;break}default:i=a}r=d;a:do if((r-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:{j=i;v=10;break a}}o=Rg[f[(f[t>>2]|0)+44>>2]&255](t,48)|0;p=f[h>>2]|0;f[h>>2]=p+4;f[p>>2]=o;i=i+2|0;p=Rg[f[(f[t>>2]|0)+44>>2]&255](t,b[j>>0]|0)|0;j=f[h>>2]|0;f[h>>2]=j+4;f[j>>2]=p;j=i;while(1){if(j>>>0>=d>>>0)break a;p=b[j>>0]|0;if(!(DAb(p,_Fb()|0)|0))break a;j=j+1|0}}else{j=i;v=10}else{j=i;v=10}while(0);b:do if((v|0)==10)while(1){v=0;if(j>>>0>=d>>>0)break b;p=b[j>>0]|0;if(!(tAb(p,_Fb()|0)|0))break b;j=j+1|0;v=10}while(0);o=s+11|0;n=b[o>>0]|0;p=s+4|0;c:do if(!((n<<24>>24<0?f[p>>2]|0:n&255)|0)){Tg[f[(f[t>>2]|0)+48>>2]&15](t,i,j,f[h>>2]|0)|0;i=(f[h>>2]|0)+(j-i<<2)|0;f[h>>2]=i;k=t}else{d:do if((i|0)!=(j|0)){k=j;l=i;while(1){k=k+-1|0;if(l>>>0>=k>>>0)break d;n=b[l>>0]|0;b[l>>0]=b[k>>0]|0;b[k>>0]=n;l=l+1|0}}while(0);n=Pg[f[(f[q>>2]|0)+16>>2]&1023](q)|0;m=i;k=0;l=0;while(1){if(m>>>0>=j>>>0)break;x=b[((b[o>>0]|0)<0?f[s>>2]|0:s)+k>>0]|0;if(x<<24>>24>0&(l|0)==(x<<24>>24|0)){l=f[h>>2]|0;f[h>>2]=l+4;f[l>>2]=n;l=b[o>>0]|0;k=k+(k>>>0<((l<<24>>24<0?f[p>>2]|0:l&255)+-1|0)>>>0&1)|0;l=0}y=Rg[f[(f[t>>2]|0)+44>>2]&255](t,b[m>>0]|0)|0;x=f[h>>2]|0;f[h>>2]=x+4;f[x>>2]=y;m=m+1|0;l=l+1|0}i=e+(i-a<<2)|0;l=f[h>>2]|0;if((i|0)==(l|0))k=t;else{k=l;while(1){k=k+-4|0;if(i>>>0>=k>>>0){k=t;i=l;break c}y=f[i>>2]|0;f[i>>2]=f[k>>2];f[k>>2]=y;i=i+4|0}}}while(0);while(1){if(j>>>0>=d>>>0)break;i=b[j>>0]|0;if(i<<24>>24==46){v=29;break}x=Rg[f[(f[k>>2]|0)+44>>2]&255](t,i)|0;y=f[h>>2]|0;i=y+4|0;f[h>>2]=i;f[y>>2]=x;j=j+1|0}if((v|0)==29){x=Pg[f[(f[q>>2]|0)+12>>2]&1023](q)|0;y=f[h>>2]|0;i=y+4|0;f[h>>2]=i;f[y>>2]=x;j=j+1|0}Tg[f[(f[t>>2]|0)+48>>2]&15](t,j,d,i)|0;y=(f[h>>2]|0)+(r-j<<2)|0;f[h>>2]=y;f[g>>2]=(c|0)==(d|0)?y:e+(c-a<<2)|0;zOb(s);u=w;return}function HHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+16|0;q=r;p=XFb(i,260928)|0;l=XFb(i,260936)|0;oh[f[(f[l>>2]|0)+20>>2]&1023](q,l);n=q+11|0;m=b[n>>0]|0;o=q+4|0;if(!((m<<24>>24<0?f[o>>2]|0:m&255)|0)){Tg[f[(f[p>>2]|0)+48>>2]&15](p,a,d,e)|0;i=e+(d-a<<2)|0;f[h>>2]=i}else{f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{m=Rg[f[(f[p>>2]|0)+44>>2]&255](p,i)|0;i=f[h>>2]|0;f[h>>2]=i+4;f[i>>2]=m;i=a+1|0;break}default:i=a}a:do if((d-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:break a}m=Rg[f[(f[p>>2]|0)+44>>2]&255](p,48)|0;k=f[h>>2]|0;f[h>>2]=k+4;f[k>>2]=m;k=Rg[f[(f[p>>2]|0)+44>>2]&255](p,b[j>>0]|0)|0;m=f[h>>2]|0;f[h>>2]=m+4;f[m>>2]=k;i=i+2|0}while(0);b:do if((i|0)!=(d|0)){j=d;k=i;while(1){j=j+-1|0;if(k>>>0>=j>>>0)break b;m=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=m;k=k+1|0}}while(0);m=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;l=i;j=0;k=0;while(1){if(l>>>0>=d>>>0)break;s=b[((b[n>>0]|0)<0?f[q>>2]|0:q)+j>>0]|0;if(s<<24>>24!=0&(k|0)==(s<<24>>24|0)){k=f[h>>2]|0;f[h>>2]=k+4;f[k>>2]=m;k=b[n>>0]|0;j=j+(j>>>0<((k<<24>>24<0?f[o>>2]|0:k&255)+-1|0)>>>0&1)|0;k=0}t=Rg[f[(f[p>>2]|0)+44>>2]&255](p,b[l>>0]|0)|0;s=f[h>>2]|0;f[h>>2]=s+4;f[s>>2]=t;l=l+1|0;k=k+1|0}i=e+(i-a<<2)|0;j=f[h>>2]|0;if((i|0)!=(j|0)){while(1){j=j+-4|0;if(i>>>0>=j>>>0)break;t=f[i>>2]|0;f[i>>2]=f[j>>2];f[j>>2]=t;i=i+4|0}i=f[h>>2]|0}}f[g>>2]=(c|0)==(d|0)?i:e+(c-a<<2)|0;zOb(q);u=r;return}function IHb(a){a=a|0;DFb(a);return}function JHb(a){a=a|0;DFb(a);sOb(a);return}function KHb(a){a=a|0;return 2}function LHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=bIb(a,j,i,d,e,g,253593,253601)|0;u=h;return g|0}function MHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=u;u=u+16|0;j=i+12|0;k=i+8|0;m=i+4|0;l=i;n=a+8|0;n=Pg[f[(f[n>>2]|0)+20>>2]&1023](n)|0;f[m>>2]=f[c>>2];f[l>>2]=f[d>>2];d=b[n+11>>0]|0;o=d<<24>>24<0;c=o?f[n>>2]|0:n;d=c+(o?f[n+4>>2]|0:d&255)|0;f[k>>2]=f[m>>2];f[j>>2]=f[l>>2];h=bIb(a,k,j,e,g,h,c,d)|0;u=i;return h|0}function NHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];$Hb(a,g+24|0,b,i,e,d);u=h;return f[b>>2]|0}function OHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];aIb(a,g+16|0,b,i,e,d);u=h;return f[b>>2]|0}function PHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];mIb(a,g+20|0,b,i,e,d);u=h;return f[b>>2]|0}function QHb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;k=S+128|0;j=S+112|0;Q=S+124|0;R=S+120|0;l=S+116|0;m=S+108|0;n=S+104|0;o=S+100|0;p=S+96|0;q=S+92|0;r=S+88|0;s=S+84|0;t=S+80|0;v=S+76|0;w=S+72|0;x=S+68|0;y=S+64|0;z=S+60|0;A=S+56|0;B=S+52|0;C=S+48|0;D=S+44|0;E=S+40|0;F=S+36|0;G=S+32|0;H=S+28|0;I=S+24|0;J=S+20|0;K=S+16|0;L=S+12|0;M=S+8|0;N=S+4|0;O=S;f[g>>2]=0;vEb(k,e);P=XFb(k,260896)|0;YFb(k);do switch(i<<24>>24|0){case 65:case 97:{f[Q>>2]=f[d>>2];f[k>>2]=f[Q>>2];$Hb(a,h+24|0,c,k,g,P);T=26;break}case 104:case 66:case 98:{f[R>>2]=f[d>>2];f[k>>2]=f[R>>2];aIb(a,h+16|0,c,k,g,P);T=26;break}case 99:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+12>>2]&1023](R)|0;f[l>>2]=f[c>>2];f[m>>2]=f[d>>2];T=b[R+11>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+(d?f[R+4>>2]|0:T&255)|0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];T=bIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 101:case 100:{f[n>>2]=f[d>>2];f[k>>2]=f[n>>2];cIb(a,h+12|0,c,k,g,P);T=26;break}case 68:{f[o>>2]=f[c>>2];f[p>>2]=f[d>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];T=bIb(a,j,k,e,g,h,253553,253561)|0;f[c>>2]=T;T=26;break}case 70:{f[q>>2]=f[c>>2];f[r>>2]=f[d>>2];f[j>>2]=f[q>>2];f[k>>2]=f[r>>2];T=bIb(a,j,k,e,g,h,253561,253569)|0;f[c>>2]=T;T=26;break}case 72:{f[s>>2]=f[d>>2];f[k>>2]=f[s>>2];dIb(a,h+8|0,c,k,g,P);T=26;break}case 73:{f[t>>2]=f[d>>2];f[k>>2]=f[t>>2];eIb(a,h+8|0,c,k,g,P);T=26;break}case 106:{f[v>>2]=f[d>>2];f[k>>2]=f[v>>2];fIb(a,h+28|0,c,k,g,P);T=26;break}case 109:{f[w>>2]=f[d>>2];f[k>>2]=f[w>>2];gIb(a,h+16|0,c,k,g,P);T=26;break}case 77:{f[x>>2]=f[d>>2];f[k>>2]=f[x>>2];hIb(a,h+4|0,c,k,g,P);T=26;break}case 116:case 110:{f[y>>2]=f[d>>2];f[k>>2]=f[y>>2];iIb(a,c,k,g,P);T=26;break}case 112:{f[z>>2]=f[d>>2];f[k>>2]=f[z>>2];jIb(a,h+8|0,c,k,g,P);T=26;break}case 114:{f[A>>2]=f[c>>2];f[B>>2]=f[d>>2];f[j>>2]=f[A>>2];f[k>>2]=f[B>>2];T=bIb(a,j,k,e,g,h,253569,253580)|0;f[c>>2]=T;T=26;break}case 82:{f[C>>2]=f[c>>2];f[D>>2]=f[d>>2];f[j>>2]=f[C>>2];f[k>>2]=f[D>>2];T=bIb(a,j,k,e,g,h,253580,253585)|0;f[c>>2]=T;T=26;break}case 83:{f[E>>2]=f[d>>2];f[k>>2]=f[E>>2];kIb(a,h,c,k,g,P);T=26;break}case 84:{f[F>>2]=f[c>>2];f[G>>2]=f[d>>2];f[j>>2]=f[F>>2];f[k>>2]=f[G>>2];T=bIb(a,j,k,e,g,h,253585,253593)|0;f[c>>2]=T;T=26;break}case 119:{f[H>>2]=f[d>>2];f[k>>2]=f[H>>2];lIb(a,h+24|0,c,k,g,P);T=26;break}case 120:{i=f[(f[a>>2]|0)+20>>2]|0;f[I>>2]=f[c>>2];f[J>>2]=f[d>>2];f[j>>2]=f[I>>2];f[k>>2]=f[J>>2];j=Yg[i&63](a,j,k,e,g,h)|0;break}case 88:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+24>>2]&1023](R)|0;f[K>>2]=f[c>>2];f[L>>2]=f[d>>2];T=b[R+11>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+(d?f[R+4>>2]|0:T&255)|0;f[j>>2]=f[K>>2];f[k>>2]=f[L>>2];T=bIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 121:{f[M>>2]=f[d>>2];f[k>>2]=f[M>>2];mIb(a,h+20|0,c,k,g,P);T=26;break}case 89:{f[N>>2]=f[d>>2];f[k>>2]=f[N>>2];nIb(a,h+20|0,c,k,g,P);T=26;break}case 37:{f[O>>2]=f[d>>2];f[k>>2]=f[O>>2];oIb(a,c,k,g,P);T=26;break}default:{f[g>>2]=f[g>>2]|4;T=26}}while(0);if((T|0)==26)j=f[c>>2]|0;u=S;return j|0}function RHb(a){a=a|0;if(!(b[257672]|0))if(MPb(257672)|0){_Hb();f[65442]=261600}return f[65442]|0}function SHb(a){a=a|0;if(!(b[257656]|0))if(MPb(257656)|0){ZHb();f[65399]=261308}return f[65399]|0}function THb(a){a=a|0;if(!(b[257640]|0))if(MPb(257640)|0){YHb();f[65326]=261016}return f[65326]|0}function UHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257632]|0))if(MPb(257632)|0){f[65251]=0;f[65252]=0;f[65253]=0;d=qEb(253311)|0;if(d>>>0>4294967279)vOb(261004);if(d>>>0<11){b[261015]=d;a=261004}else{g=d+16&-16;a=pOb(g)|0;f[65251]=a;f[65253]=g|-2147483648;f[65252]=d}EDb(a,253311,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 261004}function VHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257624]|0))if(MPb(257624)|0){f[65248]=0;f[65249]=0;f[65250]=0;d=qEb(253299)|0;if(d>>>0>4294967279)vOb(260992);if(d>>>0<11){b[261003]=d;a=260992}else{g=d+16&-16;a=pOb(g)|0;f[65248]=a;f[65250]=g|-2147483648;f[65249]=d}EDb(a,253299,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260992}function WHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257616]|0))if(MPb(257616)|0){f[65245]=0;f[65246]=0;f[65247]=0;d=qEb(253290)|0;if(d>>>0>4294967279)vOb(260980);if(d>>>0<11){b[260991]=d;a=260980}else{g=d+16&-16;a=pOb(g)|0;f[65245]=a;f[65247]=g|-2147483648;f[65246]=d}EDb(a,253290,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260980}function XHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257608]|0))if(MPb(257608)|0){f[65242]=0;f[65243]=0;f[65244]=0;d=qEb(253281)|0;if(d>>>0>4294967279)vOb(260968);if(d>>>0<11){b[260979]=d;a=260968}else{g=d+16&-16;a=pOb(g)|0;f[65242]=a;f[65244]=g|-2147483648;f[65243]=d}EDb(a,253281,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260968}function YHb(){var a=0,c=0;if(!(b[257648]|0))if(MPb(257648)|0){c=261016;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261304)}FOb(261016,253332)|0;FOb(261028,253335)|0;return}function ZHb(){var a=0,c=0;if(!(b[257664]|0))if(MPb(257664)|0){c=261308;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261596)}FOb(261308,253338)|0;FOb(261320,253346)|0;FOb(261332,253355)|0;FOb(261344,253361)|0;FOb(261356,253367)|0;FOb(261368,253371)|0;FOb(261380,253376)|0;FOb(261392,253381)|0;FOb(261404,253388)|0;FOb(261416,253398)|0;FOb(261428,253406)|0;FOb(261440,253415)|0;FOb(261452,253424)|0;FOb(261464,253428)|0;FOb(261476,253432)|0;FOb(261488,253436)|0;FOb(261500,253367)|0;FOb(261512,253440)|0;FOb(261524,253444)|0;FOb(261536,253448)|0;FOb(261548,253452)|0;FOb(261560,253456)|0;FOb(261572,253460)|0;FOb(261584,253464)|0;return}function _Hb(){var a=0,c=0;if(!(b[257680]|0))if(MPb(257680)|0){c=261600;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261768)}FOb(261600,253468)|0;FOb(261612,253475)|0;FOb(261624,253482)|0;FOb(261636,253490)|0;FOb(261648,253500)|0;FOb(261660,253509)|0;FOb(261672,253516)|0;FOb(261684,253525)|0;FOb(261696,253529)|0;FOb(261708,253533)|0;FOb(261720,253537)|0;FOb(261732,253541)|0;FOb(261744,253545)|0;FOb(261756,253549)|0;return}function $Hb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[f[a>>2]>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(DGb(c,i,a,a+168|0,g,e,0)|0)-a|0;if((a|0)<168)f[b>>2]=((a|0)/12|0|0)%7|0;u=h;return}function aIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[(f[a>>2]|0)+4>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(DGb(c,i,a,a+288|0,g,e,0)|0)-a|0;if((a|0)<288)f[b>>2]=((a|0)/12|0|0)%12|0;u=h;return}function bIb(a,c,e,g,h,i,j,k){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+16|0;t=A+12|0;s=A+8|0;x=A+4|0;y=A;vEb(t,g);v=XFb(t,260896)|0;YFb(t);f[h>>2]=0;w=v+8|0;l=0;a:while(1){r=(j|0)!=(k|0);m=l;while(1){l=f[c>>2]|0;if(!(r&(m|0)==0))break a;n=l;if(!l){l=0;p=1;q=n}else{m=f[l+12>>2]|0;if((m|0)==(f[l+16>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;if(uEb(m,CDb()|0)|0){f[c>>2]=0;l=0;p=1;q=0}else{p=0;q=n}}o=f[e>>2]|0;m=o;do if(!o)z=16;else{n=f[o+12>>2]|0;if((n|0)==(f[o+16>>2]|0))n=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[e>>2]=0;m=0;z=16;break}else if(p)break;else{z=62;break a}}while(0);if((z|0)==16){z=0;if(p){z=62;break a}else o=0}if((Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[j>>0]|0,0)|0)<<24>>24==37){z=19;break}m=b[j>>0]|0;if(m<<24>>24>-1){n=f[w>>2]|0;if(d[n+(m<<24>>24<<1)>>1]&8192){z=26;break}}n=l+12|0;m=f[n>>2]|0;o=l+16|0;if((m|0)==(f[o>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;q=Rg[f[(f[v>>2]|0)+12>>2]&255](v,m&255)|0;if(q<<24>>24==(Rg[f[(f[v>>2]|0)+12>>2]&255](v,b[j>>0]|0)|0)<<24>>24){z=56;break}f[h>>2]=4;m=4}b:do if((z|0)==19){z=0;p=j+1|0;if((p|0)==(k|0)){z=62;break a}n=Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[p>>0]|0,0)|0;switch(n<<24>>24){case 48:case 69:{j=j+2|0;if((j|0)==(k|0)){z=62;break a}o=n;l=Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[j>>0]|0,0)|0;j=p;break}default:{o=0;l=n}}r=f[(f[a>>2]|0)+36>>2]|0;f[x>>2]=q;f[y>>2]=m;f[s>>2]=f[x>>2];f[t>>2]=f[y>>2];r=_g[r&15](a,s,t,g,h,i,l,o)|0;f[c>>2]=r;j=j+2|0}else if((z|0)==26){while(1){z=0;j=j+1|0;if((j|0)==(k|0)){j=k;break}m=b[j>>0]|0;if(m<<24>>24<=-1)break;if(!(d[n+(m<<24>>24<<1)>>1]&8192))break;else z=26}m=o;while(1){if(!l){p=1;l=0}else{n=f[l+12>>2]|0;if((n|0)==(f[l+16>>2]|0))n=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[c>>2]=0;p=1;l=0}else p=0}do if(!o)z=42;else{n=f[o+12>>2]|0;if((n|0)==(f[o+16>>2]|0))n=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[e>>2]=0;m=0;z=42;break}else if(p^(m|0)==0){q=m;o=m;break}else break b}while(0);if((z|0)==42){z=0;if(p)break b;else{q=m;o=0}}n=l+12|0;m=f[n>>2]|0;p=l+16|0;if((m|0)==(f[p>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;if((m&255)<<24>>24<=-1)break b;if(!(d[(f[w>>2]|0)+(m<<24>>24<<1)>>1]&8192))break b;m=f[n>>2]|0;if((m|0)==(f[p>>2]|0)){Pg[f[(f[l>>2]|0)+40>>2]&1023](l)|0;m=q;continue}else{f[n>>2]=m+1;DDb(b[m>>0]|0)|0;m=q;continue}}}else if((z|0)==56){z=0;m=f[n>>2]|0;if((m|0)==(f[o>>2]|0))Pg[f[(f[l>>2]|0)+40>>2]&1023](l)|0;else{f[n>>2]=m+1;DDb(b[m>>0]|0)|0}j=j+1|0}while(0);l=f[h>>2]|0}if((z|0)==62)f[h>>2]=4;if(!l){l=0;n=1}else{j=f[l+12>>2]|0;if((j|0)==(f[l+16>>2]|0))j=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;l=0;n=1}else n=0}j=f[e>>2]|0;do if(!j)z=75;else{m=f[j+12>>2]|0;if((m|0)==(f[j+16>>2]|0))j=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else j=DDb(b[m>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[e>>2]=0;z=75;break}else if(n)break;else{z=77;break}}while(0);if((z|0)==75)if(n)z=77;if((z|0)==77)f[h>>2]=f[h>>2]|2;u=A;return l|0}function cIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<31&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function dIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<24&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function eIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<12&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function fIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,3)|0;c=f[e>>2]|0;if((a|0)<366&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function gIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<13&(c&4|0)==0)f[b>>2]=a+-1;else f[e>>2]=c|4;u=h;return}function hIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<60&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function iIb(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;j=h+8|0;a:while(1){a=f[c>>2]|0;do if(!a)i=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;i=1;break}else{i=(f[c>>2]|0)==0;break}}while(0);h=f[e>>2]|0;do if(!h)k=15;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;k=15;break}else if(i){i=h;break}else{i=h;break a}}while(0);if((k|0)==15){k=0;if(i){i=0;break}else i=0}a=f[c>>2]|0;h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if((a&255)<<24>>24<=-1)break;if(!(d[(f[j>>2]|0)+(a<<24>>24<<1)>>1]&8192))break;a=f[c>>2]|0;h=a+12|0;i=f[h>>2]|0;if((i|0)==(f[a+16>>2]|0)){Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;continue}else{f[h>>2]=i+1;DDb(b[i>>0]|0)|0;continue}}a=f[c>>2]|0;do if(!a)h=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;h=1;break}else{h=(f[c>>2]|0)==0;break}}while(0);do if(!i)k=38;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;k=38;break}else if(h)break;else{k=40;break}}while(0);if((k|0)==38)if(h)k=40;if((k|0)==40)f[g>>2]=f[g>>2]|2;return}function jIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+4|0;l=m;j=a+8|0;j=Pg[f[(f[j>>2]|0)+8>>2]&1023](j)|0;a=b[j+11>>0]|0;if(a<<24>>24<0)i=f[j+4>>2]|0;else i=a&255;a=b[j+12+11>>0]|0;if(a<<24>>24<0)a=f[j+16>>2]|0;else a=a&255;do if((i|0)==(0-a|0))f[g>>2]=f[g>>2]|4;else{f[l>>2]=f[e>>2];f[k>>2]=f[l>>2];a=(DGb(d,k,j,j+24|0,h,g,0)|0)-j|0;i=f[c>>2]|0;if((i|0)==12&(a|0)==0){f[c>>2]=0;break}if((i|0)<12&(a|0)==12)f[c>>2]=i+12}while(0);u=m;return}function kIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<61&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function lIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,1)|0;c=f[e>>2]|0;if((a|0)<7&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function mIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,4)|0;if(!(f[e>>2]&4)){if((a|0)<69)a=a+2e3|0;else a=(a|0)<100?a+1900|0:a;f[b>>2]=a+-1900}u=h;return}function nIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,4)|0;if(!(f[e>>2]&4))f[b>>2]=a+-1900;u=h;return}function oIb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;a=f[c>>2]|0;do if(!a)i=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;i=1;break}else{i=(f[c>>2]|0)==0;break}}while(0);h=f[d>>2]|0;do if(!h)k=14;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;k=14;break}else if(i){j=h;k=16;break}else{a=6;k=38;break}}while(0);if((k|0)==14)if(i){a=6;k=38}else{j=0;k=16}a:do if((k|0)==16){a=f[c>>2]|0;h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if((Sg[f[(f[g>>2]|0)+36>>2]&255](g,a&255,0)|0)<<24>>24==37){a=f[c>>2]|0;h=a+12|0;i=f[h>>2]|0;if((i|0)==(f[a+16>>2]|0))Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;else{f[h>>2]=i+1;DDb(b[i>>0]|0)|0}a=f[c>>2]|0;do if(!a)h=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;h=1;break}else{h=(f[c>>2]|0)==0;break}}while(0);do if(j|0){a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;break}else if(h)break a;else{a=2;k=38;break a}}while(0);if(h){a=2;k=38}}else{a=4;k=38}}while(0);if((k|0)==38)f[e>>2]=f[e>>2]|a;return}function pIb(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;i=f[a>>2]|0;do if(!i)k=1;else{j=f[i+12>>2]|0;if((j|0)==(f[i+16>>2]|0))i=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else i=DDb(b[j>>0]|0)|0;if(uEb(i,CDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);j=f[c>>2]|0;do if(!j)s=14;else{i=f[j+12>>2]|0;if((i|0)==(f[j+16>>2]|0))i=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else i=DDb(b[i>>0]|0)|0;if(uEb(i,CDb()|0)|0){f[c>>2]=0;s=14;break}else if(k){s=17;break}else{s=16;break}}while(0);if((s|0)==14)if(k)s=16;else{j=0;s=17}a:do if((s|0)==16){f[e>>2]=f[e>>2]|6;i=0}else if((s|0)==17){i=f[a>>2]|0;k=f[i+12>>2]|0;if((k|0)==(f[i+16>>2]|0))i=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else i=DDb(b[k>>0]|0)|0;k=i&255;if(k<<24>>24>-1){r=g+8|0;if(d[(f[r>>2]|0)+(i<<24>>24<<1)>>1]&2048){i=(Sg[f[(f[g>>2]|0)+36>>2]&255](g,k,0)|0)<<24>>24;k=f[a>>2]|0;l=k+12|0;m=f[l>>2]|0;if((m|0)==(f[k+16>>2]|0)){Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;n=j;l=j}else{f[l>>2]=m+1;DDb(b[m>>0]|0)|0;n=j;l=j}while(1){i=i+-48|0;q=h+-1|0;j=f[a>>2]|0;do if(!j)m=1;else{k=f[j+12>>2]|0;if((k|0)==(f[j+16>>2]|0))j=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else j=DDb(b[k>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[a>>2]=0;m=1;break}else{m=(f[a>>2]|0)==0;break}}while(0);do if(!l){p=n;j=1;o=0}else{j=f[l+12>>2]|0;if((j|0)==(f[l+16>>2]|0))j=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;p=0;j=1;o=0;break}else{p=n;j=(n|0)==0;o=n;break}}while(0);k=f[a>>2]|0;if(!((h|0)>1&(m^j)))break;j=f[k+12>>2]|0;if((j|0)==(f[k+16>>2]|0))j=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else j=DDb(b[j>>0]|0)|0;k=j&255;if(k<<24>>24<=-1)break a;if(!(d[(f[r>>2]|0)+(j<<24>>24<<1)>>1]&2048))break a;i=(i*10|0)+((Sg[f[(f[g>>2]|0)+36>>2]&255](g,k,0)|0)<<24>>24)|0;j=f[a>>2]|0;k=j+12|0;l=f[k>>2]|0;if((l|0)==(f[j+16>>2]|0)){Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;h=q;n=p;l=o;continue}else{f[k>>2]=l+1;DDb(b[l>>0]|0)|0;h=q;n=p;l=o;continue}}do if(!k)k=1;else{j=f[k+12>>2]|0;if((j|0)==(f[k+16>>2]|0))j=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);do if(!p)s=62;else{j=f[p+12>>2]|0;if((j|0)==(f[p+16>>2]|0))j=Pg[f[(f[p>>2]|0)+36>>2]&1023](p)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;s=62;break}else if(k)break a;else break}while(0);if((s|0)==62)if(!k)break;f[e>>2]=f[e>>2]|2;break}}f[e>>2]=f[e>>2]|4;i=0}while(0);return i|0}function qIb(a){a=a|0;DFb(a);return}function rIb(a){a=a|0;DFb(a);sOb(a);return}function sIb(a){a=a|0;return 2}function tIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=MIb(a,j,i,d,e,g,49844,49876)|0;u=h;return g|0}function uIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=u;u=u+16|0;j=i+12|0;k=i+8|0;m=i+4|0;l=i;n=a+8|0;n=Pg[f[(f[n>>2]|0)+20>>2]&1023](n)|0;f[m>>2]=f[c>>2];f[l>>2]=f[d>>2];d=b[n+8+3>>0]|0;o=d<<24>>24<0;c=o?f[n>>2]|0:n;d=c+((o?f[n+4>>2]|0:d&255)<<2)|0;f[k>>2]=f[m>>2];f[j>>2]=f[l>>2];h=MIb(a,k,j,e,g,h,c,d)|0;u=i;return h|0}function vIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];KIb(a,g+24|0,b,i,e,d);u=h;return f[b>>2]|0}function wIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];LIb(a,g+16|0,b,i,e,d);u=h;return f[b>>2]|0}function xIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];XIb(a,g+20|0,b,i,e,d);u=h;return f[b>>2]|0}function yIb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;k=S+128|0;j=S+112|0;Q=S+124|0;R=S+120|0;l=S+116|0;m=S+108|0;n=S+104|0;o=S+100|0;p=S+96|0;q=S+92|0;r=S+88|0;s=S+84|0;t=S+80|0;v=S+76|0;w=S+72|0;x=S+68|0;y=S+64|0;z=S+60|0;A=S+56|0;B=S+52|0;C=S+48|0;D=S+44|0;E=S+40|0;F=S+36|0;G=S+32|0;H=S+28|0;I=S+24|0;J=S+20|0;K=S+16|0;L=S+12|0;M=S+8|0;N=S+4|0;O=S;f[g>>2]=0;vEb(k,e);P=XFb(k,260928)|0;YFb(k);do switch(i<<24>>24|0){case 65:case 97:{f[Q>>2]=f[d>>2];f[k>>2]=f[Q>>2];KIb(a,h+24|0,c,k,g,P);T=26;break}case 104:case 66:case 98:{f[R>>2]=f[d>>2];f[k>>2]=f[R>>2];LIb(a,h+16|0,c,k,g,P);T=26;break}case 99:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+12>>2]&1023](R)|0;f[l>>2]=f[c>>2];f[m>>2]=f[d>>2];T=b[R+8+3>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+((d?f[R+4>>2]|0:T&255)<<2)|0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];T=MIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 101:case 100:{f[n>>2]=f[d>>2];f[k>>2]=f[n>>2];NIb(a,h+12|0,c,k,g,P);T=26;break}case 68:{f[o>>2]=f[c>>2];f[p>>2]=f[d>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];T=MIb(a,j,k,e,g,h,49684,49716)|0;f[c>>2]=T;T=26;break}case 70:{f[q>>2]=f[c>>2];f[r>>2]=f[d>>2];f[j>>2]=f[q>>2];f[k>>2]=f[r>>2];T=MIb(a,j,k,e,g,h,49716,49748)|0;f[c>>2]=T;T=26;break}case 72:{f[s>>2]=f[d>>2];f[k>>2]=f[s>>2];OIb(a,h+8|0,c,k,g,P);T=26;break}case 73:{f[t>>2]=f[d>>2];f[k>>2]=f[t>>2];PIb(a,h+8|0,c,k,g,P);T=26;break}case 106:{f[v>>2]=f[d>>2];f[k>>2]=f[v>>2];QIb(a,h+28|0,c,k,g,P);T=26;break}case 109:{f[w>>2]=f[d>>2];f[k>>2]=f[w>>2];RIb(a,h+16|0,c,k,g,P);T=26;break}case 77:{f[x>>2]=f[d>>2];f[k>>2]=f[x>>2];SIb(a,h+4|0,c,k,g,P);T=26;break}case 116:case 110:{f[y>>2]=f[d>>2];f[k>>2]=f[y>>2];TIb(a,c,k,g,P);T=26;break}case 112:{f[z>>2]=f[d>>2];f[k>>2]=f[z>>2];UIb(a,h+8|0,c,k,g,P);T=26;break}case 114:{f[A>>2]=f[c>>2];f[B>>2]=f[d>>2];f[j>>2]=f[A>>2];f[k>>2]=f[B>>2];T=MIb(a,j,k,e,g,h,49748,49792)|0;f[c>>2]=T;T=26;break}case 82:{f[C>>2]=f[c>>2];f[D>>2]=f[d>>2];f[j>>2]=f[C>>2];f[k>>2]=f[D>>2];T=MIb(a,j,k,e,g,h,49792,49812)|0;f[c>>2]=T;T=26;break}case 83:{f[E>>2]=f[d>>2];f[k>>2]=f[E>>2];VIb(a,h,c,k,g,P);T=26;break}case 84:{f[F>>2]=f[c>>2];f[G>>2]=f[d>>2];f[j>>2]=f[F>>2];f[k>>2]=f[G>>2];T=MIb(a,j,k,e,g,h,49812,49844)|0;f[c>>2]=T;T=26;break}case 119:{f[H>>2]=f[d>>2];f[k>>2]=f[H>>2];WIb(a,h+24|0,c,k,g,P);T=26;break}case 120:{i=f[(f[a>>2]|0)+20>>2]|0;f[I>>2]=f[c>>2];f[J>>2]=f[d>>2];f[j>>2]=f[I>>2];f[k>>2]=f[J>>2];j=Yg[i&63](a,j,k,e,g,h)|0;break}case 88:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+24>>2]&1023](R)|0;f[K>>2]=f[c>>2];f[L>>2]=f[d>>2];T=b[R+8+3>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+((d?f[R+4>>2]|0:T&255)<<2)|0;f[j>>2]=f[K>>2];f[k>>2]=f[L>>2];T=MIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 121:{f[M>>2]=f[d>>2];f[k>>2]=f[M>>2];XIb(a,h+20|0,c,k,g,P);T=26;break}case 89:{f[N>>2]=f[d>>2];f[k>>2]=f[N>>2];YIb(a,h+20|0,c,k,g,P);T=26;break}case 37:{f[O>>2]=f[d>>2];f[k>>2]=f[O>>2];ZIb(a,c,k,g,P);T=26;break}default:{f[g>>2]=f[g>>2]|4;T=26}}while(0);if((T|0)==26)j=f[c>>2]|0;u=S;return j|0}function zIb(a){a=a|0;if(!(b[257752]|0))if(MPb(257752)|0){JIb();f[65645]=262412}return f[65645]|0}function AIb(a){a=a|0;if(!(b[257736]|0))if(MPb(257736)|0){IIb();f[65602]=262120}return f[65602]|0}function BIb(a){a=a|0;if(!(b[257720]|0))if(MPb(257720)|0){HIb();f[65529]=261828}return f[65529]|0}function CIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257712]|0))if(MPb(257712)|0){f[65454]=0;f[65455]=0;f[65456]=0;d=GIb(48716)|0;if(d>>>0>1073741807)vOb(261816);do if(d>>>0<2){b[261827]=d;g=261816}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65454]=g;f[65456]=c|-2147483648;f[65455]=d;break}}while(0);WDb(g,48716,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261816}function DIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257704]|0))if(MPb(257704)|0){f[65451]=0;f[65452]=0;f[65453]=0;d=GIb(48668)|0;if(d>>>0>1073741807)vOb(261804);do if(d>>>0<2){b[261815]=d;g=261804}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65451]=g;f[65453]=c|-2147483648;f[65452]=d;break}}while(0);WDb(g,48668,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261804}function EIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257696]|0))if(MPb(257696)|0){f[65448]=0;f[65449]=0;f[65450]=0;d=GIb(48632)|0;if(d>>>0>1073741807)vOb(261792);do if(d>>>0<2){b[261803]=d;g=261792}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65448]=g;f[65450]=c|-2147483648;f[65449]=d;break}}while(0);WDb(g,48632,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261792}function FIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257688]|0))if(MPb(257688)|0){f[65445]=0;f[65446]=0;f[65447]=0;d=GIb(48596)|0;if(d>>>0>1073741807)vOb(261780);do if(d>>>0<2){b[261791]=d;g=261780}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65445]=g;f[65447]=c|-2147483648;f[65446]=d;break}}while(0);WDb(g,48596,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261780}function GIb(a){a=a|0;return nAb(a)|0}function HIb(){var a=0,c=0;if(!(b[257728]|0))if(MPb(257728)|0){c=261828;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262116)}SOb(261828,48800)|0;SOb(261840,48812)|0;return}function IIb(){var a=0,c=0;if(!(b[257744]|0))if(MPb(257744)|0){c=262120;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262408)}SOb(262120,48824)|0;SOb(262132,48856)|0;SOb(262144,48892)|0;SOb(262156,48916)|0;SOb(262168,48940)|0;SOb(262180,48956)|0;SOb(262192,48976)|0;SOb(262204,48996)|0;SOb(262216,49024)|0;SOb(262228,49064)|0;SOb(262240,49096)|0;SOb(262252,49132)|0;SOb(262264,49168)|0;SOb(262276,49184)|0;SOb(262288,49200)|0;SOb(262300,49216)|0;SOb(262312,48940)|0;SOb(262324,49232)|0;SOb(262336,49248)|0;SOb(262348,49264)|0;SOb(262360,49280)|0;SOb(262372,49296)|0;SOb(262384,49312)|0;SOb(262396,49328)|0;return}function JIb(){var a=0,c=0;if(!(b[257760]|0))if(MPb(257760)|0){c=262412;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262580)}SOb(262412,49344)|0;SOb(262424,49372)|0;SOb(262436,49400)|0;SOb(262448,49432)|0;SOb(262460,49472)|0;SOb(262472,49508)|0;SOb(262484,49536)|0;SOb(262496,49572)|0;SOb(262508,49588)|0;SOb(262520,49604)|0;SOb(262532,49620)|0;SOb(262544,49636)|0;SOb(262556,49652)|0;SOb(262568,49668)|0;return}function KIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[f[a>>2]>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(cHb(c,i,a,a+168|0,g,e,0)|0)-a|0;if((a|0)<168)f[b>>2]=((a|0)/12|0|0)%7|0;u=h;return}function LIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[(f[a>>2]|0)+4>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(cHb(c,i,a,a+288|0,g,e,0)|0)-a|0;if((a|0)<288)f[b>>2]=((a|0)/12|0|0)%12|0;u=h;return}function MIb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;r=x+12|0;q=x+8|0;t=x+4|0;v=x;vEb(r,d);s=XFb(r,260928)|0;YFb(r);f[e>>2]=0;j=0;a:while(1){p=(h|0)!=(i|0);k=j;while(1){j=f[b>>2]|0;if(!(p&(k|0)==0))break a;l=j;if(!j){j=0;n=1;o=l}else{k=f[j+12>>2]|0;if((k|0)==(f[j+16>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[b>>2]=0;j=0;n=1;o=0}else{n=0;o=l}}m=f[c>>2]|0;k=m;do if(!m)w=16;else{l=f[m+12>>2]|0;if((l|0)==(f[m+16>>2]|0))l=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[c>>2]=0;k=0;w=16;break}else if(n)break;else{w=59;break a}}while(0);if((w|0)==16){w=0;if(n){w=59;break a}else m=0}if((Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[h>>2]|0,0)|0)<<24>>24==37){w=19;break}if(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,f[h>>2]|0)|0){w=25;break}l=j+12|0;k=f[l>>2]|0;m=j+16|0;if((k|0)==(f[m>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;o=Rg[f[(f[s>>2]|0)+28>>2]&255](s,k)|0;if((o|0)==(Rg[f[(f[s>>2]|0)+28>>2]&255](s,f[h>>2]|0)|0)){w=53;break}f[e>>2]=4;k=4}b:do if((w|0)==19){w=0;n=h+4|0;if((n|0)==(i|0)){w=59;break a}l=Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[n>>2]|0,0)|0;switch(l<<24>>24){case 48:case 69:{h=h+8|0;if((h|0)==(i|0)){w=59;break a}m=l;j=Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[h>>2]|0,0)|0;h=n;break}default:{m=0;j=l}}p=f[(f[a>>2]|0)+36>>2]|0;f[t>>2]=o;f[v>>2]=k;f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];p=_g[p&15](a,q,r,d,e,g,j,m)|0;f[b>>2]=p;h=h+8|0}else if((w|0)==25){while(1){w=0;h=h+4|0;if((h|0)==(i|0)){h=i;break}if(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,f[h>>2]|0)|0)w=25;else break}k=m;n=m;while(1){if(!j){m=1;j=0}else{l=f[j+12>>2]|0;if((l|0)==(f[j+16>>2]|0))l=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[b>>2]=0;m=1;j=0}else m=0}do if(!n)w=40;else{l=f[n+12>>2]|0;if((l|0)==(f[n+16>>2]|0))l=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[c>>2]=0;k=0;w=40;break}else if(m^(k|0)==0){o=k;n=k;break}else break b}while(0);if((w|0)==40){w=0;if(m)break b;else{o=k;n=0}}l=j+12|0;k=f[l>>2]|0;m=j+16|0;if((k|0)==(f[m>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;if(!(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,k)|0))break b;k=f[l>>2]|0;if((k|0)==(f[m>>2]|0)){Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;k=o;continue}else{f[l>>2]=k+4;VDb(f[k>>2]|0)|0;k=o;continue}}}else if((w|0)==53){w=0;k=f[l>>2]|0;if((k|0)==(f[m>>2]|0))Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;else{f[l>>2]=k+4;VDb(f[k>>2]|0)|0}h=h+4|0}while(0);j=f[e>>2]|0}if((w|0)==59)f[e>>2]=4;if(!j){j=0;l=1}else{h=f[j+12>>2]|0;if((h|0)==(f[j+16>>2]|0))h=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;j=0;l=1}else l=0}h=f[c>>2]|0;do if(!h)w=72;else{k=f[h+12>>2]|0;if((k|0)==(f[h+16>>2]|0))h=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else h=VDb(f[k>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[c>>2]=0;w=72;break}else if(l)break;else{w=74;break}}while(0);if((w|0)==72)if(l)w=74;if((w|0)==74)f[e>>2]=f[e>>2]|2;u=x;return j|0}function NIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<31&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function OIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<24&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function PIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<12&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function QIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,3)|0;c=f[e>>2]|0;if((a|0)<366&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function RIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<13&(c&4|0)==0)f[b>>2]=a+-1;else f[e>>2]=c|4;u=h;return}function SIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<60&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function TIb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;a:while(1){a=f[b>>2]|0;do if(!a)h=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;h=1;break}else{h=(f[b>>2]|0)==0;break}}while(0);g=f[c>>2]|0;do if(!g)i=15;else{a=f[g+12>>2]|0;if((a|0)==(f[g+16>>2]|0))a=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;i=15;break}else if(h){h=g;break}else{h=g;break a}}while(0);if((i|0)==15){i=0;if(h){h=0;break}else h=0}a=f[b>>2]|0;g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(!(Sg[f[(f[e>>2]|0)+12>>2]&255](e,8192,a)|0))break;a=f[b>>2]|0;g=a+12|0;h=f[g>>2]|0;if((h|0)==(f[a+16>>2]|0)){Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;continue}else{f[g>>2]=h+4;VDb(f[h>>2]|0)|0;continue}}a=f[b>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;g=1;break}else{g=(f[b>>2]|0)==0;break}}while(0);do if(!h)i=37;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;i=37;break}else if(g)break;else{i=39;break}}while(0);if((i|0)==37)if(g)i=39;if((i|0)==39)f[d>>2]=f[d>>2]|2;return}function UIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+4|0;l=m;j=a+8|0;j=Pg[f[(f[j>>2]|0)+8>>2]&1023](j)|0;a=b[j+8+3>>0]|0;if(a<<24>>24<0)i=f[j+4>>2]|0;else i=a&255;a=b[j+20+3>>0]|0;if(a<<24>>24<0)a=f[j+16>>2]|0;else a=a&255;do if((i|0)==(0-a|0))f[g>>2]=f[g>>2]|4;else{f[l>>2]=f[e>>2];f[k>>2]=f[l>>2];a=(cHb(d,k,j,j+24|0,h,g,0)|0)-j|0;i=f[c>>2]|0;if((i|0)==12&(a|0)==0){f[c>>2]=0;break}if((i|0)<12&(a|0)==12)f[c>>2]=i+12}while(0);u=m;return}function VIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<61&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function WIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,1)|0;c=f[e>>2]|0;if((a|0)<7&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function XIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,4)|0;if(!(f[e>>2]&4)){if((a|0)<69)a=a+2e3|0;else a=(a|0)<100?a+1900|0:a;f[b>>2]=a+-1900}u=h;return}function YIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,4)|0;if(!(f[e>>2]&4))f[b>>2]=a+-1900;u=h;return}function ZIb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;a=f[b>>2]|0;do if(!a)h=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;h=1;break}else{h=(f[b>>2]|0)==0;break}}while(0);g=f[c>>2]|0;do if(!g)j=14;else{a=f[g+12>>2]|0;if((a|0)==(f[g+16>>2]|0))a=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;j=14;break}else if(h){i=g;j=16;break}else{a=6;j=38;break}}while(0);if((j|0)==14)if(h){a=6;j=38}else{i=0;j=16}a:do if((j|0)==16){a=f[b>>2]|0;g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if((Sg[f[(f[e>>2]|0)+52>>2]&255](e,a,0)|0)<<24>>24==37){a=f[b>>2]|0;g=a+12|0;h=f[g>>2]|0;if((h|0)==(f[a+16>>2]|0))Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;else{f[g>>2]=h+4;VDb(f[h>>2]|0)|0}a=f[b>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;g=1;break}else{g=(f[b>>2]|0)==0;break}}while(0);do if(i|0){a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;break}else if(g)break a;else{a=2;j=38;break a}}while(0);if(g){a=2;j=38}}else{a=4;j=38}}while(0);if((j|0)==38)f[d>>2]=f[d>>2]|a;return}function _Ib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;do if(!g)i=1;else{h=f[g+12>>2]|0;if((h|0)==(f[g+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else g=VDb(f[h>>2]|0)|0;if(wEb(g,UDb()|0)|0){f[a>>2]=0;i=1;break}else{i=(f[a>>2]|0)==0;break}}while(0);h=f[b>>2]|0;do if(!h)p=14;else{g=f[h+12>>2]|0;if((g|0)==(f[h+16>>2]|0))g=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else g=VDb(f[g>>2]|0)|0;if(wEb(g,UDb()|0)|0){f[b>>2]=0;p=14;break}else if(i){p=17;break}else{p=16;break}}while(0);if((p|0)==14)if(i)p=16;else{h=0;p=17}a:do if((p|0)==16){f[c>>2]=f[c>>2]|6;g=0}else if((p|0)==17){g=f[a>>2]|0;i=f[g+12>>2]|0;if((i|0)==(f[g+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else g=VDb(f[i>>2]|0)|0;if(!(Sg[f[(f[d>>2]|0)+12>>2]&255](d,2048,g)|0)){f[c>>2]=f[c>>2]|4;g=0;break}g=(Sg[f[(f[d>>2]|0)+52>>2]&255](d,g,0)|0)<<24>>24;i=f[a>>2]|0;j=i+12|0;k=f[j>>2]|0;if((k|0)==(f[i+16>>2]|0)){Pg[f[(f[i>>2]|0)+40>>2]&1023](i)|0;l=h;j=h}else{f[j>>2]=k+4;VDb(f[k>>2]|0)|0;l=h;j=h}while(1){g=g+-48|0;o=e+-1|0;h=f[a>>2]|0;do if(!h)k=1;else{i=f[h+12>>2]|0;if((i|0)==(f[h+16>>2]|0))h=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else h=VDb(f[i>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);do if(!j){n=l;h=1;m=0}else{h=f[j+12>>2]|0;if((h|0)==(f[j+16>>2]|0))h=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;n=0;h=1;m=0;break}else{n=l;h=(l|0)==0;m=l;break}}while(0);i=f[a>>2]|0;if(!((e|0)>1&(k^h)))break;h=f[i+12>>2]|0;if((h|0)==(f[i+16>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else h=VDb(f[h>>2]|0)|0;if(!(Sg[f[(f[d>>2]|0)+12>>2]&255](d,2048,h)|0))break a;g=(g*10|0)+((Sg[f[(f[d>>2]|0)+52>>2]&255](d,h,0)|0)<<24>>24)|0;h=f[a>>2]|0;i=h+12|0;j=f[i>>2]|0;if((j|0)==(f[h+16>>2]|0)){Pg[f[(f[h>>2]|0)+40>>2]&1023](h)|0;e=o;l=n;j=m;continue}else{f[i>>2]=j+4;VDb(f[j>>2]|0)|0;e=o;l=n;j=m;continue}}do if(!i)i=1;else{h=f[i+12>>2]|0;if((h|0)==(f[i+16>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[a>>2]=0;i=1;break}else{i=(f[a>>2]|0)==0;break}}while(0);do if(!n)p=60;else{h=f[n+12>>2]|0;if((h|0)==(f[n+16>>2]|0))h=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;p=60;break}else if(i)break a;else break}while(0);if((p|0)==60)if(!i)break;f[c>>2]=f[c>>2]|2}while(0);return g|0}function $Ib(a){a=a|0;eJb(a+8|0);DFb(a);return}function aJb(a){a=a|0;eJb(a+8|0);DFb(a);sOb(a);return}function bJb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;j=u;u=u+112|0;d=j+4|0;e=j;f[e>>2]=d+100;cJb(a+8|0,d,e,g,h,i);i=f[e>>2]|0;h=d;d=f[c>>2]|0;while(1){if((h|0)==(i|0))break;e=b[h>>0]|0;if(!d)d=0;else{a=d+24|0;g=f[a>>2]|0;if((g|0)==(f[d+28>>2]|0)){c=f[(f[d>>2]|0)+52>>2]|0;e=DDb(e)|0;e=Rg[c&255](d,e)|0}else{f[a>>2]=g+1;b[g>>0]=e;e=DDb(e)|0}c=uEb(e,CDb()|0)|0;d=c?0:d}h=h+1|0}u=j;return d|0}function cJb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;b[i>>0]=37;j=i+1|0;b[j>>0]=g;k=i+2|0;b[k>>0]=h;b[i+3>>0]=0;if(h<<24>>24){b[j>>0]=h;b[k>>0]=g}k=dJb(c,f[d>>2]|0)|0;k=c+(Hf(c|0,k|0,i|0,e|0,f[a>>2]|0)|0)|0;f[d>>2]=k;u=l;return}function dJb(a,b){a=a|0;b=b|0;return b-a|0}function eJb(a){a=a|0;var b=0;b=f[a>>2]|0;if((b|0)!=(_Fb()|0))NAb(f[a>>2]|0);return}function fJb(a){a=a|0;eJb(a+8|0);DFb(a);return}function gJb(a){a=a|0;eJb(a+8|0);DFb(a);sOb(a);return}function hJb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0;i=u;u=u+416|0;c=i+8|0;d=i;f[d>>2]=c+400;iJb(a+8|0,c,d,e,g,h);h=f[d>>2]|0;g=c;c=f[b>>2]|0;while(1){if((g|0)==(h|0))break;d=f[g>>2]|0;if(!c)c=0;else{a=c+24|0;e=f[a>>2]|0;if((e|0)==(f[c+28>>2]|0)){b=f[(f[c>>2]|0)+52>>2]|0;d=VDb(d)|0;d=Rg[b&255](c,d)|0}else{f[a>>2]=e+4;f[e>>2]=d;d=VDb(d)|0}b=wEb(d,UDb()|0)|0;c=b?0:c}g=g+4|0}u=i;return c|0}function iJb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+128|0;k=h+16|0;l=h+12|0;i=h;j=h+8|0;f[l>>2]=k+100;cJb(a,k,l,d,e,g);d=i;f[d>>2]=0;f[d+4>>2]=0;f[j>>2]=k;d=jJb(b,f[c>>2]|0)|0;a=UAb(f[a>>2]|0)|0;d=HBb(b,j,d,i)|0;if(a|0)UAb(a)|0;if((d|0)==-1)kJb(0);else{f[c>>2]=b+(d<<2);u=h;return}}function jJb(a,b){a=a|0;b=b|0;return b-a>>2|0}function kJb(a){a=a|0;vd()}function lJb(a){a=a|0;DFb(a);return}function mJb(a){a=a|0;DFb(a);sOb(a);return}function nJb(a){a=a|0;return 127}function oJb(a){a=a|0;return 127}function pJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function qJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function rJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function sJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+11>>0]=1;wJb(a,1,45)|0;b[d>>0]=0;rEb(a+1|0,d);u=c;return}function tJb(a){a=a|0;return 0}function uJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function vJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function wJb(a,b,c){a=a|0;b=b|0;c=c|0;if(b|0)dQb(a|0,(DDb(c)|0)&255|0,b|0)|0;return a|0}function xJb(a){a=a|0;DFb(a);return}function yJb(a){a=a|0;DFb(a);sOb(a);return}function zJb(a){a=a|0;return 127}function AJb(a){a=a|0;return 127}function BJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function CJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function DJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function EJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+11>>0]=1;wJb(a,1,45)|0;b[d>>0]=0;rEb(a+1|0,d);u=c;return}function FJb(a){a=a|0;return 0}function GJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function HJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function IJb(a){a=a|0;DFb(a);return}function JJb(a){a=a|0;DFb(a);sOb(a);return}function KJb(a){a=a|0;return 2147483647}function LJb(a){a=a|0;return 2147483647}function MJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function NJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function OJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function PJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+8+3>>0]=1;FHb(a,1,45)|0;f[d>>2]=0;JFb(a+4|0,d);u=c;return}function QJb(a){a=a|0;return 0}function RJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function SJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function TJb(a){a=a|0;DFb(a);return}function UJb(a){a=a|0;DFb(a);sOb(a);return}function VJb(a){a=a|0;return 2147483647}function WJb(a){a=a|0;return 2147483647}function XJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function YJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function ZJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function _Jb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+8+3>>0]=1;FHb(a,1,45)|0;f[d>>2]=0;JFb(a+4|0,d);u=c;return}function $Jb(a){a=a|0;return 0}function aKb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function bKb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function cKb(a){a=a|0;DFb(a);return}function dKb(a){a=a|0;DFb(a);sOb(a);return}function eKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;x=u;u=u+240|0;n=x+24|0;q=x;m=x+140|0;w=x+16|0;p=x+12|0;s=x+8|0;j=x+136|0;y=x+4|0;o=x+36|0;f[w>>2]=m;v=w+4|0;f[v>>2]=1645;vEb(s,g);a=XFb(s,260896)|0;b[j>>0]=0;f[y>>2]=f[d>>2];l=f[g+4>>2]|0;f[n>>2]=f[y>>2];if(hKb(c,n,e,s,l,h,j,a,w,p,m+100|0)|0){Tg[f[(f[a>>2]|0)+32>>2]&15](a,254118,254128,n)|0;l=f[p>>2]|0;e=f[w>>2]|0;a=l-e|0;if((a|0)>98){a=_zb(a+2|0)|0;if(!a)uOb();else{k=a;r=a}}else{k=o;r=0}if(!(b[j>>0]|0))a=k;else{b[k>>0]=45;a=k+1|0}k=n+10|0;m=n;j=e;g=a;a=l;while(1){if(j>>>0>=a>>>0)break;e=b[j>>0]|0;a=n;while(1){if((a|0)==(k|0)){a=k;break}if((b[a>>0]|0)==e<<24>>24)break;a=a+1|0}b[g>>0]=b[254118+(a-m)>>0]|0;j=j+1|0;g=g+1|0;a=f[p>>2]|0}b[g>>0]=0;f[q>>2]=i;if((oCb(o,254129,q)|0)!=1)kJb(0);if(r|0)$zb(r)}a=f[c>>2]|0;do if(!a)g=1;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[e>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);a=f[d>>2]|0;do if(!a)t=32;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[e>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;t=32;break}else if(g)break;else{t=34;break}}while(0);if((t|0)==32)if(g)t=34;if((t|0)==34)f[h>>2]=f[h>>2]|2;e=f[c>>2]|0;YFb(s);a=f[w>>2]|0;f[w>>2]=0;if(a|0)gh[f[v>>2]&2047](a);u=x;return e|0}function fKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+144|0;j=t+24|0;a=t+32|0;s=t+16|0;m=t+8|0;p=t;k=t+28|0;n=t+4|0;f[s>>2]=a;r=s+4|0;f[r>>2]=1645;vEb(p,g);l=XFb(p,260896)|0;b[k>>0]=0;o=f[d>>2]|0;f[n>>2]=o;g=f[g+4>>2]|0;f[j>>2]=f[n>>2];n=o;if(hKb(c,j,e,p,g,h,k,l,s,m,a+100|0)|0){a=i+11|0;if((b[a>>0]|0)<0){e=f[i>>2]|0;b[j>>0]=0;rEb(e,j);f[i+4>>2]=0}else{b[j>>0]=0;rEb(i,j);b[a>>0]=0}if(b[k>>0]|0)LOb(i,Rg[f[(f[l>>2]|0)+28>>2]&255](l,45)|0);k=Rg[f[(f[l>>2]|0)+28>>2]&255](l,48)|0;g=f[m>>2]|0;j=g+-1|0;a=f[s>>2]|0;while(1){if(a>>>0>=j>>>0)break;if((b[a>>0]|0)!=k<<24>>24)break;a=a+1|0}iKb(i,a,g)|0}a=f[c>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[g>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);do if(!o)q=25;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;q=25;break}else if(g)break;else{q=27;break}}while(0);if((q|0)==25)if(g)q=27;if((q|0)==27)f[h>>2]=f[h>>2]|2;g=f[c>>2]|0;YFb(p);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[r>>2]&2047](a);u=t;return g|0}function gKb(a){a=a|0;return}function hKb(a,c,e,g,h,i,j,k,l,m,o){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0;C=0;F=u;u=u+2224|0;f[(F+88|0)>>2]=o;f[(F+80|0)>>2]=F+96|0;f[((F+80|0)+4|0)>>2]=1645;f[(F+72|0)>>2]=F+96|0;f[(F+68|0)>>2]=(F+96|0)+400;f[(F+56|0)>>2]=0;f[(F+56|0)+4>>2]=0;f[(F+56|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+56|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+44|0)>>2]=0;f[(F+44|0)+4>>2]=0;f[(F+44|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+44|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+32|0)>>2]=0;f[(F+32|0)+4>>2]=0;f[(F+32|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+32|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+20|0)>>2]=0;f[(F+20|0)+4>>2]=0;f[(F+20|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+20|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+8|0)>>2]=0;f[(F+8|0)+4>>2]=0;f[(F+8|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+8|0)+(o<<2)>>2]=0;o=o+1|0}kKb(e,g,F+500|0,F+497|0,F+496|0,F+56|0,F+44|0,F+32|0,F+20|0,F+4|0);f[m>>2]=f[l>>2];v=(F+32|0)+11|0;w=(F+20|0)+11|0;E=0;t=0;a:while(1){if(t>>>0>=4){C=234;break}o=f[a>>2]|0;do if(!o)g=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;g=1;break}else{g=(f[a>>2]|0)==0;break}}while(0);e=f[c>>2]|0;do if(!e)C=31;else{o=f[e+12>>2]|0;if((o|0)==(f[e+16>>2]|0))o=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else o=DDb(b[o>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;C=31;break}else if(g){z=e;break}else{C=234;break a}}while(0);if((C|0)==31){C=0;if(g){C=234;break}else z=0}b:do{g=1;p=b[(F+500|0)+t>>0]|0;if(g){g=0;switch(p|0){case 1:{if((t|0)==3)q=E;else{o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((o&255)<<24>>24<=-1){C=44;break a}if(!(d[(f[(k+8|0)>>2]|0)+(o<<24>>24<<1)>>1]&8192)){C=44;break a}o=f[a>>2]|0;e=f[(o+12|0)>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;else{f[(o+12|0)>>2]=e+1;o=DDb(b[e>>0]|0)|0}LOb(F+8|0,o&255);r=z;s=z;C=46}break}case 0:{if((t|0)==3)q=E;else{r=z;s=z;C=46}break}default:g=1}}f[F+528>>2]=a;f[F+536>>2]=c;f[F+560>>2]=h;f[F+576>>2]=j;f[F+584>>2]=k;f[F+592>>2]=l;f[F+600>>2]=m;f[F+888>>2]=E;f[F+896>>2]=t;f[F+912>>2]=q;f[F+1488>>2]=v;f[F+1520>>2]=w;f[F+2016>>2]=z;f[F+2104>>2]=C;f[F+2112>>2]=g;f[F+2120>>2]=p;f[F+2128>>2]=0;f[F+2132>>2]=0;GKb(F);q=f[F+912>>2]|0;C=f[F+2104>>2]|0;G=f[F+2128>>2]|0;D=f[F+2132>>2]|0;H=+n[F+2132>>2];f[F+2128>>2]=0;f[F+2132>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break b;case 20:break a}}while(0);c:do if((C|0)==46)while(1){C=0;o=f[a>>2]|0;do if(!o)e=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);do if(!s){x=r;C=59}else{o=f[s+12>>2]|0;if((o|0)==(f[s+16>>2]|0))o=Pg[f[(f[s>>2]|0)+36>>2]&1023](s)|0;else o=DDb(b[o>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;x=0;C=59;break}else if(e^(r|0)==0){y=r;A=r;break}else{q=E;break c}}while(0);if((C|0)==59){C=0;if(e){q=E;break c}else{y=x;A=0}}o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((o&255)<<24>>24<=-1){q=E;break c}if(!(d[(f[(k+8|0)>>2]|0)+(o<<24>>24<<1)>>1]&8192)){q=E;break c}o=f[a>>2]|0;e=f[(o+12|0)>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;else{f[(o+12|0)>>2]=e+1;o=DDb(b[e>>0]|0)|0}LOb(F+8|0,o&255);r=y;s=A}while(0);E=q;t=t+1|0}d:do if((C|0)==44){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==103){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==144){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==232){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==234){e:do if(E|0){q=E+11|0;r=E+4|0;p=1;f:while(1){o=b[q>>0]|0;if(o<<24>>24<0)o=f[r>>2]|0;else o=o&255;if(p>>>0>=o>>>0)break e;o=f[a>>2]|0;do if(!o)g=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;g=1;break}else{g=(f[a>>2]|0)==0;break}}while(0);o=f[c>>2]|0;do if(!o)C=253;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;C=253;break}else if(g)break;else break f}while(0);if((C|0)==253){C=0;if(g)break}o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((b[q>>0]|0)<0)e=f[E>>2]|0;else e=E;if((b[e+p>>0]|0)!=(o&255)<<24>>24)break;o=p+1|0;e=f[a>>2]|0;g=f[(e+12|0)>>2]|0;if((g|0)==(f[e+16>>2]|0)){Pg[f[(f[e>>2]|0)+40>>2]&1023](e)|0;p=o;continue}else{f[(e+12|0)>>2]=g+1;DDb(b[g>>0]|0)|0;p=o;continue}}f[i>>2]=f[i>>2]|4;B=0;break d}while(0);o=f[(F+80|0)>>2]|0;e=f[(F+72|0)>>2]|0;if((o|0)==(e|0))B=1;else{f[F>>2]=0;kGb(F+56|0,o,e,F);if(!(f[F>>2]|0)){B=1;break}else{f[i>>2]=f[i>>2]|4;B=0;break}}}while(0);zOb(F+8|0);zOb(F+20|0);zOb(F+32|0);zOb(F+44|0);zOb(F+56|0);o=f[(F+80|0)>>2]|0;f[(F+80|0)>>2]=0;if(o|0)gh[f[((F+80|0)+4|0)>>2]&2047](o);u=F;return B|0}function iKb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;j=c;o=p+12|0;k=p;m=a+11|0;h=b[m>>0]|0;e=h<<24>>24<0;if(e){l=f[a+4>>2]|0;i=(f[a+8>>2]&2147483647)+-1|0}else{l=h&255;i=10}n=d-j|0;do if(n|0){if(e){g=f[a>>2]|0;e=f[a+4>>2]|0}else{g=a;e=h&255}if(jKb(c,g,g+e|0)|0){f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;if(n>>>0>4294967279)vOb(k);if(n>>>0<11){b[k+11>>0]=n;g=k}else{m=n+16&-16;g=pOb(m)|0;f[k>>2]=g;f[k+8>>2]=m|-2147483648;f[k+4>>2]=n}e=g;while(1){if((c|0)==(d|0))break;rEb(e,c);c=c+1|0;e=e+1|0}b[o>>0]=0;rEb(g+n|0,o);o=b[k+11>>0]|0;d=o<<24>>24<0;JOb(a,d?f[k>>2]|0:k,d?f[k+4>>2]|0:o&255)|0;zOb(k);break}if((i-l|0)>>>0<n>>>0)IOb(a,i,l+n-i|0,l,l,0,0);if((b[m>>0]|0)<0)h=f[a>>2]|0;else h=a;g=d+(l-j)|0;e=h+l|0;while(1){if((c|0)==(d|0))break;rEb(e,c);e=e+1|0;c=c+1|0}b[o>>0]=0;rEb(h+g|0,o);c=l+n|0;if((b[m>>0]|0)<0){f[a+4>>2]=c;break}else{b[m>>0]=c;break}}while(0);u=p;return a|0}function jKb(a,b,c){a=a|0;b=b|0;c=c|0;return b>>>0<=a>>>0&a>>>0<c>>>0|0}function kKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){c=XFb(c,262616)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[m>>0]=0;rEb(a,m);f[k+4>>2]=0;a=k}else{b[m>>0]=0;rEb(k,m);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[m>>0]=0;rEb(a,m);f[j+4>>2]=0;a=j}else{b[m>>0]=0;rEb(j,m);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;b[e>>0]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;b[g>>0]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}else{c=XFb(c,262608)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[m>>0]=0;rEb(a,m);f[k+4>>2]=0;a=k}else{b[m>>0]=0;rEb(k,m);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[m>>0]=0;rEb(a,m);f[j+4>>2]=0;a=j}else{b[m>>0]=0;rEb(j,m);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;b[e>>0]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;b[g>>0]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}f[l>>2]=a;u=o;return}function lKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?1:g;h=(f[b>>2]|0)-d|0;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+h;f[c>>2]=(f[a>>2]|0)+g;return}function mKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?4:g;h=(f[b>>2]|0)-d>>2;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+(h<<2);f[c>>2]=(f[a>>2]|0)+(g>>>2<<2);return}function nKb(a){a=a|0;DFb(a);return}function oKb(a){a=a|0;DFb(a);sOb(a);return}function pKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;x=u;u=u+576|0;n=x+424|0;q=x;m=x+24|0;w=x+16|0;p=x+12|0;s=x+8|0;j=x+564|0;y=x+4|0;o=x+464|0;f[w>>2]=m;v=w+4|0;f[v>>2]=1645;vEb(s,g);a=XFb(s,260928)|0;b[j>>0]=0;f[y>>2]=f[d>>2];l=f[g+4>>2]|0;f[n>>2]=f[y>>2];if(rKb(c,n,e,s,l,h,j,a,w,p,m+400|0)|0){Tg[f[(f[a>>2]|0)+48>>2]&15](a,254228,254238,n)|0;l=f[p>>2]|0;e=f[w>>2]|0;a=l-e|0;if((a|0)>392){a=_zb((a>>>2)+2|0)|0;if(!a)uOb();else{k=a;r=a}}else{k=o;r=0}if(!(b[j>>0]|0))a=k;else{b[k>>0]=45;a=k+1|0}k=n+40|0;m=n;j=e;g=a;a=l;while(1){if(j>>>0>=a>>>0)break;e=f[j>>2]|0;a=n;while(1){if((a|0)==(k|0)){a=k;break}if((f[a>>2]|0)==(e|0))break;a=a+4|0}b[g>>0]=b[254228+(a-m>>2)>>0]|0;j=j+4|0;g=g+1|0;a=f[p>>2]|0}b[g>>0]=0;f[q>>2]=i;if((oCb(o,254129,q)|0)!=1)kJb(0);if(r|0)$zb(r)}a=f[c>>2]|0;do if(!a)g=1;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[e>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);a=f[d>>2]|0;do if(!a)t=32;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[e>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;t=32;break}else if(g)break;else{t=34;break}}while(0);if((t|0)==32)if(g)t=34;if((t|0)==34)f[h>>2]=f[h>>2]|2;e=f[c>>2]|0;YFb(s);a=f[w>>2]|0;f[w>>2]=0;if(a|0)gh[f[v>>2]&2047](a);u=x;return e|0}function qKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+432|0;j=t+424|0;a=t+24|0;s=t+16|0;m=t+8|0;p=t;k=t+428|0;n=t+4|0;f[s>>2]=a;r=s+4|0;f[r>>2]=1645;vEb(p,g);l=XFb(p,260928)|0;b[k>>0]=0;o=f[d>>2]|0;f[n>>2]=o;g=f[g+4>>2]|0;f[j>>2]=f[n>>2];n=o;if(rKb(c,j,e,p,g,h,k,l,s,m,a+400|0)|0){a=i+8+3|0;if((b[a>>0]|0)<0){e=f[i>>2]|0;f[j>>2]=0;JFb(e,j);f[i+4>>2]=0}else{f[j>>2]=0;JFb(i,j);b[a>>0]=0}if(b[k>>0]|0)VOb(i,Rg[f[(f[l>>2]|0)+44>>2]&255](l,45)|0);k=Rg[f[(f[l>>2]|0)+44>>2]&255](l,48)|0;g=f[m>>2]|0;j=g+-4|0;a=f[s>>2]|0;while(1){if(a>>>0>=j>>>0)break;if((f[a>>2]|0)!=(k|0))break;a=a+4|0}sKb(i,a,g)|0}a=f[c>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);do if(!o)q=25;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;q=25;break}else if(g)break;else{q=27;break}}while(0);if((q|0)==25)if(g)q=27;if((q|0)==27)f[h>>2]=f[h>>2]|2;g=f[c>>2]|0;YFb(p);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[r>>2]&2047](a);u=t;return g|0}function rKb(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0;C=0;F=u;u=u+2256|0;f[(F+96|0)>>2]=m;f[(F+88|0)>>2]=F+104|0;f[((F+88|0)+4|0)>>2]=1645;f[(F+80|0)>>2]=F+104|0;f[(F+76|0)>>2]=(F+104|0)+400;f[(F+56|0)>>2]=0;f[(F+56|0)+4>>2]=0;f[(F+56|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+56|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+44|0)>>2]=0;f[(F+44|0)+4>>2]=0;f[(F+44|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+44|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+32|0)>>2]=0;f[(F+32|0)+4>>2]=0;f[(F+32|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+32|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+20|0)>>2]=0;f[(F+20|0)+4>>2]=0;f[(F+20|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+20|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+8|0)>>2]=0;f[(F+8|0)+4>>2]=0;f[(F+8|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+8|0)+(m<<2)>>2]=0;m=m+1|0}uKb(d,e,F+504|0,F+72|0,F+68|0,F+56|0,F+44|0,F+32|0,F+20|0,F+4|0);f[l>>2]=f[k>>2];t=(F+32|0)+8+3|0;v=(F+20|0)+8+3|0;w=(F+44|0)+8+3|0;E=0;s=0;a:while(1){if(s>>>0>=4){C=229;break}m=f[a>>2]|0;do if(!m)e=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);d=f[c>>2]|0;do if(!d)C=31;else{m=f[d+12>>2]|0;if((m|0)==(f[d+16>>2]|0))m=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else m=VDb(f[m>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;C=31;break}else if(e){z=d;break}else{C=229;break a}}while(0);if((C|0)==31){C=0;if(e){C=229;break}else z=0}b:do{e=1;o=b[(F+504|0)+s>>0]|0;if(e){e=0;switch(o|0){case 1:{if((s|0)==3)p=E;else{m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[j>>2]|0)+12>>2]&255](j,8192,m)|0)){C=43;break a}m=f[a>>2]|0;d=f[(m+12|0)>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;else{f[(m+12|0)>>2]=d+4;m=VDb(f[d>>2]|0)|0}VOb(F+8|0,m);q=z;r=z;C=45}break}case 0:{if((s|0)==3)p=E;else{q=z;r=z;C=45}break}default:e=1}}f[F+528>>2]=a;f[F+536>>2]=c;f[F+560>>2]=g;f[F+576>>2]=i;f[F+584>>2]=j;f[F+592>>2]=k;f[F+600>>2]=l;f[F+888>>2]=E;f[F+896>>2]=s;f[F+912>>2]=p;f[F+1512>>2]=t;f[F+1560>>2]=v;f[F+1624>>2]=w;f[F+2040>>2]=z;f[F+2128>>2]=C;f[F+2136>>2]=e;f[F+2144>>2]=o;f[F+2152>>2]=0;f[F+2156>>2]=0;HKb(F);p=f[F+912>>2]|0;C=f[F+2128>>2]|0;G=f[F+2152>>2]|0;D=f[F+2156>>2]|0;H=+n[F+2156>>2];f[F+2152>>2]=0;f[F+2156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break b;case 19:break a}}while(0);c:do if((C|0)==45)while(1){C=0;m=f[a>>2]|0;do if(!m)d=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;d=1;break}else{d=(f[a>>2]|0)==0;break}}while(0);do if(!r){x=q;C=58}else{m=f[r+12>>2]|0;if((m|0)==(f[r+16>>2]|0))m=Pg[f[(f[r>>2]|0)+36>>2]&1023](r)|0;else m=VDb(f[m>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;x=0;C=58;break}else if(d^(q|0)==0){y=q;A=q;break}else{p=E;break c}}while(0);if((C|0)==58){C=0;if(d){p=E;break c}else{y=x;A=0}}m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[j>>2]|0)+12>>2]&255](j,8192,m)|0)){p=E;break c}m=f[a>>2]|0;d=f[(m+12|0)>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;else{f[(m+12|0)>>2]=d+4;m=VDb(f[d>>2]|0)|0}VOb(F+8|0,m);q=y;r=A}while(0);E=p;s=s+1|0}d:do if((C|0)==43){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==101){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==141){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==227){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==229){e:do if(E|0){p=E+8+3|0;q=E+4|0;o=1;f:while(1){m=b[p>>0]|0;if(m<<24>>24<0)m=f[q>>2]|0;else m=m&255;if(o>>>0>=m>>>0)break e;m=f[a>>2]|0;do if(!m)e=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;do if(!m)C=248;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;C=248;break}else if(e)break;else break f}while(0);if((C|0)==248){C=0;if(e)break}m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if((b[p>>0]|0)<0)d=f[E>>2]|0;else d=E;if((m|0)!=(f[d+(o<<2)>>2]|0))break;m=o+1|0;d=f[a>>2]|0;e=f[(d+12|0)>>2]|0;if((e|0)==(f[d+16>>2]|0)){Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;o=m;continue}else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0;o=m;continue}}f[h>>2]=f[h>>2]|4;B=0;break d}while(0);m=f[(F+88|0)>>2]|0;d=f[(F+80|0)>>2]|0;if((m|0)==(d|0))B=1;else{f[F>>2]=0;kGb(F+56|0,m,d,F);if(!(f[F>>2]|0)){B=1;break}else{f[h>>2]=f[h>>2]|4;B=0;break}}}while(0);NOb(F+8|0);NOb(F+20|0);NOb(F+32|0);NOb(F+44|0);zOb(F+56|0);m=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=0;if(m|0)gh[f[((F+88|0)+4|0)>>2]&2047](m);u=F;return B|0}function sKb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q+12|0;l=q;e=a+8|0;p=e+3|0;i=b[p>>0]|0;g=i<<24>>24<0;if(g){n=f[a+4>>2]|0;h=(f[e>>2]&2147483647)+-1|0}else{n=i&255;h=1}m=d-c>>2;do if(m|0){if(g){g=f[a>>2]|0;e=f[a+4>>2]|0}else{g=a;e=i&255}if(tKb(c,g,g+(e<<2)|0)|0){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;if(m>>>0>1073741807)vOb(l);do if(m>>>0<2){b[l+8+3>>0]=m;j=c;k=l}else{e=m+4&-4;if(e>>>0>1073741823)vd();else{k=pOb(e<<2)|0;f[l>>2]=k;f[l+8>>2]=e|-2147483648;f[l+4>>2]=m;j=c;break}}while(0);while(1){if((j|0)==(d|0))break;JFb(k,j);j=j+4|0;k=k+4|0}f[o>>2]=0;JFb(k,o);p=b[l+8+3>>0]|0;o=p<<24>>24<0;UOb(a,o?f[l>>2]|0:l,o?f[l+4>>2]|0:p&255)|0;NOb(l);break}if((h-n|0)>>>0<m>>>0)TOb(a,h,n+m-h|0,n,n,0,0);if((b[p>>0]|0)<0)e=f[a>>2]|0;else e=a;e=e+(n<<2)|0;while(1){if((c|0)==(d|0))break;JFb(e,c);e=e+4|0;c=c+4|0}f[o>>2]=0;JFb(e,o);c=n+m|0;if((b[p>>0]|0)<0){f[a+4>>2]=c;break}else{b[p>>0]=c;break}}while(0);u=q;return a|0}function tKb(a,b,c){a=a|0;b=b|0;c=c|0;return b>>>0<=a>>>0&a>>>0<c>>>0|0}function uKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){c=XFb(c,262632)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+8+3|0;if((b[a>>0]|0)<0){d=f[k>>2]|0;f[m>>2]=0;JFb(d,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+8+3|0;if((b[a>>0]|0)<0){k=f[j>>2]|0;f[m>>2]=0;JFb(k,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[e>>2]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[g>>2]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+8+3|0;if((b[a>>0]|0)<0){h=f[i>>2]|0;f[m>>2]=0;JFb(h,m);f[i+4>>2]=0}else{f[m>>2]=0;JFb(i,m);b[a>>0]=0}ROb(i,0);f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}else{c=XFb(c,262624)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+8+3|0;if((b[a>>0]|0)<0){d=f[k>>2]|0;f[m>>2]=0;JFb(d,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+8+3|0;if((b[a>>0]|0)<0){k=f[j>>2]|0;f[m>>2]=0;JFb(k,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[e>>2]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[g>>2]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+8+3|0;if((b[a>>0]|0)<0){h=f[i>>2]|0;f[m>>2]=0;JFb(h,m);f[i+4>>2]=0}else{f[m>>2]=0;JFb(i,m);b[a>>0]=0}ROb(i,0);f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}f[l>>2]=a;u=o;return}function vKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?4:g;h=(f[b>>2]|0)-d>>2;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+(h<<2);f[c>>2]=(f[a>>2]|0)+(g>>>2<<2);return}function wKb(a){a=a|0;DFb(a);return}function xKb(a){a=a|0;DFb(a);sOb(a);return}function yKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;F=u;u=u+384|0;q=F+8|0;j=F;a=F+284|0;k=F+72|0;i=F+184|0;E=F+68|0;r=F+180|0;s=F+177|0;t=F+176|0;B=F+56|0;C=F+44|0;D=F+32|0;n=F+28|0;o=F+76|0;v=F+24|0;w=F+16|0;x=F+20|0;f[k>>2]=a;p[q>>3]=h;a=XAb(a,100,254334,q)|0;if(a>>>0>99){a=_Fb()|0;p[j>>3]=h;a=qHb(k,a,254334,j)|0;i=f[k>>2]|0;if(!i)uOb();j=_zb(a)|0;if(!j)uOb();else{y=j;A=a;H=j;I=i}}else{y=i;A=a;H=0;I=0}vEb(E,e);m=XFb(E,260896)|0;l=f[k>>2]|0;Tg[f[(f[m>>2]|0)+32>>2]&15](m,l,l+A|0,y)|0;if(!A)l=0;else l=(b[f[k>>2]>>0]|0)==45;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[C+(a<<2)>>2]=0;a=a+1|0}f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[D+(a<<2)>>2]=0;a=a+1|0}AKb(d,l,E,r,s,t,B,C,D,n);k=f[n>>2]|0;if((A|0)>(k|0)){i=b[D+11>>0]|0;j=b[C+11>>0]|0;a=1;i=(i<<24>>24<0?f[D+4>>2]|0:i&255)+(A-k<<1)|0;j=j<<24>>24<0?f[C+4>>2]|0:j&255}else{j=b[D+11>>0]|0;i=b[C+11>>0]|0;a=2;i=i<<24>>24<0?f[C+4>>2]|0:i&255;j=j<<24>>24<0?f[D+4>>2]|0:j&255}a=j+k+i+a|0;if(a>>>0>100){a=_zb(a)|0;if(!a)uOb();else{z=a;G=a}}else{z=o;G=0}BKb(z,v,w,f[e+4>>2]|0,y,y+A|0,m,l,r,b[s>>0]|0,b[t>>0]|0,B,C,D,k);f[x>>2]=f[c>>2];c=f[v>>2]|0;a=f[w>>2]|0;f[q>>2]=f[x>>2];a=n3a(q,z,c,a,e,g)|0;if(G|0)$zb(G);zOb(D);zOb(C);zOb(B);YFb(E);if(H|0)$zb(H);if(I|0)$zb(I);u=F;return a|0}function zKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+176|0;p=D+56|0;C=D+52|0;v=D+164|0;w=D+161|0;x=D+160|0;z=D+40|0;A=D+28|0;B=D+16|0;l=D+12|0;n=D+60|0;q=D+8|0;r=D+4|0;s=D;vEb(C,e);t=XFb(C,260896)|0;i=h+11|0;o=b[i>>0]|0;a=o<<24>>24<0;j=h+4|0;if(!((a?f[j>>2]|0:o&255)|0))o=0;else{o=b[(a?f[h>>2]|0:h)>>0]|0;o=o<<24>>24==(Rg[f[(f[t>>2]|0)+28>>2]&255](t,45)|0)<<24>>24};f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}AKb(d,o,C,v,w,x,z,A,B,l);k=b[i>>0]|0;m=k<<24>>24<0;k=m?f[j>>2]|0:k&255;j=f[l>>2]|0;if((k|0)>(j|0)){i=b[B+11>>0]|0;d=b[A+11>>0]|0;a=1;i=(i<<24>>24<0?f[B+4>>2]|0:i&255)+(k-j<<1)|0;d=d<<24>>24<0?f[A+4>>2]|0:d&255}else{d=b[B+11>>0]|0;i=b[A+11>>0]|0;a=2;i=i<<24>>24<0?f[A+4>>2]|0:i&255;d=d<<24>>24<0?f[B+4>>2]|0:d&255}a=d+j+i+a|0;if(a>>>0>100){a=_zb(a)|0;if(!a)uOb();else{y=a;E=a}}else{y=n;E=0}h=m?f[h>>2]|0:h;BKb(y,q,r,f[e+4>>2]|0,h,h+k|0,t,o,v,b[w>>0]|0,b[x>>0]|0,z,A,B,j);f[s>>2]=f[c>>2];h=f[q>>2]|0;a=f[r>>2]|0;f[p>>2]=f[s>>2];a=n3a(p,y,h,a,e,g)|0;if(E|0)$zb(E);zOb(B);zOb(A);zOb(z);YFb(C);u=D;return a|0}function AKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p+12|0;o=p;if(a){m=XFb(d,262616)|0;if(c){oh[f[(f[m>>2]|0)+44>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+32>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}else{oh[f[(f[m>>2]|0)+40>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+28>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}a=Pg[f[(f[m>>2]|0)+12>>2]&1023](m)|0;b[g>>0]=a;a=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;b[h>>0]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](o,m);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[n>>0]=0;rEb(a,n);f[i+4>>2]=0;a=i}else{b[n>>0]=0;rEb(i,n);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);oh[f[(f[d>>2]|0)+24>>2]&1023](o,m);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[n>>0]=0;rEb(a,n);f[j+4>>2]=0;a=j}else{b[n>>0]=0;rEb(j,n);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);a=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0}else{m=XFb(d,262608)|0;if(c){oh[f[(f[m>>2]|0)+44>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+32>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}else{oh[f[(f[m>>2]|0)+40>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+28>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}a=Pg[f[(f[m>>2]|0)+12>>2]&1023](m)|0;b[g>>0]=a;a=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;b[h>>0]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](o,m);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[n>>0]=0;rEb(a,n);f[i+4>>2]=0;a=i}else{b[n>>0]=0;rEb(i,n);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);oh[f[(f[d>>2]|0)+24>>2]&1023](o,m);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[n>>0]=0;rEb(a,n);f[j+4>>2]=0;a=j}else{b[n>>0]=0;rEb(j,n);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);a=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0}f[l>>2]=a;u=p;return}function BKb(a,c,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;f[e>>2]=a;z=q+11|0;H=q+4|0;A=p+11|0;B=p+4|0;C=(g&512|0)==0;D=j+8|0;E=(r|0)>0;F=o+11|0;G=o+4|0;y=0;while(1){if((y|0)==4)break;a:do switch(b[l+y>>0]|0){case 0:{f[c>>2]=f[e>>2];break}case 1:{f[c>>2]=f[e>>2];w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,32)|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w;break}case 3:{x=b[z>>0]|0;s=x<<24>>24<0;if((s?f[H>>2]|0:x&255)|0){w=b[(s?f[q>>2]|0:q)>>0]|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w}break}case 2:{t=b[A>>0]|0;s=t<<24>>24<0;t=s?f[B>>2]|0:t&255;if(!(C|(t|0)==0)){x=s?f[p>>2]|0:p;u=x+t|0;s=f[e>>2]|0;t=x;while(1){if((t|0)==(u|0))break;b[s>>0]=b[t>>0]|0;s=s+1|0;t=t+1|0}f[e>>2]=s}break}case 4:{t=f[e>>2]|0;h=k?h+1|0:h;u=h;while(1){if(u>>>0>=i>>>0)break;s=b[u>>0]|0;if(s<<24>>24<=-1)break;if(!(d[(f[D>>2]|0)+(s<<24>>24<<1)>>1]&2048))break;u=u+1|0}if(E){v=r;while(1){s=(v|0)>0;if(!(u>>>0>h>>>0&s))break;x=u+-1|0;s=b[x>>0]|0;w=f[e>>2]|0;f[e>>2]=w+1;b[w>>0]=s;v=v+-1|0;u=x}if(s)w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,48)|0;else w=0;s=v;while(1){v=f[e>>2]|0;f[e>>2]=v+1;if((s|0)<=0)break;b[v>>0]=w;s=s+-1|0}b[v>>0]=m}b:do if((u|0)==(h|0)){w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,48)|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w}else{x=b[F>>0]|0;s=x<<24>>24<0;if(!((s?f[G>>2]|0:x&255)|0)){w=-1;v=0;x=0}else{w=b[(s?f[o>>2]|0:o)>>0]|0;v=0;x=0}while(1){if((u|0)==(h|0))break b;if((x|0)==(w|0)){w=f[e>>2]|0;f[e>>2]=w+1;b[w>>0]=n;v=v+1|0;w=b[F>>0]|0;s=w<<24>>24<0;if(v>>>0<(s?f[G>>2]|0:w&255)>>>0){w=b[(s?f[o>>2]|0:o)+v>>0]|0;w=w<<24>>24==127?-1:w<<24>>24;s=0}else{w=x;s=0}}else s=x;I=u+-1|0;J=b[I>>0]|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=J;x=s+1|0;u=I}}while(0);s=f[e>>2]|0;if((t|0)!=(s|0))while(1){s=s+-1|0;if(t>>>0>=s>>>0)break a;J=b[t>>0]|0;b[t>>0]=b[s>>0]|0;b[s>>0]=J;t=t+1|0}break}default:{}}while(0);y=y+1|0}h=b[z>>0]|0;s=h<<24>>24<0;h=s?f[H>>2]|0:h&255;if(h>>>0>1){J=s?f[q>>2]|0:q;t=J+h|0;s=f[e>>2]|0;h=J;while(1){h=h+1|0;if((h|0)==(t|0))break;b[s>>0]=b[h>>0]|0;s=s+1|0}f[e>>2]=s}switch((g&176)<<24>>24){case 32:{f[c>>2]=f[e>>2];break}case 16:break;default:f[c>>2]=a}return}function CKb(a){a=a|0;DFb(a);return}function DKb(a){a=a|0;DFb(a);sOb(a);return}function EKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;F=u;u=u+1008|0;q=F+8|0;j=F;a=F+896|0;k=F+888|0;i=F+488|0;E=F+480|0;r=F+892|0;s=F+476|0;t=F+472|0;B=F+460|0;C=F+448|0;D=F+436|0;n=F+432|0;o=F+32|0;v=F+24|0;w=F+16|0;x=F+20|0;f[k>>2]=a;p[q>>3]=h;a=XAb(a,100,254334,q)|0;if(a>>>0>99){a=_Fb()|0;p[j>>3]=h;a=qHb(k,a,254334,j)|0;i=f[k>>2]|0;if(!i)uOb();j=_zb(a<<2)|0;if(!j)uOb();else{y=j;A=a;H=j;I=i}}else{y=i;A=a;H=0;I=0}vEb(E,e);m=XFb(E,260928)|0;l=f[k>>2]|0;Tg[f[(f[m>>2]|0)+48>>2]&15](m,l,l+A|0,y)|0;if(!A)l=0;else l=(b[f[k>>2]>>0]|0)==45;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[C+(a<<2)>>2]=0;a=a+1|0}f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[D+(a<<2)>>2]=0;a=a+1|0}IKb(d,l,E,r,s,t,B,C,D,n);k=f[n>>2]|0;if((A|0)>(k|0)){i=b[D+8+3>>0]|0;j=b[C+8+3>>0]|0;a=1;i=(i<<24>>24<0?f[D+4>>2]|0:i&255)+(A-k<<1)|0;j=j<<24>>24<0?f[C+4>>2]|0:j&255}else{j=b[D+8+3>>0]|0;i=b[C+8+3>>0]|0;a=2;i=i<<24>>24<0?f[C+4>>2]|0:i&255;j=j<<24>>24<0?f[D+4>>2]|0:j&255}a=j+k+i+a|0;if(a>>>0>100){a=_zb(a<<2)|0;if(!a)uOb();else{z=a;G=a}}else{z=o;G=0}JKb(z,v,w,f[e+4>>2]|0,y,y+(A<<2)|0,m,l,r,f[s>>2]|0,f[t>>2]|0,B,C,D,k);f[x>>2]=f[c>>2];c=f[v>>2]|0;a=f[w>>2]|0;f[q>>2]=f[x>>2];a=EHb(q,z,c,a,e,g)|0;if(G|0)$zb(G);NOb(D);NOb(C);zOb(B);YFb(E);if(H|0)$zb(H);if(I|0)$zb(I);u=F;return a|0}function FKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+480|0;p=D+468|0;C=D+464|0;v=D+472|0;w=D+460|0;x=D+456|0;z=D+444|0;A=D+432|0;B=D+420|0;l=D+416|0;n=D+16|0;q=D+8|0;r=D+4|0;s=D;vEb(C,e);t=XFb(C,260928)|0;i=h+8+3|0;o=b[i>>0]|0;a=o<<24>>24<0;j=h+4|0;if(!((a?f[j>>2]|0:o&255)|0))o=0;else{o=f[(a?f[h>>2]|0:h)>>2]|0;o=(o|0)==(Rg[f[(f[t>>2]|0)+44>>2]&255](t,45)|0)};f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}IKb(d,o,C,v,w,x,z,A,B,l);k=b[i>>0]|0;m=k<<24>>24<0;k=m?f[j>>2]|0:k&255;j=f[l>>2]|0;if((k|0)>(j|0)){i=b[B+8+3>>0]|0;d=b[A+8+3>>0]|0;a=1;i=(i<<24>>24<0?f[B+4>>2]|0:i&255)+(k-j<<1)|0;d=d<<24>>24<0?f[A+4>>2]|0:d&255}else{d=b[B+8+3>>0]|0;i=b[A+8+3>>0]|0;a=2;i=i<<24>>24<0?f[A+4>>2]|0:i&255;d=d<<24>>24<0?f[B+4>>2]|0:d&255}a=d+j+i+a|0;if(a>>>0>100){a=_zb(a<<2)|0;if(!a)uOb();else{y=a;E=a}}else{y=n;E=0}h=m?f[h>>2]|0:h;JKb(y,q,r,f[e+4>>2]|0,h,h+(k<<2)|0,t,o,v,f[w>>2]|0,f[x>>2]|0,z,A,B,j);f[s>>2]=f[c>>2];h=f[q>>2]|0;a=f[r>>2]|0;f[p>>2]=f[s>>2];a=EHb(p,y,h,a,e,g)|0;if(E|0)$zb(E);NOb(B);NOb(A);zOb(z);YFb(C);u=D;return a|0}function GKb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;H=f[a+528>>2]|0;B=f[a+536>>2]|0;r=f[a+560>>2]|0;n=f[a+576>>2]|0;C=f[a+584>>2]|0;E=f[a+592>>2]|0;F=f[a+600>>2]|0;I=f[a+888>>2]|0;l=f[a+896>>2]|0;y=f[a+912>>2]|0;k=f[a+1488>>2]|0;m=f[a+1520>>2]|0;s=f[a+2016>>2]|0;J=f[a+2104>>2]|0;K=f[a+2112>>2]|0;G=f[a+2120>>2]|0;a:{if(K){K=0;switch(G|0){case 3:{j=b[k>>0]|0;j=j<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:j&255;c=b[m>>0]|0;c=c<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:c&255;if((j|0)==(0-c|0))y=I;else{e=f[H>>2]|0;g=f[e+12>>2]|0;i=(g|0)==(f[e+16>>2]|0);if((j|0)==0|(c|0)==0){if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;c=c&255;if(!j){if((b[((b[m>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>0]|0)!=c<<24>>24){y=I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}b[n>>0]=1;y=b[m>>0]|0;y=(y<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:y&255)>>>0>1?a+20|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if((b[((b[k>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>0]|0)!=c<<24>>24){b[n>>0]=1;y=I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}y=b[k>>0]|0;y=(y<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:y&255)>>>0>1?a+32|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;e=f[H>>2]|0;g=f[(e+12|0)>>2]|0;i=(g|0)==(f[e+16>>2]|0);if((b[((b[k>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>0]|0)==(c&255)<<24>>24){if(i)Pg[f[(f[e>>2]|0)+40>>2]&1023](e)|0;else{f[(e+12|0)>>2]=g+1;DDb(b[g>>0]|0)|0}y=b[k>>0]|0;y=(y<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:y&255)>>>0>1?a+32|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;if((b[((b[m>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>0]|0)!=(c&255)<<24>>24){J=103;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}b[n>>0]=1;y=b[m>>0]|0;y=(y<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:y&255)>>>0>1?a+20|0:I}break}default:K=1}}if(K){K=0;switch(G|0){case 2:{if(!(l>>>0<2|(I|0)!=0))if(!((r&512|0)!=0|(l|0)==2&(b[((a+500|0)+3|0)>>0]|0)!=0)){y=0;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}e=b[((a+44|0)+11|0)>>0]|0;c=f[(a+44|0)>>2]|0;n=e<<24>>24<0?c:a+44|0;b:do if(!l){j=s;g=n;i=s}else if((h[(a+500|0)+(l+-1)>>0]|0)<2){g=n+(e<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:e&255)|0;m=n;while(1){i=m;if((g|0)==(i|0))break;j=b[i>>0]|0;if(j<<24>>24<=-1)break;if(!(d[(f[(C+8|0)>>2]|0)+(j<<24>>24<<1)>>1]&8192))break;m=i+1|0}g=m-n|0;i=b[((a+8|0)+11|0)>>0]|0;j=f[((a+8|0)+4|0)>>2]|0;if(g>>>0>(i<<24>>24<0?j:i&255)>>>0){j=s;g=n;i=s}else{L=f[(a+8|0)>>2]|0;l=(i<<24>>24<0?L:a+8|0)+(i<<24>>24<0?j:i&255)|0;k=n;g=(i<<24>>24<0?L+j|0:(a+8|0)+(i&255)|0)+(0-g)|0;while(1){if((g|0)==(l|0)){j=s;g=m;i=s;break b}if((b[g>>0]|0)!=(b[k>>0]|0)){j=s;g=n;i=s;break b}k=k+1|0;g=g+1|0}}}else{j=s;g=n;i=s}while(0);c:while(1){L=e<<24>>24<0;c=(L?c:a+44|0)+(L?f[((a+44|0)+4|0)>>2]|0:e&255)|0;if((c|0)==(g|0))break;c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!i){p=j;J=132}else{c=f[i+12>>2]|0;if((c|0)==(f[i+16>>2]|0))c=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;p=0;J=132;break}else if(e^(j|0)==0){o=j;q=j;break}else{c=g;break c}}while(0);if((J|0)==132){J=0;if(e){c=g;break}else{o=p;q=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((b[g>>0]|0)!=(c&255)<<24>>24){c=g;break}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}j=o;g=g+1|0;e=b[((a+44|0)+11|0)>>0]|0;c=f[(a+44|0)>>2]|0;i=q}if(r&512){L=b[((a+44|0)+11|0)>>0]|0;if(((L<<24>>24<0?f[(a+44|0)>>2]|0:a+44|0)+(L<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:L&255)|0)==(c|0))y=I;else{J=144;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}else y=I;break}default:K=1}}if(K){K=0;switch(G|0){case 4:{j=0;g=s;i=s;d:while(1){c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!i){u=g;J=158}else{c=f[i+12>>2]|0;if((c|0)==(f[i+16>>2]|0))c=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;u=0;J=158;break}else if(e^(g|0)==0){v=g;w=g;break}else break d}while(0);if((J|0)==158){J=0;if(e){g=u;break}else{v=u;w=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;e=c&255;if(e<<24>>24>-1)if(!(d[(f[(C+8|0)>>2]|0)+(c<<24>>24<<1)>>1]&2048))J=168;else{c=f[F>>2]|0;if((c|0)==(f[(a+88|0)>>2]|0)){lKb(E,F,a+88|0);c=f[F>>2]|0}f[F>>2]=c+1;b[c>>0]=e;t=j+1|0}else J=168;if((J|0)==168){J=0;L=b[((a+56|0)+11|0)>>0]|0;if(!((b[(a+496|0)>>0]|0)==e<<24>>24&(j|0?((L<<24>>24<0?f[((a+56|0)+4|0)>>2]|0:L&255)|0)!=0:0))){g=v;break}c=f[(a+72|0)>>2]|0;if((c|0)==(f[(a+68|0)>>2]|0)){mKb(a+80|0,a+72|0,a+68|0);c=f[(a+72|0)>>2]|0}f[(a+72|0)>>2]=c+4;f[c>>2]=j;t=0}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;j=t;g=v;i=w;continue}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;j=t;g=v;i=w;continue}}c=f[(a+72|0)>>2]|0;if(j|0?(f[(a+80|0)>>2]|0)!=(c|0):0){if((c|0)==(f[(a+68|0)>>2]|0)){mKb(a+80|0,a+72|0,a+68|0);c=f[(a+72|0)>>2]|0}f[(a+72|0)>>2]=c+4;f[c>>2]=j}e:do if((f[(a+4|0)>>2]|0)>0){c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!g)J=193;else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;J=193;break}else if(e){x=g;break}else{J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}while(0);if((J|0)==193){J=0;if(e){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else x=0}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((b[(a+497|0)>>0]|0)!=(c&255)<<24>>24){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;i=x;g=x}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;i=x;g=x}while(1){if((f[(a+4|0)>>2]|0)<=0)break e;c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!g){z=i;J=216}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;z=0;J=216;break}else if(e^(i|0)==0){A=i;D=i;break}else{J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}while(0);if((J|0)==216){J=0;if(e){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else{A=z;D=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((c&255)<<24>>24<=-1){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}if(!(d[(f[(C+8|0)>>2]|0)+(c<<24>>24<<1)>>1]&2048)){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}if((f[F>>2]|0)==(f[(a+88|0)>>2]|0))lKb(E,F,a+88|0);c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;e=f[F>>2]|0;f[F>>2]=e+1;b[e>>0]=c;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+-1;c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;i=A;g=D;continue}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;i=A;g=D;continue}}}while(0);if((f[F>>2]|0)==(f[E>>2]|0)){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else y=I;break}default:K=1}}if(K){K=0;switch(G|0){default:y=I}}}f[a+912>>2]=y;f[a+2104>>2]=J;f[a+2112>>2]=K}function HKb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;I=f[a+528>>2]|0;C=f[a+536>>2]|0;s=f[a+560>>2]|0;m=f[a+576>>2]|0;D=f[a+584>>2]|0;F=f[a+592>>2]|0;G=f[a+600>>2]|0;J=f[a+888>>2]|0;k=f[a+896>>2]|0;z=f[a+912>>2]|0;j=f[a+1512>>2]|0;l=f[a+1560>>2]|0;t=f[a+1624>>2]|0;u=f[a+2040>>2]|0;K=f[a+2128>>2]|0;L=f[a+2136>>2]|0;H=f[a+2144>>2]|0;a:{if(L){L=0;switch(H|0){case 3:{i=b[j>>0]|0;i=i<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:i&255;c=b[l>>0]|0;c=c<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:c&255;if((i|0)==(0-c|0))z=J;else{d=f[I>>2]|0;e=f[d+12>>2]|0;g=(e|0)==(f[d+16>>2]|0);if((i|0)==0|(c|0)==0){if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;if(!i){if((c|0)!=(f[((b[l>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>2]|0)){z=J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}b[m>>0]=1;z=b[l>>0]|0;z=(z<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:z&255)>>>0>1?a+20|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if((c|0)!=(f[((b[j>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>2]|0)){b[m>>0]=1;z=J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}z=b[j>>0]|0;z=(z<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:z&255)>>>0>1?a+32|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;d=f[I>>2]|0;e=f[(d+12|0)>>2]|0;g=(e|0)==(f[d+16>>2]|0);if((c|0)==(f[((b[j>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>2]|0)){if(g)Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0}z=b[j>>0]|0;z=(z<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:z&255)>>>0>1?a+32|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;if((c|0)!=(f[((b[l>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>2]|0)){K=101;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}b[m>>0]=1;z=b[l>>0]|0;z=(z<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:z&255)>>>0>1?a+20|0:J}break}default:L=1}}if(L){L=0;switch(H|0){case 2:{if(!(k>>>0<2|(J|0)!=0))if(!((s&512|0)!=0|(k|0)==2&(b[((a+504|0)+3|0)>>0]|0)!=0)){z=0;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}e=b[t>>0]|0;c=f[(a+44|0)>>2]|0;d=e<<24>>24<0?c:a+44|0;b:do if(!k){i=u;g=u}else if((h[(a+504|0)+(k+-1)>>0]|0)<2){k=d;while(1){m=e<<24>>24<0;d=k;if(((m?c:a+44|0)+((m?f[((a+44|0)+4|0)>>2]|0:e&255)<<2)|0)==(d|0)){n=e;o=c;break}if(!(Sg[f[(f[D>>2]|0)+12>>2]&255](D,8192,f[d>>2]|0)|0)){K=108;break}k=d+4|0;e=b[t>>0]|0;c=f[(a+44|0)>>2]|0}if((K|0)==108){K=0;n=b[t>>0]|0;o=f[(a+44|0)>>2]|0}d=n<<24>>24<0?o:a+44|0;c=k-d>>2;e=b[((a+8|0)+8+3|0)>>0]|0;g=f[((a+8|0)+4|0)>>2]|0;if(c>>>0>(e<<24>>24<0?g:e&255)>>>0){i=u;e=n;c=o;g=u}else{m=f[(a+8|0)>>2]|0;j=(e<<24>>24<0?m:a+8|0)+((e<<24>>24<0?g:e&255)<<2)|0;i=d;c=(e<<24>>24<0?m+(g<<2)|0:(a+8|0)+((e&255)<<2)|0)+(0-c<<2)|0;while(1){if((c|0)==(j|0)){i=u;d=k;e=n;c=o;g=u;break b}if((f[c>>2]|0)!=(f[i>>2]|0)){i=u;e=n;c=o;g=u;break b}i=i+4|0;c=c+4|0}}}else{i=u;g=u}while(0);c:while(1){o=e<<24>>24<0;c=(o?c:a+44|0)+((o?f[((a+44|0)+4|0)>>2]|0:e&255)<<2)|0;e=d;if((c|0)==(e|0))break;c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!g){q=i;K=129}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;q=0;K=129;break}else if(d^(i|0)==0){p=i;r=i;break}else{c=e;break c}}while(0);if((K|0)==129){K=0;if(d){c=e;break}else{p=q;r=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if((c|0)!=(f[e>>2]|0)){c=e;break}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}i=p;d=e+4|0;e=b[t>>0]|0;c=f[(a+44|0)>>2]|0;g=r}if(s&512){t=b[t>>0]|0;if(((t<<24>>24<0?f[(a+44|0)>>2]|0:a+44|0)+((t<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:t&255)<<2)|0)==(c|0))z=J;else{K=141;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}else z=J;break}default:L=1}}if(L){L=0;switch(H|0){case 4:{i=0;e=u;g=u;d:while(1){c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!g){v=e;K=155}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;v=0;K=155;break}else if(d^(e|0)==0){w=e;x=e;break}else break d}while(0);if((K|0)==155){K=0;if(d){e=v;break}else{w=v;x=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))d=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else d=VDb(f[d>>2]|0)|0;if(Sg[f[(f[D>>2]|0)+12>>2]&255](D,2048,d)|0){c=f[G>>2]|0;if((c|0)==(f[(a+96|0)>>2]|0)){vKb(F,G,a+96|0);c=f[G>>2]|0}f[G>>2]=c+4;f[c>>2]=d;c=i+1|0}else{u=b[((a+56|0)+11|0)>>0]|0;if(!((d|0)==(f[(a+68|0)>>2]|0)&(i|0?((u<<24>>24<0?f[((a+56|0)+4|0)>>2]|0:u&255)|0)!=0:0))){e=w;break}c=f[(a+80|0)>>2]|0;if((c|0)==(f[(a+76|0)>>2]|0)){mKb(a+88|0,a+80|0,a+76|0);c=f[(a+80|0)>>2]|0}f[(a+80|0)>>2]=c+4;f[c>>2]=i;c=0}d=f[I>>2]|0;e=f[(d+12|0)>>2]|0;if((e|0)==(f[d+16>>2]|0)){Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;i=c;e=w;g=x;continue}else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0;i=c;e=w;g=x;continue}}c=f[(a+80|0)>>2]|0;if(i|0?(f[(a+88|0)>>2]|0)!=(c|0):0){if((c|0)==(f[(a+76|0)>>2]|0)){mKb(a+88|0,a+80|0,a+76|0);c=f[(a+80|0)>>2]|0}f[(a+80|0)>>2]=c+4;f[c>>2]=i}e:do if((f[(a+4|0)>>2]|0)>0){c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!e)K=189;else{c=f[e+12>>2]|0;if((c|0)==(f[e+16>>2]|0))c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;K=189;break}else if(d){y=e;break}else{K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}while(0);if((K|0)==189){K=0;if(d){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else y=0}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if((c|0)!=(f[(a+72|0)>>2]|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;g=y;e=y}else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0;g=y;e=y}while(1){if((f[(a+4|0)>>2]|0)<=0)break e;c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!e){A=g;K=212}else{c=f[e+12>>2]|0;if((c|0)==(f[e+16>>2]|0))c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;A=0;K=212;break}else if(d^(g|0)==0){B=g;E=g;break}else{K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}while(0);if((K|0)==212){K=0;if(d){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else{B=A;E=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[D>>2]|0)+12>>2]&255](D,2048,c)|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}if((f[G>>2]|0)==(f[(a+96|0)>>2]|0))vKb(F,G,a+96|0);c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;d=f[G>>2]|0;f[G>>2]=d+4;f[d>>2]=c;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+-1;c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;g=B;e=E;continue}else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0;g=B;e=E;continue}}}while(0);if((f[G>>2]|0)==(f[F>>2]|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else z=J;break}default:L=1}}if(L){L=0;switch(H|0){default:z=J}}}f[a+912>>2]=z;f[a+2128>>2]=K;f[a+2136>>2]=L}
+function hgb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+24|0;h=j;i=a+112|0;if(f[i>>2]|0){u=j;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200175,h,1);e=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[i>>2]=e;e=a+116|0;b=f[e>>2]|0;f[e>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200214,h,1);e=a+120|0;k=f[g>>2]|0;c=g+4|0;l=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=k;k=a+124|0;b=f[k>>2]|0;f[k>>2]=l;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=Jvb(f[i>>2]|0,237506)|0;f[a+136>>2]=l;l=Jvb(f[e>>2]|0,237506)|0;f[a+140>>2]=l;l=Kvb(f[e>>2]|0,200255)|0;f[a+144>>2]=l;l=Kvb(f[e>>2]|0,200272)|0;f[a+148>>2]=l;l=Kvb(f[e>>2]|0,200288)|0;f[a+152>>2]=l;l=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,f[f[i>>2]>>2]|0)|0;kf(Kvb(f[i>>2]|0,240573)|0,1.0,1.0,1.0,1.0);bwb(258928,l)|0;u=j;return}function igb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+192|0;j=o;m=o+48|0;g=o+36|0;h=o+24|0;i=a+128|0;if(f[i>>2]|0){u=o;return}n=m+4|0;f[m>>2]=15100;k=m+56|0;f[k>>2]=15120;tEb(m+56|0,n);f[m+128>>2]=0;f[m+132>>2]=-1;f[m>>2]=39656;f[m+56>>2]=39676;xEb(n);f[n>>2]=39692;l=m+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[m+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(n,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);d=m3a(m,200306,26)|0;switch(b[a+25>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}d=m3a(m3a(d,c,pAb(c)|0)|0,200371,28)|0;switch(b[a+24>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}d=m3a(m3a(d,c,pAb(c)|0)|0,200400,33)|0;switch(b[a+26>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}m3a(m3a(d,c,pAb(c)|0)|0,200434,22)|0;l3a(h,n);fhb(g,h);e=j+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[e>>2]=d;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);Evb(h,237430,200457,j,1);c=f[h>>2]|0;d=h+4|0;g=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[i>>2]=c;h=a+132|0;c=f[h>>2]|0;f[h>>2]=g;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[i>>2]|0,237506)|0;f[a+156>>2]=c;c=Kvb(f[i>>2]|0,200503)|0;f[a+164>>2]=c;c=Kvb(f[i>>2]|0,200255)|0;f[a+168>>2]=c;c=Kvb(f[i>>2]|0,200272)|0;f[a+172>>2]=c;c=Kvb(f[i>>2]|0,200525)|0;f[a+160>>2]=c;c=f[64756]|0;bwb(258928,f[f[i>>2]>>2]|0)|0;df(Kvb(f[i>>2]|0,200539)|0,0);df(Kvb(f[i>>2]|0,237525)|0,1);df(Kvb(f[i>>2]|0,237534)|0,2);df(Kvb(f[i>>2]|0,200549)|0,3);df(Kvb(f[i>>2]|0,200564)|0,4);bwb(258928,c)|0;c=f[e>>2]|0;if((j|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[m>>2]=39656;f[k>>2]=39676;f[n>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(n);kEb(m,39752);jDb(k);u=o;return}function jgb(a,c){a=a|0;c=c|0;var d=0;d=a+26|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function kgb(a,c){a=a|0;c=c|0;var d=0;d=a+24|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function lgb(a,c){a=a|0;c=c|0;var d=0;d=a+25|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function mgb(a){a=a|0;var b=0,c=0;f[a>>2]=0;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+8>>2]=0;c=a+12|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ngb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;m=n;i=n+48|0;l=n+60|0;j=n+36|0;k=n+24|0;if(f[c>>2]|0){u=n;return}a=pOb(32)|0;f[k>>2]=a;f[k+8>>2]=-2147483616;f[k+4>>2]=18;e=a;g=200578;h=e+18|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));b[a+18>>0]=0;g=KOb(k,d)|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;g=KOb(j,245100)|0;f[l>>2]=f[g>>2];f[l+4>>2]=f[g+4>>2];f[l+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;fhb(i,l);g=m+16|0;d=pOb(16)|0;f[d>>2]=40592;h=d+4|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[g>>2]=d;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);Evb(l,237430,200597,m,1);a=f[l>>2]|0;e=l+4|0;k=f[e>>2]|0;f[l>>2]=0;f[e>>2]=0;f[c>>2]=a;l=c+4|0;a=f[l>>2]|0;f[l>>2]=k;if(a|0){iOb(a);a=f[e>>2]|0;if(a|0)iOb(a)}a=Jvb(f[c>>2]|0,237506)|0;f[c+8>>2]=a;a=Kvb(f[c>>2]|0,240573)|0;f[c+12>>2]=a;a=Kvb(f[c>>2]|0,200525)|0;f[c+16>>2]=a;bwb(258928,f[f[c>>2]>>2]|0)|0;df(Kvb(f[c>>2]|0,201322)|0,0);a=f[g>>2]|0;if((m|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);u=n;return}function ogb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0;g=u;u=u+16|0;e=g;switch(b<<24>>24){case 3:{b=200342;d=a+176|0;break}case 1:{b=200362;d=a+216|0;break}case 2:{b=200351;d=a+196|0;break}default:{b=200333;d=a+236|0}}ngb(0,d,b);bwb(258928,f[f[d>>2]>>2]|0)|0;b=f[d+12>>2]|0;h=+n[c+12>>2];j=h*+n[c+4>>2];i=h*+n[c+8>>2];n[e>>2]=+n[c>>2]*h;n[e+4>>2]=j;n[e+8>>2]=i;n[e+12>>2]=h;lf(b|0,1,e|0);bf(f[d+16>>2]|0,+(+n[a+108>>2]));Ygb(f[d+8>>2]|0);u=g;return}function pgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+80|0;n=o;i=o+48|0;l=o+60|0;j=o+36|0;k=o+24|0;m=a+256|0;if(f[m>>2]|0){u=o;return}switch(b[a+26>>0]|0){case 3:{c=200342;break}case 1:{c=200362;break}case 2:{c=200351;break}default:c=200333}d=pOb(32)|0;f[k>>2]=d;f[k+8>>2]=-2147483616;f[k+4>>2]=18;e=d;g=200578;h=e+18|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));b[d+18>>0]=0;e=KOb(k,c)|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=KOb(j,245100)|0;f[l>>2]=f[e>>2];f[l+4>>2]=f[e+4>>2];f[l+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;fhb(i,l);e=n+16|0;h=pOb(16)|0;f[h>>2]=40592;g=h+4|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[e>>2]=h;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);Evb(l,237430,200457,n,1);c=f[l>>2]|0;d=l+4|0;k=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[m>>2]=c;l=a+260|0;c=f[l>>2]|0;f[l>>2]=k;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[m>>2]|0,237506)|0;f[a+264>>2]=c;c=Kvb(f[m>>2]|0,240573)|0;f[a+268>>2]=c;c=Kvb(f[m>>2]|0,200525)|0;f[a+272>>2]=c;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0);df(Kvb(f[m>>2]|0,237534)|0,1);df(Kvb(f[m>>2]|0,200549)|0,2);df(Kvb(f[m>>2]|0,200564)|0,3);c=f[e>>2]|0;if((n|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);u=o;return}function qgb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0;H=0;I=u;u=u+1296|0;E=f[c>>2]|0;if(!E){u=I;return}F=(f[E+4>>2]|0)+8|0;if(!(f[F>>2]|0)){u=I;return}i=f[d>>2]|0;if(!i){A=0;B=0;C=0;D=0;G=0;H=10}else if(!(f[i+72>>2]|0)){A=0;B=0;C=0;D=0;G=0;H=10}else{o=f[i+4>>2]|0;m=f[o+8>>2]|0;o=f[o+12>>2]|0;if(o){gOb(o);i=f[d>>2]|0}j=f[i+72>>2]|0;i=f[i+76>>2]|0;if(i|0)gOb(i);if((j|0)!=0&((m|0)!=0&(f[(E+72|0)>>2]|0)!=0)){A=j;B=m;C=i;D=o;G=1;H=10}else{k=i;l=o}}if((H|0)==10){i=f[(a+16|0)>>2]|0;if(!i){Xgb(I+152|0);i=f[(I+152|0)>>2]|0;z=f[((I+152|0)+4|0)>>2]|0;f[(I+152|0)>>2]=0;f[((I+152|0)+4|0)>>2]=0;f[(a+16|0)>>2]=i;i=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=z;if(i|0){iOb(i);i=f[((I+152|0)+4|0)>>2]|0;if(i|0)iOb(i)}i=f[(a+16|0)>>2]|0}z=f[64754]|0;Yvb(258928,f[i>>2]|0)|0;j=f[64756]|0;k=f[64747]|0;nvb(I+88|0);l=b[259206]|0;Hwb(258928,0)|0;m=b[259052]|0;kwb(258928,0)|0;o=f[64773]|0;p=f[64775]|0;q=f[64774]|0;r=f[64776]|0;s=b[259204]|0;Fwb(258928,0)|0;t=+n[64765];v=+n[64766];w=+n[64767];x=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;do{y=1;if(y){y=0;if(h){hgb(a);if(!(Kub(f[c>>2]|0,a)|0)){Cub(I+152|0,f[c>>2]|0,0,1);i=f[(I+152|0)>>2]|0;h=f[((I+152|0)+4|0)>>2]|0;f[(I+152|0)>>2]=0;f[((I+152|0)+4|0)>>2]=0;f[a>>2]=i;i=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=h;if(i|0){iOb(i);i=f[((I+152|0)+4|0)>>2]|0;if(i|0)iOb(i)}}i=f[F>>2]|0;Bhb(I+152|0,g,f[i+16>>2]|0,f[i+20>>2]|0);f[(I+80|0)>>2]=f[(I+152|0)>>2];i=f[(I+152|0)+4>>2]|0;f[((I+80|0)+4|0)>>2]=i;if(i|0)gOb(i);R=f[64795]|0;Q=f[64796]|0;P=f[64797]|0;O=f[64798]|0;N=f[64799]|0;M=f[64800]|0;Awb(258928,7680,7680,7680)|0;L=f[64787]|0;K=f[64790]|0;J=f[64788]|0;i=f[64791]|0;c=f[64789]|0;h=f[64792]|0;g=1;f[I+192>>2]=a;f[I+208>>2]=d;f[I+216>>2]=e;f[I+264>>2]=A;f[I+272>>2]=B;f[I+312>>2]=E;f[I+360>>2]=R;f[I+368>>2]=Q;f[I+376>>2]=P;f[I+384>>2]=O;f[I+392>>2]=N;f[I+400>>2]=M;f[I+408>>2]=L;f[I+416>>2]=K;f[I+424>>2]=J;f[I+432>>2]=i;f[I+440>>2]=c;f[I+448>>2]=h;f[I+496>>2]=F;f[I+1032>>2]=G;f[I+1224>>2]=H;f[I+1240>>2]=g;f[I+1248>>2]=0;f[I+1252>>2]=0;yjb(I)}else y=1}if(y)if(1){pwb(258928,1,771)|0;Fwb(258928,1)|0;if(G){pgb(a);Uvb(258928,3)|0;Vvb(258928,f[A+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[(f[(E+72|0)>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[B+8>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[F>>2]|0)+8>>2]|0)|0;bwb(258928,f[f[a+256>>2]>>2]|0)|0;R=f[a+268>>2]|0;S=+n[a+40>>2];U=S*+n[a+32>>2];T=S*+n[a+36>>2];n[(I+152|0)>>2]=+n[a+28>>2]*S;n[(I+152|0)+4>>2]=U;n[(I+152|0)+8>>2]=T;n[(I+152|0)+12>>2]=S;lf(R|0,1,I+152|0|0);bf(f[a+272>>2]|0,+(+n[a+108>>2]));Ygb(f[a+264>>2]|0);break}else{ngb(0,a+236|0,200333);Uvb(258928,0)|0;Vvb(258928,f[(f[F>>2]|0)+8>>2]|0)|0;ogb(a,b[a+26>>0]|0,a+28|0);break}}}while(0);mwb(258928,t,v,w,x)|0;Fwb(258928,s<<24>>24!=0)|0;owb(258928,o,p,q,r)|0;kwb(258928,m<<24>>24!=0)|0;Hwb(258928,l<<24>>24!=0)|0;ovb(I+88|0);Uvb(258928,k)|0;bwb(258928,j)|0;Yvb(258928,z)|0;k=C;l=D}if(k|0)iOb(k);if(!l){u=I;return}iOb(l);u=I;return}function rgb(a,b){a=a|0;b=+b;b=b<0.0?0.0:b;n[a+108>>2]=b>1.0?1.0:b;return}function sgb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;return}function tgb(a){a=a|0;var b=0,c=0;f[a+16>>2]=0;c=a+20|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+24>>2]=0;c=a+28|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ugb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;h=a+24|0;d=f[h>>2]|0;if(!d){xub(e);d=f[e>>2]|0;g=e+4|0;j=f[g>>2]|0;f[e>>2]=0;f[g>>2]=0;f[h>>2]=d;e=a+28|0;d=f[e>>2]|0;f[e>>2]=j;if(d|0){iOb(d);d=f[g>>2]|0;if(d|0)iOb(d)}d=f[h>>2]|0}if((uub(d+64|0)|0)==(b|0))if((vub((f[h>>2]|0)+64|0)|0)==(c|0)){u=i;return}Iub(f[h>>2]|0,b,c,0,0,0)|0;u=i;return}function vgb(a){a=a|0;var b=0;f[a+24>>2]=0;b=a+28|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function wgb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;c=f[b>>2]|0;e=a+16|0;if(!c){f[e>>2]=0;e=a+20|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=g;return}iOb(b);u=g;return}if(Kub(c,e)|0){u=g;return}Cub(d,f[b>>2]|0,0,1);b=f[d>>2]|0;c=d+4|0;h=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[e>>2]=b;e=a+20|0;b=f[e>>2]|0;f[e>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}u=g;return}function xgb(a,b){a=a|0;b=b|0;a=f[b>>2]|0;b=f[a+4>>2]|0;dwb(258928,f[a>>2]|0)|0;a=uub(b)|0;Tvb(258928,0,0,a,vub(b)|0)|0;return}function ygb(a,b,c){a=a|0;b=b|0;c=c|0;dwb(258928,f[f[b>>2]>>2]|0)|0;a=f[c>>2]|0;Tvb(258928,0,0,f[a+16>>2]|0,f[a+20>>2]|0)|0;Gub(f[b>>2]|0,0,c,3553,0);return}function zgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+224|0;o=t;p=t+188|0;q=t+40|0;e=t+200|0;n=t+24|0;m=t+176|0;k=a+8|0;if(f[k>>2]|0)if(f[a+16>>2]|0){u=t;return}r=f[64756]|0;f[p>>2]=0;s=p+4|0;f[s>>2]=0;f[p+8>>2]=0;l=a+56|0;c=f[l>>2]|0;if(!c){c=0;d=0}else{Sqa(p,c);c=f[p>>2]|0;d=f[s>>2]|0}_gb(d-c>>2,c);if(!(f[k>>2]|0)){h=q+4|0;f[q>>2]=15100;i=q+56|0;f[i>>2]=15120;tEb(q+56|0,h);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(h);f[h>>2]=39692;j=q+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(h,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);g=m3a(q,200838,19)|0;g=m3a(KEb(g,f[l>>2]|0)|0,200858,19)|0;g=KEb(g,(f[l>>2]|0)>>>1)|0;b[o>>0]=10;m3a(g,o,1)|0;l3a(n,h);fhb(e,n);g=o+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[g>>2]=d;if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);Evb(n,237430,200637,o,1);e=f[n>>2]|0;c=n+4|0;v=f[c>>2]|0;f[n>>2]=0;f[c>>2]=0;f[k>>2]=e;e=a+12|0;d=f[e>>2]|0;f[e>>2]=v;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}v=Jvb(f[k>>2]|0,237506)|0;f[a+24>>2]=v;v=Kvb(f[k>>2]|0,200924)|0;f[a+28>>2]=v;bwb(258928,f[f[k>>2]>>2]|0)|0;df(Kvb(f[k>>2]|0,201322)|0,0);v=Kvb(f[k>>2]|0,200935)|0;c=f[p>>2]|0;cf(v|0,(f[s>>2]|0)-c>>2|0,c|0);c=f[g>>2]|0;if((o|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[q>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(q,39752);jDb(i)}g=a+16|0;if(!(f[g>>2]|0)){h=q+4|0;f[q>>2]=15100;i=q+56|0;f[i>>2]=15120;tEb(q+56|0,h);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(h);f[h>>2]=39692;j=q+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(h,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);e=m3a(q,200838,19)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=m3a(KEb(e,(f[l>>2]|0)>>>1)|0,200687,17)|0;b[o>>0]=10;m3a(e,o,1)|0;l3a(n,h);fhb(m,n);e=o+16|0;v=pOb(16)|0;f[v>>2]=40592;l=v+4|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[e>>2]=v;if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);Evb(n,237430,200637,o,1);v=f[n>>2]|0;d=n+4|0;m=f[d>>2]|0;f[n>>2]=0;f[d>>2]=0;f[g>>2]=v;v=a+20|0;c=f[v>>2]|0;f[v>>2]=m;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}v=Jvb(f[g>>2]|0,237506)|0;f[a+32>>2]=v;v=Kvb(f[g>>2]|0,200924)|0;f[a+36>>2]=v;v=Kvb(f[g>>2]|0,200705)|0;f[a+40>>2]=v;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201322)|0,0);v=Kvb(f[g>>2]|0,200935)|0;c=f[p>>2]|0;cf(v|0,(f[s>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((o|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[q>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(q,39752);jDb(i)}c=f[p>>2]|0;if(c|0){d=f[s>>2]|0;if((d|0)!=(c|0))f[s>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}bwb(258928,r)|0;u=t;return}function Agb(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;w=u;u=u+48|0;v=w+20|0;k=w;t=a+44|0;if(+n[t>>2]<=0.0){u=w;return}if(!(f[a>>2]|0)){Xgb(v);s=f[v>>2]|0;c=v+4|0;r=f[c>>2]|0;f[v>>2]=0;f[c>>2]=0;f[a>>2]=s;s=a+4|0;h=f[s>>2]|0;f[s>>2]=r;if(h|0){iOb(h);c=f[c>>2]|0;if(c|0)iOb(c)}}zgb(a);o=b[259206]|0;Hwb(258928,0)|0;p=b[259052]|0;kwb(258928,0)|0;q=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;r=f[64756]|0;s=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Chb(v);m=a+56|0;do if((f[m>>2]|0)>>>0>1){y=e+16|0;z=e+20|0;Bhb(k,g,f[y>>2]|0,f[z>>2]|0);Ehb(v,k)|0;Ghb(k);i=+$gb(+n[a+52>>2],b[a+60>>0]|0,+(f[y>>2]|0),+(f[z>>2]|0));x=Hhb(v)|0;c=f[64758]|0;h=f[64759]|0;dwb(258928,f[f[x>>2]>>2]|0)|0;x=f[64743]|0;k=f[64744]|0;g=f[64745]|0;l=f[64746]|0;Tvb(258928,0,0,f[y>>2]|0,f[z>>2]|0)|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[e+8>>2]|0)|0;ef(f[a+28>>2]|0,+(i/+(f[y>>2]|0)),0.0);Ygb(f[a+24>>2]|0);Tvb(258928,x,k,g,l)|0;if((c|0)==(h|0)){dwb(258928,c)|0;break}else{ewb(258928,c)|0;fwb(258928,h)|0;break}}else i=1.0;while(0);c=f[64773]|0;h=f[64775]|0;k=f[64774]|0;g=f[64776]|0;pwb(258928,1,771)|0;l=b[259204]|0;Fwb(258928,1)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;if((f[m>>2]|0)>>>0>1){Vvb(258928,f[(f[v>>2]|0)+8>>2]|0)|0;ef(f[a+36>>2]|0,0.0,+(i/+(f[e+20>>2]|0)))}else Vvb(258928,f[e+8>>2]|0)|0;i=+n[t>>2];j=+n[a+48>>2];if(j>0.0)i=i*+ahb(0.0,j,90.0-+Q(+d)*57.295780181884766);bf(f[a+40>>2]|0,+i);Ygb(f[a+32>>2]|0);Fwb(258928,l<<24>>24!=0)|0;owb(258928,c,h,k,g)|0;Ghb(v);Vvb(258928,s)|0;bwb(258928,r)|0;Yvb(258928,q)|0;kwb(258928,p<<24>>24!=0)|0;Hwb(258928,o<<24>>24!=0)|0;u=w;return}function Bgb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+44|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Cgb(a,b){a=a|0;b=b|0;var c=0;b=b|1;c=a+56|0;if((f[c>>2]|0)==(b|0)){a=0;return a|0}f[c>>2]=b;f[a+8>>2]=0;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+16>>2]=0;a=a+20|0;b=f[a>>2]|0;f[a>>2]=0;if(!b){a=1;return a|0}iOb(b);a=1;return a|0}function Dgb(a,c,d){a=a|0;c=+c;d=d|0;var e=0;if(c<=0.0){e=0;return e|0}e=a+52|0;a=a+60|0;if(+n[e>>2]==c)if((b[a>>0]|0)==d<<24>>24){e=0;return e|0}n[e>>2]=c;b[a>>0]=d;e=1;return e|0}function Egb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=90.0;n[g>>2]=0.0;g=b>0.0?e:g;c=f[(+n[g>>2]<90.0?g:c)>>2]|0;f[e>>2]=c;a=a+48|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Fgb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0;d=u;u=u+1184|0;n=d+1056|0;g=d+928|0;m=d+800|0;i=d+672|0;k=d+544|0;l=d+408|0;j=d+272|0;h=d+136|0;e=d;p[n>>3]=1.0;z=n+8|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;f[z+28>>2]=0;p[n+40>>3]=1.0;z=n+48|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;f[z+28>>2]=0;p[n+80>>3]=1.0;z=n+88|0;f[z>>2]=0;f[z+4>>2]=0;p[n+120>>3]=1.0;w=+p[b>>3];p[n+96>>3]=w;o=+p[b+8>>3];p[n+104>>3]=o;s=+p[b+16>>3];p[n+112>>3]=s;p[g>>3]=1.0;b=g+8|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;p[g+40>>3]=1.0;b=g+48|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;p[g+80>>3]=1.0;b=g+88|0;f[b>>2]=0;f[b+4>>2]=0;p[g+120>>3]=1.0;p[g+96>>3]=-w;p[g+104>>3]=-o;p[g+112>>3]=-s;s=+p[c+8>>3];o=+p[c+16>>3];b=!(s*s+o*o+0.0>=.001);w=+p[c>>3];y=b?-o:0.0;v=b?0.0:o;x=b?w:-s;r=+L(+(y*y+(v*v+x*x)));y=y/r;v=v/r;r=x/r;x=s*r-o*v;t=o*y-w*r;q=w*v-s*y;c=m+24|0;f[c>>2]=0;f[c+4>>2]=0;c=m+56|0;f[c>>2]=0;f[c+4>>2]=0;c=m+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[m+120>>3]=1.0;p[m>>3]=y;p[m+8>>3]=v;p[m+16>>3]=r;p[m+32>>3]=x;p[m+40>>3]=t;p[m+48>>3]=q;p[m+64>>3]=w;p[m+72>>3]=s;p[m+80>>3]=o;p[i>>3]=y;p[i+8>>3]=x;p[i+16>>3]=w;p[i+24>>3]=0.0;p[i+32>>3]=v;p[i+40>>3]=t;p[i+48>>3]=s;p[i+56>>3]=0.0;p[i+64>>3]=r;p[i+72>>3]=q;p[i+80>>3]=o;c=i+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[i+120>>3]=1.0;p[k>>3]=1.0;c=k+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[k+40>>3]=1.0;c=k+48|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;c=k+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[k+120>>3]=1.0;p[k+80>>3]=-1.0;f[l>>2]=n;f[l+4>>2]=m;c=l+8|0;yAa(c,l)|0;f[j>>2]=c;f[j+4>>2]=k;c=j+8|0;yAa(c,j)|0;f[h>>2]=c;f[h+4>>2]=i;c=h+8|0;yAa(c,h)|0;f[e>>2]=c;f[e+4>>2]=g;c=e+8|0;yAa(c,e)|0;p[a>>3]=+p[c>>3];p[a+8>>3]=+p[e+16>>3];p[a+16>>3]=+p[e+24>>3];p[a+24>>3]=+p[e+32>>3];p[a+32>>3]=+p[e+40>>3];p[a+40>>3]=+p[e+48>>3];p[a+48>>3]=+p[e+56>>3];p[a+56>>3]=+p[e+64>>3];p[a+64>>3]=+p[e+72>>3];p[a+72>>3]=+p[e+80>>3];p[a+80>>3]=+p[e+88>>3];p[a+88>>3]=+p[e+96>>3];p[a+96>>3]=+p[e+104>>3];p[a+104>>3]=+p[e+112>>3];p[a+112>>3]=+p[e+120>>3];p[a+120>>3]=+p[e+128>>3];u=d;return}function Ggb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,200715,200756,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+56>>2]=j;j=Kvb(f[g>>2]|0,240573)|0;f[a+60>>2]=j;j=Kvb(f[g>>2]|0,200797)|0;f[a+64>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function Hgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+208|0;n=r;o=r+188|0;p=r+40|0;h=r+176|0;l=r+24|0;m=a+16|0;if(f[m>>2]|0){u=r;return}g=a+92|0;c=f[g>>2]|0;f[o>>2]=0;q=o+4|0;f[q>>2]=0;f[o+8>>2]=0;do if(!c){d=0;e=0}else if(c>>>0>1073741823)AMb(o);else{k=c<<2;d=pOb(k)|0;f[o>>2]=d;e=d+(c<<2)|0;f[o+8>>2]=e;dQb(d|0,0,k|0)|0;f[q>>2]=e;break}while(0);_gb(e-d>>2,d);i=p+4|0;f[p>>2]=15100;j=p+56|0;f[j>>2]=15120;tEb(p+56|0,i);f[p+128>>2]=0;f[p+132>>2]=-1;f[p>>2]=39656;f[p+56>>2]=39676;xEb(i);f[i>>2]=39692;k=p+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[p+52>>2]=16;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;k3a(i,n);if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);e=m3a(p,200838,19)|0;e=m3a(KEb(e,f[g>>2]|0)|0,200858,19)|0;e=KEb(e,(f[g>>2]|0)>>>1)|0;b[n>>0]=10;m3a(e,n,1)|0;l3a(l,i);fhb(h,l);e=n+16|0;g=pOb(16)|0;f[g>>2]=40592;d=g+4|0;f[d>>2]=f[h>>2];f[d+4>>2]=f[h+4>>2];f[d+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[e>>2]=g;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);Evb(l,237430,200878,n,1);c=f[l>>2]|0;d=l+4|0;h=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[m>>2]=c;l=a+20|0;c=f[l>>2]|0;f[l>>2]=h;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[m>>2]|0,237506)|0;f[a+68>>2]=c;c=Kvb(f[m>>2]|0,200924)|0;f[a+72>>2]=c;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,201322)|0,0);m=Kvb(f[m>>2]|0,200935)|0;c=f[o>>2]|0;cf(m|0,(f[q>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((n|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[p>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(p,39752);jDb(j);c=f[o>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}u=r;return}function Igb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;j=u;u=u+16|0;i=j;if(+n[a+88>>2]<=0.0){u=j;return}Ggb(a);g=f[a>>2]|0;if(!g){Xgb(i);g=f[i>>2]|0;h=i+4|0;k=f[h>>2]|0;f[i>>2]=0;f[h>>2]=0;f[a>>2]=g;i=a+4|0;g=f[i>>2]|0;f[i>>2]=k;if(g|0){iOb(g);g=f[h>>2]|0;if(g|0)iOb(g)}g=f[a>>2]|0}k=f[64754]|0;Yvb(258928,f[g>>2]|0)|0;i=f[64756]|0;h=f[64747]|0;Uvb(258928,0)|0;g=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;l=b[259206]|0;Hwb(258928,0)|0;m=b[259052]|0;kwb(258928,0)|0;o=b[259205]|0;Gwb(258928,1)|0;Kgb(a,Jgb(a,c,e)|0,d);Gwb(258928,o<<24>>24!=0)|0;kwb(258928,m<<24>>24!=0)|0;Hwb(258928,l<<24>>24!=0)|0;Vvb(258928,g)|0;Uvb(258928,h)|0;bwb(258928,i)|0;Yvb(258928,k)|0;u=j;return}function Jgb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0.0;l=u;u=u+16|0;i=l+12|0;j=l+8|0;h=l;if((f[a+92>>2]|0)>>>0<2){k=c;u=l;return k|0}k=a+32|0;g=f[k>>2]|0;do if(!g)e=c+16|0;else{e=c+16|0;if((f[g+16>>2]|0)==(f[e>>2]|0))if((f[g+20>>2]|0)==(f[c+20>>2]|0)){if(d)break;if(b[a+100>>0]|0)break;f[a+24>>2]=0;j=a+28|0;e=f[j>>2]|0;f[j>>2]=0;if(e|0)iOb(e);f[a+40>>2]=0;a=a+44|0;e=f[a>>2]|0;f[a>>2]=0;if(e|0)iOb(e);k=f[k>>2]|0;u=l;return k|0}f[a+24>>2]=0;d=a+28|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[a+40>>2]=0;d=a+44|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[k>>2]=0;d=a+36|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[a+48>>2]=0;d=a+52|0;g=f[d>>2]|0;f[d>>2]=0;if(g)iOb(g)}while(0);b[a+100>>0]=0;f[i>>2]=f[e>>2];f[j>>2]=f[c+20>>2];Hgb(a);f[h>>2]=i;f[h+4>>2]=j;e=a+40|0;if(!(f[e>>2]|0))Lgb(h,a+24|0,e,9728);g=a+48|0;if(!(f[g>>2]|0))Lgb(h,k,g,9729);r=+n[a+96>>2]/+(f[i>>2]|0);d=f[64758]|0;h=f[64759]|0;dwb(258928,f[f[e>>2]>>2]|0)|0;q=f[64743]|0;p=f[64744]|0;o=f[64745]|0;m=f[64746]|0;Tvb(258928,0,0,f[i>>2]|0,f[j>>2]|0)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;Vvb(258928,f[c+8>>2]|0)|0;j=a+72|0;ef(f[j>>2]|0,+r,0.0);e=a+68|0;Ygb(f[e>>2]|0);dwb(258928,f[f[g>>2]>>2]|0)|0;Vvb(258928,f[(f[a+24>>2]|0)+8>>2]|0)|0;ef(f[j>>2]|0,0.0,+r);Ygb(f[e>>2]|0);e=f[k>>2]|0;Tvb(258928,q,p,o,m)|0;if((d|0)==(h|0))dwb(258928,d)|0;else{ewb(258928,d)|0;fwb(258928,h)|0}q=e;u=l;return q|0}function Kgb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0;e=u;u=u+16|0;l=e;j=f[64773]|0;i=f[64775]|0;h=f[64774]|0;g=f[64776]|0;pwb(258928,1,771)|0;k=b[259204]|0;Fwb(258928,1)|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[c+8>>2]|0)|0;c=f[a+60>>2]|0;m=+n[a+88>>2];p=m*+n[a+80>>2];o=m*+n[a+84>>2];n[l>>2]=m*+n[a+76>>2];n[l+4>>2]=p;n[l+8>>2]=o;n[l+12>>2]=m;lf(c|0,1,l|0);nf(f[a+64>>2]|0,1,0,d|0);Ygb(f[a+56>>2]|0);Fwb(258928,k<<24>>24!=0)|0;owb(258928,j,i,h,g)|0;u=e;return}function Lgb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;g=i+8|0;h=i;Lwb(g);Nwb(g,d,0);Twb(h);j=f[h>>2]|0;e=h+4|0;k=f[e>>2]|0;f[h>>2]=0;f[e>>2]=0;f[b>>2]=j;j=b+4|0;d=f[j>>2]|0;f[j>>2]=k;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}axb(f[b>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[a+4>>2]>>2]|0,g);xub(h);k=f[h>>2]|0;e=h+4|0;j=f[e>>2]|0;f[h>>2]=0;f[e>>2]=0;f[c>>2]=k;k=c+4|0;d=f[k>>2]|0;f[k>>2]=j;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}Gub(f[c>>2]|0,0,b,3553,0);u=i;return}function Mgb(a,b){a=a|0;b=b|0;var c=0;c=a+76|0;if(+n[c>>2]==+n[b>>2])if(+n[a+80>>2]==+n[b+4>>2])if(+n[a+84>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Ngb(a,b){a=a|0;b=+b;a=a+88|0;if(+n[a>>2]==b){a=0;return a|0}n[a>>2]=b;a=1;return a|0}function Ogb(a,c){a=a|0;c=c|0;var d=0;c=c|1;d=a+92|0;if((f[d>>2]|0)==(c|0)){a=0;return a|0}f[d>>2]=c;b[a+100>>0]=1;f[a+16>>2]=0;a=a+20|0;c=f[a>>2]|0;f[a>>2]=0;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function Pgb(a,c){a=a|0;c=+c;var d=0;if(!(c<=0.0)){d=a+96|0;if(+n[d>>2]==c)a=0;else{n[d>>2]=c;b[a+100>>0]=1;a=1}}else a=0;return a|0}function Qgb(a){a=a|0;var b=0,c=0;f[a+24>>2]=0;c=a+28|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+48>>2]=0;c=a+52|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function Rgb(a){a=a|0;var c=0,d=0,e=0;c=a+72|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));b[c>>0]=2;e=a+73|0;b[e>>0]=b[e>>0]&-16|1;return}function Sgb(a,c){a=a|0;c=c|0;var d=0;d=a+72|0;if(!(c<<24>>24!=4?(b[d>>0]|0)!=c<<24>>24:0))return;b[d>>0]=c;d=a+73|0;b[d>>0]=b[d>>0]|1;return}function Tgb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+64|0;l=n+48|0;m=n;i=n+24|0;k=n+40|0;d=c&1;e=a+73|0;g=b[e>>0]|0;if(!(g&1))if(((g&255)>>>1&1|0)==(c&1|0)){u=n;return}b[e>>0]=g&-4|d<<1&255;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;j=Mub()|0;if((f[j>>2]|0)>>>0>2)if(bvb()|0)h=6;else FOb(l,245116)|0;else h=6;if((h|0)==6)FOb(l,245102)|0;switch(b[a+72>>0]|0){case 0:{KOb(l,200945)|0;break}case 1:case 4:{KOb(l,200970)|0;break}case 2:{KOb(l,200998)|0;break}case 3:{KOb(l,201024)|0;break}default:{}}if(c)KOb(l,201051)|0;fhb(i,l);j=m+16|0;h=pOb(16)|0;f[h>>2]=40592;c=h+4|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[j>>2]=h;Evb(k,201077,201115,m,1);h=a+8|0;i=f[k>>2]|0;c=k+4|0;g=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[h>>2]=i;i=a+12|0;d=f[i>>2]|0;f[i>>2]=g;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}Evb(k,201153,201192,m,1);g=a+16|0;i=f[k>>2]|0;c=k+4|0;e=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+20|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}Evb(k,201231,201270,m,1);e=a+24|0;c=f[k>>2]|0;d=k+4|0;i=f[d>>2]|0;f[k>>2]=0;f[d>>2]=0;f[e>>2]=c;k=a+28|0;c=f[k>>2]|0;f[k>>2]=i;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[h>>2]|0,237506)|0;f[a+48>>2]=c;c=Jvb(f[g>>2]|0,237506)|0;f[a+56>>2]=c;c=Jvb(f[e>>2]|0,237506)|0;f[a+64>>2]=c;c=Kvb(f[h>>2]|0,201309)|0;f[a+52>>2]=c;c=Kvb(f[g>>2]|0,201309)|0;f[a+60>>2]=c;c=Kvb(f[e>>2]|0,201309)|0;f[a+68>>2]=c;c=f[64756]|0;bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201330)|0,0);df(Kvb(f[g>>2]|0,201338)|0,1);df(Kvb(f[g>>2]|0,201345)|0,2);bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,201322)|0,0);df(Kvb(f[e>>2]|0,237534)|0,1);bwb(258928,c)|0;c=f[j>>2]|0;if((m|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);u=n;return}function Ugb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;e=g;d=a+40|0;if(!(f[d>>2]|0)){Twb(e);h=f[e>>2]|0;b=e+4|0;i=f[b>>2]|0;f[e>>2]=0;f[b>>2]=0;f[d>>2]=h;h=a+44|0;c=f[h>>2]|0;f[h>>2]=i;if(c|0){iOb(c);b=f[b>>2]|0;if(b|0)iOb(b)}i=qOb(179200)|0;unb(i,179200,201354,36002)|0;h=f[d>>2]|0;Lwb(e);$wb(h,6410,160,560,6410,5121,i,e);tOb(i)}d=a+32|0;if(f[d>>2]|0){u=g;return}Twb(e);i=f[e>>2]|0;c=e+4|0;h=f[c>>2]|0;f[e>>2]=0;f[c>>2]=0;f[d>>2]=i;i=a+36|0;b=f[i>>2]|0;f[i>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}i=qOb(1024)|0;unb(i,1024,237356,74)|0;h=f[d>>2]|0;Lwb(e);$wb(h,6409,64,16,6409,5121,i,e);tOb(i);u=g;return}function Vgb(a){a=a|0;var b=0,c=0;f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function Wgb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;w=u;u=u+128|0;s=w+100|0;t=w+80|0;q=w+64|0;v=w;r=a+73|0;if(b[r>>0]&8){v=0;u=w;return v|0}if(!(avb()|0)){v=0;u=w;return v|0}if(Epb()|0)if(Cpb()|0)if(Fpb(64,-1)|0){v=0;u=w;return v|0}if(!(b[r>>0]&4))Lub(1)|0;Ugb(a);Tgb(a,e);if(!(f[a>>2]|0)){Xgb(s);k=f[s>>2]|0;e=s+4|0;j=f[e>>2]|0;f[s>>2]=0;f[e>>2]=0;f[a>>2]=k;k=a+4|0;g=f[k>>2]|0;f[k>>2]=j;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}}B=f[c>>2]|0;C=f[B+16>>2]|0;B=f[B+20>>2]|0;Bhb(s,d,C,B);Bhb(t,d,C,B);m=+(C|0);l=+(B|0);n[q>>2]=1.0/m;n[q+4>>2]=1.0/l;n[q+8>>2]=m;n[q+12>>2]=l;d=b[259206]|0;Hwb(258928,0)|0;h=b[259052]|0;kwb(258928,0)|0;i=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;j=f[64756]|0;k=f[64747]|0;nvb(v);l=+n[64765];m=+n[64766];o=+n[64767];p=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;e=f[64758]|0;g=f[64759]|0;A=f[64743]|0;z=f[64744]|0;y=f[64745]|0;x=f[64746]|0;Tvb(258928,0,0,C,B)|0;B=Hhb(s)|0;dwb(258928,f[f[B>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;lf(f[a+52>>2]|0,1,q|0);Ygb(f[a+48>>2]|0);B=Hhb(t)|0;dwb(258928,f[f[B>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+16>>2]>>2]|0)|0;Vvb(258928,f[(f[s>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[a+40>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[(f[a+32>>2]|0)+8>>2]|0)|0;lf(f[a+60>>2]|0,1,q|0);Ygb(f[a+56>>2]|0);Tvb(258928,A,z,y,x)|0;if((e|0)==(g|0))dwb(258928,e)|0;else{ewb(258928,e)|0;fwb(258928,g)|0}bwb(258928,f[f[a+24>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[t>>2]|0)+8>>2]|0)|0;lf(f[a+68>>2]|0,1,q|0);Ygb(f[a+64>>2]|0);e=b[r>>0]|0;if(!(e&4)){b[r>>0]=e|4;C=(Lub(1)|0)==0;e=b[r>>0]|0;if(!C){e=e|8;b[r>>0]=e}}mwb(258928,l,m,o,p)|0;ovb(v);Uvb(258928,k)|0;bwb(258928,j)|0;Yvb(258928,i)|0;kwb(258928,h<<24>>24!=0)|0;Hwb(258928,d<<24>>24!=0)|0;Ghb(t);Ghb(s);C=(e&8)==0;u=w;return C|0}function Xgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+80|0;h=j+64|0;g=j;if(!(b[257352]|0))MPb(257352)|0;f[a>>2]=0;i=a+4|0;f[i>>2]=0;c=f[64691]|0;do if(!c)f[i>>2]=0;else{c=kOb(c)|0;f[i>>2]=c;if(c|0){e=f[64690]|0;f[a>>2]=e;if(!e){iOb(c);break}else{u=j;return}}}while(0);iub(h,34962);c=g;d=40628;e=c+64|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));nub(f[h>>2]|0,64,g,35044);c=f[h>>2]|0;d=h+4|0;e=f[d>>2]|0;if(e|0)hOb(e);f[64690]=c;c=f[64691]|0;f[64691]=e;if(c|0)jOb(c);f[a>>2]=f[h>>2];f[i>>2]=f[d>>2];u=j;return}function Ygb(a){a=a|0;sf(a|0,4,5126,0,0,0);re(a|0);le(6,0,4);ke(a|0);return}function Zgb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;h=j;i=1<<c;g=qOb(i<<c)|0;d=0;c=g;do{e=0;do{l=(JCb()|0)&255;k=c;c=c+1|0;b[k>>0]=l;e=e+1|0}while(e>>>0<i>>>0);d=d+1|0}while(d>>>0<i>>>0);Lwb(h);Nwb(h,9729,0);Mwb(h,10497,0);Twb(a);$wb(f[a>>2]|0,6409,i,i,6409,5121,g,h);tOb(g);u=j;return}function _gb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0;switch(a|0){case 1:{n[b>>2]=1.0;return}case 0:return;default:{f=3.328000068664551/+((a+-1|0)>>>0);d=0.0;e=-1.6640000343322754;c=0;while(1){g=+U(+(e*e*-.5));d=d+g;n[b+(c<<2)>>2]=g;c=c+1|0;if((c|0)==(a|0))break;else e=f+e}d=1.0/d;c=0;do{h=b+(c<<2)|0;n[h>>2]=d*+n[h>>2];c=c+1|0}while((c|0)!=(a|0));return}}}function $gb(a,b,c,d){a=+a;b=b|0;c=+c;d=+d;switch(b<<24>>24){case 2:{a=a*d;break}case 1:{a=a*c;break}default:{}}return +a}function ahb(a,b,c){a=+a;b=+b;c=+c;c=(c-a)/(b-a);c=c<1.0?c:1.0;c=c>0.0?c:0.0;return +(c*c*(3.0-c*2.0))}function bhb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function chb(a){a=a|0;return}function dhb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,237467,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,237525)|0,0);df(Kvb(f[g>>2]|0,237534)|0,1);bwb(258928,j)|0;u=h;return}function ehb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+64|0;q=r;dhb(a);e=f[a>>2]|0;if(!e){Xgb(q);p=f[q>>2]|0;g=q+4|0;o=f[g>>2]|0;f[q>>2]=0;f[g>>2]=0;f[a>>2]=p;p=a+4|0;e=f[p>>2]|0;f[p>>2]=o;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}e=f[a>>2]|0}p=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;g=f[64756]|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;h=f[64747]|0;nvb(q);i=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;n=f[64776]|0;pwb(258928,1,771)|0;o=b[259204]|0;Fwb(258928,1)|0;Uvb(258928,1)|0;e=f[d>>2]|0;if(!e)e=0;else{e=f[(f[e+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0}Vvb(258928,e)|0;Uvb(258928,0)|0;e=f[(f[(f[c>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Ygb(f[a+16>>2]|0);Fwb(258928,o<<24>>24!=0)|0;owb(258928,k,l,m,n)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;ovb(q);Uvb(258928,h)|0;bwb(258928,g)|0;Yvb(258928,p)|0;u=r;return}function fhb(a,b){a=a|0;b=b|0;xOb(a,b);return}function ghb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;if(oAb(237542,c)|0)if(oAb(237550,c+((pAb(c)|0)+-8)|0)|0){e=exb(c,d,e)|0;return e|0}if(d|0){c=b[a+11>>0]|0;if(c<<24>>24<0){c=f[a+4>>2]|0;h=qOb(c+1|0)|0;g=f[a>>2]|0}else{h=qOb((c&255)+1|0)|0;c=c&255;g=a}bQb(h|0,g|0,c+1|0)|0;c=f[d>>2]|0;f[d>>2]=h;if(c|0)tOb(c)}if(!e){e=1;return e|0}c=b[a+11>>0]|0;if(c<<24>>24<0)c=f[a+4>>2]|0;else c=c&255;f[e>>2]=c;e=1;return e|0}function hhb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;d=b[c>>0]|0;a=d&255;d=d<<24>>24==0;if(d)a=(a<<6)+-1640531527+(a>>>2)+(h[c+1>>0]|0)^a;i=(f[c+4>>2]|0)+-1640531527+(a<<6)+(a>>>2)^a;if(!d)return i|0;d=c+8|0;e=f[c+16>>2]|0;if(!e)a=0;else{g=c+8+(e<<1)|0;a=h[d>>0]|0;a=(h[c+9>>0]|0)+-1640531527+(a<<6)+(a>>>2)^a;if((e|0)!=1){e=c+10|0;while(1){c=h[e>>0]|0;a=(a<<6)+-1640531527+(a>>>2)+((h[d+3>>0]|0)+-1640531527+(c<<6)+(c>>>2)^c)^a;d=e+2|0;if((d|0)==(g|0))break;else{c=e;e=d;d=c}}}}i=(i<<6)+-1640531527+(i>>>2)+a^i;return i|0}function ihb(){var a=0;if(!(b[257360]|0))if(MPb(257360)|0){a=(((f[64734]|0)+-59|0)>>>0)/3|0;f[64692]=a>>>0<256?a:256}return f[64692]|0}function jhb(){var a=0;if(b[257368]|0)return 258772;if(!(MPb(257368)|0))return 258772;a=pOb(20)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[a+16>>2]=1.0;f[64693]=a;return 258772}function khb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;H=u;u=u+288|0;C=H+24|0;q=H+280|0;E=H+268|0;F=H+256|0;G=H;B=H+120|0;v=H+108|0;r=H+96|0;s=H+84|0;t=H+72|0;w=H+60|0;x=H+48|0;f[E>>2]=0;f[E+4>>2]=0;f[E+8>>2]=0;f[F>>2]=0;f[F+4>>2]=0;f[F+8>>2]=0;D=G+16|0;f[D>>2]=0;y=B+4|0;f[B>>2]=15100;z=B+56|0;f[z>>2]=15120;tEb(B+56|0,y);f[B+128>>2]=0;f[B+132>>2]=-1;f[B>>2]=39656;f[B+56>>2]=39676;xEb(y);f[y>>2]=39692;A=B+36|0;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;f[B+52>>2]=16;f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;k3a(y,C);if((b[C+11>>0]|0)<0)sOb(f[C>>2]|0);if(Apb()|0){p=m3a(B,237559,18)|0;vEb(C,p+(f[(f[p>>2]|0)+-12>>2]|0)|0);o=XFb(C,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(C);OEb(p,o)|0;AEb(p)|0}else if(Dpb()|0){p=m3a(B,237578,25)|0;vEb(C,p+(f[(f[p>>2]|0)+-12>>2]|0)|0);o=XFb(C,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(C);OEb(p,o)|0;AEb(p)|0}if(evb()|0)m3a(B,237604,23)|0;if(dvb()|0)m3a(B,237628,15)|0;h=c+4|0;if(!(f[h>>2]&8)){a=m3a(B,237667,22)|0;if(!(b[257360]|0))if(MPb(257360)|0){p=(((f[64734]|0)+-59|0)>>>0)/3|0;f[64692]=p>>>0<256?p:256}p=KEb(a,f[64692]|0)|0;b[C>>0]=10;m3a(p,C,1)|0}else m3a(B,237644,22)|0;a=f[h>>2]|0;if(a&1){m3a(B,237690,17)|0;a=f[h>>2]|0}if(a&16){m3a(B,237708,24)|0;a=f[h>>2]|0}if(a&2048|0)m3a(KEb(m3a(KEb(m3a(B,237733,32)|0,6)|0,237766,43)|0,4)|0,237810,27)|0;a:do switch(b[c>>0]|0){case 1:case 2:{FOb(E,237838)|0;FOb(F,237872)|0;if((b[c>>0]|0)==1)m3a(B,237906,24)|0;break}case 0:{FOb(E,237931)|0;FOb(F,237976)|0;switch(b[c+1>>0]|0){case 0:{m3a(B,238021,17)|0;break a}case 1:break;default:break a}m3a(B,238039,46)|0;if(f[h>>2]&262144|0)m3a(B,238086,34)|0;break}default:{}}while(0);a=f[h>>2]|0;if(a&4){m3a(B,238121,24)|0;a=f[h>>2]|0}if(a&32){m3a(B,238146,21)|0;a=f[h>>2]|0;if(a&64){m3a(B,238168,9)|0;a=f[h>>2]|0}if(a&128|0)m3a(B,238178,10)|0;m3a(B,238189,2)|0;a=f[h>>2]|0;if(a&256){m3a(B,238192,26)|0;a=f[h>>2]|0}}if(a&512){m3a(B,238219,22)|0;a=f[h>>2]|0}if(a&1024){m3a(B,238242,27)|0;a=f[h>>2]|0}if(a&131072){m3a(B,238270,22)|0;a=f[h>>2]|0}if(a&524288){m3a(B,238293,24)|0;a=f[h>>2]|0}if(a&2){m3a(B,238318,18)|0;a=f[h>>2]|0;if(a&4096){m3a(B,238337,23)|0;a=f[h>>2]|0}if(a&8192){m3a(B,238361,22)|0;a=f[h>>2]|0}if(a&16384){m3a(B,238384,24)|0;a=f[h>>2]|0}}if(a&32768|0){m3a(B,238409,24)|0;if(f[h>>2]&65536|0)m3a(B,238434,31)|0}j=v+8|0;f[j>>2]=0;k=r+8|0;f[k>>2]=0;l=s+8|0;f[l>>2]=0;m=t+8|0;f[m>>2]=0;n=f[c+16>>2]|0;if(!n){h=0;a=0}else{h=0;o=0;a=0;p=0;do{d[v+(h<<1)>>1]=p;h=(f[j>>2]|0)+1|0;f[j>>2]=h;i=b[c+8+(o<<1)+1>>0]&1;if(i<<24>>24){d[r+(a<<1)>>1]=p;a=(f[k>>2]|0)+1|0;f[k>>2]=a}if(!(b[c+8+(o<<1)>>0]|0)){I=i<<24>>24!=0;o=I?m:l;i=f[o>>2]|0;d[(I?t:s)+(i<<1)>>1]=p;f[o>>2]=i+1}p=p+1<<16>>16;o=p&65535}while(n>>>0>o>>>0)}I=KEb(m3a(B,238466,23)|0,h)|0;b[C>>0]=10;m3a(I,C,1)|0;a=KEb(m3a(B,238490,30)|0,a)|0;b[C>>0]=10;m3a(a,C,1)|0;lhb(B,238521,v);lhb(B,238531,r);lhb(B,238548,s);lhb(B,238568,t);l3a(x,y);fhb(w,x);t=f[w>>2]|0;v=w+4|0;f[q>>2]=f[v>>2];d[q+4>>1]=d[v+4>>1]|0;b[q+6>>0]=b[v+6>>0]|0;v=b[w+11>>0]|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;a=C+16|0;I=pOb(16)|0;f[I>>2]=40592;f[I+4>>2]=t;t=I+8|0;f[t>>2]=f[q>>2];d[t+4>>1]=d[q+4>>1]|0;b[t+6>>0]=b[q+6>>0]|0;b[I+15>>0]=v;f[q>>2]=0;d[q+4>>1]=0;b[q+6>>0]=0;f[a>>2]=I;mhb(C,G);a=f[a>>2]|0;if((C|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);if((b[w+11>>0]|0)<0)sOb(f[w>>2]|0);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);f[B>>2]=39656;f[z>>2]=39676;f[y>>2]=39692;if((b[A+11>>0]|0)<0)sOb(f[A>>2]|0);oDb(y);kEb(B,39752);jDb(z);j=E+11|0;tvb(C,35633,(b[j>>0]|0)<0?f[E>>2]|0:E,G,0);I=f[C>>2]|0;h=C+4|0;B=f[h>>2]|0;f[C>>2]=0;f[h>>2]=0;f[e>>2]=I;I=e+4|0;a=f[I>>2]|0;f[I>>2]=B;do if(a|0){iOb(a);a=f[h>>2]|0;if(!a)break;iOb(a)}while(0);i=F+11|0;tvb(C,35632,(b[i>>0]|0)<0?f[F>>2]|0:F,G,0);I=f[C>>2]|0;h=C+4|0;e=f[h>>2]|0;f[C>>2]=0;f[h>>2]=0;f[g>>2]=I;I=g+4|0;a=f[I>>2]|0;f[I>>2]=e;do if(a|0){iOb(a);a=f[h>>2]|0;if(!a)break;iOb(a)}while(0);a=f[D>>2]|0;do if((G|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);if((b[i>>0]|0)<0)sOb(f[F>>2]|0);if((b[j>>0]|0)>=0){u=H;return}sOb(f[E>>2]|0);u=H;return}function lhb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,j=0;i=u;u=u+16|0;h=i;g=e+8|0;if(!(f[g>>2]|0)){u=i;return}j=m3a(a,238589,8)|0;m3a(j,c,pAb(c)|0)|0;g=f[g>>2]|0;c=e+(g<<1)|0;if(g|0)do{j=m3a(a,238598,10)|0;j=IEb(j,d[e>>1]|0)|0;b[h>>0]=41;m3a(j,h,1)|0;e=e+2|0}while((e|0)!=(c|0));vEb(h,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);j=XFb(h,260896)|0;j=Rg[f[(f[j>>2]|0)+28>>2]&255](j,10)|0;YFb(h);OEb(a,j)|0;AEb(a)|0;u=i;return}function mhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;c=i;if((b|0)==(a|0)){u=i;return}e=a+16|0;d=f[e>>2]|0;g=d;h=b+16|0;if((d|0)==(a|0))if((f[h>>2]|0)==(b|0)){oh[f[(f[d>>2]|0)+12>>2]&1023](d,c);g=f[e>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[e>>2]=0;g=f[h>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,a);g=f[h>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[h>>2]=0;f[e>>2]=a;oh[f[(f[c>>2]|0)+12>>2]&1023](c,b);gh[f[(f[c>>2]|0)+16>>2]&2047](c);f[h>>2]=b;u=i;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);h=f[e>>2]|0;gh[f[(f[h>>2]|0)+16>>2]&2047](h);h=b+16|0;f[e>>2]=f[h>>2];f[h>>2]=b;u=i;return}else{c=f[h>>2]|0;if((b|0)==(c|0)){oh[f[(f[c>>2]|0)+12>>2]&1023](c,a);g=f[h>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[h>>2]=f[e>>2];f[e>>2]=a;u=i;return}else{f[e>>2]=c;f[h>>2]=g;u=i;return}}}function nhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;Oqb(a);zvb(h);b=f[a>>2]|0;a=f[h>>2]|0;e=h+4|0;g=f[e>>2]|0;if(g|0)gOb(g);f[b+200>>2]=a;a=b+204|0;b=f[a>>2]|0;f[a>>2]=g;if(b|0)iOb(b);Gvb(f[h>>2]|0,c);Gvb(f[h>>2]|0,d);Hvb(f[h>>2]|0,0);b=f[e>>2]|0;if(!b){u=i;return}iOb(b);u=i;return}function ohb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+16|0;o=s+8|0;p=s+4|0;q=s;r=Mvb(f[(f[c>>2]|0)+200>>2]|0)|0;l=Ovb(f[(f[c>>2]|0)+200>>2]|0)|0;m=qOb(l+2|0)|0;if(!r){tOb(m);u=s;return}n=m+3|0;k=d+16|0;j=0;do{f[o>>2]=0;f[p>>2]=0;f[q>>2]=0;Qvb(f[(f[c>>2]|0)+200>>2]|0,j,l,o,p,q,m);a=f[o>>2]|0;a:do if((a|0)>=4)if(!(RAb(m,238609,3)|0)){if((b[m+(a+-1)>>0]|0)==93){i=m+(a+-2)|0;if(!(oAb(n,238613)|0)){i=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+52>>2]=i;break}if(!(oAb(n,238635)|0)){i=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+108>>2]=i;break}if(!(oAb(n,238657)|0)){g=f[k>>2]|0;h=f[p>>2]|0;h=(g|0)<(h|0)?g:h;if((h|0)>0)g=0;else break;while(1){if(!g)a=0;else{d=g;a=0;while(1){a=a+1|0;if(d>>>0<10)break;else d=(d>>>0)/10|0}}e=(a+-1|0)>>>0>2;a=e?1:a;t=i+a+1|0;d=t+-1|0;b[t>>0]=0;b[d>>0]=93;if(a|0){e=e?0:g;do{d=d+-1|0;a=a+-1|0;t=e;e=(e>>>0)/10|0;t=t+48+(X(e,-10)|0)&255;b[d>>0]=t}while((a|0)!=0)}t=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+36+(g+33<<2)>>2]=t;g=g+1|0;if((g|0)>=(h|0))break a}}if(oAb(n,238679)|0)break;t=f[k>>2]|0;h=f[p>>2]|0;h=(t|0)<(h|0)?t:h;if((h|0)>0)g=0;else break;while(1){if(!g)a=0;else{d=g;a=0;while(1){a=a+1|0;if(d>>>0<10)break;else d=(d>>>0)/10|0}}e=(a+-1|0)>>>0>2;a=e?1:a;t=i+a+1|0;d=t+-1|0;b[t>>0]=0;b[d>>0]=93;if(a|0){e=e?0:g;do{d=d+-1|0;a=a+-1|0;t=e;e=(e>>>0)/10|0;t=t+48+(X(e,-10)|0)&255;b[d>>0]=t}while((a|0)!=0)}t=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+36+(g+37<<2)>>2]=t;g=g+1|0;if((g|0)>=(h|0))break a}}d=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;do if(!(oAb(n,238698)|0))a=0;else if(!(oAb(n,238720)|0))a=1;else if(!(oAb(n,238736)|0))a=2;else if(!(oAb(n,238753)|0))a=3;else if(!(oAb(n,238771)|0))a=5;else if(!(oAb(n,238791)|0))a=15;else if(!(oAb(n,238815)|0))a=6;else if(!(oAb(n,238838)|0))a=7;else if(!(oAb(n,238846)|0))a=8;else if(!(oAb(n,238859)|0))a=9;else if(!(oAb(n,238874)|0))a=10;else if(!(oAb(n,238885)|0))a=11;else if(!(oAb(n,238912)|0))a=12;else{if(!(oAb(n,238931)|0)){a=13;break}if(!(oAb(n,238944)|0)){a=14;break}if(!(oAb(n,238956)|0)){a=16;break}if(!(oAb(n,238980)|0)){a=17;break}if(!(oAb(n,239e3)|0)){a=19;break}if(!(oAb(n,239010)|0)){a=20;break}if(!(oAb(n,239025)|0)){a=21;break}if(!(oAb(n,239049)|0)){a=22;break}if(!(oAb(n,239073)|0)){a=23;break}if(!(oAb(n,239092)|0)){a=24;break}if(!(oAb(n,239106)|0)){a=25;break}if(!(oAb(n,239123)|0)){a=26;break}if(!(oAb(n,239154)|0)){a=27;break}if(!(oAb(n,239171)|0)){a=28;break}if(!(oAb(n,239198)|0)){a=29;break}if(!(oAb(n,239213)|0)){a=30;break}if(!(oAb(n,239240)|0)){a=31;break}if(!(oAb(n,239263)|0))a=32;else break a}while(0);f[(f[c>>2]|0)+36+(a<<2)>>2]=d}while(0);j=j+1|0}while((j|0)!=(r|0));tOb(m);u=s;return}function phb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+8|0;j=m+4|0;k=m;l=Lvb(f[(f[b>>2]|0)+200>>2]|0)|0;d=Nvb(f[(f[b>>2]|0)+200>>2]|0)|0;e=qOb(d)|0;if(!l){tOb(e);u=m;return}g=e+3|0;a=0;do{f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;Pvb(f[(f[b>>2]|0)+200>>2]|0,a,d,i,j,k,e);do if((f[i>>2]|0)>=4)if(!(RAb(e,238609,3)|0)){h=Jvb(f[(f[b>>2]|0)+200>>2]|0,e)|0;if(!(oAb(g,239280)|0))c=0;else if(!(oAb(g,239291)|0))c=1;else if(!(oAb(g,239302)|0))c=2;else if(!(oAb(g,239317)|0))c=5;else if(!(oAb(g,239333)|0))c=6;else if(!(oAb(g,239349)|0))c=7;else if(!(oAb(g,239365)|0))c=3;else if(!(oAb(g,239380)|0))c=4;else if(!(oAb(g,239399)|0))c=8;else break;f[(f[b>>2]|0)+(c<<2)>>2]=h}while(0);a=a+1|0}while((a|0)!=(l|0));tOb(e);u=m;return}function qhb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;rhb(i,c,d,e);g=f[i>>2]|0;if(!g){f[a>>2]=0;e=i+4|0;c=a+4|0}else{c=g;h=g+208|0;e=b[h>>0]|0;do if(!(e&3)){b[h>>0]=e|1;if(Ivb(f[g+200>>2]|0)|0){ohb(0,i,d);phb(0,i,0);c=f[i>>2]|0;d=c+208|0;b[d>>0]=b[d>>0]|2;break}else{c=f[i>>2]|0;break}}while(0);f[a>>2]=c;c=i+4|0;f[a+4>>2]=f[c>>2];f[i>>2]=0;e=c}f[c>>2]=0;c=f[e>>2]|0;if(!c){u=j;return}iOb(c);u=j;return}function rhb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=0;s=u;u=u+1280|0;g=f[c>>2]|0;q=hhb(0,d)|0;o=f[g+4>>2]|0;a:do if(o|0){if(!((o+-1|0)&o))p=(o+-1|0)&q;else if(q>>>0<o>>>0)p=q;else p=(q>>>0)%(o>>>0)|0;g=f[(f[g>>2]|0)+(p<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){i=b[d>>0]|0;l=b[d+1>>0]|0;n=f[d+4>>2]|0;k=f[d+16>>2]|0;b:{h=1;if(h)if(!((o+-1|0)&o)){if(i<<24>>24)while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;if((h|0)==(q|0))if((b[g+8>>0]|0)==i<<24>>24)if((f[g+12>>2]|0)==(n|0)){m=g;break b}g=f[g>>2]|0;if(!g)break a}if(!k)while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;if((h|0)==(q|0)){h=g+8|0;if(!(b[h>>0]|0))if((b[h+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if(!(f[g+24>>2]|0)){m=g;break b}}g=f[g>>2]|0;if(!g)break a}while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;c:do if((h|0)==(q|0)){j=g+8|0;if(!(b[j>>0]|0))if((b[j+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if((f[g+24>>2]|0)==(k|0)){h=d+8|0;i=g+16|0;while(1){if((b[i>>0]|0)!=(b[h>>0]|0))break c;if((b[i+1>>0]|0)!=(b[h+1>>0]|0))break c;i=i+2|0;if((i|0)==(j+8+(k<<1)|0|0)){j=g;r=65;break b}else h=h+2|0}}}while(0);g=f[g>>2]|0;if(!g)break a}}else h=1;if(h)if(1){if(i<<24>>24)while(1){h=f[g+4>>2]|0;if((h|0)==(q|0)){if((b[g+8>>0]|0)==i<<24>>24)if((f[g+12>>2]|0)==(n|0)){m=g;break b}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}g=f[g>>2]|0;if(!g)break a}if(!k)while(1){h=f[g+4>>2]|0;if((h|0)==(q|0)){h=g+8|0;if(!(b[h>>0]|0))if((b[h+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if(!(f[g+24>>2]|0)){m=g;break b}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}g=f[g>>2]|0;if(!g)break a}while(1){h=f[g+4>>2]|0;d:do if((h|0)==(q|0)){j=g+8|0;if(!(b[j>>0]|0))if((b[j+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if((f[g+24>>2]|0)==(k|0)){h=d+8|0;i=g+16|0;while(1){if((b[i>>0]|0)!=(b[h>>0]|0))break d;if((b[i+1>>0]|0)!=(b[h+1>>0]|0))break d;i=i+2|0;if((i|0)==(j+8+(k<<1)|0|0)){j=g;r=65;break b}else h=h+2|0}}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}while(0);g=f[g>>2]|0;if(!g)break a}}}if((r|0)==65)if(!j)break;else m=j;if(e){g=f[m+44>>2]|0;f[a>>2]=g;h=f[m+48>>2]|0;f[(a+4|0)>>2]=h;if(h){gOb(h);g=f[a>>2]|0}if(g|0){u=s;return}g=f[(a+4|0)>>2]|0;if(g|0)iOb(g)}g=f[m+28>>2]|0;f[(s+16|0)>>2]=g;h=f[m+32>>2]|0;f[((s+16|0)+4|0)>>2]=h;if(h)gOb(h);i=f[m+36>>2]|0;f[(s+8|0)>>2]=i;j=f[m+40>>2]|0;f[((s+8|0)+4|0)>>2]=j;if(j)gOb(j);if(g|0)if(!((f[g>>2]|0)==0|(i|0)==0))if(f[i>>2]|0){nhb(a,0,s+16|0,s+8|0);if(!e){g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}g=f[a>>2]|0;h=f[a+4>>2]|0;if(h|0)gOb(h);f[m+44>>2]=g;a=m+48|0;g=f[a>>2]|0;f[a>>2]=h;if(g|0)iOb(g);g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}if(j)iOb(j);if(h)iOb(h)}}}while(0);f[(s+16|0)>>2]=0;f[((s+16|0)+4|0)>>2]=0;f[(s+8|0)>>2]=0;f[((s+8|0)+4|0)>>2]=0;khb(0,d,s+16|0,s+8|0);h=f[(s+16|0)>>2]|0;g=1;if(g){g=0;if(!h)r=99;else g=1}if(g)if(1){g=1;if(g){g=0;if(!(f[h>>2]|0))r=99;else g=1}if(g)if(1){h=f[(s+8|0)>>2]|0;g=1;if(g){g=0;if(!h)r=99;else g=1}if(g)if(1){g=1;if(g){g=0;if(!(f[h>>2]|0))r=99;else g=1}if(g)if(1){nhb(s,0,s+16|0,s+8|0);p=f[c>>2]|0;q=hhb(0,d)|0;c=f[(p+4|0)>>2]|0;f[s+48>>2]=a;f[s+64>>2]=d;f[s+72>>2]=e;f[s+552>>2]=p;f[s+560>>2]=q;f[s+568>>2]=c;f[s+1136>>2]=r;f[s+1208>>2]=0;f[s+1212>>2]=0;zjb(s);r=f[s+1136>>2]|0}}}}if((r|0)==99){f[a>>2]=0;f[a+4>>2]=0}g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}function shb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[a+4>>2]=0;return}if(c>>>0>1073741823)vd();v=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=v;if(d|0)sOb(d);f[a+4>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;u=c+-1|0;v=(u&c|0)==0;if(v)d=d&u;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{g=i;h=e;e=i}a:while(1){t=g;g=h;s=e;b:while(1){e=g;while(1){g=f[e+4>>2]|0;if(v)g=g&u;else if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)==(d|0))break;h=(f[a>>2]|0)+(g<<2)|0;if(!(f[h>>2]|0))break b;i=f[e>>2]|0;c:do if(!i)h=e;else{n=e+8|0;j=b[n>>0]|0;l=j<<24>>24==0;o=n+1|0;r=e+12|0;m=l^1;p=e+24|0;q=e+16|0;if(l)h=e;else{h=e;while(1){if(j<<24>>24!=(b[i+8>>0]|0))break c;if((f[r>>2]|0)!=(f[i+12>>2]|0))break c;h=f[i>>2]|0;if(!h){h=i;break c}else{q=i;i=h;h=q}}}while(1){j=i+8|0;if(b[j>>0]|0)break c;if((b[o>>0]|0)!=(b[j+1>>0]|0))break c;j=(f[r>>2]|0)!=(f[i+12>>2]|0);do if(j|m){if(j)break c}else{j=f[p>>2]|0;if((j|0)!=(f[i+24>>2]|0))break c;l=n+8+(j<<1)|0;if(!j)break;j=i+16|0;k=q;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break c;if((b[k+1>>0]|0)!=(b[j+1>>0]|0))break c;k=k+2|0;if((k|0)==(l|0))break;else j=j+2|0}}while(0);h=f[i>>2]|0;if(!h){h=i;break}else{l=i;i=h;h=l}}}while(0);f[s>>2]=f[h>>2];f[h>>2]=f[f[(f[a>>2]|0)+(g<<2)>>2]>>2];f[f[(f[a>>2]|0)+(g<<2)>>2]>>2]=e;e=f[t>>2]|0;if(!e){d=44;break a}}g=f[e>>2]|0;if(!g){d=44;break a}else{t=e;s=e}}f[h>>2]=s;h=f[e>>2]|0;if(!h){d=44;break}else{d=g;g=e}}if((d|0)==44)return}function thb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+64|0;q=r+48|0;n=r+28|0;p=r;i=f[c>>2]|0;o=c+4|0;m=f[o>>2]|0;a:do if((i|0)!=(m|0)){l=i;while(1){i=l+24|0;j=b[i>>0]|0;if(j&2)if((f[l+16>>2]|0)==(g|0))if((f[l+20>>2]|0)==(h|0)){k=f[l>>2]|0;if((f[k+16>>2]|0)==(d|0))if((f[k+20>>2]|0)==(e|0))break}i=l+28|0;if((i|0)==(m|0))break a;else l=i}b[i>>0]=j&-4|1;f[a>>2]=k;i=f[l+4>>2]|0;f[a+4>>2]=i;if(i|0)gOb(i);f[a+8>>2]=f[l+8>>2];i=f[l+12>>2]|0;f[a+12>>2]=i;if(i|0)gOb(i);f[a+16>>2]=c;u=r;return}while(0);Twb(q);Lwb(n);Nwb(n,h,0);axb(f[q>>2]|0,g,d,e,n);f[p>>2]=f[q>>2];d=p+4|0;e=q+4|0;i=f[e>>2]|0;f[d>>2]=i;if(!i){i=p+24|0;j=1}else{gOb(i);j=p+24|0;i=j;j=b[j>>0]&-4|1}k=p+8|0;f[k>>2]=0;l=p+12|0;f[l>>2]=0;m=p+16|0;f[m>>2]=g;f[p+20>>2]=h;b[i>>0]=j;i=f[o>>2]|0;if(i>>>0<(f[c+8>>2]|0)>>>0){f[i>>2]=f[p>>2];f[i+4>>2]=f[d>>2];f[p>>2]=0;f[d>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[k>>2]=0;f[l>>2]=0;p=i+16|0;f[p>>2]=f[m>>2];f[p+4>>2]=f[m+4>>2];b[p+8>>0]=b[m+8>>0]|0;f[o>>2]=(f[o>>2]|0)+28}else{uhb(c,p);i=f[l>>2]|0;if(i|0)iOb(i)}i=f[d>>2]|0;if(i|0)iOb(i);f[a>>2]=f[q>>2];i=f[e>>2]|0;f[a+4>>2]=i;if(!i)i=0;else{gOb(i);i=f[e>>2]|0}f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=c;if(i|0)iOb(i);u=r;return}function uhb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=a+4|0;k=f[o>>2]|0;d=f[a>>2]|0;j=(k-d|0)/28|0;e=j+1|0;m=d;g=k;if(e>>>0>153391689)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/28|0;h=l<<1;h=l>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)i=0;else if(h>>>0>153391689)vd();else{i=pOb(h*28|0)|0;break}while(0);e=i+(j*28|0)|0;d=e;l=i+(h*28|0)|0;f[e>>2]=f[c>>2];p=c+4|0;f[i+(j*28|0)+4>>2]=f[p>>2];f[c>>2]=0;f[p>>2]=0;p=c+8|0;f[i+(j*28|0)+8>>2]=f[p>>2];h=c+12|0;f[i+(j*28|0)+12>>2]=f[h>>2];f[p>>2]=0;f[h>>2]=0;j=i+(j*28|0)+16|0;c=c+16|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];b[j+8>>0]=b[c+8>>0]|0;c=e+28|0;if((g|0)==(m|0))h=k;else{do{k=g;g=g+-28|0;f[e+-28>>2]=f[g>>2];j=k+-24|0;f[e+-24>>2]=f[j>>2];f[g>>2]=0;f[j>>2]=0;j=k+-20|0;f[e+-20>>2]=f[j>>2];p=k+-16|0;f[e+-16>>2]=f[p>>2];f[j>>2]=0;f[p>>2]=0;p=e+-12|0;k=k+-12|0;f[p>>2]=f[k>>2];f[p+4>>2]=f[k+4>>2];b[p+8>>0]=b[k+8>>0]|0;e=d+-28|0;d=e}while((g|0)!=(m|0));h=f[a>>2]|0}f[a>>2]=d;e=f[o>>2]|0;f[o>>2]=c;f[n>>2]=l;g=h;if((e|0)!=(g|0))do{d=f[e+-16>>2]|0;if(d|0)iOb(d);d=f[e+-24>>2]|0;e=e+-28|0;if(d|0)iOb(d)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function vhb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+16|0;l=o+12|0;k=o+8|0;m=o+4|0;n=o;d=f[a>>2]|0;j=a+4|0;i=f[j>>2]|0;c=i;a:do if((d|0)==(i|0))e=4;else while(1){if(!(b[d+24>>0]&1)){e=4;break a}d=d+28|0;if((d|0)==(i|0)){d=c;break}}while(0);if((e|0)==4){e=d;if((d|0)==(i|0))d=e;else{c=e;d=e;b:while(1){do{g=c;e=g+28|0;c=e;if((e|0)==(i|0))break b}while(!(b[g+52>>0]&1));h=d;q=f[e>>2]|0;r=g+32|0;p=f[r>>2]|0;f[e>>2]=0;f[r>>2]=0;f[d>>2]=q;e=h+4|0;d=f[e>>2]|0;f[e>>2]=p;if(d|0)iOb(d);p=g+36|0;r=f[p>>2]|0;d=g+40|0;q=f[d>>2]|0;f[p>>2]=0;f[d>>2]=0;f[h+8>>2]=r;r=h+12|0;d=f[r>>2]|0;f[r>>2]=q;if(d|0)iOb(d);d=h+16|0;r=g+44|0;f[d>>2]=f[r>>2];f[d+4>>2]=f[r+4>>2];b[d+8>>0]=b[r+8>>0]|0;d=h+28|0}c=f[j>>2]|0}}f[m>>2]=d;f[n>>2]=c;f[k>>2]=f[m>>2];f[l>>2]=f[n>>2];whb(a,k,l)|0;u=o;return}function whb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=f[a>>2]|0;e=f[c>>2]|0;h=h+(((e-h|0)/28|0)*28|0)|0;c=f[d>>2]|0;if((c|0)==(e|0))return h|0;c=h+(((c-e|0)/28|0)*28|0)|0;g=a+4|0;a=f[g>>2]|0;if((c|0)==(a|0))e=h;else{e=h;do{i=f[c>>2]|0;d=c+4|0;j=f[d>>2]|0;f[c>>2]=0;f[d>>2]=0;f[e>>2]=i;i=e+4|0;d=f[i>>2]|0;f[i>>2]=j;if(d|0)iOb(d);k=c+8|0;j=f[k>>2]|0;d=c+12|0;i=f[d>>2]|0;f[k>>2]=0;f[d>>2]=0;f[e+8>>2]=j;j=e+12|0;d=f[j>>2]|0;f[j>>2]=i;if(d|0)iOb(d);k=e+16|0;j=c+16|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];b[k+8>>0]=b[j+8>>0]|0;c=c+28|0;e=e+28|0}while((c|0)!=(a|0));c=f[g>>2]|0}if((c|0)==(e|0))return h|0;do{f[g>>2]=c+-28;d=f[c+-16>>2]|0;if(d|0)iOb(d);c=f[c+-24>>2]|0;if(c|0)iOb(c);c=f[g>>2]|0}while((c|0)!=(e|0));return h|0}function xhb(a){a=a|0;var b=0;b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[a>>2]=b;return}function yhb(a){a=a|0;var b=0,c=0,d=0,e=0;e=f[a>>2]|0;f[a>>2]=0;if(!e)return;a=f[e>>2]|0;if(a|0){d=e+4|0;b=f[d>>2]|0;if((b|0)!=(a|0)){do{f[d>>2]=b+-28;c=f[b+-16>>2]|0;if(c|0)iOb(c);b=f[b+-24>>2]|0;if(b|0)iOb(b);b=f[d>>2]|0}while((b|0)!=(a|0));a=f[e>>2]|0}sOb(a)}sOb(e);return}function zhb(a){a=a|0;var c=0,d=0,e=0;c=f[a>>2]|0;a=f[c>>2]|0;c=f[c+4>>2]|0;if((a|0)==(c|0))return;do{d=a+24|0;e=b[d>>0]|0;b[d>>0]=((e&255)>>>1&1|e&-2)^1;a=a+28|0}while((a|0)!=(c|0));return}function Ahb(a){a=a|0;vhb(f[a>>2]|0);return}function Bhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;thb(a,f[b>>2]|0,c,d,6408,9729);return}function Chb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;return}function Dhb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;Ehb(a,b)|0;return}function Ehb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;Fhb(a);c=f[b>>2]|0;h=b+4|0;d=f[h>>2]|0;if(d|0)gOb(d);f[a>>2]=c;g=a+4|0;c=f[g>>2]|0;f[g>>2]=d;if(c|0)iOb(c);e=b+8|0;c=f[e>>2]|0;g=b+12|0;d=f[g>>2]|0;if(d|0)gOb(d);f[a+8>>2]=c;i=a+12|0;c=f[i>>2]|0;f[i>>2]=d;if(c|0)iOb(c);d=b+16|0;f[a+16>>2]=f[d>>2];f[b>>2]=0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)iOb(c);f[e>>2]=0;c=f[g>>2]|0;f[g>>2]=0;if(!c){f[d>>2]=0;return a|0}iOb(c);f[d>>2]=0;return a|0}function Fhb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;d=f[a>>2]|0;if(!d)return;e=f[a+16>>2]|0;h=a+8|0;c=f[e>>2]|0;e=f[e+4>>2]|0;a:do if((c|0)!=(e|0)){g=c;while(1){if((f[g>>2]|0)==(d|0))break;c=g+28|0;if((c|0)==(e|0))break a;else g=c}e=f[h>>2]|0;c=e;if(e|0){d=g+8|0;if(!(f[d>>2]|0)){e=f[a+12>>2]|0;if(e|0)gOb(e);f[d>>2]=c;d=g+12|0;c=f[d>>2]|0;f[d>>2]=e;if(c|0)iOb(c)}}g=g+24|0;b[g>>0]=b[g>>0]|2}while(0);f[h>>2]=0;h=a+12|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)iOb(c);f[a>>2]=0;a=a+4|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function Ghb(a){a=a|0;var b=0;Fhb(a);b=f[a+12>>2]|0;if(b|0)iOb(b);a=f[a+4>>2]|0;if(!a)return;iOb(a);return}function Hhb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;e=u;u=u+16|0;b=e;d=a+8|0;if(f[d>>2]|0){u=e;return d|0}if(!(f[a>>2]|0)){u=e;return d|0}xub(b);g=f[b>>2]|0;c=b+4|0;h=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[d>>2]=g;g=a+12|0;b=f[g>>2]|0;f[g>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}Gub(f[d>>2]|0,0,a,3553,0);u=e;return d|0}function Ihb(a,c){a=a|0;c=c|0;var d=0,e=0;f[a>>2]=c;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;f[a+36>>2]=0;f[a+40>>2]=0;f[a+44>>2]=0;f[a+52>>2]=0;f[a+56>>2]=0;f[a+60>>2]=0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+76>>2]=0;f[a+84>>2]=0;f[a+88>>2]=0;f[a+92>>2]=0;f[a+100>>2]=0;f[a+104>>2]=0;f[a+108>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+124>>2]=0;f[a+132>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;f[a+148>>2]=0;f[a+152>>2]=0;f[a+156>>2]=0;f[a+164>>2]=0;f[a+168>>2]=0;f[a+172>>2]=0;f[a+180>>2]=0;f[a+184>>2]=0;f[a+188>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+204>>2]=0;f[a+212>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+228>>2]=0;f[a+232>>2]=0;f[a+236>>2]=0;f[a+244>>2]=0;f[a+248>>2]=0;f[a+252>>2]=0;f[a+260>>2]=0;f[a+264>>2]=0;f[a+268>>2]=0;n[a+16>>2]=1.1754943508222875e-38;n[a+32>>2]=2.949390792950442e-31;n[a+48>>2]=8.634480793659976e-29;n[a+64>>2]=2.5277850549753892e-26;n[a+80>>2]=7.40021027743059e-24;n[a+96>>2]=2.1664466087939005e-21;n[a+112>>2]=6.34237477651372e-19;n[a+128>>2]=1.8567602772480624e-16;n[a+144>>2]=5.435753640281073e-14;n[a+160>>2]=1.591342509155158e-11;n[a+176>>2]=4.658730290429958e-09;n[a+192>>2]=1.363865294479183e-06;n[a+208>>2]=3.9927801117300987e-04;n[a+224>>2]=.11689052730798721;n[a+240>>2]=34.220252990722656;n[a+256>>2]=3402823466385288598117041.0e14;c=a+344|0;d=a+272|0;e=d+72|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=1.0;e=a+348|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+364>>2]=1.0;e=a+368|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+384>>2]=1.0;e=a+388|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+404>>2]=1.0;e=a+408|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+424>>2]=1.0;e=a+428|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+444>>2]=1.0;e=a+448|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+464>>2]=1.0;e=a+468|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+484>>2]=1.0;e=a+488|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+504>>2]=1.0;e=a+508|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+524>>2]=1.0;e=a+528|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+544>>2]=1.0;e=a+548|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+564>>2]=1.0;e=a+568|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+584>>2]=1.0;e=a+588|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+604>>2]=1.0;e=a+608|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+624>>2]=1.0;e=a+628|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+644>>2]=1.0;e=a+648|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+664>>2]=1.0;e=a+668|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+684>>2]=1.0;e=a+688|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+704>>2]=1.0;e=a+708|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+724>>2]=1.0;e=a+728|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+744>>2]=1.0;e=a+748|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+764>>2]=1.0;e=a+768|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+784>>2]=1.0;e=a+788|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+804>>2]=1.0;e=a+808|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;f[a+828>>2]=0;a=a+832|0;b[a>>0]=b[a>>0]&-32|7;return}function Jhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=a+312|0;d=a+316|0;e=f[d>>2]|0;if(e>>>0<(f[a+320>>2]|0)>>>0){Khb(e,b);e=(f[d>>2]|0)+524|0;f[d>>2]=e;d=e;e=f[c>>2]|0;e=d-e|0;e=(e|0)/524|0;e=e+-1|0;return e|0}else{Lhb(c,b);d=f[d>>2]|0;e=f[c>>2]|0;e=d-e|0;e=(e|0)/524|0;e=e+-1|0;return e|0}return 0}function Khb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;e=f[c>>2]|0;f[c>>2]=0;h=c+4|0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;j=c+12|0;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){c=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[e+(c<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}k=a+20|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;n[a+40>>2]=1.0;k=a+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+60>>2]=1.0;k=a+64|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+80>>2]=1.0;k=a+84|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+100>>2]=1.0;k=a+104|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+120>>2]=1.0;k=a+124|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+140>>2]=1.0;k=a+144|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+160>>2]=1.0;k=a+164|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+180>>2]=1.0;k=a+184|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+200>>2]=1.0;k=a+204|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+220>>2]=1.0;k=a+224|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+240>>2]=1.0;k=a+244|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+260>>2]=1.0;k=a+264|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+280>>2]=1.0;k=a+284|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+300>>2]=1.0;k=a+304|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+320>>2]=1.0;k=a+324|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+340>>2]=1.0;k=a+344|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+360>>2]=1.0;k=a+364|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+380>>2]=1.0;k=a+384|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+400>>2]=1.0;k=a+404|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+420>>2]=1.0;k=a+424|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+440>>2]=1.0;k=a+444|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+460>>2]=1.0;k=a+464|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+480>>2]=1.0;k=a+484|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+500>>2]=1.0;k=a+504|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;b[k+16>>0]=0;return}function Lhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;e=((f[q>>2]|0)-c|0)/524|0;d=e+1|0;if(d>>>0>8196502)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/524|0;c=p<<1;c=p>>>0<4098251?(c>>>0<d>>>0?d:c):8196502;do if(!c)g=0;else if(c>>>0>8196502)vd();else{g=pOb(c*524|0)|0;break}while(0);e=g+(e*524|0)|0;d=e;p=g+(c*524|0)|0;Khb(e,b);o=e+524|0;n=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(n|0)){c=d;g=n;d=n}else{do{i=c;c=c+-524|0;m=f[c>>2]|0;f[c>>2]=0;j=i+-520|0;h=f[j>>2]|0;f[j>>2]=0;f[e+-524>>2]=m;f[e+-520>>2]=h;j=e+-516|0;k=i+-516|0;g=f[k>>2]|0;f[j>>2]=g;l=i+-512|0;b=f[l>>2]|0;f[e+-512>>2]=b;f[e+-508>>2]=f[i+-508>>2];if(b|0){g=f[g+4>>2]|0;b=h+-1|0;if(!(b&h))g=g&b;else if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;f[m+(g<<2)>>2]=j;f[k>>2]=0;f[l>>2]=0}Mhb(e+-504|0,i+-504|0);e=d+-524|0;d=e}while((c|0)!=(n|0));c=d;g=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;e=g;if((d|0)!=(e|0))do{H8a(d+-504|0);c=f[d+-516>>2]|0;d=d+-524|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(e|0));if(!g)return;sOb(g);return}function Mhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+1392|0;f[a>>2]=f[b>>2];e=f[(b+4|0)>>2]|0;f[(b+4|0)>>2]=0;d=f[(b+8|0)>>2]|0;f[(b+8|0)>>2]=0;f[a+4>>2]=e;f[a+8>>2]=d;c=f[(b+12|0)>>2]|0;f[(a+12|0)>>2]=c;h=f[(b+16|0)>>2]|0;f[a+16>>2]=h;f[a+20>>2]=f[b+20>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+12|0;f[(b+12|0)>>2]=0;f[(b+16|0)>>2]=0}e=f[(b+24|0)>>2]|0;f[(b+24|0)>>2]=0;d=f[(b+28|0)>>2]|0;f[(b+28|0)>>2]=0;f[a+24>>2]=e;f[a+28>>2]=d;c=f[(b+32|0)>>2]|0;f[(a+32|0)>>2]=c;h=f[(b+36|0)>>2]|0;f[a+36>>2]=h;f[a+40>>2]=f[b+40>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+32|0;f[(b+32|0)>>2]=0;f[(b+36|0)>>2]=0}e=f[(b+44|0)>>2]|0;f[(b+44|0)>>2]=0;d=f[(b+48|0)>>2]|0;f[(b+48|0)>>2]=0;f[a+44>>2]=e;f[a+48>>2]=d;c=f[(b+52|0)>>2]|0;f[(a+52|0)>>2]=c;h=f[(b+56|0)>>2]|0;f[a+56>>2]=h;f[a+60>>2]=f[b+60>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+52|0;f[(b+52|0)>>2]=0;f[(b+56|0)>>2]=0}e=f[(b+64|0)>>2]|0;f[(b+64|0)>>2]=0;d=f[(b+68|0)>>2]|0;f[(b+68|0)>>2]=0;f[a+64>>2]=e;f[a+68>>2]=d;c=f[(b+72|0)>>2]|0;f[(a+72|0)>>2]=c;h=f[(b+76|0)>>2]|0;f[a+76>>2]=h;f[a+80>>2]=f[b+80>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+72|0;f[(b+72|0)>>2]=0;f[(b+76|0)>>2]=0}e=f[(b+84|0)>>2]|0;f[(b+84|0)>>2]=0;d=f[(b+88|0)>>2]|0;f[(b+88|0)>>2]=0;f[a+84>>2]=e;f[a+88>>2]=d;c=f[(b+92|0)>>2]|0;f[(a+92|0)>>2]=c;h=f[(b+96|0)>>2]|0;f[a+96>>2]=h;f[a+100>>2]=f[b+100>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+92|0;f[(b+92|0)>>2]=0;f[(b+96|0)>>2]=0}e=f[(b+104|0)>>2]|0;f[(b+104|0)>>2]=0;d=f[(b+108|0)>>2]|0;f[(b+108|0)>>2]=0;f[a+104>>2]=e;f[a+108>>2]=d;c=f[(b+112|0)>>2]|0;f[(a+112|0)>>2]=c;h=f[(b+116|0)>>2]|0;f[a+116>>2]=h;f[a+120>>2]=f[b+120>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+112|0;f[(b+112|0)>>2]=0;f[(b+116|0)>>2]=0}e=f[(b+124|0)>>2]|0;f[(b+124|0)>>2]=0;d=f[(b+128|0)>>2]|0;f[(b+128|0)>>2]=0;f[a+124>>2]=e;f[a+128>>2]=d;c=f[(b+132|0)>>2]|0;f[(a+132|0)>>2]=c;h=f[(b+136|0)>>2]|0;f[a+136>>2]=h;f[a+140>>2]=f[b+140>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+132|0;f[(b+132|0)>>2]=0;f[(b+136|0)>>2]=0}e=f[(b+144|0)>>2]|0;f[(b+144|0)>>2]=0;d=f[(b+148|0)>>2]|0;f[(b+148|0)>>2]=0;f[a+144>>2]=e;f[a+148>>2]=d;c=f[(b+152|0)>>2]|0;f[(a+152|0)>>2]=c;h=f[(b+156|0)>>2]|0;f[a+156>>2]=h;f[a+160>>2]=f[b+160>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+152|0;f[(b+152|0)>>2]=0;f[(b+156|0)>>2]=0}e=f[(b+164|0)>>2]|0;f[(b+164|0)>>2]=0;d=f[(b+168|0)>>2]|0;f[(b+168|0)>>2]=0;f[a+164>>2]=e;f[a+168>>2]=d;c=f[(b+172|0)>>2]|0;f[(a+172|0)>>2]=c;h=f[(b+176|0)>>2]|0;f[a+176>>2]=h;f[a+180>>2]=f[b+180>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+172|0;f[(b+172|0)>>2]=0;f[(b+176|0)>>2]=0}e=f[(b+184|0)>>2]|0;f[(b+184|0)>>2]=0;d=f[(b+188|0)>>2]|0;f[(b+188|0)>>2]=0;f[a+184>>2]=e;f[a+188>>2]=d;c=f[(b+192|0)>>2]|0;f[(a+192|0)>>2]=c;h=f[(b+196|0)>>2]|0;f[a+196>>2]=h;f[a+200>>2]=f[b+200>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+192|0;f[(b+192|0)>>2]=0;f[(b+196|0)>>2]=0}e=f[(b+204|0)>>2]|0;f[(b+204|0)>>2]=0;d=f[(b+208|0)>>2]|0;f[(b+208|0)>>2]=0;f[a+204>>2]=e;f[a+208>>2]=d;c=f[(b+212|0)>>2]|0;f[(a+212|0)>>2]=c;h=f[(b+216|0)>>2]|0;f[a+216>>2]=h;f[a+220>>2]=f[b+220>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+212|0;f[(b+212|0)>>2]=0;f[(b+216|0)>>2]=0}e=f[(b+224|0)>>2]|0;f[(b+224|0)>>2]=0;d=f[(b+228|0)>>2]|0;f[(b+228|0)>>2]=0;f[a+224>>2]=e;f[a+228>>2]=d;c=f[(b+232|0)>>2]|0;f[(a+232|0)>>2]=c;h=f[(b+236|0)>>2]|0;f[a+236>>2]=h;f[a+240>>2]=f[b+240>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+232|0;f[(b+232|0)>>2]=0;f[(b+236|0)>>2]=0}h=f[(b+244|0)>>2]|0;f[(b+244|0)>>2]=0;e=f[(b+248|0)>>2]|0;f[(b+248|0)>>2]=0;f[a+244>>2]=h;f[g+16>>2]=a;f[g+24>>2]=b;f[g+160>>2]=e;f[g+976>>2]=h;f[g+1312>>2]=0;f[g+1316>>2]=0;Ajb(g);G=f[g+1312>>2]|0;D=f[g+1316>>2]|0;H=+n[g+1316>>2];f[g+1312>>2]=0;f[g+1316>>2]=0;if((G|0)==5){u=g;return}u=g}function Nhb(a){a=a|0;var b=0,c=0,d=0,e=0;d=f[a+312>>2]|0;c=a+316|0;a=f[c>>2]|0;if((a|0)==(d|0))return;do{b=a+-524|0;f[c>>2]=b;H8a(a+-504|0);a=f[a+-516>>2]|0;if(a|0)do{e=a;a=f[a>>2]|0;sOb(e)}while((a|0)!=0);a=f[b>>2]|0;f[b>>2]=0;if(a|0)sOb(a);a=f[c>>2]|0}while((a|0)!=(d|0));return}function Ohb(a,b){a=a|0;b=b|0;var c=0;c=f[a+312>>2]|0;return ((((f[a+316>>2]|0)-c|0)/524|0)>>>0>b>>>0?c+(b*524|0)+20|0:a+324|0)|0}function Phb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=f[(f[a>>2]|0)+64>>2]|0;g=f[(f[c+4>>2]|0)+44>>2]|0;h=(f[g+28>>2]|0)+(f[g+24>>2]|0)|0;i=f[g+32>>2]|0;if((i|0)==(0-h|0)){u=m;return}a:do if((e|0)==0&(b[g+148>>0]&2)==0){e=h+i|0;d=0}else if((d|0)!=0&(e|0)!=0){g=f[a+300>>2]|0;i=(f[a+296>>2]|0)+((f[a+308>>2]|0)*12|0)|0;if((i|0)!=(g|0)){while(1){h=g+-12|0;if((f[h>>2]|0)==(c|0))break;if((i|0)==(h|0))break a;else g=h}l=g+-4|0;f[l>>2]=(f[l>>2]|0)+e;u=m;return}}while(0);if(tSa(j)|0)k=10;else if(f[c+196>>2]&2048|0)k=10;if((k|0)==10)qSa(j,c);f[l>>2]=c;f[l+4>>2]=d;f[l+8>>2]=e;d=a+300|0;e=f[d>>2]|0;if(e>>>0<(f[a+304>>2]|0)>>>0){f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[d>>2]=(f[d>>2]|0)+12}else Qhb(a+296|0,l);u=m;return}function Qhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Rhb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0;y=0;E=u;u=u+7808|0;_bb(a+324|0);i=f[(a+312|0)>>2]|0;j=f[(a+316|0)>>2]|0;if((i|0)!=(j|0))do{_bb(i+20|0);i=i+524|0}while((i|0)!=(j|0));i=f[(f[a>>2]|0)+64>>2]|0;j=f[64745]|0;k=f[64746]|0;f[E+1024>>2]=a;f[E+1032>>2]=b;f[E+1040>>2]=c;f[E+1208>>2]=l;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+4680>>2]=s;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6112>>2]=j;f[E+6120>>2]=k;n[E+6200>>2]=x;f[E+7408>>2]=z;f[E+7416>>2]=A;f[E+7504>>2]=0;f[E+7508>>2]=0;Gjb(E);B=f[E+1608>>2]|0;C=f[E+1680>>2]|0;s=f[E+4680>>2]|0;t=f[E+4992>>2]|0;v=f[E+5056>>2]|0;w=f[E+5064>>2]|0;x=+n[E+6200>>2];z=f[E+7408>>2]|0;A=f[E+7416>>2]|0;G=f[E+7504>>2]|0;D=f[E+7508>>2]|0;H=+n[E+7508>>2];f[E+7504>>2]=0;f[E+7508>>2]=0;if((G|0)==6)return D|0;f[E+1024>>2]=a;f[E+7400>>2]=y;f[E+7408>>2]=z;f[E+7416>>2]=A;f[E+7496>>2]=0;f[E+7500>>2]=0;Fjb(E);l=f[E+7400>>2]|0;y=f[E+7408>>2]|0;f[E+1024>>2]=a;f[E+1032>>2]=b;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+3336>>2]=m;f[E+3344>>2]=o;f[E+3352>>2]=p;f[E+3368>>2]=q;f[E+3376>>2]=r;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6104>>2]=i;f[E+7400>>2]=l;f[E+7408>>2]=y;f[E+7416>>2]=A;f[E+7488>>2]=0;f[E+7492>>2]=0;Ejb(E);B=f[E+1608>>2]|0;C=f[E+1680>>2]|0;m=f[E+3336>>2]|0;o=f[E+3344>>2]|0;p=f[E+3352>>2]|0;q=f[E+3368>>2]|0;r=f[E+3376>>2]|0;y=f[E+7400>>2]|0;a:while(1){z=f[(a+288|0)>>2]|0;A=(f[(a+284|0)>>2]|0)==(z|0);f[E+1024>>2]=a;f[E+1040>>2]=c;f[E+1048>>2]=d;f[E+1056>>2]=e;f[E+1064>>2]=g;f[E+1072>>2]=h;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+3336>>2]=m;f[E+3344>>2]=o;f[E+3352>>2]=p;f[E+3368>>2]=q;f[E+3376>>2]=r;f[E+3400>>2]=z;f[E+3408>>2]=A;f[E+4680>>2]=s;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6112>>2]=j;f[E+6120>>2]=k;n[E+6200>>2]=x;f[E+7400>>2]=y;f[E+7480>>2]=0;f[E+7484>>2]=0;Djb(E);y=f[E+7400>>2]|0;G=f[E+7480>>2]|0;D=f[E+7484>>2]|0;H=+n[E+7484>>2];f[E+7480>>2]=0;f[E+7484>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 7:break a}}do{i=f[(a+324|0)>>2]|0;j=f[(a+312|0)>>2]|0;k=f[(a+316|0)>>2]|0;if((j|0)!=(k|0))do{i=(f[j+20>>2]|0)+i|0;j=j+524|0}while((j|0)!=(k|0));if(i>>>0>=e>>>0)break;i=xcb(a+324|0,h)|0;j=f[(a+312|0)>>2]|0;k=f[(a+316|0)>>2]|0;if((j|0)!=(k|0))do{i=i|(xcb(j+20|0,h)|0);j=j+524|0}while((j|0)!=(k|0))}while(i);b:do if(!(b<<24>>24))i=0;else if(!(f[(a+4|0)>>2]|0))if((f[(a+272|0)>>2]|0)==(f[(a+276|0)>>2]|0))if((((f[a+812>>2]|0)-(f[a+808>>2]|0)|0)/60|0|0)==(f[a+820>>2]|0)){i=f[(a+312|0)>>2]|0;j=f[(a+316|0)>>2]|0;if((i|0)!=(j|0))do{if((((f[i+508>>2]|0)-(f[i+504>>2]|0)|0)/60|0|0)!=(f[i+516>>2]|0)){i=1;break b}i=i+524|0}while((i|0)!=(j|0));i=(((f[C>>2]|0)-(f[(a+296|0)>>2]|0)|0)/12|0|0)==(f[B>>2]|0)?0:2}else i=1;else i=1;else i=1;while(0);a=i;u=E;return a|0}function Shb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=a+24|0;p[v>>3]=-+p[v>>3];b=+p[a>>3];c=+K(+b);p[a+192>>3]=c;v=a+8|0;c=+p[v>>3];d=+K(+c);p[a+200>>3]=d;u=a+16|0;d=+p[u>>3];g=+K(+d);p[a+208>>3]=g;p[a+336>>3]=b>=0.0?1.0:-1.0;p[a+344>>3]=c>=0.0?1.0:-1.0;p[a+352>>3]=d>=0.0?1.0:-1.0;t=a+56|0;p[t>>3]=-+p[t>>3];t=a+32|0;d=+p[t>>3];c=+K(+d);p[a+216>>3]=c;s=a+40|0;c=+p[s>>3];b=+K(+c);p[a+224>>3]=b;r=a+48|0;b=+p[r>>3];g=+K(+b);p[a+232>>3]=g;p[a+360>>3]=d>=0.0?1.0:-1.0;p[a+368>>3]=c>=0.0?1.0:-1.0;p[a+376>>3]=b>=0.0?1.0:-1.0;q=a+88|0;p[q>>3]=-+p[q>>3];q=a+64|0;b=+p[q>>3];c=+K(+b);p[a+240>>3]=c;o=a+72|0;c=+p[o>>3];d=+K(+c);p[a+248>>3]=d;n=a+80|0;d=+p[n>>3];g=+K(+d);p[a+256>>3]=g;p[a+384>>3]=b>=0.0?1.0:-1.0;p[a+392>>3]=c>=0.0?1.0:-1.0;p[a+400>>3]=d>=0.0?1.0:-1.0;m=a+120|0;p[m>>3]=-+p[m>>3];m=a+96|0;d=+p[m>>3];c=+K(+d);p[a+264>>3]=c;l=a+104|0;c=+p[l>>3];b=+K(+c);p[a+272>>3]=b;k=a+112|0;b=+p[k>>3];g=+K(+b);p[a+280>>3]=g;p[a+408>>3]=d>=0.0?1.0:-1.0;p[a+416>>3]=c>=0.0?1.0:-1.0;p[a+424>>3]=b>=0.0?1.0:-1.0;j=a+152|0;p[j>>3]=-+p[j>>3];j=a+128|0;b=+p[j>>3];c=+K(+b);p[a+288>>3]=c;i=a+136|0;c=+p[i>>3];d=+K(+c);p[a+296>>3]=d;h=a+144|0;d=+p[h>>3];g=+K(+d);p[a+304>>3]=g;p[a+432>>3]=b>=0.0?1.0:-1.0;p[a+440>>3]=c>=0.0?1.0:-1.0;p[a+448>>3]=d>=0.0?1.0:-1.0;w=a+184|0;p[w>>3]=-+p[w>>3];d=+p[a+160>>3];c=+K(+d);p[a+312>>3]=c;c=+p[a+168>>3];b=+K(+c);p[a+320>>3]=b;b=+p[a+176>>3];g=+K(+b);p[a+328>>3]=g;p[a+456>>3]=d>=0.0?1.0:-1.0;p[a+464>>3]=c>=0.0?1.0:-1.0;p[a+472>>3]=b>=0.0?1.0:-1.0;g=+p[a>>3];f=+p[v>>3];e=+p[u>>3];e=g*g+(f*f+e*e);p[a+480>>3]=e==0.0?0.0:1.0/e;e=+p[t>>3];f=+p[s>>3];g=+p[r>>3];g=e*e+(f*f+g*g);p[a+488>>3]=g==0.0?0.0:1.0/g;g=+p[q>>3];f=+p[o>>3];e=+p[n>>3];e=g*g+(f*f+e*e);p[a+496>>3]=e==0.0?0.0:1.0/e;e=+p[m>>3];f=+p[l>>3];g=+p[k>>3];g=e*e+(f*f+g*g);p[a+504>>3]=g==0.0?0.0:1.0/g;g=+p[j>>3];f=+p[i>>3];e=+p[h>>3];e=g*g+(f*f+e*e);p[a+512>>3]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);p[a+520>>3]=b==0.0?0.0:1.0/b;return}function Thb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0,q=0,r=0,s=0,t=0.0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;H=a+20|0;G=a+40|0;o=+n[G>>2];h=a+60|0;g=+n[h>>2];J=a+56|0;B=+n[J>>2];p=a+44|0;x=+n[p>>2];E=a+24|0;f=a+52|0;C=+n[f>>2];F=a+36|0;d=+n[F>>2];i=a+28|0;n[b>>2]=+n[i>>2]*(B*d-o*C)+(+n[H>>2]*(o*g-B*x)+ +n[E>>2]*(x*C-g*d));d=+n[J>>2];y=a+12|0;g=+n[y>>2];z=a+8|0;C=+n[z>>2];x=+n[h>>2];A=a+4|0;B=+n[A>>2];o=+n[f>>2];w=b+4|0;n[w>>2]=-(+n[p>>2]*(C*o-d*B)+(+n[F>>2]*(d*g-C*x)+ +n[G>>2]*(x*B-g*o)));o=+n[z>>2];g=+n[i>>2];B=+n[E>>2];x=+n[y>>2];C=+n[H>>2];d=+n[A>>2];v=b+8|0;n[v>>2]=+n[h>>2]*(B*d-o*C)+(+n[f>>2]*(o*g-B*x)+ +n[J>>2]*(x*C-g*d));d=+n[E>>2];g=+n[p>>2];C=+n[G>>2];x=+n[i>>2];B=+n[F>>2];o=+n[H>>2];u=b+12|0;n[u>>2]=-(+n[y>>2]*(C*o-d*B)+(+n[A>>2]*(d*g-C*x)+ +n[z>>2]*(x*B-g*o)));D=a+32|0;o=+n[D>>2];g=+n[f>>2];I=a+48|0;B=+n[I>>2];x=+n[F>>2];c=a+16|0;C=+n[h>>2];d=+n[p>>2];m=b+32|0;n[m>>2]=+n[H>>2]*(B*d-o*C)+(+n[i>>2]*(o*g-B*x)+ +n[c>>2]*(x*C-g*d));d=+n[I>>2];g=+n[A>>2];C=+n[a>>2];x=+n[f>>2];B=+n[y>>2];o=+n[h>>2];l=b+36|0;n[l>>2]=-(+n[F>>2]*(C*o-d*B)+(+n[p>>2]*(d*g-C*x)+ +n[D>>2]*(x*B-g*o)));o=+n[a>>2];g=+n[H>>2];B=+n[c>>2];x=+n[A>>2];C=+n[i>>2];d=+n[y>>2];k=b+40|0;n[k>>2]=+n[f>>2]*(B*d-o*C)+(+n[h>>2]*(o*g-B*x)+ +n[I>>2]*(x*C-g*d));d=+n[c>>2];g=+n[F>>2];C=+n[D>>2];x=+n[H>>2];B=+n[p>>2];o=+n[i>>2];j=b+44|0;n[j>>2]=-(+n[A>>2]*(C*o-d*B)+(+n[y>>2]*(d*g-C*x)+ +n[a>>2]*(x*B-g*o)));o=+n[p>>2];g=+n[I>>2];B=+n[h>>2];x=+n[D>>2];C=+n[J>>2];d=+n[G>>2];s=b+16|0;n[s>>2]=-(+n[c>>2]*(B*d-o*C)+(+n[E>>2]*(o*g-B*x)+ +n[i>>2]*(x*C-g*d)));d=+n[h>>2];g=+n[a>>2];C=+n[y>>2];x=+n[I>>2];B=+n[z>>2];o=+n[J>>2];r=b+20|0;n[r>>2]=+n[D>>2]*(C*o-d*B)+(+n[G>>2]*(d*g-C*x)+ +n[p>>2]*(x*B-g*o));o=+n[y>>2];g=+n[c>>2];B=+n[i>>2];x=+n[a>>2];C=+n[E>>2];d=+n[z>>2];q=b+24|0;n[q>>2]=-(+n[I>>2]*(B*d-o*C)+(+n[J>>2]*(o*g-B*x)+ +n[h>>2]*(x*C-g*d)));d=+n[i>>2];g=+n[D>>2];C=+n[p>>2];x=+n[c>>2];B=+n[G>>2];o=+n[E>>2];p=b+28|0;n[p>>2]=+n[a>>2]*(C*o-d*B)+(+n[z>>2]*(d*g-C*x)+ +n[y>>2]*(x*B-g*o));o=+n[F>>2];g=+n[J>>2];B=+n[f>>2];x=+n[G>>2];C=+n[I>>2];d=+n[D>>2];d=-(+n[E>>2]*(B*d-o*C)+(+n[c>>2]*(o*g-B*x)+ +n[H>>2]*(x*C-g*d)));i=b+48|0;n[i>>2]=d;g=+n[f>>2];C=+n[z>>2];x=+n[A>>2];B=+n[J>>2];o=+n[a>>2];t=+n[I>>2];h=b+52|0;n[h>>2]=+n[G>>2]*(x*t-g*o)+(+n[D>>2]*(g*C-x*B)+ +n[F>>2]*(B*o-C*t));t=+n[A>>2];C=+n[E>>2];o=+n[H>>2];B=+n[z>>2];x=+n[c>>2];g=+n[a>>2];g=-(+n[J>>2]*(o*g-t*x)+(+n[I>>2]*(t*C-o*B)+ +n[f>>2]*(B*x-C*g)));f=b+56|0;n[f>>2]=g;C=+n[H>>2];x=+n[G>>2];B=+n[F>>2];o=+n[E>>2];t=+n[D>>2];e=+n[c>>2];e=+n[z>>2]*(B*e-C*t)+(+n[a>>2]*(C*x-B*o)+ +n[A>>2]*(o*t-x*e));c=b+60|0;n[c>>2]=e;x=+n[b>>2];t=+n[s>>2];o=+n[m>>2];d=+n[a>>2]*x+ +n[A>>2]*t+(+n[z>>2]*o+ +n[y>>2]*d);n[b>>2]=x/d;n[w>>2]=+n[w>>2]/d;n[v>>2]=+n[v>>2]/d;n[u>>2]=+n[u>>2]/d;n[s>>2]=t/d;n[r>>2]=+n[r>>2]/d;n[q>>2]=+n[q>>2]/d;n[p>>2]=+n[p>>2]/d;n[m>>2]=o/d;n[l>>2]=+n[l>>2]/d;n[k>>2]=+n[k>>2]/d;n[j>>2]=+n[j>>2]/d;n[i>>2]=+n[i>>2]/d;n[h>>2]=+n[h>>2]/d;n[f>>2]=g/d;n[c>>2]=e/d;return}function Uhb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;if(c==0.0)if(b<1.1754943508222875e-38){b=1.1754943508222875e-38;c=1.1754943508222875e-38}else c=1.1754943508222875e-38;d=+U(+((+V(+b)-+V(+c))/31.0));n[a+12>>2]=c;c=d*(d*(d*c));n[a+28>>2]=c;c=d*c;n[a+44>>2]=c;c=d*c;n[a+60>>2]=c;c=d*c;n[a+76>>2]=c;c=d*c;n[a+92>>2]=c;c=d*c;n[a+108>>2]=c;c=d*c;n[a+124>>2]=c;c=d*c;n[a+140>>2]=c;c=d*c;n[a+156>>2]=c;c=d*c;n[a+172>>2]=c;c=d*c;n[a+188>>2]=c;c=d*c;n[a+204>>2]=c;c=d*c;n[a+220>>2]=c;n[a+236>>2]=d*c;n[a+252>>2]=b;return}function Vhb(a){a=a|0;var b=0,c=0,d=0;b=f[a+16>>2]|0;c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+32>>2]|0;c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+48>>2]|0;c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+64>>2]|0;c=a+68|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+80>>2]|0;c=a+84|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+96>>2]|0;c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+112>>2]|0;c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+128>>2]|0;c=a+132|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+144>>2]|0;c=a+148|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+160>>2]|0;c=a+164|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+176>>2]|0;c=a+180|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+192>>2]|0;c=a+196|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+208>>2]|0;c=a+212|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+224>>2]|0;c=a+228|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+240>>2]|0;c=a+244|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+256>>2]|0;c=a+260|0;d=f[c>>2]|0;if((d|0)==(b|0)){d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}function Whb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+32|0;i=j;h=f[a+196>>2]|0;if(!(h&1792|c)){i=0;u=j;return i|0}c=b[a+192>>0]|0;if(!((c&7&((c&255)>>>3&7|b[d>>0]))<<24>>24)){i=0;u=j;return i|0}if(h&134217728|0){d=f[a+104>>2]|0;if(+n[g>>2]*+n[d+312>>2]+(+n[g+4>>2]*+n[d+316>>2]+ +n[g+8>>2]*+n[d+320>>2])<+n[d+324>>2]){i=0;u=j;return i|0}}if(h&33554456|0){i=1;u=j;return i|0}d=a+200|0;c=f[d>>2]|0;if(!((c&33554432|0)==0&0==0)){LJa(a);c=f[d>>2]|0}p[i>>3]=+n[a+168>>2]+ +n[a+156>>2];p[i+8>>3]=+n[a+172>>2]+ +n[a+160>>2];p[i+16>>3]=+n[a+176>>2]+ +n[a+164>>2];if(!((c&16777216|0)==0&0==0))MJa(a);i=lib(e,i,+n[a+152>>2])|0;u=j;return i|0}function Xhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function Yhb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else Xhb(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function Zhb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0;f=+p[b>>3];h=+p[b+8>>3];e=+p[b+16>>3];i=+p[c>>3];g=+p[c+8>>3];d=+p[c+16>>3];q=+p[a>>3]*f+(+p[a+8>>3]*h+ +p[a+16>>3]*e);r=+p[a+192>>3]*i+(+p[a+200>>3]*g+ +p[a+208>>3]*d);s=+p[a+24>>3];if(q+r<=s){a=0;return a|0}t=+p[a+32>>3]*f+(+p[a+40>>3]*h+ +p[a+48>>3]*e);u=+p[a+216>>3]*i+(+p[a+224>>3]*g+ +p[a+232>>3]*d);v=+p[a+56>>3];if(t+u<=v){a=0;return a|0}w=+p[a+64>>3]*f+(+p[a+72>>3]*h+ +p[a+80>>3]*e);x=+p[a+240>>3]*i+(+p[a+248>>3]*g+ +p[a+256>>3]*d);y=+p[a+88>>3];if(w+x<=y){a=0;return a|0}j=+p[a+96>>3]*f+(+p[a+104>>3]*h+ +p[a+112>>3]*e);k=+p[a+264>>3]*i+(+p[a+272>>3]*g+ +p[a+280>>3]*d);l=+p[a+120>>3];if(j+k<=l){a=0;return a|0}m=+p[a+128>>3]*f+(+p[a+136>>3]*h+ +p[a+144>>3]*e);n=+p[a+288>>3]*i+(+p[a+296>>3]*g+ +p[a+304>>3]*d);o=+p[a+152>>3];if(m+n<=o){a=0;return a|0}f=+p[a+160>>3]*f+(+p[a+168>>3]*h+ +p[a+176>>3]*e);e=+p[a+312>>3]*i+(+p[a+320>>3]*g+ +p[a+328>>3]*d);d=+p[a+184>>3];if(f+e<=d){a=0;return a|0}a=f-e<d|(m-n<o|(j-k<l|(w-x<y|(t-u<v|q-r<s))))?1:2;return a|0}function _hb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|268435456;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else uib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function $hb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|536870912;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else tib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function aib(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;f[k>>2]=c;l=f[a>>2]|0;d=l+832|0;e=c+196|0;g=f[e>>2]|0;if(!((b[d>>0]&8)!=0|(g&4|0)==0)){u=m;return}if(!(g&2048)){g=f[a+16>>2]|0;if(!(bib(c,f[f[g>>2]>>2]|0,f[g+4>>2]|0,f[g+8>>2]|0,f[g+12>>2]|0)|0)){if(b[d>>0]&16){u=m;return}f[e>>2]=f[e>>2]&-1793;u=m;return}g=f[a+8>>2]|0;e=c+200|0;d=f[e>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[e>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(c);j=+n[g+12>>2]+(+n[c+168>>2]*+n[g>>2]+(+n[c+172>>2]*+n[g+4>>2]+ +n[c+176>>2]*+n[g+8>>2]));j=j*j;Yhb(l+4|0,+n[c+152>>2]/(j<9.999999747378752e-06?9.999999747378752e-06:j),k,f[a+12>>2]|0);u=m;return}else{g=f[a+4>>2]|0;if(!(Whb(c,f[f[g>>2]>>2]|0,f[g+4>>2]|0,f[g+8>>2]|0,f[g+12>>2]|0)|0)){if(b[d>>0]&16){u=m;return}f[e>>2]=f[e>>2]&-1793;u=m;return}g=f[a+8>>2]|0;e=c+200|0;d=f[e>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[e>>2]|0}h=+n[c+168>>2]+ +n[c+156>>2];i=+n[c+172>>2]+ +n[c+160>>2];j=+n[c+176>>2]+ +n[c+164>>2];if(!((d&16777216|0)==0&0==0))MJa(c);j=+n[g+12>>2]+(h*+n[g>>2]+(i*+n[g+4>>2]+j*+n[g+8>>2]));j=j*j;Yhb(l+4|0,+n[c+152>>2]/(j<9.999999747378752e-06?9.999999747378752e-06:j),k,f[a+12>>2]|0);u=m;return}}function bib(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0,j=0,k=0;k=u;u=u+32|0;j=k;i=f[a+196>>2]|0;if(!(i&1792|c)){j=0;u=k;return j|0}c=b[a+192>>0]|0;if(!((c&7&((c&255)>>>3&7|b[d>>0]))<<24>>24)){j=0;u=k;return j|0}if(i&134217728|0){d=f[a+104>>2]|0;if(+n[g>>2]*+n[d+312>>2]+(+n[g+4>>2]*+n[d+316>>2]+ +n[g+8>>2]*+n[d+320>>2])<+n[d+324>>2]){j=0;u=k;return j|0}}if(i&33554456|0){j=1;u=k;return j|0}d=a+200|0;c=(f[d>>2]&33554432|0)==0&0==0;if(!(i&2048)){if(!c)LJa(a);p[j>>3]=+n[a+168>>2];p[j+8>>3]=+n[a+172>>2];h=+n[a+176>>2]}else{if(!c)LJa(a);p[j>>3]=+n[a+168>>2]+ +n[a+156>>2];p[j+8>>3]=+n[a+172>>2]+ +n[a+160>>2];h=+n[a+176>>2]+ +n[a+164>>2]}p[j+16>>3]=h;if(!((f[d>>2]&16777216|0)==0&0==0))MJa(a);j=lib(e,j,+n[a+152>>2])|0;u=k;return j|0}function cib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;t=v;f[b>>2]=(f[b>>2]|0)+-1;s=b+4|0;c=f[s>>2]|0;a:do if(c|0){e=f[b+12+(c<<4)+4>>2]|0;d=f[b+12+(c<<4)+8>>2]|0;if((e|0)==(d|0)){do{c=c+-1|0;f[s>>2]=c;if(!c)break a;e=f[b+12+(c<<4)+4>>2]|0;d=f[b+12+(c<<4)+8>>2]|0}while((e|0)==(d|0));g=d-e|0;q=g>>4;if((g|0)>16){r=(q+-2|0)/2|0;if((g|0)>=32){p=r;while(1){j=e+(p<<4)|0;c=p<<4;if((r|0)>=(c>>4|0)){d=c>>3|1;c=e+(d<<4)|0;h=c;g=d+1|0;if((g|0)<(q|0)){c=c+16|0;if(+n[e+(d<<4)+4>>2]<+n[c+4>>2])d=g;else c=h}else c=h;l=+n[e+(p<<4)+4>>2];if(!(+n[c+4>>2]<l)){k=f[j>>2]|0;o=e+(p<<4)+8|0;m=f[o>>2]|0;o=f[o+4>>2]|0;while(1){i=j;j=c;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];if((r|0)<(d|0))break;d=d<<1|1;h=e+(d<<4)|0;g=h;i=d+1|0;if((i|0)<(q|0)){h=h+16|0;if(+n[e+(d<<4)+4>>2]<+n[h+4>>2]){d=i;g=h}}if(+n[g+4>>2]<l)break;else c=g}j=c;f[c>>2]=k;n[j+4>>2]=l;k=j+8|0;f[k>>2]=m;f[k+4>>2]=o}}if((p|0)>0)p=p+-1|0;else break}e=f[s>>2]|0;c=e;d=f[b+12+(e<<4)+8>>2]|0;e=f[b+12+(e<<4)+4>>2]|0}}}r=b+12+(c<<4)+8|0;g=d-e|0;c=g>>4;if((g|0)>16){q=d+-16|0;f[t>>2]=f[e>>2];f[t+4>>2]=f[e+4>>2];f[t+8>>2]=f[e+8>>2];f[t+12>>2]=f[e+12>>2];f[e>>2]=f[q>>2];f[e+4>>2]=f[q+4>>2];f[e+8>>2]=f[q+8>>2];f[e+12>>2]=f[q+12>>2];f[q>>2]=f[t>>2];f[q+4>>2]=f[t+4>>2];f[q+8>>2]=f[t+8>>2];f[q+12>>2]=f[t+12>>2];q=c+-1|0;if((c|0)!=2){p=(c+-3|0)/2|0;c=e+16|0;if((g|0)>48)if(+n[e+20>>2]<+n[e+36>>2]){d=2;c=e+32|0}else d=1;else d=1;l=+n[e+4>>2];if(!(+n[c+4>>2]<l)){k=f[e>>2]|0;o=e+8|0;m=f[o>>2]|0;o=f[o+4>>2]|0;j=e;while(1){t=j;j=c;f[t>>2]=f[j>>2];f[t+4>>2]=f[j+4>>2];f[t+8>>2]=f[j+8>>2];f[t+12>>2]=f[j+12>>2];if((p|0)<(d|0))break;d=d<<1|1;h=e+(d<<4)|0;g=h;i=d+1|0;if((i|0)<(q|0)){h=h+16|0;if(+n[e+(d<<4)+4>>2]<+n[h+4>>2]){d=i;g=h}}if(+n[g+4>>2]<l)break;else c=g}t=c;f[c>>2]=k;n[t+4>>2]=l;t=t+8|0;f[t>>2]=m;f[t+4>>2]=o}}}t=(f[r>>2]|0)+-16|0;f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];f[r>>2]=t;u=v;return}while(0);g=b+8|0;s=f[g>>2]|0;h=f[b+16>>2]|0;c=h+(s<<4)|0;f[t>>2]=f[c>>2];f[t+4>>2]=f[c+4>>2];f[t+8>>2]=f[c+8>>2];f[t+12>>2]=f[c+12>>2];s=s+1|0;f[g>>2]=s;c=b+20|0;b=f[c>>2]|0;d=h;e=b;if((s|0)==(b-d>>4|0)){f[g>>2]=0;if((h|0)!=(e|0))f[c>>2]=e+(~((e+-16-d|0)>>>4)<<4)};f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];u=v;return}function dib(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;r=a+4|0;b=f[r>>2]|0;a:do if(b|0){c=f[a+12+(b<<4)+4>>2]|0;if((c|0)!=(f[a+12+(b<<4)+8>>2]|0)){r=c;return r|0}do{b=b+-1|0;f[r>>2]=b;if(!b)break a;q=f[a+12+(b<<4)+4>>2]|0;c=f[a+12+(b<<4)+8>>2]|0}while((q|0)==(c|0));b=c-q|0;o=b>>4;if((b|0)<=16){r=q;return r|0}p=(o+-2|0)/2|0;if((b|0)<32){r=q;return r|0}else m=p;while(1){h=q+(m<<4)|0;b=m<<4;if((p|0)>=(b>>4|0)){c=b>>3|1;b=q+(c<<4)|0;e=b;d=c+1|0;if((d|0)<(o|0)){b=b+16|0;if(+n[q+(c<<4)+4>>2]<+n[b+4>>2])c=d;else b=e}else b=e;j=+n[q+(m<<4)+4>>2];if(!(+n[b+4>>2]<j)){i=f[h>>2]|0;l=q+(m<<4)+8|0;k=f[l>>2]|0;l=f[l+4>>2]|0;while(1){g=h;h=b;f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];f[g+12>>2]=f[h+12>>2];if((p|0)<(c|0))break;c=c<<1|1;e=q+(c<<4)|0;d=e;g=c+1|0;if((g|0)<(o|0)){e=e+16|0;if(+n[q+(c<<4)+4>>2]<+n[e+4>>2]){c=g;d=e}}if(+n[d+4>>2]<j)break;else b=d}h=b;f[b>>2]=i;n[h+4>>2]=j;i=h+8|0;f[i>>2]=k;f[i+4>>2]=l}}if((m|0)>0)m=m+-1|0;else break}r=f[a+12+(f[r>>2]<<4)+4>>2]|0;return r|0}while(0);r=(f[a+16>>2]|0)+(f[a+8>>2]<<4)|0;return r|0}function eib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function fib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function gib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;m=0;p=u;u=u+880|0;k=b;a:while(1){d=k;i=k+-16|0;e=k+-32|0;j=k+-4|0;b=a;while(1){o=b;f[p+48>>2]=c;f[p+56>>2]=b;f[p+120>>2]=k;f[p+160>>2]=o;f[p+296>>2]=g;f[p+560>>2]=h;f[p+632>>2]=d;f[p+648>>2]=i;f[p+688>>2]=e;f[p+720>>2]=j;f[p+816>>2]=m;f[p+832>>2]=0;f[p+836>>2]=0;Hjb(p);b=f[p+56>>2]|0;o=f[p+160>>2]|0;g=f[p+296>>2]|0;h=f[p+560>>2]|0;m=f[p+816>>2]|0;G=f[p+832>>2]|0;D=f[p+836>>2]|0;H=+n[p+836>>2];f[p+832>>2]=0;f[p+836>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 13:break a}if((G|0)==3)continue}if((m|0)==91){m=0;gib(g+16|0,k,c);a=o;k=g;continue}else if((m|0)==92){m=0;if(h){m=93;break}else{a=o;k=g;continue}}}a=1;if(a)if((m|0)==5){a=f[i>>2]|0;b=f[o>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[j>>2]|0)>=(f[o+12>>2]|0)){u=p;return}};f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];f[o>>2]=f[i>>2];f[o+4>>2]=f[i+4>>2];f[o+8>>2]=f[i+8>>2];f[o+12>>2]=f[i+12>>2];f[i>>2]=f[p>>2];f[i+4>>2]=f[p+4>>2];f[i+8>>2]=f[p+8>>2];f[i+12>>2]=f[p+12>>2];u=p;return}else if((m|0)==9){qib(o,o+16|0,i,c)|0;u=p;return}else a=1;if(a)if((m|0)==10){e=o+16|0;d=o+32|0;qib(o,e,d,c)|0;a=f[i>>2]|0;b=f[d>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[j>>2]|0)>=(f[o+44>>2]|0)){u=p;return}};f[p>>2]=f[d>>2];f[p+4>>2]=f[d+4>>2];f[p+8>>2]=f[d+8>>2];f[p+12>>2]=f[d+12>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];f[d+12>>2]=f[i+12>>2];f[i>>2]=f[p>>2];f[i+4>>2]=f[p+4>>2];f[i+8>>2]=f[p+8>>2];f[i+12>>2]=f[p+12>>2];a=f[d>>2]|0;b=f[e>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[o+44>>2]|0)>=(f[o+28>>2]|0)){u=p;return}};f[p>>2]=f[e>>2];f[p+4>>2]=f[e+4>>2];f[p+8>>2]=f[e+8>>2];f[p+12>>2]=f[e+12>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[e+12>>2]=f[d+12>>2];f[d>>2]=f[p>>2];f[d+4>>2]=f[p+4>>2];f[d+8>>2]=f[p+8>>2];f[d+12>>2]=f[p+12>>2];a=f[e>>2]|0;b=f[o>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[o+28>>2]|0)>=(f[o+12>>2]|0)){u=p;return}};f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];f[o>>2]=f[e>>2];f[o+4>>2]=f[e+4>>2];f[o+8>>2]=f[e+8>>2];f[o+12>>2]=f[e+12>>2];f[e>>2]=f[p>>2];f[e+4>>2]=f[p+4>>2];f[e+8>>2]=f[p+8>>2];f[e+12>>2]=f[p+12>>2];u=p;return}else if((m|0)==20){rib(o,o+16|0,o+32|0,o+48|0,i,c)|0;u=p;return}else a=1;if(a)if((m|0)==22){b=o+32|0;qib(o,o+16|0,b,c)|0;a=o+48|0;if((a|0)==(k|0)){u=p;return}while(1){c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0){l=f[a+12>>2]|0;m=27}else if((c|0)==(d|0)){d=f[a+12>>2]|0;if((d|0)<(f[b+12>>2]|0)){l=d;m=27}}if((m|0)==27){m=0;h=a+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];b:do if((b|0)==(o|0))b=o;else while(1){d=b;b=b+-16|0;e=f[b>>2]|0;if(c>>>0>=e>>>0){if((c|0)!=(e|0)){b=d;break b}if((l|0)>=(f[d+-4>>2]|0)){b=d;break b}};f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];if((b|0)==(o|0)){b=o;break}}while(0);f[b>>2]=c;j=b+4|0;f[j>>2]=g;f[j+4>>2]=h;f[b+12>>2]=l}b=a+16|0;if((b|0)==(k|0))break;else{j=a;a=b;b=j}}u=p;return}else if((m|0)==93)if(1){u=p;return}}function hib(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|134217728;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else pib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function iib(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;h=l;n[h>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)i=0;else if(+n[a+28>>2]>b)i=1;else if(+n[a+44>>2]>b)i=2;else if(+n[a+60>>2]>b)i=3;else if(+n[a+76>>2]>b)i=4;else if(+n[a+92>>2]>b)i=5;else if(+n[a+108>>2]>b)i=6;else if(+n[a+124>>2]>b)i=7;else if(+n[a+140>>2]>b)i=8;else if(+n[a+156>>2]>b)i=9;else if(+n[a+172>>2]>b)i=10;else if(+n[a+188>>2]>b)i=11;else if(+n[a+204>>2]>b)i=12;else if(+n[a+220>>2]>b)i=13;else if(+n[a+236>>2]>b)i=14;else i=15;j=a+12+(i<<4)+4|0;k=a+12+(i<<4)+8|0;g=f[k>>2]|0;if(g>>>0<(f[a+12+(i<<4)+12>>2]|0)>>>0){h=f[d>>2]|0;e=f[e>>2]|0;f[g>>2]=f[c>>2];n[g+4>>2]=b;f[g+8>>2]=e&-939524097;f[g+12>>2]=h;f[k>>2]=(f[k>>2]|0)+16}else oib(j,h,c,d,e);a=a+4|0;g=f[a>>2]|0;if(i>>>0>g>>>0){f[a>>2]=i;u=l;return}if(!((i|0)!=0&(i|0)==(g|0))){u=l;return}i=f[j>>2]|0;g=f[k>>2]|0;a=g-i|0;if((a|0)<=16){u=l;return}a=((a>>>4)+-2|0)/2|0;c=g+-16|0;b=+n[g+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=l;return}h=f[c>>2]|0;e=g+-8|0;d=f[e>>2]|0;e=f[e+4>>2]|0;while(1){k=c;c=i+(a<<4)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];if(!a){a=0;break}g=(a+-1|0)/2|0;if(!(+n[i+(g<<4)+4>>2]<b))break;else a=g}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;k=i+(a<<4)+8|0;f[k>>2]=d;f[k+4>>2]=e;u=l;return}function jib(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0.0,l=0,m=0,o=0,q=0,r=0,s=0;r=u;u=u+32|0;o=r+24|0;q=r+28|0;m=r;f[o>>2]=c;d=f[d+8>>2]|0;s=d&1792;f[q>>2]=s;l=f[c+196>>2]|0;do if(l&1792|s|0){s=b[c+192>>0]|0;if((s&7&((s&255)>>>3&7|b[e>>0]))<<24>>24){if(l&134217728|0){s=f[c+104>>2]|0;if(+n[i>>2]*+n[s+312>>2]+(+n[i+4>>2]*+n[s+316>>2]+ +n[i+8>>2]*+n[s+320>>2])<+n[s+324>>2])break}if(!(d&1073741824)){l=c+200|0;d=f[l>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[l>>2]|0}p[m>>3]=+n[c+168>>2];p[m+8>>3]=+n[c+172>>2];p[m+16>>3]=+n[c+176>>2];if(!((d&16777216|0)==0&0==0))MJa(c);if(!(lib(g,m,+n[c+152>>2])|0))break}i=a+4|0;if(j){e=f[o>>2]|0;l=e+200|0;d=f[l>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(e);d=f[l>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(e);k=+n[h+12>>2]+(+n[e+168>>2]*+n[h>>2]+(+n[e+172>>2]*+n[h+4>>2]+ +n[e+176>>2]*+n[h+8>>2]));k=k*k;k=+n[e+152>>2]/(k<9.999999747378752e-06?9.999999747378752e-06:k)}else k=0.0;mib(i,k,o,q);u=r;return}}while(0);if(b[a+832>>0]&16){u=r;return}s=(f[o>>2]|0)+196|0;f[s>>2]=f[s>>2]&-1793;u=r;return}function kib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function lib(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0)if(d*d*+p[a+480>>3]>=c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0)if(d*d*+p[a+488>>3]>=c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0)if(d*d*+p[a+496>>3]>=c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0)if(d*d*+p[a+504>>3]>=c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0)if(d*d*+p[a+512>>3]>=c){a=0;return a|0}d=+p[a+160>>3]*f+(+p[a+168>>3]*g+ +p[a+176>>3]*e)-+p[a+184>>3];if(d<0.0)if(d*d*+p[a+520>>3]>=c){a=0;return a|0}a=1;return a|0}function mib(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else nib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function nib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function oib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=a+4|0;m=f[a>>2]|0;n=(f[l>>2]|0)-m|0;o=n>>4;g=o+1|0;if(g>>>0>268435455)AMb(a);i=a+8|0;p=(f[i>>2]|0)-m|0;h=p>>3;g=p>>4>>>0<134217727?(h>>>0<g>>>0?g:h):268435455;do if(!g){j=0;k=0}else if(g>>>0>268435455)vd();else{k=pOb(g<<4)|0;j=k;break}while(0);h=j+(o<<4)|0;b=f[b>>2]|0;p=f[d>>2]|0;e=f[e>>2]|0;f[h>>2]=f[c>>2];f[j+(o<<4)+4>>2]=b;f[j+(o<<4)+8>>2]=e&-939524097;f[j+(o<<4)+12>>2]=p;if((n|0)>0)bQb(k|0,m|0,n|0)|0;f[a>>2]=j;f[l>>2]=h+16;f[i>>2]=j+(g<<4);if(!m)return;sOb(m);return}function pib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|134217728;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function qib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;g=f[b>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if((g|0)==(d|0))e=(f[b+12>>2]|0)<(f[a+12>>2]|0);else e=0;d=f[c>>2]|0;if(d>>>0<g>>>0)d=1;else if((d|0)==(g|0))d=(f[c+12>>2]|0)<(f[b+12>>2]|0);else d=0;if(!e){if(!d){b=0;u=i;return b|0};f[h>>2]=f[b>>2];f[h+4>>2]=f[b+4>>2];f[h+8>>2]=f[b+8>>2];f[h+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];d=f[b>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if((d|0)!=(e|0)){b=1;u=i;return b|0}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){b=1;u=i;return b|0}};f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[h>>2];f[b+4>>2]=f[h+4>>2];f[b+8>>2]=f[h+8>>2];f[b+12>>2]=f[h+12>>2];b=2;u=i;return b|0}if(d){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];b=1;u=i;return b|0};f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[h>>2];f[b+4>>2]=f[h+4>>2];f[b+8>>2]=f[h+8>>2];f[b+12>>2]=f[h+12>>2];d=f[c>>2]|0;e=f[b>>2]|0;if(d>>>0>=e>>>0){if((d|0)!=(e|0)){b=1;u=i;return b|0}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){b=1;u=i;return b|0}};f[h>>2]=f[b>>2];f[h+4>>2]=f[b+4>>2];f[h+8>>2]=f[b+8>>2];f[h+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];b=2;u=i;return b|0}function rib(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l;j=qib(a,b,c,g)|0;g=f[d>>2]|0;h=f[c>>2]|0;if(g>>>0<h>>>0)i=4;else if((g|0)==(h|0))if((f[d+12>>2]|0)<(f[c+12>>2]|0))i=4;do if((i|0)==4){f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[c+12>>2]=f[d+12>>2];f[d>>2]=f[k>>2];f[d+4>>2]=f[k+4>>2];f[d+8>>2]=f[k+8>>2];f[d+12>>2]=f[k+12>>2];g=j+1|0;h=f[c>>2]|0;i=f[b>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){j=g;break}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){j=g;break}};f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[k+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];g=j+2|0;h=f[b>>2]|0;i=f[a>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){j=g;break}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){j=g;break}};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[k>>2];f[b+4>>2]=f[k+4>>2];f[b+8>>2]=f[k+8>>2];f[b+12>>2]=f[k+12>>2];j=j+3|0}while(0);g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if((g|0)!=(h|0)){k=j;u=l;return k|0}if((f[e+12>>2]|0)>=(f[d+12>>2]|0)){k=j;u=l;return k|0}};f[k>>2]=f[d>>2];f[k+4>>2]=f[d+4>>2];f[k+8>>2]=f[d+8>>2];f[k+12>>2]=f[d+12>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];f[e+12>>2]=f[k+12>>2];g=j+1|0;h=f[d>>2]|0;i=f[c>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[d+12>>2]|0)>=(f[c+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[c+12>>2]=f[d+12>>2];f[d>>2]=f[k>>2];f[d+4>>2]=f[k+4>>2];f[d+8>>2]=f[k+8>>2];f[d+12>>2]=f[k+12>>2];g=j+2|0;h=f[c>>2]|0;i=f[b>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[k+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];g=j+3|0;h=f[b>>2]|0;i=f[a>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[k>>2];f[b+4>>2]=f[k+4>>2];f[b+8>>2]=f[k+8>>2];f[b+12>>2]=f[k+12>>2];k=j+4|0;u=l;return k|0}function sib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;l=m;switch(b-a>>4|0){case 2:{d=b+-16|0;e=f[d>>2]|0;c=f[a>>2]|0;if(e>>>0>=c>>>0){if((e|0)!=(c|0)){l=1;u=m;return l|0}if((f[b+-4>>2]|0)>=(f[a+12>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];f[d+12>>2]=f[l+12>>2];l=1;u=m;return l|0}case 3:{qib(a,a+16|0,b+-16|0,c)|0;l=1;u=m;return l|0}case 4:{h=a+16|0;g=a+32|0;e=b+-16|0;qib(a,h,g,c)|0;c=f[e>>2]|0;d=f[g>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[b+-4>>2]|0)>=(f[a+44>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[g>>2];f[l+4>>2]=f[g+4>>2];f[l+8>>2]=f[g+8>>2];f[l+12>>2]=f[g+12>>2];f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[e+12>>2]=f[l+12>>2];c=f[g>>2]|0;d=f[h>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[a+44>>2]|0)>=(f[a+28>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[h>>2];f[l+4>>2]=f[h+4>>2];f[l+8>>2]=f[h+8>>2];f[l+12>>2]=f[h+12>>2];f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];f[g>>2]=f[l>>2];f[g+4>>2]=f[l+4>>2];f[g+8>>2]=f[l+8>>2];f[g+12>>2]=f[l+12>>2];c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[a+28>>2]|0)>=(f[a+12>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];f[a>>2]=f[h>>2];f[a+4>>2]=f[h+4>>2];f[a+8>>2]=f[h+8>>2];f[a+12>>2]=f[h+12>>2];f[h>>2]=f[l>>2];f[h+4>>2]=f[l+4>>2];f[h+8>>2]=f[l+8>>2];f[h+12>>2]=f[l+12>>2];l=1;u=m;return l|0}case 5:{rib(a,a+16|0,a+32|0,a+48|0,b+-16|0,c)|0;l=1;u=m;return l|0}case 1:case 0:{l=1;u=m;return l|0}default:{e=a+32|0;qib(a,a+16|0,e,c)|0;c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){j=f[c>>2]|0;g=f[e>>2]|0;if(j>>>0<g>>>0){g=f[c+12>>2]|0;k=24}else if((j|0)==(g|0)){g=f[c+12>>2]|0;if((g|0)<(f[e+12>>2]|0))k=24}if((k|0)==24){k=0;n=c+4|0;h=f[n+4>>2]|0;i=l;f[i>>2]=f[n>>2];f[i+4>>2]=h;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];b:do if((e|0)==(a|0))e=a;else{h=e;while(1){e=h;h=h+-16|0;i=f[h>>2]|0;if(j>>>0>=i>>>0){if((j|0)!=(i|0))break b;if((g|0)>=(f[e+-4>>2]|0))break b};f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[e+12>>2]=f[h+12>>2];if((h|0)==(a|0)){e=a;break}}}while(0);f[e>>2]=j;i=l;j=f[i+4>>2]|0;n=e+4|0;f[n>>2]=f[i>>2];f[n+4>>2]=j;f[e+12>>2]=g;d=d+1|0;if((d|0)==8){d=0;c=(c+16|0)==(b|0);break a}}e=c+16|0;if((e|0)==(b|0)){d=1;c=0;break}else{n=c;c=e;e=n}}}while(0);n=c|d;u=m;return n|0}}return 0}function tib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|536870912;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function uib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|268435456;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function vib(a){a=a|0;var b=0,c=0,d=0,e=0;Vhb(a+4|0);b=f[a+272>>2]|0;c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+296>>2]|0;c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);f[a+308>>2]=0;b=f[a+808>>2]|0;c=a+812|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-60-b|0)>>>0)/60|0)*60|0);f[a+820>>2]=0;b=f[a+312>>2]|0;e=f[a+316>>2]|0;if((b|0)==(e|0))return;do{c=f[b+504>>2]|0;d=b+508|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~(((a+-60-c|0)>>>0)/60|0)*60|0);f[b+516>>2]=0;b=b+524|0}while((b|0)!=(e|0));return}function wib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;k=e;c=c&255;f[k>>2]=f[b+(c<<2)>>2];f[k+4>>2]=f[b+12+(c<<2)>>2];d=+Qib(k,d);k=f[b>>2]|0;f[a>>2]=k;j=f[b+4>>2]|0;f[a+4>>2]=j;i=f[b+8>>2]|0;f[a+8>>2]=i;h=f[b+12>>2]|0;f[a+12>>2]=h;g=f[b+16>>2]|0;f[a+16>>2]=g;b=f[b+20>>2]|0;f[a+20>>2]=b;n[a+12+(c<<2)>>2]=d;f[a+24>>2]=k;f[a+28>>2]=j;f[a+32>>2]=i;f[a+36>>2]=h;f[a+40>>2]=g;f[a+44>>2]=b;n[a+24+(c<<2)>>2]=d;u=e;return}function xib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0;c=c&255;j=f[b>>2]|0;f[a>>2]=j;i=f[b+4>>2]|0;f[a+4>>2]=i;h=f[b+8>>2]|0;f[a+8>>2]=h;g=f[b+12>>2]|0;f[a+12>>2]=g;e=f[b+16>>2]|0;f[a+16>>2]=e;b=f[b+20>>2]|0;f[a+20>>2]=b;n[a+12+(c<<2)>>2]=d;f[a+24>>2]=j;f[a+28>>2]=i;f[a+32>>2]=h;f[a+36>>2]=g;f[a+40>>2]=e;f[a+44>>2]=b;n[a+24+(c<<2)>>2]=d;return}function yib(){if(b[257144]|0)return;if(!(MPb(257144)|0))return;return}function zib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0;n=u;u=u+32|0;m=n;c=f[a>>2]|0;i=f[a+4>>2]|0;if((c|0)==(i|0)){m=1;u=n;return m|0}j=b+8|0;k=b+16|0;l=b+24|0;d=b+32|0;e=b+40|0;g=m+8|0;h=m+16|0;a=c;while(1){r=+p[a>>3];q=+p[a+8>>3];o=+p[a+16>>3];s=+p[a+24>>3];c=s+(r*+p[b>>3]+(q*+p[j>>3]+o*+p[k>>3]))<0.0;if(c^s+(r*+p[l>>3]+(q*+p[d>>3]+o*+p[e>>3]))<0.0){cCa(m,a,b,l);c=(c^1)&1;s=+p[m>>3];t=b+(c*24|0)|0;p[m>>3]=+p[t>>3];p[t>>3]=s;s=+p[g>>3];t=b+(c*24|0)+8|0;p[g>>3]=+p[t>>3];p[t>>3]=s;p[b+(c*24|0)+16>>3]=+p[h>>3]}else if(c){a=0;c=7;break}a=a+32|0;if((a|0)==(i|0)){a=1;c=7;break}}if((c|0)==7){u=n;return a|0}return 0}function Aib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+368|0;k=l;g=k;p[k>>3]=+p[b>>3];p[k+8>>3]=+p[b+8>>3];p[k+16>>3]=+p[b+16>>3];p[k+24>>3]=+p[b+24>>3];p[k+32>>3]=+p[b+32>>3];p[k+40>>3]=+p[b+40>>3];p[k+48>>3]=+p[b+48>>3];p[k+56>>3]=+p[b+56>>3];p[k+64>>3]=+p[b+64>>3];b=f[a>>2]|0;k=f[a+4>>2]|0;if((b|0)==(k|0)){e=3;b=g}else{e=3;j=b;b=d;while(1){a=b;if(e){i=g;if((j|0)==(c|0)){h=0;do{m=i+(h*24|0)|0;p[a>>3]=+p[m>>3];p[a+8>>3]=+p[i+(h*24|0)+8>>3];p[a+16>>3]=+p[i+(h*24|0)+16>>3];n=m+24|0;p[a+24>>3]=+p[n>>3];p[a+32>>3]=+p[n+8>>3];p[a+40>>3]=+p[n+16>>3];m=m+48|0;p[a+48>>3]=+p[m>>3];p[a+56>>3]=+p[m+8>>3];p[a+64>>3]=+p[m+16>>3];a=a+72|0;h=h+3|0}while(h>>>0<e>>>0)}else{h=0;do{a=a+((Bib(j,i+(h*24|0)|0,a)|0)*24|0)|0;h=h+3|0}while(h>>>0<e>>>0)}}e=(a-b|0)/24|0;j=j+32|0;if((j|0)==(k|0))break;else{n=g;g=b;b=n}}}if((d|0)!=(b|0)&(e|0)!=0)a=0;else{u=l;return e|0}do{p[d+(a*24|0)>>3]=+p[b+(a*24|0)>>3];p[d+(a*24|0)+8>>3]=+p[b+(a*24|0)+8>>3];p[d+(a*24|0)+16>>3]=+p[b+(a*24|0)+16>>3];a=a+1|0}while((a|0)!=(e|0));u=l;return e|0}function Bib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0;J=u;u=u+144|0;q=J+120|0;g=J+72|0;e=J+24|0;d=J;K=+p[a>>3];o=+p[b>>3];A=b+8|0;y=+p[a+8>>3];h=+p[A>>3];B=b+16|0;z=+p[a+16>>3];i=+p[B>>3];L=+p[a+24>>3];H=b+24|0;j=+p[H>>3];C=b+32|0;k=+p[C>>3];D=b+40|0;l=+p[D>>3];I=b+48|0;m=+p[I>>3];E=b+56|0;n=+p[E>>3];F=b+64|0;r=L+(K*o+(y*h+z*i))<0.0;s=L+(K*j+(y*k+z*l))<0.0;t=L+(K*m+(y*n+z*+p[F>>3]))<0.0;switch(((r&1)+(s&1)<<24>>24)+(t&1)&7){case 0:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));I=3;u=J;return I|0}case 1:{v=g+24|0;x=r?q:g;w=r?g:v;p[x>>3]=o;p[x+8>>3]=h;p[x+16>>3]=i;x=s?q:w;p[x>>3]=j;p[x+8>>3]=k;p[x+16>>3]=l;w=t?q:s?w:w+24|0;p[w>>3]=m;p[w+8>>3]=n;p[w+16>>3]=+p[F>>3];w=d+8|0;t=d+16|0;cCa(d,a,q,g);K=+p[d>>3];p[e>>3]=K;L=+p[w>>3];p[e+8>>3]=L;h=+p[t>>3];p[e+16>>3]=h;cCa(d,a,q,v);z=+p[d>>3];v=e+24|0;p[d>>3]=+p[v>>3];p[v>>3]=z;o=+p[w>>3];v=e+32|0;p[w>>3]=+p[v>>3];p[v>>3]=o;y=+p[t>>3];p[e+40>>3]=y;j=+p[g>>3];p[c>>3]=j;k=+p[g+8>>3];t=c+8|0;p[t>>3]=k;l=+p[g+16>>3];v=c+16|0;p[v>>3]=l;m=+p[g+24>>3];w=c+24|0;p[w>>3]=m;n=+p[g+32>>3];x=c+32|0;p[x>>3]=n;i=+p[g+40>>3];q=c+40|0;p[q>>3]=i;p[c+48>>3]=K;p[c+56>>3]=L;p[c+64>>3]=h;r=c+72|0;p[r>>3]=m;s=c+80|0;p[s>>3]=n;d=c+88|0;p[d>>3]=i;e=c+96|0;p[e>>3]=z;g=c+104|0;p[g>>3]=o;a=c+112|0;p[a>>3]=y;p[c+120>>3]=K;p[c+128>>3]=L;p[c+136>>3]=h;h=+p[b>>3];if(j==h)if(k==+p[A>>3])if(l==+p[B>>3])if(m==+p[H>>3])if(n==+p[C>>3]){if(!(i==+p[D>>3]))G=9}else G=9;else G=9;else G=9;else G=9;else G=9;do if((G|0)==9){if(j==+p[H>>3])if(k==+p[C>>3])if(l==+p[D>>3])if(m==+p[I>>3])if(n==+p[E>>3])if(i==+p[F>>3])break;if(j==+p[I>>3])if(k==+p[E>>3])if(m==h?l==+p[F>>3]:0)if(n==+p[A>>3])if(i==+p[B>>3])break;p[c>>3]=m;p[t>>3]=n;p[v>>3]=i;p[w>>3]=j;p[x>>3]=k;p[q>>3]=l;p[r>>3]=z;p[s>>3]=o;p[d>>3]=y;p[e>>3]=m;p[g>>3]=n;p[a>>3]=i}while(0);I=6;u=J;return I|0}case 2:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=b+((s&t?0:s?2:1)*24|0)|0;e=q+8|0;g=q+16|0;if(r){cCa(q,a,d,b);L=+p[q>>3];p[q>>3]=+p[c>>3];p[c>>3]=L;L=+p[e>>3];b=c+8|0;p[e>>3]=+p[b>>3];p[b>>3]=L;p[c+16>>3]=+p[g>>3]}if(s){cCa(q,a,d,H);L=+p[q>>3];H=c+24|0;p[q>>3]=+p[H>>3];p[H>>3]=L;L=+p[e>>3];H=c+32|0;p[e>>3]=+p[H>>3];p[H>>3]=L;p[c+40>>3]=+p[g>>3]}if(!t){I=3;u=J;return I|0}cCa(q,a,d,I);L=+p[q>>3];I=c+48|0;p[q>>3]=+p[I>>3];p[I>>3]=L;L=+p[e>>3];I=c+56|0;p[e>>3]=+p[I>>3];p[I>>3]=L;p[c+64>>3]=+p[g>>3];I=3;u=J;return I|0}default:{I=0;u=J;return I|0}}return 0}function Cib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,f=0,g=0.0,h=0.0,i=0.0,j=0,k=0.0;if(!b){b=0;return b|0}j=b+-1|0;i=+p[c+8>>3];h=+p[c>>3];f=0;c=0;d=j;g=+p[a+(j<<4)+8>>3];while(1){e=g;g=+p[a+(f<<4)+8>>3];if(g>i^e>i){k=+p[a+(f<<4)>>3];if(h<k+(i-g)*(+p[a+(d<<4)>>3]-k)/(e-g))c=c^1}d=f+1|0;if((d|0)==(b|0))break;else{j=f;f=d;d=j}}return c|0}function Dib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;o=+n[a+24>>2];p=+n[a>>2];w=o-p;q=+n[a+28>>2];r=+n[a+4>>2];c=q-r;j=+n[a+32>>2];k=+n[a+8>>2];f=j-k;l=+n[a+12>>2];v=l-p;m=+n[a+16>>2];t=m-r;i=+n[a+20>>2];h=i-k;u=+n[b>>2]-p;s=+n[b+4>>2]-r;g=+n[b+8>>2]-k;d=w*w+(c*c+f*f);e=w*v+(c*t+f*h);f=w*u+(c*s+f*g);c=v*v+(t*t+h*h);g=v*u+(t*s+h*g);h=d*c-e*e;if(h<0.0){c=c*f-e*g;if(!(c<=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w<=0.0)|!(c+w>=h)){b=0;return b|0}if(k==i&(r==m&p==l)){b=0;return b|0}if(p==o&r==q&k==j){b=0;return b|0}else return i!=j|(m!=q|l!=o)|0}if(h==0.0){b=0;return b|0}c=c*f-e*g;if(!(c>=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w>=0.0)|!(c+w<=h)){b=0;return b|0}if(k==i&(r==m&p==l)){b=0;return b|0}if(p==o&r==q&k==j){b=0;return b|0}b=i!=j|(m!=q|l!=o);return b|0}function Eib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;n=+p[a+48>>3];o=+p[a>>3];w=n-o;q=+p[a+56>>3];r=+p[a+8>>3];c=q-r;j=+p[a+64>>3];k=+p[a+16>>3];f=j-k;l=+p[a+24>>3];v=l-o;m=+p[a+32>>3];t=m-r;i=+p[a+40>>3];h=i-k;u=+p[b>>3]-o;s=+p[b+8>>3]-r;g=+p[b+16>>3]-k;d=w*w+(c*c+f*f);e=w*v+(c*t+f*h);f=w*u+(c*s+f*g);c=v*v+(t*t+h*h);g=v*u+(t*s+h*g);h=d*c-e*e;if(h<0.0){c=c*f-e*g;if(!(c<=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w<=0.0)|!(c+w>=h)){b=0;return b|0}if(k==i&(r==m&o==l)){b=0;return b|0}if(o==n&r==q&k==j){b=0;return b|0}else return i!=j|(m!=q|l!=n)|0}if(h==0.0){b=0;return b|0}c=c*f-e*g;if(!(c>=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w>=0.0)|!(c+w<=h)){b=0;return b|0}if(k==i&(r==m&o==l)){b=0;return b|0}if(o==n&r==q&k==j){b=0;return b|0}b=i!=j|(m!=q|l!=n);return b|0}function Fib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;e=+p[a>>3];g=+p[b>>3];l=e-g;h=+p[a+8>>3];i=+p[b+8>>3];k=h-i;c=+p[a+16>>3];d=+p[b+16>>3];j=c-d;f=+p[b+24>>3];if(l*l+(k*k+j*j)<=f){l=0.0;return +l}k=g-e;l=i-h;c=d-c;d=k*+p[a+24>>3]+(l*+p[a+32>>3]+c*+p[a+40>>3]);c=f-(k*k+(l*l+c*c)-d*d);if(c<0.0){l=-1.0;return +l}k=+L(+c);l=d-k;l=!(l>=0.0)?d+k:l;return +l}function Gib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0.0,F=0.0;D=u;u=u+192|0;C=D;d=+p[a>>3];i=+p[b>>3];if(!(d>=i)){e=a+8|0;h=+p[b+8>>3]}else{e=a+8|0;g=+p[e>>3];h=+p[b+8>>3];if(g>=h){c=+p[a+16>>3];if(c>=+p[b+16>>3])if(d<=+p[b+24>>3])if(g<=+p[b+32>>3])if(c<=+p[b+40>>3]){B=0.0;u=D;return +B}}}s=+p[b+24>>3];c=(s-i)*.5;o=+p[b+32>>3];g=(o-h)*.5;n=+p[b+40>>3];t=+p[b+16>>3];v=(n-t)*.5;z=i+c;A=h+g;B=t+v;c=c*1.00001;g=g*1.00001;v=v*1.00001;w=z-c;x=A-g;y=B-v;z=c+z;A=g+A;B=v+B;v=h*0.0;g=t*0.0;c=v+g-i;p[C>>3]=-1.0;b=C+8|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+24>>3]=-c;i=i*0.0;g=i+(g-h);p[C+32>>3]=0.0;p[C+40>>3]=-1.0;p[C+48>>3]=0.0;p[C+56>>3]=-g;i=i+(v-t);b=C+64|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+80>>3]=-1.0;p[C+88>>3]=-i;t=o*0.0;v=n*0.0;k=s+(t+v);p[C+96>>3]=1.0;b=C+104|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+120>>3]=-k;s=s*0.0;p[C+128>>3]=0.0;p[C+136>>3]=1.0;p[C+144>>3]=0.0;p[C+152>>3]=-(s+(o+v));n=s+(t+n);b=C+160|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+176>>3]=1.0;p[C+184>>3]=-n;t=+p[a>>3];s=+p[e>>3];v=+p[a+16>>3];o=+p[a+24>>3];q=+p[a+32>>3];r=+p[a+40>>3];h=s*0.0;d=v*0.0;j=h+d;c=j-t-c;if(c>0.0){c=-c/(q*0.0+r*0.0-o);if(!(c>=0.0))l=11;else{F=t+o*c;E=s+q*c;m=v+r*c;if(!(F<=z)|(!(m>=y)|(!(F>=w)|!(E>=x)))|!(E<=A)|!(m<=B))l=11}}else l=11;do if((l|0)==11){m=t*0.0;c=m+(d-s)-g;if(c>0.0){c=-c/(o*0.0+(r*0.0-q));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}c=m+(h-v)-i;if(c>0.0){c=-c/(o*0.0+(q*0.0-r));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}c=t+j-k;if(c>0.0){c=-c/(o+(q*0.0+r*0.0));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}d=+p[C+136>>3];g=+p[C+144>>3];c=+p[C+152>>3]+(m+(d*s+g*v));if(c>0.0){c=-c/(o*0.0+(d*q+g*r));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}g=+p[C+160>>3];h=+p[C+168>>3];d=+p[C+176>>3];c=g*t+(h*s+d*v)-n;if(c>0.0){c=-c/(g*o+(h*q+d*r));if(c>=0.0){F=t+o*c;g=s+q*c;d=v+r*c;if(!(!(F<=z)|(!(d>=y)|(!(F>=w)|!(g>=x)))))if(!(!(g<=A)|!(d<=B)))break}}c=-1.0}while(0);F=c;u=D;return +F}function Hib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[b>>3];d=+p[b+8>>3];c=+p[b+16>>3];return +(-(+p[b+24>>3]+(e*+p[a>>3]+(d*+p[a+8>>3]+c*+p[a+16>>3])))/(e*+p[a+24>>3]+(d*+p[a+32>>3]+c*+p[a+40>>3])))}function Iib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+240|0;t=y+168|0;x=y+96|0;v=y+24|0;w=y;r=+p[a>>3];s=+p[a+8>>3];h=+p[a+16>>3];i=+p[a+24>>3];e=+p[b>>3];f=+p[b+8>>3];g=+p[b+16>>3];d=i+(r*e+(s*f+h*g));if(d>0.0){k=1;l=0;m=0;j=t}else{j=d<0.0;k=0;l=j&1;m=(j^1)&1;j=j?v:x}p[j>>3]=e;p[j+8>>3]=f;p[j+16>>3]=g;e=+p[b+24>>3];f=+p[b+32>>3];g=+p[b+40>>3];d=i+(r*e+(s*f+h*g));do if(d>0.0){n=k+1|0;o=l;q=m;j=t+(k*24|0)|0}else if(d<0.0){n=k;o=l+1|0;q=m;j=v+(l*24|0)|0;break}else{n=k;o=l;q=m+1|0;j=x+(m*24|0)|0;break}while(0);p[j>>3]=e;p[j+8>>3]=f;p[j+16>>3]=g;f=+p[b+48>>3];g=+p[b+56>>3];e=+p[b+64>>3];d=i+(r*f+(s*g+h*e));do if(d>0.0){k=n+1|0;l=o;m=q;j=t+(n*24|0)|0}else if(d<0.0){k=n;l=o+1|0;m=q;j=v+(o*24|0)|0;break}else{k=n;l=o;m=q+1|0;j=x+(q*24|0)|0;break}while(0);p[j>>3]=f;p[j+8>>3]=g;p[j+16>>3]=e;if((l|0)==3|(k|0)==3){x=0;u=y;return x|0}if((l|0)==1&(k|0)==1){cCa(w,a,t,v);s=+p[w>>3];p[w>>3]=+p[c>>3];p[c>>3]=s;t=w+8|0;s=+p[t>>3];v=c+8|0;p[t>>3]=+p[v>>3];p[v>>3]=s;p[c+16>>3]=+p[w+16>>3];p[c+24>>3]=+p[x>>3];p[c+32>>3]=+p[x+8>>3];p[c+40>>3]=+p[x+16>>3];x=1;u=y;return x|0}switch(m|0){case 0:{if(k>>>0<l>>>0){x=t+8|0;q=t+16|0;i=+p[t>>3];r=+p[x>>3];s=+p[q>>3];p[t>>3]=+p[v>>3];b=v+8|0;p[x>>3]=+p[b>>3];x=v+16|0;p[q>>3]=+p[x>>3];p[v>>3]=i;p[b>>3]=r;p[x>>3]=s;x=t+24|0;b=t+32|0;q=t+40|0;s=+p[x>>3];r=+p[b>>3];i=+p[q>>3];o=v+24|0;p[x>>3]=+p[o>>3];x=v+32|0;p[b>>3]=+p[x>>3];b=v+40|0;p[q>>3]=+p[b>>3];p[o>>3]=s;p[x>>3]=r;p[b>>3]=i;b=t+48|0;x=t+56|0;o=t+64|0;i=+p[b>>3];r=+p[x>>3];s=+p[o>>3];q=v+48|0;p[b>>3]=+p[q>>3];b=v+56|0;p[x>>3]=+p[b>>3];x=v+64|0;p[o>>3]=+p[x>>3];p[q>>3]=i;p[b>>3]=r;p[x>>3]=s}cCa(w,a,t,v);s=+p[w>>3];p[w>>3]=+p[c>>3];p[c>>3]=s;b=w+8|0;s=+p[b>>3];x=c+8|0;p[b>>3]=+p[x>>3];p[x>>3]=s;p[c+16>>3]=+p[w+16>>3];cCa(w,a,t+24|0,v);s=+p[w>>3];v=c+24|0;p[w>>3]=+p[v>>3];p[v>>3]=s;v=w+8|0;s=+p[v>>3];x=c+32|0;p[v>>3]=+p[x>>3];p[x>>3]=s;p[c+40>>3]=+p[w+16>>3];x=1;u=y;return x|0}case 1:{x=0;u=y;return x|0}default:{d=+p[x>>3];p[c>>3]=d;e=+p[x+8>>3];p[c+8>>3]=e;f=+p[x+16>>3];p[c+16>>3]=f;g=+p[x+24>>3];p[c+24>>3]=g;h=+p[x+32>>3];p[c+32>>3]=h;i=+p[x+40>>3];p[c+40>>3]=i;if((m|0)==2){x=1;u=y;return x|0}p[c+48>>3]=g;p[c+56>>3]=h;p[c+64>>3]=i;i=+p[x+48>>3];p[c+72>>3]=i;r=+p[x+56>>3];p[c+80>>3]=r;s=+p[x+64>>3];p[c+88>>3]=s;p[c+96>>3]=i;p[c+104>>3]=r;p[c+112>>3]=s;p[c+120>>3]=d;p[c+128>>3]=e;p[c+136>>3]=f;x=3;u=y;return x|0}}return 0}function Jib(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0,u=0,v=0,w=0.0,x=0.0,y=0.0;x=+p[a>>3];y=+p[b>>3]-x;v=a+8|0;m=+p[v>>3];w=+p[b+8>>3]-m;u=a+16|0;l=+p[u>>3];o=+p[b+16>>3]-l;g=+p[c>>3];q=+p[d>>3]-g;r=c+8|0;h=+p[r>>3];s=+p[d+8>>3]-h;t=c+16|0;i=+p[t>>3];n=+p[d+16>>3]-i;g=x-g;h=m-h;i=l-i;l=y*y+(w*w+o*o);m=q*q+(s*s+n*n);k=g*q+(h*s+i*n);a=l<=1.0e-08;b=!(m<=1.0e-08);if(!(b|a^1)){p[e>>3]=x;d=e+8|0;p[d>>3]=+p[v>>3];v=e+16|0;p[v>>3]=+p[u>>3];x=+p[c>>3];p[f>>3]=x;y=+p[r>>3];p[f+8>>3]=y;w=+p[t>>3];p[f+16>>3]=w;x=+p[e>>3]-x;y=+p[d>>3]-y;w=+p[v>>3]-w;x=x*x;y=y*y;w=w*w;y=w+y;y=x+y;return +y}do if(a){g=k/m;h=0.0;g=g<0.0?0.0:g>1.0?1.0:g}else{j=g*y+(h*w+i*o);if(!b){h=-j/l;h=h<0.0?0.0:h>1.0?1.0:h;g=0.0;break}i=y*q+(w*s+o*n);g=l*m-i*i;if(g!=0.0){h=(i*k-j*m)/g;h=h<0.0?0.0:h>1.0?1.0:h}else h=0.0;g=k+i*h;if(g<0.0){h=-j/l;h=h<0.0?0.0:h>1.0?1.0:h;g=0.0;break}if(g>m){h=(i-j)/l;h=h<0.0?0.0:h>1.0?1.0:h;g=1.0;break}else{g=g/m;break}}while(0);p[e>>3]=x+h*y;d=e+8|0;p[d>>3]=+p[v>>3]+h*w;v=e+16|0;p[v>>3]=+p[u>>3]+h*o;x=+p[c>>3]+g*q;p[f>>3]=x;y=+p[r>>3]+g*s;p[f+8>>3]=y;w=+p[t>>3]+g*n;p[f+16>>3]=w;x=+p[e>>3]-x;y=+p[d>>3]-y;w=+p[v>>3]-w;x=x*x;y=y*y;w=w*w;y=w+y;y=x+y;return +y}function Kib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;B=+p[d>>3];C=+p[c>>3];D=B-C;y=+p[d+8>>3];z=+p[c+8>>3];A=y-z;x=+p[d+16>>3];r=+p[c+16>>3];s=x-r;t=+p[e>>3];u=t-C;v=+p[e+8>>3];w=v-z;o=+p[e+16>>3];q=o-r;g=+p[b>>3];m=g-C;h=+p[b+8>>3];n=h-z;f=+p[b+16>>3];k=f-r;i=m*D+(n*A+k*s);k=m*u+(n*w+k*q);if(i<=0.0&k<=0.0){p[a>>3]=C;p[a+8>>3]=z;D=r;a=a+16|0;p[a>>3]=D;return}j=g-B;n=h-y;m=f-x;l=D*j+(A*n+s*m);m=u*j+(w*n+q*m);if(!(!(l>=0.0)|!(m<=l))){p[a>>3]=B;p[a+8>>3]=y;D=x;a=a+16|0;p[a>>3]=D;return}n=i*m-k*l;if(l<=0.0&(i>=0.0&n<=0.0)){B=i/(i-l);p[a>>3]=C+B*D;p[a+8>>3]=z+B*A;D=r+B*s;a=a+16|0;p[a>>3]=D;return}g=g-t;h=h-v;j=f-o;f=D*g+(A*h+s*j);j=u*g+(w*h+q*j);if(!(!(j>=0.0)|!(f<=j))){p[a>>3]=t;p[a+8>>3]=v;D=o;a=a+16|0;p[a>>3]=D;return}i=k*f-i*j;if(j<=0.0&(k>=0.0&i<=0.0)){D=k/(k-j);p[a>>3]=C+D*u;p[a+8>>3]=z+D*w;D=r+D*q;a=a+16|0;p[a>>3]=D;return}h=l*j-m*f;if(h<=0.0){g=m-l;if(g>=0.0){f=f-j;if(f>=0.0){D=g/(g+f);p[a>>3]=B+D*(t-B);p[a+8>>3]=y+D*(v-y);D=x+D*(o-x);a=a+16|0;p[a>>3]=D;return}}}B=1.0/(n+(h+i));y=i*B;B=n*B;p[a>>3]=C+y*D+B*u;p[a+8>>3]=z+y*A+B*w;D=r+y*s+B*q;a=a+16|0;p[a>>3]=D;return}function Lib(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0;q=+p[e>>3];j=+p[e+8>>3];h=+p[e+16>>3];o=+p[d>>3]-+p[a>>3];l=+p[d+8>>3]-+p[a+8>>3];i=+p[d+16>>3]-+p[a+16>>3];s=+p[a+24>>3];r=+p[a+32>>3];n=+p[a+40>>3];m=q*s+(j*r+h*n);k=q*q+(j*j+h*h);n=o*s+(l*r+i*n);i=q*o+(j*l+h*i);h=k-m*m;if(h<1.0e-08){l=i;i=0.0;h=1.0}else{j=i*m-k*n;if(j>-0.0){l=-i;i=0.0}else{l=-(i-m*n);i=-j;k=h}}if(l<0.0){e=n<0.0;l=0.0;i=e?0.0:n;h=e?h:1.0}else{j=n+m;a=j<0.0;if(l>k){l=k;i=a?0.0:j;h=a?h:1.0}}do if(+K(+i)<1.0e-08){p[b>>3]=0.0;h=1.0}else if(h<0.0){p[b>>3]=-i;h=-h;break}else{p[b>>3]=i;break}while(0);p[c>>3]=h;c=+K(+l)<1.0e-08;p[f>>3]=c?0.0:l;p[g>>3]=c?1.0:k;return}function Mib(a,b){a=a|0;b=b|0;var c=0.0;c=+p[a+24>>3]*(+p[b>>3]-+p[a>>3])+(+p[a+32>>3]*(+p[b+8>>3]-+p[a+8>>3])+ +p[a+40>>3]*(+p[b+16>>3]-+p[a+16>>3]));return +(c<0.0?0.0:c)}function Nib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+n[b+4>>2];g=+n[b+16>>2]-j;d=+n[b+8>>2];l=+n[b+32>>2]-d;e=+n[b+20>>2]-d;i=+n[b+28>>2]-j;m=g*l-e*i;k=+n[b>>2];f=+n[b+24>>2]-k;h=+n[b+12>>2]-k;l=e*f-l*h;f=i*h-g*f;g=+n[a>>2];h=+n[a+4>>2];i=+n[a+8>>2];d=k*m+(j*l+d*f)-(m*g+(h*l+f*i));j=+n[a+12>>2];k=+n[a+16>>2];e=+n[a+20>>2];f=m*j+(l*k+f*e);a=f<0.0;d=a?-d:d;if(d>=0.0){m=d/(a?-f:f);n[c>>2]=g+m*j;n[c+4>>2]=h+m*k;n[c+8>>2]=i+m*e;if(Dib(b,c)|0){c=1;return c|0}}c=0;return c|0}function Oib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0,L=0,M=0.0;I=u;u=u+208|0;o=I+56|0;q=I+48|0;t=I+40|0;v=I+32|0;w=I+24|0;B=I;if(Pib(a,b,d)|0){p[c>>3]=+p[d>>3];p[c+8>>3]=+p[d+8>>3];p[c+16>>3]=+p[d+16>>3];l=0.0;u=I;return +l}i=+p[b>>3];p[o>>3]=i;f=+p[b+8>>3];L=o+8|0;p[L>>3]=f;h=+p[b+16>>3];K=o+16|0;p[K>>3]=h;j=+p[b+24>>3];p[o+24>>3]=j;g=+p[b+32>>3];p[o+32>>3]=g;k=+p[b+40>>3];p[o+40>>3]=k;p[o+48>>3]=j;m=o+56|0;p[m>>3]=g;n=o+64|0;p[n>>3]=k;e=+p[b+48>>3];p[o+72>>3]=e;l=+p[b+56>>3];p[o+80>>3]=l;J=+p[b+64>>3];p[o+88>>3]=J;p[o+96>>3]=e;z=o+104|0;p[z>>3]=l;C=o+112|0;p[C>>3]=J;p[o+120>>3]=i;p[o+128>>3]=f;p[o+136>>3]=h;A=B+8|0;D=B+16|0;b=a+24|0;r=a+8|0;s=a+32|0;x=a+16|0;y=a+40|0;E=c+8|0;F=c+16|0;G=d+8|0;H=d+16|0;p[B>>3]=j-i;p[A>>3]=g-f;p[D>>3]=k-h;Lib(a,q,t,o,B,v,w);h=+p[q>>3]/+p[t>>3];k=+p[v>>3]/+p[w>>3];f=+p[a>>3]+h*+p[b>>3];g=+p[r>>3]+h*+p[s>>3];h=+p[x>>3]+h*+p[y>>3];i=+p[o>>3]+k*+p[B>>3];j=+p[L>>3]+k*+p[A>>3];k=+p[K>>3]+k*+p[D>>3];J=f-i;l=g-j;e=h-k;e=J*J+(l*l+e*e);if(e<1797693134862315708145274.0e284){p[c>>3]=f;p[E>>3]=g;p[F>>3]=h;p[d>>3]=i;p[G>>3]=j;p[H>>3]=k}else e=1797693134862315708145274.0e284;L=o+48|0;p[B>>3]=+p[o+72>>3]-+p[L>>3];p[A>>3]=+p[o+80>>3]-+p[m>>3];p[D>>3]=+p[o+88>>3]-+p[n>>3];Lib(a,q,t,L,B,v,w);k=+p[q>>3]/+p[t>>3];f=+p[v>>3]/+p[w>>3];i=+p[a>>3]+k*+p[b>>3];j=+p[r>>3]+k*+p[s>>3];k=+p[x>>3]+k*+p[y>>3];l=+p[L>>3]+f*+p[B>>3];h=+p[m>>3]+f*+p[A>>3];f=+p[n>>3]+f*+p[D>>3];M=i-l;J=j-h;g=k-f;g=M*M+(J*J+g*g);if(g<e){p[c>>3]=i;p[E>>3]=j;p[F>>3]=k;p[d>>3]=l;p[G>>3]=h;p[H>>3]=f;e=g}L=o+96|0;p[B>>3]=+p[o+120>>3]-+p[L>>3];p[A>>3]=+p[o+128>>3]-+p[z>>3];p[D>>3]=+p[o+136>>3]-+p[C>>3];Lib(a,q,t,L,B,v,w);j=+p[q>>3]/+p[t>>3];f=+p[v>>3]/+p[w>>3];l=+p[a>>3]+j*+p[b>>3];k=+p[r>>3]+j*+p[s>>3];j=+p[x>>3]+j*+p[y>>3];i=+p[L>>3]+f*+p[B>>3];h=+p[z>>3]+f*+p[A>>3];f=+p[C>>3]+f*+p[D>>3];J=l-i;M=k-h;g=j-f;g=J*J+(M*M+g*g);if(g<e){p[c>>3]=l;p[E>>3]=k;p[F>>3]=j;p[d>>3]=i;p[G>>3]=h;p[H>>3]=f;e=g}M=e;u=I;return +M}function Pib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+p[b+8>>3];g=+p[b+32>>3]-j;d=+p[b+16>>3];l=+p[b+64>>3]-d;e=+p[b+40>>3]-d;i=+p[b+56>>3]-j;m=g*l-e*i;k=+p[b>>3];f=+p[b+48>>3]-k;h=+p[b+24>>3]-k;l=e*f-l*h;f=i*h-g*f;g=+p[a>>3];h=+p[a+8>>3];i=+p[a+16>>3];d=k*m+(j*l+d*f)-(m*g+(h*l+f*i));j=+p[a+24>>3];k=+p[a+32>>3];e=+p[a+40>>3];f=m*j+(l*k+f*e);a=f<0.0;d=a?-d:d;if(d>=0.0){m=d/(a?-f:f);p[c>>3]=g+m*j;p[c+8>>3]=h+m*k;p[c+16>>3]=i+m*e;if(Eib(b,c)|0){c=1;return c|0}}c=0;return c|0}function Qib(a,b){a=a|0;b=+b;var c=0.0;c=+n[a>>2];return +(c+(+n[a+4>>2]-c)*b)}function Rib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;h=j+16|0;i=j;k=tSa(b)|0;g=f[d+196>>2]|0;if((g&32|0)!=0|(g&2048|0)==0&(k^1))if((c|0)==0|(g&33554456|0)==0){JJa(d,h,i);l=f[h+4>>2]|0;g=f[h+8>>2]|0;b=f[i>>2]|0;c=f[i+4>>2]|0;k=f[i+8>>2]|0;f[a>>2]=f[h>>2];f[a+4>>2]=l;f[a+8>>2]=g;f[a+12>>2]=b;f[a+16>>2]=c;f[a+20>>2]=k;if(e|0){l=f[d+96>>2]|0;f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[e+12>>2]=f[l+12>>2];f[e+16>>2]=f[l+16>>2];f[e+20>>2]=f[l+20>>2];f[e+24>>2]=f[l+24>>2];f[e+28>>2]=f[l+28>>2];f[e+32>>2]=f[l+32>>2];f[e+36>>2]=f[l+36>>2];f[e+40>>2]=f[l+40>>2];f[e+44>>2]=f[l+44>>2];f[e+48>>2]=f[l+48>>2];f[e+52>>2]=f[l+52>>2];f[e+56>>2]=f[l+56>>2];f[e+60>>2]=f[l+60>>2]}u=j;return}Sib(h,b,c,d,e);i=f[h>>2]|0;f[h>>2]=f[a>>2];f[a>>2]=i;i=h+4|0;l=f[i>>2]|0;k=a+4|0;f[i>>2]=f[k>>2];f[k>>2]=l;k=h+8|0;l=f[k>>2]|0;i=a+8|0;f[k>>2]=f[i>>2];f[i>>2]=l;i=a+12|0;l=h+12|0;k=f[l>>2]|0;f[l>>2]=f[i>>2];f[i>>2]=k;i=h+16|0;k=f[i>>2]|0;l=a+16|0;f[i>>2]=f[l>>2];f[l>>2]=k;f[a+20>>2]=f[h+20>>2];u=j;return}function Sib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0,L=0;D=u;u=u+160|0;o=D+88|0;B=D+24|0;C=D;K=f[d+4>>2]|0;L=f[d+96>>2]|0;f[o>>2]=f[L>>2];p=o+4|0;f[p>>2]=f[L+4>>2];q=o+8|0;f[q>>2]=f[L+8>>2];r=o+12|0;f[r>>2]=f[L+12>>2];s=o+16|0;f[s>>2]=f[L+16>>2];t=o+20|0;f[t>>2]=f[L+20>>2];v=o+24|0;f[v>>2]=f[L+24>>2];w=o+28|0;f[w>>2]=f[L+28>>2];x=o+32|0;f[x>>2]=f[L+32>>2];y=o+36|0;f[y>>2]=f[L+36>>2];z=o+40|0;f[z>>2]=f[L+40>>2];A=o+44|0;f[A>>2]=f[L+44>>2];G=o+48|0;f[G>>2]=f[L+48>>2];F=o+52|0;f[F>>2]=f[L+52>>2];E=o+56|0;f[E>>2]=f[L+56>>2];g=o+60|0;f[g>>2]=f[L+60>>2];QDa(b,c,d,o);b=f[K+44>>2]|0;J=+n[b+124>>2];k=+n[b+136>>2];h=J-k;I=+n[b+128>>2];l=+n[b+140>>2];i=I-l;H=+n[b+132>>2];m=+n[b+144>>2];j=H-m;k=J+k;l=I+l;m=H+m;o=f[o>>2]|0;f[B>>2]=o;p=f[p>>2]|0;f[B+4>>2]=p;q=f[q>>2]|0;f[B+8>>2]=q;r=f[r>>2]|0;f[B+12>>2]=r;s=f[s>>2]|0;f[B+16>>2]=s;t=f[t>>2]|0;f[B+20>>2]=t;v=f[v>>2]|0;f[B+24>>2]=v;w=f[w>>2]|0;f[B+28>>2]=w;x=f[x>>2]|0;f[B+32>>2]=x;y=f[y>>2]|0;f[B+36>>2]=y;z=f[z>>2]|0;f[B+40>>2]=z;A=f[A>>2]|0;f[B+44>>2]=A;b=f[G>>2]|0;f[B+48>>2]=b;c=f[F>>2]|0;f[B+52>>2]=c;d=f[E>>2]|0;f[B+56>>2]=d;g=f[g>>2]|0;f[B+60>>2]=g;if(!e){n[C>>2]=h;L=C+4|0;n[L>>2]=i;L=C+8|0;n[L>>2]=j;L=C+12|0;n[L>>2]=k;L=C+16|0;n[L>>2]=l;L=C+20|0;n[L>>2]=m;Tib(a,C,B);u=D;return}f[e>>2]=o;f[e+4>>2]=p;f[e+8>>2]=q;f[e+12>>2]=r;f[e+16>>2]=s;f[e+20>>2]=t;f[e+24>>2]=v;f[e+28>>2]=w;f[e+32>>2]=x;f[e+36>>2]=y;f[e+40>>2]=z;f[e+44>>2]=A;f[e+48>>2]=b;f[e+52>>2]=c;f[e+56>>2]=d;f[e+60>>2]=g;n[C>>2]=h;L=C+4|0;n[L>>2]=i;L=C+8|0;n[L>>2]=j;L=C+12|0;n[L>>2]=k;L=C+16|0;n[L>>2]=l;L=C+20|0;n[L>>2]=m;Tib(a,C,B);u=D;return}function Tib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0;J=u;u=u+128|0;g=J+24|0;E=J;H=f[b>>2]|0;k=f[b+4>>2]|0;h=f[b+8>>2]|0;f[g>>2]=H;F=g+4|0;f[F>>2]=k;G=g+8|0;f[G>>2]=h;j=f[b+12>>2]|0;f[g+12>>2]=j;f[g+16>>2]=k;f[g+20>>2]=h;i=f[b+16>>2]|0;f[g+24>>2]=H;f[g+28>>2]=i;f[g+32>>2]=h;f[g+36>>2]=j;f[g+40>>2]=i;f[g+44>>2]=h;h=f[b+20>>2]|0;f[g+48>>2]=H;f[g+52>>2]=k;f[g+56>>2]=h;f[g+60>>2]=j;f[g+64>>2]=k;f[g+68>>2]=h;f[g+72>>2]=H;f[g+76>>2]=i;f[g+80>>2]=h;H=g+84|0;f[H>>2]=j;f[g+88>>2]=i;f[g+92>>2]=h;h=g+96|0;i=c+16|0;j=c+32|0;k=c+4|0;l=c+20|0;m=c+36|0;o=c+8|0;p=c+24|0;q=c+40|0;r=c+12|0;t=c+28|0;v=c+44|0;w=E+4|0;x=E+8|0;y=E+12|0;z=c+48|0;A=c+52|0;B=c+56|0;C=c+60|0;D=E+16|0;b=g;do{P=+n[b>>2];L=b+4|0;O=+n[L>>2];K=b+8|0;d=+n[K>>2];e=P*+n[k>>2]+O*+n[l>>2]+d*+n[m>>2];N=P*+n[o>>2]+O*+n[p>>2]+d*+n[q>>2];M=P*+n[r>>2]+O*+n[t>>2]+d*+n[v>>2];d=+n[c>>2]*P+ +n[i>>2]*O+ +n[j>>2]*d+ +n[z>>2];n[E>>2]=d;e=e+ +n[A>>2];n[w>>2]=e;n[x>>2]=N+ +n[B>>2];n[y>>2]=M+ +n[C>>2];f[D>>2]=0;n[b>>2]=d;n[L>>2]=e;f[K>>2]=f[x>>2];b=b+12|0}while((b|0)!=(h|0));m=a+12|0;L=f[g>>2]|0;f[m>>2]=L;k=f[F>>2]|0;l=a+16|0;f[l>>2]=k;K=f[G>>2]|0;i=a+20|0;f[i>>2]=K;f[a>>2]=L;j=a+4|0;f[j>>2]=k;k=a+8|0;f[k>>2]=K;d=(f[s>>2]=L,+n[s>>2]);while(1){h=g+12|0;e=+n[h>>2];if(e<d){b=a;I=5}else if(e>+n[m>>2]){b=m;I=5}if((I|0)==5){I=0;n[b>>2]=e}d=+n[g+16>>2];if(d<+n[j>>2]){b=a;I=8}else if(d>+n[l>>2]){b=m;I=8}if((I|0)==8){I=0;n[b+4>>2]=d}d=+n[g+20>>2];if(d<+n[k>>2]){b=a;I=13}else if(d>+n[i>>2]){b=m;I=13}if((I|0)==13){I=0;n[b+8>>2]=d}if((h|0)==(H|0))break;g=h;d=+n[a>>2]}u=J;return}function Uib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0;H=u;u=u+240|0;X=H+176|0;F=H+48|0;G=H;Y=f[d+4>>2]|0;Z=f[d+96>>2]|0;f[X>>2]=f[Z>>2];W=X+4|0;f[W>>2]=f[Z+4>>2];V=X+8|0;f[V>>2]=f[Z+8>>2];U=X+12|0;f[U>>2]=f[Z+12>>2];T=X+16|0;f[T>>2]=f[Z+16>>2];S=X+20|0;f[S>>2]=f[Z+20>>2];R=X+24|0;f[R>>2]=f[Z+24>>2];Q=X+28|0;f[Q>>2]=f[Z+28>>2];P=X+32|0;f[P>>2]=f[Z+32>>2];O=X+36|0;f[O>>2]=f[Z+36>>2];N=X+40|0;f[N>>2]=f[Z+40>>2];M=X+44|0;f[M>>2]=f[Z+44>>2];L=X+48|0;f[L>>2]=f[Z+48>>2];K=X+52|0;f[K>>2]=f[Z+52>>2];J=X+56|0;f[J>>2]=f[Z+56>>2];I=X+60|0;f[I>>2]=f[Z+60>>2];QDa(b,c,d,X);d=f[Y+44>>2]|0;z=+n[d+124>>2];t=+n[d+136>>2];q=z-t;y=+n[d+128>>2];v=+n[d+140>>2];r=y-v;x=+n[d+132>>2];w=+n[d+144>>2];s=x-w;t=z+t;v=y+v;w=x+w;x=+n[X>>2];p[F>>3]=x;y=+n[W>>2];p[F+8>>3]=y;z=+n[V>>2];p[F+16>>3]=z;A=+n[U>>2];p[F+24>>3]=A;B=+n[T>>2];p[F+32>>3]=B;C=+n[S>>2];p[F+40>>3]=C;D=+n[R>>2];p[F+48>>3]=D;E=+n[Q>>2];p[F+56>>3]=E;g=+n[P>>2];p[F+64>>3]=g;h=+n[O>>2];p[F+72>>3]=h;i=+n[N>>2];p[F+80>>3]=i;j=+n[M>>2];p[F+88>>3]=j;k=+n[L>>2];p[F+96>>3]=k;l=+n[K>>2];p[F+104>>3]=l;m=+n[J>>2];p[F+112>>3]=m;o=+n[I>>2];p[F+120>>3]=o;if(!e){z=q;A=r;B=s;C=t;D=v;E=w;p[G>>3]=z;Z=G+8|0;p[Z>>3]=A;Z=G+16|0;p[Z>>3]=B;Z=G+24|0;p[Z>>3]=C;Z=G+32|0;p[Z>>3]=D;Z=G+40|0;p[Z>>3]=E;UBa(a,G,F);u=H;return}p[e>>3]=x;p[e+8>>3]=y;p[e+16>>3]=z;p[e+24>>3]=A;p[e+32>>3]=B;p[e+40>>3]=C;p[e+48>>3]=D;p[e+56>>3]=E;p[e+64>>3]=g;p[e+72>>3]=h;p[e+80>>3]=i;p[e+88>>3]=j;p[e+96>>3]=k;p[e+104>>3]=l;p[e+112>>3]=m;p[e+120>>3]=o;z=q;A=r;B=s;C=t;D=v;E=w;p[G>>3]=z;Z=G+8|0;p[Z>>3]=A;Z=G+16|0;p[Z>>3]=B;Z=G+24|0;p[Z>>3]=C;Z=G+32|0;p[Z>>3]=D;Z=G+40|0;p[Z>>3]=E;UBa(a,G,F);u=H;return}function Vib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0.0,q=0.0,r=0.0;l=u;u=u+48|0;h=l;m=tSa(b)|0;g=f[d+196>>2]|0;if((g&32|0)!=0|(g&2048|0)==0&(m^1))if((c|0)==0|(g&33554456|0)==0){b=d+200|0;g=f[b>>2]|0;if(!((g&33554432|0)==0&0==0)){LJa(d);g=f[b>>2]|0}i=+n[d+168>>2];j=+n[d+172>>2];k=+n[d+176>>2];if(!((g&16777216|0)==0&0==0))MJa(d);o=+n[d+152>>2];p[a>>3]=i;p[a+8>>3]=j;p[a+16>>3]=k;p[a+24>>3]=o;p[a+32>>3]=-1.0;if(!e){u=l;return}m=f[d+96>>2]|0;p[e>>3]=+n[m>>2];p[e+8>>3]=+n[m+4>>2];p[e+16>>3]=+n[m+8>>2];p[e+24>>3]=+n[m+12>>2];p[e+32>>3]=+n[m+16>>2];p[e+40>>3]=+n[m+20>>2];p[e+48>>3]=+n[m+24>>2];p[e+56>>3]=+n[m+28>>2];p[e+64>>3]=+n[m+32>>2];p[e+72>>3]=+n[m+36>>2];p[e+80>>3]=+n[m+40>>2];p[e+88>>3]=+n[m+44>>2];p[e+96>>3]=+n[m+48>>2];p[e+104>>3]=+n[m+52>>2];p[e+112>>3]=+n[m+56>>2];p[e+120>>3]=+n[m+60>>2];u=l;return}Uib(h,b,c,d,e);r=+p[h>>3];j=(+p[h+24>>3]-r)*.5;q=+p[h+8>>3];k=(+p[h+32>>3]-q)*.5;i=+p[h+16>>3];o=(+p[h+40>>3]-i)*.5;p[a>>3]=j+r;p[a+8>>3]=k+q;p[a+16>>3]=o+i;p[a+24>>3]=j*j+(k*k+o*o);p[a+32>>3]=-1.0;u=l;return}function Wib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[b+44>>2];g=+n[b+56>>2];f=+n[b+48>>2];e=+n[b+60>>2];d=+n[b+52>>2];c=+n[b+64>>2];n[a>>2]=h-g;n[a+4>>2]=f-e;n[a+8>>2]=d-c;n[a+12>>2]=h+g;n[a+16>>2]=f+e;n[a+20>>2]=d+c;return}function Xib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+n[b+48>>2];d=+n[b+52>>2];c=+n[b+68>>2];p[a>>3]=+n[b+44>>2];p[a+8>>3]=e;p[a+16>>3]=d;p[a+24>>3]=c;p[a+32>>3]=-1.0;return}function Yib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0.0;e=u;u=u+32|0;C=e;D=+p[b>>3];q=+p[b+8>>3];j=+p[b+16>>3];A=D+ +p[b+24>>3];p[C>>3]=A;v=q+ +p[b+32>>3];n=C+8|0;p[n>>3]=v;s=j+ +p[b+40>>3];m=C+16|0;p[m>>3]=s;b=C+24|0;p[b>>3]=1.0;B=+p[c>>3];z=+p[c+32>>3];y=+p[c+64>>3];i=+p[c+96>>3];l=B*D+z*q+y*j+i;x=+p[c+8>>3];w=+p[c+40>>3];t=+p[c+72>>3];h=+p[c+104>>3];k=x*D+w*q+t*j+h;r=+p[c+16>>3];o=+p[c+48>>3];f=+p[c+80>>3];g=+p[c+112>>3];j=r*D+o*q+f*j+g;q=+p[C>>3];i=B*A+z*v+y*s+i-l;h=x*q+w*v+t*s+h-k;g=r*q+o*+p[n>>3]+f*+p[m>>3]+g*+p[b>>3]-j;f=+L(+(i*i+(h*h+g*g)));p[d>>3]=f;p[a>>3]=l;p[a+8>>3]=k;p[a+16>>3]=j;p[a+24>>3]=i/f;p[a+32>>3]=h/f;p[a+40>>3]=g/f;u=e;return}function Zib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+p[b>>3];k=+p[b+8>>3];i=+p[b+16>>3];j=+p[d>>3]*l+ +p[d+24>>3]*k+ +p[d+48>>3]*i;h=l*+p[d+8>>3]+k*+p[d+32>>3]+i*+p[d+56>>3];f=l*+p[d+16>>3]+k*+p[d+40>>3]+i*+p[d+64>>3];e=-+p[b+24>>3]/(l*l+(k*k+i*i));l=l*e;k=k*e;e=i*e;i=+p[c>>3]*l+ +p[c+32>>3]*k+e*+p[c+64>>3]+ +p[c+96>>3];g=l*+p[c+8>>3]+k*+p[c+40>>3]+e*+p[c+72>>3]+ +p[c+104>>3];e=l*+p[c+16>>3]+k*+p[c+48>>3]+e*+p[c+80>>3]+ +p[c+112>>3];p[a>>3]=j;p[a+8>>3]=h;p[a+16>>3]=f;p[a+24>>3]=-(j*i+(h*g+f*e));return}function _ib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+p[b>>3];k=+p[b+8>>3];i=+p[b+16>>3];j=+p[d>>3]*l+ +p[d+8>>3]*k+ +p[d+16>>3]*i;h=+p[d+32>>3]*l+ +p[d+40>>3]*k+ +p[d+48>>3]*i;e=+p[d+64>>3]*l+ +p[d+72>>3]*k+ +p[d+80>>3]*i;f=+L(+(j*j+(h*h+e*e)));j=j/f;h=h/f;f=e/f;e=-+p[b+24>>3];l=l*e;k=k*e;e=i*e;i=+p[c>>3]*l+k*+p[c+32>>3]+e*+p[c+64>>3]+ +p[c+96>>3];g=l*+p[c+8>>3]+k*+p[c+40>>3]+e*+p[c+72>>3]+ +p[c+104>>3];e=l*+p[c+16>>3]+k*+p[c+48>>3]+e*+p[c+80>>3]+ +p[c+112>>3];p[a>>3]=j;p[a+8>>3]=h;p[a+16>>3]=f;p[a+24>>3]=-(j*i+(h*g+f*e));return}function $ib(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0;g=u;u=u+944|0;i=g+936|0;j=g+928|0;l=g+776|0;h=g;k=g+920|0;bjb(j,d,(b[c+29>>0]|0)!=0,(b[c+30>>0]|0)!=0,(b[c+31>>0]|0)!=0);t=+p[e>>3];s=+p[e+8>>3];r=+p[e+16>>3];q=+p[e+24>>3];o=+p[e+32>>3];m=+p[e+40>>3];p[l>>3]=t;p[l+8>>3]=s;p[l+16>>3]=r;p[l+24>>3]=q;p[l+32>>3]=o;p[l+40>>3]=m;n[l+48>>2]=t;n[l+52>>2]=s;n[l+56>>2]=r;n[l+60>>2]=q;n[l+64>>2]=o;n[l+68>>2]=m;f[k>>2]=l;b[k+4>>0]=1;b[i>>0]=b[k>>0]|0;b[i+1>>0]=b[k+1>>0]|0;b[i+2>>0]=b[k+2>>0]|0;b[i+3>>0]=b[k+3>>0]|0;b[i+4>>0]=b[k+4>>0]|0;b[i+5>>0]=b[k+5>>0]|0;b[i+6>>0]=b[k+6>>0]|0;b[i+7>>0]=b[k+7>>0]|0;Sjb(h,c,1,d,j,i,0);rSa(d);bkb(h);Tjb(a,h+120|0);Jjb(h);u=g;return}function ajb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;j=u;u=u+1376|0;l=j+1360|0;m=j+1352|0;p=j+976|0;o=j+776|0;k=j;n=j+1344|0;bjb(m,e,(b[c+29>>0]|0)!=0,(b[c+30>>0]|0)!=0,(b[c+31>>0]|0)!=0);ojb(p,g,i,f[c+16>>2]|0);qjb(o,p,h,i);f[n>>2]=o;b[n+4>>0]=0;b[l>>0]=b[n>>0]|0;b[l+1>>0]=b[n+1>>0]|0;b[l+2>>0]=b[n+2>>0]|0;b[l+3>>0]=b[n+3>>0]|0;b[l+4>>0]=b[n+4>>0]|0;b[l+5>>0]=b[n+5>>0]|0;b[l+6>>0]=b[n+6>>0]|0;b[l+7>>0]=b[n+7>>0]|0;Sjb(k,c,d,e,m,l,0);rSa(e);bkb(k);Tjb(a,k+120|0);Jjb(k);u=j;return}function bjb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0;g=AQa(c)|0;if(d)c=1;else c=b[g+224>>0]&1;b[a>>0]=c;if(e)c=1;else c=(h[g+224>>0]|0)>>>1&1;b[a+1>>0]=c;if(f){g=1;f=a+2|0;b[f>>0]=g;return}g=(h[g+224>>0]|0)>>>1&1;f=a+2|0;b[f>>0]=g;return}function cjb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&1)){d=0;return d|0}else return (d|0?1:(b[a>>0]|c&8)<<24>>24!=0)|0;return 0}function djb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&2)){d=0;return d|0}else return (d|0?1:(b[a+1>>0]|c&16)<<24>>24!=0)|0;return 0}function ejb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&4)){d=0;return d|0}else return (d|0?1:(b[a+2>>0]|c&32)<<24>>24!=0)|0;return 0}function fjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0.0,E=0.0;A=u;u=u+32|0;y=A+8|0;z=A;e=YRa(a)|0;g=f[b>>2]|0;x=b+4|0;a=f[x>>2]|0;if((a|0)!=(g|0))do{c=a+-12|0;f[x>>2]=c;d=f[c>>2]|0;if(!d)a=c;else{a=a+-8|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);a=f[x>>2]|0}}while((a|0)!=(g|0));s=e+4|0;gjb(b,((f[s>>2]|0)-(f[e>>2]|0)|0)/12|0);a=f[e>>2]|0;s=f[s>>2]|0;if((a|0)==(s|0)){u=A;return}t=b+8|0;v=y+8|0;w=y+16|0;while(1){c=f[x>>2]|0;if(c>>>0<(f[t>>2]|0)>>>0){f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;o=c+12|0;f[x>>2]=o}else{w5a(b);o=f[x>>2]|0}q=o+-12|0;n=a+4|0;c=(f[n>>2]|0)-(f[a>>2]|0)|0;d=c>>5;r=o+-4|0;l=f[q>>2]|0;j=l;if((f[r>>2]|0)-l>>5>>>0<d>>>0){m=o+-8|0;if(d>>>0>134217727){a=15;break}e=f[m>>2]|0;i=pOb(c)|0;g=i+(e-l>>5<<5)|0;k=g;i=i+(d<<5)|0;c=e;if((c|0)==(j|0))c=k;else{e=c+-32|0;d=g;while(1){B=c;c=c+-32|0;p[d+-32>>3]=+p[c>>3];p[d+-24>>3]=+p[B+-24>>3];p[d+-16>>3]=+p[B+-16>>3];p[d+-8>>3]=+p[B+-8>>3];if((c|0)==(j|0))break;else d=d+-32|0}c=g+(~((e-l|0)>>>5)<<5)|0}f[q>>2]=c;f[m>>2]=k;f[r>>2]=i;if(l|0)sOb(l)}c=f[a>>2]|0;g=f[n>>2]|0;if((c|0)!=(g|0)){e=o+-8|0;do{h=+p[c>>3];E=+p[c+8>>3];D=+p[c+16>>3];C=1.0/+L(+(h*h+(E*E+D*D)));h=h*C;p[y>>3]=h;p[v>>3]=E*C;p[w>>3]=D*C;p[z>>3]=C*+p[c+24>>3];d=f[e>>2]|0;if(d>>>0<(f[r>>2]|0)>>>0){p[d>>3]=h;p[d+8>>3]=+p[v>>3];p[d+16>>3]=+p[w>>3];p[d+24>>3]=+p[z>>3];f[e>>2]=d+32}else EBa(q,y,z);c=c+32|0}while((c|0)!=(g|0))}a=a+12|0;if((a|0)==(s|0)){a=9;break}}if((a|0)==9){u=A;return}else if((a|0)==15)vd()}function gjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function hjb(a){a=a|0;var b=0;b=AQa(a)|0;a=E9a(b)|0;b=b+230|0;b=j[b>>1]|j[b+2>>1]<<16;return (b&1|0?(a?1:2):3)&(b&2|0?(a?-2:-3):-1)|0}function ijb(a){a=a|0;switch(a|0){case 0:{a=0;break}case 1:{a=2;break}case 2:{a=1;break}default:{}}return a|0}function jjb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;g=u;u=u+144|0;f=g;if(!d){f=0;u=g;return f|0}if(e){e=(bCa(a,b,f)|0)==0;f=jjb(a,e?b:f,c,d,0)|0;u=g;return f|0}else{q=+p[c>>3];n=+p[c+32>>3];l=+p[c+64>>3];z=+p[c+8>>3];x=+p[c+40>>3];v=+p[c+72>>3];D=+p[c+24>>3];C=+p[c+56>>3];B=+p[c+88>>3];j=+p[c+96>>3];t=+p[c+104>>3];i=+p[c+120>>3];w=+p[b>>3];y=+p[b+8>>3];A=+p[b+16>>3];r=1.0/(w*D+y*C+A*B+i);h=(q*w+n*y+l*A+j)*r;r=(w*z+y*x+A*v+t)*r;A=+p[b+24>>3];y=+p[b+32>>3];w=+p[b+40>>3];s=1.0/(A*D+y*C+w*B+i);o=+p[b+48>>3];m=+p[b+56>>3];k=+p[b+64>>3];i=1.0/(o*D+m*C+k*B+i);h=((q*A+n*y+l*w+j)*s-h)*((o*z+m*x+k*v+t)*i-r)-((A*z+y*x+w*v+t)*s-r)*((q*o+n*m+l*k+j)*i-h);f=(d|0)==2?h<0.0:h>0.0;u=g;return f|0}return 0}function kjb(){if(!(b[257144]|0))MPb(257144)|0;f[64694]=262921;return}function ljb(a){a=a|0;mjb(a,f[64694]|0);p[a+24>>3]=0.0;b[a+32>>0]=0;return}function mjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257376]|0))if(MPb(257376)|0){f[64695]=0;f[64696]=0;f[64697]=0}d=f[64696]|0;if((f[64695]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64696]|0;e=d+-20|0;do{g=d+-20|0;f[64696]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64696]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function njb(a,b){a=a|0;b=b|0;f[a>>2]=b;return}function ojb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0;f[a>>2]=b;s=a+72|0;j=c+8|0;t=JAa(b,~~+p[c>>3],~~+p[j>>3])|0;p[s>>3]=+p[t>>3];p[a+80>>3]=+p[t+8>>3];p[a+88>>3]=+p[t+16>>3];e=a+96|0;p[e>>3]=+p[t+24>>3];p[a+104>>3]=+p[t+32>>3];p[a+112>>3]=+p[t+40>>3];p[a+120>>3]=+p[t+48>>3];g=a+128|0;p[g>>3]=+p[t+56>>3];p[a+136>>3]=+p[t+64>>3];p[a+144>>3]=+p[t+72>>3];p[a+152>>3]=+p[t+80>>3];h=a+160|0;p[h>>3]=+p[t+88>>3];p[a+168>>3]=+p[t+96>>3];p[a+176>>3]=+p[t+104>>3];p[a+184>>3]=+p[t+112>>3];i=a+192|0;p[i>>3]=+p[t+120>>3];LAa(s,a+200|0);q=+p[c>>3];o=+p[j>>3];q=q*.5*2.0/q+-1.0;o=(o-o*.5)*2.0/o+-1.0;k=1.0/(+p[a+320>>3]+(q*+p[a+224>>3]+o*+p[a+256>>3]-+p[a+288>>3]));s=f[a>>2]|0;n=+p[s+56>>3]-+p[s+32>>3];m=+p[s+64>>3]-+p[s+40>>3];r=+p[s+72>>3]-+p[s+48>>3];l=+L(+(n*n+(m*m+r*r)));n=n/l;m=m/l;l=r/l;k=-((+p[a+296>>3]+(+p[a+200>>3]*q+ +p[a+232>>3]*o-+p[a+264>>3]))*k*n+((+p[a+304>>3]+(q*+p[a+208>>3]+o*+p[a+240>>3]-+p[a+272>>3]))*k*m+(+p[a+312>>3]+(q*+p[a+216>>3]+o*+p[a+248>>3]-+p[a+280>>3]))*k*l));p[a+8>>3]=n;p[a+16>>3]=m;p[a+24>>3]=l;p[a+32>>3]=k;if((d|0)<=-1)return;p[a+328>>3]=+p[e>>3];p[a+336>>3]=+p[g>>3];p[a+344>>3]=+p[h>>3];p[a+352>>3]=+p[i>>3];o=+p[c>>3];n=+p[j>>3];r=+p[b+208>>3];q=+p[b+216>>3];p[a+360>>3]=+(d|0)/(o<n?n:o)*(r<q?q:r);return}function pjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0;e=+p[c>>3];r=+p[c+8>>3];o=e*+p[b+200>>3]+r*+p[b+232>>3];g=+p[b+264>>3];q=+p[b+296>>3];m=e*+p[b+208>>3]+r*+p[b+240>>3];f=+p[b+272>>3];n=+p[b+304>>3];k=e*+p[b+216>>3]+r*+p[b+248>>3];d=+p[b+280>>3];l=+p[b+312>>3];r=e*+p[b+224>>3]+r*+p[b+256>>3];e=+p[b+288>>3];s=+p[b+320>>3];h=1.0/(s+(r-e));j=(q+(o-g))*h;i=(n+(m-f))*h;h=(l+(k-d))*h;e=1.0/(s+(r+e*0.0));g=(q+(o+g*0.0))*e-j;f=(n+(m+f*0.0))*e-i;e=(l+(k+d*0.0))*e-h;d=+L(+(g*g+(f*f+e*e)));p[a>>3]=j;p[a+8>>3]=i;p[a+16>>3]=h;p[a+24>>3]=g/d;p[a+32>>3]=f/d;p[a+40>>3]=e/d;return}function qjb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0;e=u;u=u+80|0;g=e;f[a>>2]=b;p[a+8>>3]=+p[d>>3];j=d+8|0;p[a+16>>3]=+p[j>>3];p[a+24>>3]=+p[c>>3];i=c+8|0;p[a+32>>3]=+p[i>>3];h=+p[j>>3];h=(h-(+p[i>>3]+.5))*2.0/h+-1.0;n[a+40>>2]=(+p[c>>3]+.5)*2.0/+p[d>>3]+-1.0;n[a+44>>2]=h;n[a+48>>2]=0.0;rjb(g,b,c,d);p[a+56>>3]=+p[g>>3];p[a+64>>3]=+p[g+8>>3];p[a+72>>3]=+p[g+16>>3];p[a+80>>3]=+p[g+24>>3];p[a+88>>3]=+p[g+32>>3];p[a+96>>3]=+p[g+40>>3];f[a+104>>2]=f[g+48>>2];f[a+108>>2]=f[g+52>>2];f[a+112>>2]=f[g+56>>2];f[a+116>>2]=f[g+60>>2];f[a+120>>2]=f[g+64>>2];f[a+124>>2]=f[g+68>>2];u=e;return}function rjb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0;t=+p[d+8>>3];k=(+p[c>>3]+.5)*2.0/+p[d>>3]+-1.0;t=(t-(+p[c+8>>3]+.5))*2.0/t+-1.0;g=k*+p[b+200>>3]+ +p[b+232>>3]*t;r=+p[b+264>>3];s=+p[b+296>>3];o=k*+p[b+208>>3]+t*+p[b+240>>3];f=+p[b+272>>3];q=+p[b+304>>3];l=k*+p[b+216>>3]+t*+p[b+248>>3];e=+p[b+280>>3];m=+p[b+312>>3];t=k*+p[b+224>>3]+t*+p[b+256>>3];k=+p[b+288>>3];u=+p[b+320>>3];h=1.0/(u+(t-k));j=(s+(g-r))*h;i=(q+(o-f))*h;h=(m+(l-e))*h;k=1.0/(u+(t+k*0.0));g=(s+(r*0.0+g))*k-j;f=(q+(o+f*0.0))*k-i;k=(m+(l+e*0.0))*k-h;e=+L(+(g*g+(f*f+k*k)));g=g/e;f=f/e;e=k/e;p[a>>3]=j;p[a+8>>3]=i;p[a+16>>3]=h;p[a+24>>3]=g;p[a+32>>3]=f;p[a+40>>3]=e;n[a+48>>2]=j;n[a+52>>2]=i;n[a+56>>2]=h;n[a+60>>2]=g;n[a+64>>2]=f;n[a+68>>2]=e;return}function sjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0;g=f[b>>2]|0;j=+p[c>>3];i=+p[c+8>>3];h=+p[c+16>>3];e=1.0/(j*+p[g+96>>3]+i*+p[g+128>>3]+h*+p[g+160>>3]+ +p[g+192>>3]);d=+p[b+16>>3];d=d-d*(((j*+p[g+80>>3]+i*+p[g+112>>3]+h*+p[g+144>>3]+ +p[g+176>>3])*e+1.0)*.5);p[a>>3]=+p[b+8>>3]*(((+p[g+72>>3]*j+ +p[g+104>>3]*i+ +p[g+136>>3]*h+ +p[g+168>>3])*e+1.0)*.5);p[a+8>>3]=d;return}function tjb(){if(!(b[257144]|0))MPb(257144)|0;f[64698]=262921;return}function ujb(a,c){a=a|0;c=c|0;c=c&255;b[a>>0]=c&1;b[a+1>>0]=c>>>1&1;b[a+2>>0]=c>>>2&1;return}function vjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257384]|0))if(MPb(257384)|0){f[64699]=0;f[64700]=0;f[64701]=0}d=f[64700]|0;if((f[64699]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64700]|0;e=d+-20|0;do{g=d+-20|0;f[64700]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64700]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function wjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257392]|0))if(MPb(257392)|0){f[64702]=0;f[64703]=0;f[64704]=0}e=f[64703]|0;if((f[64702]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64703]|0;m=h+-12|0;while(1){e=h+-12|0;f[64703]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{i=h+-12|0;f[k>>2]=i;j=f[i>>2]|0;if(!j)h=i;else{h=h+-8|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-32-j|0)>>>5)<<5);sOb(j);h=f[k>>2]|0}}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64703]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function xjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=(c-b|0)/12|0;j=a+8|0;e=f[j>>2]|0;q=f[a>>2]|0;d=q;if(o>>>0>((e-q|0)/12|0)>>>0){if(q){i=a+4|0;e=f[i>>2]|0;if((e|0)==(d|0))e=q;else{do{g=e+-12|0;f[i>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-32-h|0)>>>5)<<5);sOb(h);e=f[i>>2]|0}}while((e|0)!=(d|0));e=f[a>>2]|0}sOb(e);f[j>>2]=0;f[i>>2]=0;f[a>>2]=0;e=0}if(o>>>0>357913941)AMb(a);n=(e|0)/12|0;e=n<<1;e=n>>>0<178956970?(e>>>0<o>>>0?o:e):357913941;if(e>>>0>357913941)AMb(a);g=pOb(e*12|0)|0;n=a+4|0;f[n>>2]=g;f[a>>2]=g;f[j>>2]=g+(e*12|0);if((b|0)==(c|0))return;else m=b;while(1){f[g>>2]=0;l=g+4|0;f[l>>2]=0;f[g+8>>2]=0;i=m+4|0;e=(f[i>>2]|0)-(f[m>>2]|0)|0;h=e>>5;if(h|0){if(h>>>0>134217727){e=38;break}k=pOb(e)|0;f[l>>2]=k;f[g>>2]=k;f[g+8>>2]=k+(h<<5);j=f[m>>2]|0;h=f[i>>2]|0;if((j|0)!=(h|0)){e=j;i=k;while(1){p[i>>3]=+p[e>>3];p[i+8>>3]=+p[e+8>>3];p[i+16>>3]=+p[e+16>>3];p[i+24>>3]=+p[e+24>>3];e=e+32|0;if((e|0)==(h|0))break;else i=i+32|0}f[l>>2]=k+(((h+-32-j|0)>>>5)+1<<5)}}m=m+12|0;e=(f[n>>2]|0)+12|0;f[n>>2]=e;if((m|0)==(c|0)){e=43;break}else g=e}if((e|0)==38)AMb(g);else if((e|0)==43)return}m=a+4|0;i=((f[m>>2]|0)-q|0)/12|0;h=o>>>0>i>>>0;i=b+(i*12|0)|0;g=h?i:c;if((g|0)==(b|0))j=d;else{e=b;do{if((d|0)!=(e|0))Ijb(d,f[e>>2]|0,f[e+4>>2]|0);e=e+12|0;d=d+12|0}while((e|0)!=(g|0));j=d}if(!h){d=f[m>>2]|0;if((d|0)==(j|0))return;do{e=d+-12|0;f[m>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[m>>2]|0}}while((d|0)!=(j|0));return}if((g|0)==(c|0))return;l=f[m>>2]|0;while(1){f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;g=i+4|0;d=(f[g>>2]|0)-(f[i>>2]|0)|0;e=d>>5;if(e|0){if(e>>>0>134217727){e=11;break}j=pOb(d)|0;f[k>>2]=j;f[l>>2]=j;f[l+8>>2]=j+(e<<5);h=f[i>>2]|0;e=f[g>>2]|0;if((h|0)!=(e|0)){d=h;g=j;while(1){p[g>>3]=+p[d>>3];p[g+8>>3]=+p[d+8>>3];p[g+16>>3]=+p[d+16>>3];p[g+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(e|0))break;else g=g+32|0}f[k>>2]=j+(((e+-32-h|0)>>>5)+1<<5)}}i=i+12|0;d=(f[m>>2]|0)+12|0;f[m>>2]=d;if((i|0)==(c|0)){e=43;break}else l=d}if((e|0)==11)AMb(l);else if((e|0)==43)return}function yjb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0.0;q=f[a+192>>2]|0;c=f[a+208>>2]|0;D=f[a+216>>2]|0;e=f[a+264>>2]|0;g=f[a+272>>2]|0;h=f[a+312>>2]|0;r=f[a+360>>2]|0;s=f[a+368>>2]|0;t=f[a+376>>2]|0;u=f[a+384>>2]|0;v=f[a+392>>2]|0;w=f[a+400>>2]|0;x=f[a+408>>2]|0;y=f[a+416>>2]|0;z=f[a+424>>2]|0;A=f[a+432>>2]|0;B=f[a+440>>2]|0;C=f[a+448>>2]|0;i=f[a+496>>2]|0;E=f[a+1032>>2]|0;F=f[a+1224>>2]|0;G=f[a+1240>>2]|0;if(G){G=0;if(E){igb(q);if(!(Kub(f[c>>2]|0,q+8|0)|0)){Cub(a+16|0,f[c>>2]|0,0,1);c=f[(a+16|0)>>2]|0;p=f[((a+16|0)+4|0)>>2]|0;f[(a+16|0)>>2]=0;f[((a+16|0)+4|0)>>2]=0;f[(q+8|0)>>2]=c;c=f[(q+12|0)>>2]|0;f[(q+12|0)>>2]=p;if(c|0){iOb(c);c=f[((a+16|0)+4|0)>>2]|0;if(c|0)iOb(c)}}c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;I=f[(a+80|0)>>2]|0;l=f[64743]|0;m=f[64744]|0;o=f[64745]|0;p=f[64746]|0;Tvb(258928,0,0,f[I+16>>2]|0,f[I+20>>2]|0)|0;I=b[259048]|0;H=b[259049]|0;j=b[259050]|0;k=b[259051]|0;Gub(f[q>>2]|0,0,a+80|0,3553,0);Vd(16384);J=b[259212]|0;Kwb(258928,1)|0;bwb(258928,f[f[q+112>>2]>>2]|0)|0;jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);dwb(258928,f[f[(q+8|0)>>2]>>2]|0)|0;Gub(f[(q+8|0)>>2]|0,0,a+80|0,3553,0);jwb(258928,0,0,1,0)|0;uwb(258928,517,0,f[D>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);jwb(258928,0,0,0,1)|0;uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);Kwb(258928,J<<24>>24!=0)|0;jwb(258928,I<<24>>24!=0,H<<24>>24!=0,j<<24>>24!=0,k<<24>>24!=0)|0;Tvb(258928,l,m,o,p)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}J=f[64747]|0;nvb(a+16|0);Uvb(258928,4)|0;Vvb(258928,f[e+8>>2]|0)|0;Uvb(258928,3)|0;Vvb(258928,f[(f[(h+72|0)>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[g+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;pwb(258928,1,771)|0;Fwb(258928,1)|0;bwb(258928,f[f[q+128>>2]>>2]|0)|0;I=f[q+164>>2]|0;K=+n[q+40>>2];M=K*+n[q+32>>2];L=K*+n[q+36>>2];n[a>>2]=+n[q+28>>2]*K;n[a+4>>2]=M;n[a+8>>2]=L;n[a+12>>2]=K;lf(I|0,1,a|0);I=f[q+168>>2]|0;K=+n[q+56>>2];L=K*+n[q+48>>2];M=K*+n[q+52>>2];n[a>>2]=+n[q+44>>2]*K;n[a+4>>2]=L;n[a+8>>2]=M;n[a+12>>2]=K;lf(I|0,1,a|0);I=f[q+172>>2]|0;K=+n[q+72>>2];M=K*+n[q+64>>2];L=K*+n[q+68>>2];n[a>>2]=+n[q+60>>2]*K;n[a+4>>2]=M;n[a+8>>2]=L;n[a+12>>2]=K;lf(I|0,1,a|0);bf(f[q+160>>2]|0,+(+n[q+108>>2]));Ygb(f[q+156>>2]|0);ovb(a+16|0);Uvb(258928,J)|0}else G=1}if(G){G=0;if(1){ngb(0,q+236|0,200333);Uvb(258928,0)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;c=b[(q+24|0)>>0]|0;a:do if(c<<24>>24==(b[(q+25|0)>>0]|0)){switch(c<<24>>24){case 2:case 0:{m=1;break a}default:{}}if(+n[q+44>>2]==+n[q+60>>2])if(+n[q+48>>2]==+n[q+64>>2])if(+n[q+52>>2]==+n[q+68>>2])m=+n[q+56>>2]==+n[q+72>>2];else m=0;else m=0;else m=0}else m=0;while(0);c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;j=f[(a+80|0)>>2]|0;e=f[64743]|0;g=f[64744]|0;h=f[64745]|0;i=f[64746]|0;Tvb(258928,0,0,f[j+16>>2]|0,f[j+20>>2]|0)|0;Gub(f[q>>2]|0,0,a+80|0,3553,0);Vd(16384);j=b[259212]|0;Kwb(258928,1)|0;uwb(258928,514,0,f[(D+4|0)>>2]|f[D>>2])|0;ogb(q,b[q+26>>0]|0,q+28|0);k=f[D>>2]|0;l=f[(D+4|0)>>2]|k;if(m){uwb(258928,517,0,l)|0;ogb(q,b[(q+24|0)>>0]|0,q+44|0)}else{uwb(258928,514,k,l)|0;ogb(q,b[(q+24|0)>>0]|0,q+44|0);uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;ogb(q,b[(q+25|0)>>0]|0,q+60|0)}Kwb(258928,j<<24>>24!=0)|0;Tvb(258928,e,g,h,i)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}bwb(258928,f[f[q+236>>2]>>2]|0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;pwb(258928,1,771)|0;Fwb(258928,1)|0;Ygb(f[q+244>>2]|0)}else G=1}if(+n[(q+88|0)>>2]>0.0)F=51;else if(+n[q+104>>2]>0.0)F=51;if((F|0)==51){Vvb(258928,0)|0;c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;j=f[(a+80|0)>>2]|0;e=f[64743]|0;g=f[64744]|0;h=f[64745]|0;i=f[64746]|0;Tvb(258928,0,0,f[j+16>>2]|0,f[j+20>>2]|0)|0;j=b[259204]|0;Fwb(258928,0)|0;k=b[259048]|0;l=b[259049]|0;m=b[259050]|0;o=b[259051]|0;Vd(16384);p=b[259212]|0;Kwb(258928,1)|0;bwb(258928,f[f[q+112>>2]>>2]|0)|0;if(+n[(q+88|0)>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D+8>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(+n[(q+104|0)>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[D+12>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(E){dwb(258928,f[f[q+8>>2]>>2]|0)|0;if(+n[(q+88|0)>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D+8>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(+n[(q+104|0)>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[D+12>>2]|0)|0;Ygb(f[q+136>>2]|0)}}Kwb(258928,p<<24>>24!=0)|0;jwb(258928,k<<24>>24!=0,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0)|0;Fwb(258928,j<<24>>24!=0)|0;Tvb(258928,e,g,h,i)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}bwb(258928,f[f[q+120>>2]>>2]|0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;J=f[q+144>>2]|0;M=+n[(q+88|0)>>2];L=M*+n[q+80>>2];K=M*+n[q+84>>2];n[(a+16|0)>>2]=+n[q+76>>2]*M;n[(a+16|0)+4>>2]=L;n[(a+16|0)+8>>2]=K;n[(a+16|0)+12>>2]=M;lf(J|0,1,a+16|0|0);J=f[q+148>>2]|0;M=+n[(q+104|0)>>2];K=M*+n[q+96>>2];L=M*+n[q+100>>2];n[(a+16|0)>>2]=+n[q+92>>2]*M;n[(a+16|0)+4>>2]=K;n[(a+16|0)+8>>2]=L;n[(a+16|0)+12>>2]=M;lf(J|0,1,a+16|0|0);J=f[(a+80|0)>>2]|0;ef(f[q+152>>2]|0,+(1.5/+(f[J+16>>2]|0)),+(1.5/+(f[J+20>>2]|0)));Ygb(f[q+140>>2]|0)}if((x|0)==(y|0)&(z|0)==(A|0)&(B|0)==(C|0))uwb(258928,x,z,B)|0;else{vwb(258928,x,z,B)|0;wwb(258928,y,A,C)|0}if((r|0)==(u|0)&(s|0)==(v|0)&(t|0)==(w|0))Awb(258928,r,s,t)|0;else{Bwb(258928,r,s,t)|0;Cwb(258928,u,v,w)|0}c=f[((a+80|0)+4|0)>>2]|0;if(c|0)iOb(c);Ghb(a+152|0);f[a+1224>>2]=F;f[a+1240>>2]=G}function zjb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;y=f[a+48>>2]|0;r=f[a+64>>2]|0;w=f[a+72>>2]|0;v=f[a+552>>2]|0;t=f[a+560>>2]|0;i=f[a+568>>2]|0;x=f[a+1136>>2]|0;a:{d=1;if(d){d=0;if(!i){c=0;x=161}else d=1}if(d)if(1){if(!((i+-1|0)&i))q=(i+-1|0)&t;else if(t>>>0<i>>>0)q=t;else q=(t>>>0)%(i>>>0)|0;d=f[(f[v>>2]|0)+(q<<2)>>2]|0;j=1;if(j){j=0;if(!d){c=q;x=161}else j=1}if(j)if(1){j=f[d>>2]|0;d=1;if(d){d=0;if(!j){c=q;x=161}else d=1}if(d)if(1){k=b[r>>0]|0;o=b[r+1>>0]|0;p=f[r+4>>2]|0;m=f[r+16>>2]|0;if(!((i+-1|0)&i)){if(k<<24>>24){d=j;while(1){o=f[d+4>>2]|0;if(!((o|0)==(t|0)|(o&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}if((b[d+8>>0]|0)==k<<24>>24)if((f[d+12>>2]|0)==(p|0)){s=d;break a}d=f[d>>2]|0;if(!d){c=q;x=161;break a}}}if(!m){d=j;while(1){m=f[d+4>>2]|0;if(!((m|0)==(t|0)|(m&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}j=d+8|0;do if(!(b[j>>0]|0)){if((b[j+1>>0]|0)!=o<<24>>24)break;if((f[d+12>>2]|0)!=(p|0))break;if(!(f[d+24>>2]|0)){s=d;break a}}while(0);d=f[d>>2]|0;if(!d){c=q;x=161;break a}}}while(1){l=f[j+4>>2]|0;if(!((l|0)==(t|0)|(l&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}l=j+8|0;b:do if(!(b[l>>0]|0))if((b[l+1>>0]|0)==o<<24>>24){if((f[j+12>>2]|0)!=(p|0))break;if((f[j+24>>2]|0)!=(m|0))break;d=r+8|0;k=j+16|0;while(1){if((b[k>>0]|0)!=(b[d>>0]|0))break b;if((b[k+1>>0]|0)!=(b[d+1>>0]|0))break b;k=k+2|0;if((k|0)==(l+8+(m<<1)|0|0)){s=j;break a}else d=d+2|0}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break a}}}if(k<<24>>24)while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}if((b[j+8>>0]|0)==k<<24>>24)if((f[j+12>>2]|0)==(p|0)){s=j;break a}j=f[j>>2]|0;if(!j){c=q;x=161;break a}}if(!m)while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}d=j+8|0;do if(!(b[d>>0]|0))if((b[d+1>>0]|0)==o<<24>>24){if((f[j+12>>2]|0)!=(p|0))break;if(!(f[j+24>>2]|0)){s=j;break a}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break a}}while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}l=j+8|0;c:do if(!(b[l>>0]|0))if((b[l+1>>0]|0)==o<<24>>24)if((f[j+12>>2]|0)==(p|0)){if((f[j+24>>2]|0)!=(m|0))break;d=r+8|0;k=j+16|0;while(1){if((b[k>>0]|0)!=(b[d>>0]|0))break c;if((b[k+1>>0]|0)!=(b[d+1>>0]|0))break c;k=k+2|0;if((k|0)==(l+8+(m<<1)|0|0)){s=j;break a}else d=d+2|0}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break}}}}}}if((x|0)==161){j=pOb(52)|0;s=f[r+4>>2]|0;f[(j+8|0)>>2]=f[r>>2];f[(j+8|0)+4>>2]=s;b[(j+16|0)>>0]=0;b[(j+16|0)+1>>0]=0;b[(j+16|0)+2>>0]=0;b[(j+16|0)+3>>0]=0;b[((j+16|0)+4|0)>>0]=0;b[((j+16|0)+4|0)+1>>0]=0;b[((j+16|0)+4|0)+2>>0]=0;b[((j+16|0)+4|0)+3>>0]=0;s=f[r+16>>2]|0;f[(j+24|0)>>2]=s;if(s|0){d=0;do{q=r+8+(d<<1)|0;s=j+16+(d<<1)|0;q=h[q>>0]|h[q+1>>0]<<8;b[s>>0]=q;b[s+1>>0]=q>>8;d=d+1|0}while(d>>>0<(f[(j+24|0)>>2]|0)>>>0)}f[(j+28|0)>>2]=0;f[(j+28|0)+4>>2]=0;f[(j+28|0)+8>>2]=0;f[(j+28|0)+12>>2]=0;f[(j+28|0)+16>>2]=0;f[(j+28|0)+20>>2]=0;f[j+4>>2]=t;f[j>>2]=0;e=+(((f[(v+12|0)>>2]|0)+1|0)>>>0);g=+n[(v+16|0)>>2];do if((i|0)==0|g*+(i>>>0)<e){c=~~+W(+(e/g))>>>0;c=(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<c>>>0?c:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;i=f[(v+4|0)>>2]|0}if(c>>>0>i>>>0)shb(v,c);else if(c>>>0<i>>>0){d=~~+W(+(+((f[(v+12|0)>>2]|0)>>>0)/+n[(v+16|0)>>2]))>>>0;if(i>>>0>2&(i+-1&i|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<i>>>0)shb(v,c)}c=f[(v+4|0)>>2]|0;if(!((c+-1|0)&c)){i=c;c=(c+-1|0)&t;break}if(t>>>0<c>>>0){i=c;c=t}else{i=c;c=(t>>>0)%(c>>>0)|0}}while(0);c=(f[v>>2]|0)+(c<<2)|0;d=f[c>>2]|0;if(!d){f[j>>2]=f[(v+8|0)>>2];f[(v+8|0)>>2]=j;f[c>>2]=v+8|0;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;u=(f[v>>2]|0)+(c<<2)|0;x=187}}else{f[j>>2]=f[d>>2];u=d;x=187}if((x|0)==187)f[u>>2]=j;f[(v+12|0)>>2]=(f[(v+12|0)>>2]|0)+1;s=j}c=f[(a+16|0)>>2]|0;d=f[((a+16|0)+4|0)>>2]|0;if(d|0)gOb(d);f[s+28>>2]=c;v=s+32|0;c=f[v>>2]|0;f[v>>2]=d;if(c|0)iOb(c);c=f[(a+8|0)>>2]|0;d=f[((a+8|0)+4|0)>>2]|0;if(d|0)gOb(d);f[s+36>>2]=c;v=s+40|0;c=f[v>>2]|0;f[v>>2]=d;if(c|0)iOb(c);if(w){c=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if(d|0)gOb(d);f[s+44>>2]=c;w=s+48|0;c=f[w>>2]|0;f[w>>2]=d;if(!c){c=a+4|0;d=a}else{iOb(c);c=a+4|0;d=a}}else{c=a+4|0;d=a}f[y>>2]=f[d>>2];f[y+4>>2]=f[c>>2];f[c>>2]=0;f[a+1136>>2]=x}function Ajb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=f[a+16>>2]|0;h=f[a+24>>2]|0;d=f[a+160>>2]|0;e=f[a+976>>2]|0;a:{f[g+248>>2]=d;c=f[(h+252|0)>>2]|0;f[(g+252|0)>>2]=c;i=f[(h+256|0)>>2]|0;f[g+256>>2]=i;f[g+260>>2]=f[h+260>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+252|0;f[(h+252|0)>>2]=0;f[(h+256|0)>>2]=0}e=f[(h+264|0)>>2]|0;f[(h+264|0)>>2]=0;d=f[(h+268|0)>>2]|0;f[(h+268|0)>>2]=0;f[g+264>>2]=e;f[g+268>>2]=d;c=f[(h+272|0)>>2]|0;f[(g+272|0)>>2]=c;i=f[(h+276|0)>>2]|0;f[g+276>>2]=i;f[g+280>>2]=f[h+280>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+272|0;f[(h+272|0)>>2]=0;f[(h+276|0)>>2]=0}e=f[(h+284|0)>>2]|0;f[(h+284|0)>>2]=0;d=f[(h+288|0)>>2]|0;f[(h+288|0)>>2]=0;f[g+284>>2]=e;f[g+288>>2]=d;c=f[(h+292|0)>>2]|0;f[(g+292|0)>>2]=c;i=f[(h+296|0)>>2]|0;f[g+296>>2]=i;f[g+300>>2]=f[h+300>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+292|0;f[(h+292|0)>>2]=0;f[(h+296|0)>>2]=0}e=f[(h+304|0)>>2]|0;f[(h+304|0)>>2]=0;d=f[(h+308|0)>>2]|0;f[(h+308|0)>>2]=0;f[g+304>>2]=e;f[g+308>>2]=d;c=f[(h+312|0)>>2]|0;f[(g+312|0)>>2]=c;i=f[(h+316|0)>>2]|0;f[g+316>>2]=i;f[g+320>>2]=f[h+320>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+312|0;f[(h+312|0)>>2]=0;f[(h+316|0)>>2]=0}e=f[(h+324|0)>>2]|0;f[(h+324|0)>>2]=0;d=f[(h+328|0)>>2]|0;f[(h+328|0)>>2]=0;f[g+324>>2]=e;f[g+328>>2]=d;c=f[(h+332|0)>>2]|0;f[(g+332|0)>>2]=c;i=f[(h+336|0)>>2]|0;f[g+336>>2]=i;f[g+340>>2]=f[h+340>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+332|0;f[(h+332|0)>>2]=0;f[(h+336|0)>>2]=0}e=f[(h+344|0)>>2]|0;f[(h+344|0)>>2]=0;d=f[(h+348|0)>>2]|0;f[(h+348|0)>>2]=0;f[g+344>>2]=e;f[g+348>>2]=d;c=f[(h+352|0)>>2]|0;f[(g+352|0)>>2]=c;i=f[(h+356|0)>>2]|0;f[g+356>>2]=i;f[g+360>>2]=f[h+360>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+352|0;f[(h+352|0)>>2]=0;f[(h+356|0)>>2]=0}e=f[(h+364|0)>>2]|0;f[(h+364|0)>>2]=0;d=f[(h+368|0)>>2]|0;f[(h+368|0)>>2]=0;f[g+364>>2]=e;f[g+368>>2]=d;c=f[(h+372|0)>>2]|0;f[(g+372|0)>>2]=c;i=f[(h+376|0)>>2]|0;f[g+376>>2]=i;f[g+380>>2]=f[h+380>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+372|0;f[(h+372|0)>>2]=0;f[(h+376|0)>>2]=0}e=f[(h+384|0)>>2]|0;f[(h+384|0)>>2]=0;d=f[(h+388|0)>>2]|0;f[(h+388|0)>>2]=0;f[g+384>>2]=e;f[g+388>>2]=d;c=f[(h+392|0)>>2]|0;f[(g+392|0)>>2]=c;i=f[(h+396|0)>>2]|0;f[g+396>>2]=i;f[g+400>>2]=f[h+400>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+392|0;f[(h+392|0)>>2]=0;f[(h+396|0)>>2]=0}e=f[(h+404|0)>>2]|0;f[(h+404|0)>>2]=0;d=f[(h+408|0)>>2]|0;f[(h+408|0)>>2]=0;f[g+404>>2]=e;f[g+408>>2]=d;c=f[(h+412|0)>>2]|0;f[(g+412|0)>>2]=c;i=f[(h+416|0)>>2]|0;f[g+416>>2]=i;f[g+420>>2]=f[h+420>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+412|0;f[(h+412|0)>>2]=0;f[(h+416|0)>>2]=0}e=f[(h+424|0)>>2]|0;f[(h+424|0)>>2]=0;d=f[(h+428|0)>>2]|0;f[(h+428|0)>>2]=0;f[g+424>>2]=e;f[g+428>>2]=d;c=f[(h+432|0)>>2]|0;f[(g+432|0)>>2]=c;i=f[(h+436|0)>>2]|0;f[g+436>>2]=i;f[g+440>>2]=f[h+440>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+432|0;f[(h+432|0)>>2]=0;f[(h+436|0)>>2]=0}e=f[(h+444|0)>>2]|0;f[(h+444|0)>>2]=0;d=f[(h+448|0)>>2]|0;f[(h+448|0)>>2]=0;f[g+444>>2]=e;f[g+448>>2]=d;c=f[(h+452|0)>>2]|0;f[(g+452|0)>>2]=c;i=f[(h+456|0)>>2]|0;f[g+456>>2]=i;f[g+460>>2]=f[h+460>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+452|0;f[(h+452|0)>>2]=0;f[(h+456|0)>>2]=0}e=f[(h+464|0)>>2]|0;f[(h+464|0)>>2]=0;d=f[(h+468|0)>>2]|0;f[(h+468|0)>>2]=0;f[g+464>>2]=e;f[g+468>>2]=d;c=f[(h+472|0)>>2]|0;f[(g+472|0)>>2]=c;i=f[(h+476|0)>>2]|0;f[g+476>>2]=i;f[g+480>>2]=f[h+480>>2];if(!i){e=g+484|0;i=h+484|0;f[e>>2]=0;d=g+488|0;f[d>>2]=0;j=g+492|0;f[j>>2]=0;j=f[i>>2]|0;f[e>>2]=j;e=h+488|0;j=f[e>>2]|0;f[d>>2]=j;d=h+492|0;j=f[d>>2]|0;c=g+492|0;f[c>>2]=j;f[d>>2]=0;f[e>>2]=0;f[i>>2]=0;i=g+496|0;e=h+496|0;e=f[e>>2]|0;f[i>>2]=e;i=g+500|0;h=h+500|0;h=b[h>>0]|0;b[i>>0]=h;f[a+1312>>2]=5;break a}c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+472|0;f[(h+472|0)>>2]=0;f[(h+476|0)>>2]=0;i=g+484|0;j=h+484|0;f[i>>2]=0;e=g+488|0;f[e>>2]=0;c=g+492|0;f[c>>2]=0;c=f[j>>2]|0;f[i>>2]=c;i=h+488|0;c=f[i>>2]|0;f[e>>2]=c;e=h+492|0;c=f[e>>2]|0;d=g+492|0;f[d>>2]=c;f[e>>2]=0;f[i>>2]=0;f[j>>2]=0;j=g+496|0;i=h+496|0;i=f[i>>2]|0;f[j>>2]=i;j=g+500|0;i=h+500|0;i=b[i>>0]|0;b[j>>0]=i;f[a+1312>>2]=5;break a}}function Bjb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;x=f[a+1024>>2]|0;c=f[a+3336>>2]|0;w=f[a+3344>>2]|0;h=f[a+3656>>2]|0;t=f[a+4992>>2]|0;u=f[a+5056>>2]|0;v=f[a+5064>>2]|0;k=+n[a+6200>>2];y=f[a+7400>>2]|0;a:{if(h&268435456|0){g=f[(a+960|0)>>2]|0;h=+n[c>>2]>k;do if(f[(g+36|0)>>2]|0){xib(a+696|0,g,b[g+48>>0]|0,+n[g+44>>2]);e=f[(g+36|0)>>2]|0;f[e>>2]=f[(a+696|0)>>2];f[e+4>>2]=f[((a+696|0)+4|0)>>2];f[e+8>>2]=f[((a+696|0)+8|0)>>2];f[e+12>>2]=f[((a+696|0)+12|0)>>2];f[e+16>>2]=f[((a+696|0)+16|0)>>2];f[e+20>>2]=f[((a+696|0)+20|0)>>2];f[e+52>>2]=f[((a+696|0)+24|0)>>2];f[e+56>>2]=f[((a+696|0)+28|0)>>2];f[e+60>>2]=f[((a+696|0)+32|0)>>2];f[e+64>>2]=f[((a+696|0)+36|0)>>2];f[e+68>>2]=f[((a+696|0)+40|0)>>2];f[e+72>>2]=f[((a+696|0)+44|0)>>2];c=f[w>>2]|0;f[(a+988|0)>>2]=e;f[(a+976|0)>>2]=c;d=1;if(d)if(h){b:do if(!(c&1073741824)){C=+n[e>>2];A=+n[e+4>>2];k=+n[e+8>>2];B=+n[e+16>>2];z=+n[e+20>>2];D=(+n[e+12>>2]-C)*.5;p[(a+696|0)>>3]=D;p[((a+696|0)+8|0)>>3]=(B-A)*.5;p[((a+696|0)+16|0)>>3]=(z-k)*.5;p[(a+656|0)>>3]=D+C;p[((a+656|0)+8|0)>>3]=(B-A)*.5+A;p[((a+656|0)+16|0)>>3]=(z-k)*.5+k;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break b;case 2:break;default:{y=421;break b}}i=f[(a+976|0)>>2]|0;y=420}else{i=c;y=420}while(0);if((y|0)==420){f[(a+976|0)>>2]=i|1073741824;y=421}if((y|0)==421){y=0;s=f[(a+988|0)>>2]|0;k=+n[s>>2];A=(+n[s+12>>2]-k)*.5;z=+n[s+4>>2];B=(+n[s+16>>2]-z)*.5;D=+n[s+8>>2];C=(+n[s+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));_hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;c:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break c;case 2:break;default:{y=485;break c}}q=f[(a+976|0)>>2]|0;y=484}else{q=c;y=484}while(0);if((y|0)==484){f[(a+976|0)>>2]=q|1073741824;y=485}if((y|0)==485){y=0;w=f[(a+988|0)>>2]|0;k=+n[w>>2];A=(+n[w+12>>2]-k)*.5;z=+n[w+4>>2];B=(+n[w+16>>2]-z)*.5;D=+n[w+8>>2];C=(+n[w+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));_hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}break}else d=1;if(d)if(1){d:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break d;case 2:break;default:{y=426;break d}}j=f[(a+976|0)>>2]|0;y=425}else{j=c;y=425}while(0);if((y|0)==425){f[(a+976|0)>>2]=j|1073741824;y=426}if((y|0)==426){y=0;_hb(x+4|0,0.0,a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;e:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break e;case 2:break;default:{y=480;break e}}o=f[(a+976|0)>>2]|0;y=479}else{o=c;y=479}while(0);if((y|0)==479){f[(a+976|0)>>2]=o|1073741824;y=480}if((y|0)==480){y=0;_hb(x+4|0,0.0,a+988|0,a+976|0)}break}}while(0);c=f[g+24>>2]|0;d=f[g+28>>2]|0;if((c|0)==(d|0)){f[a+7464>>2]=1;break a}while(1){jib(x,f[c>>2]|0,a+960|0,a+1e3|0,a,a+800|0,a+816|0,h);c=c+4|0;if((c|0)==(d|0)){f[a+7464>>2]=2;f[a+7468>>2]=10;break a}}}h=f[(a+960|0)>>2]|0;g=+n[c>>2]>k;do if(f[(h+36|0)>>2]|0){xib(a+696|0,h,b[h+48>>0]|0,+n[h+44>>2]);e=f[(h+36|0)>>2]|0;f[e>>2]=f[(a+696|0)>>2];f[e+4>>2]=f[((a+696|0)+4|0)>>2];f[e+8>>2]=f[((a+696|0)+8|0)>>2];f[e+12>>2]=f[((a+696|0)+12|0)>>2];f[e+16>>2]=f[((a+696|0)+16|0)>>2];f[e+20>>2]=f[((a+696|0)+20|0)>>2];f[e+52>>2]=f[((a+696|0)+24|0)>>2];f[e+56>>2]=f[((a+696|0)+28|0)>>2];f[e+60>>2]=f[((a+696|0)+32|0)>>2];f[e+64>>2]=f[((a+696|0)+36|0)>>2];f[e+68>>2]=f[((a+696|0)+40|0)>>2];f[e+72>>2]=f[((a+696|0)+44|0)>>2];c=f[w>>2]|0;f[(a+988|0)>>2]=e;f[(a+976|0)>>2]=c;d=1;if(d)if(g){f:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break f;case 2:break;default:{y=437;break f}}l=f[(a+976|0)>>2]|0;y=436}else{l=c;y=436}while(0);if((y|0)==436){f[(a+976|0)>>2]=l|1073741824;y=437}if((y|0)==437){y=0;r=f[(a+988|0)>>2]|0;k=+n[r>>2];A=(+n[r+12>>2]-k)*.5;z=+n[r+4>>2];B=(+n[r+16>>2]-z)*.5;D=+n[r+8>>2];C=(+n[r+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));$hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;g:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break g;case 2:break;default:{y=495;break g}}s=f[(a+976|0)>>2]|0;y=494}else{s=c;y=494}while(0);if((y|0)==494){f[(a+976|0)>>2]=s|1073741824;y=495}if((y|0)==495){y=0;s=f[(a+988|0)>>2]|0;k=+n[s>>2];A=(+n[s+12>>2]-k)*.5;z=+n[s+4>>2];B=(+n[s+16>>2]-z)*.5;D=+n[s+8>>2];C=(+n[s+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));$hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}break}else d=1;if(d)if(1){h:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break h;case 2:break;default:{y=442;break h}}m=f[(a+976|0)>>2]|0;y=441}else{m=c;y=441}while(0);if((y|0)==441){f[(a+976|0)>>2]=m|1073741824;y=442}if((y|0)==442){y=0;$hb(x+4|0,0.0,a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;i:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break i;case 2:break;default:{y=490;break i}}r=f[(a+976|0)>>2]|0;y=489}else{r=c;y=489}while(0);if((y|0)==489){f[(a+976|0)>>2]=r|1073741824;y=490}if((y|0)==490){y=0;$hb(x+4|0,0.0,a+988|0,a+976|0)}break}}while(0);c=f[h+24>>2]|0;l=f[h+28>>2]|0;if((c|0)!=(l|0)){if(g)j=c;else{g=c;while(1){c=f[g>>2]|0;do if(f[c+20>>2]|0){e=WFa(c)|0;d=f[w>>2]|0;if(!(d&1073741824)){p[(a+696|0)>>3]=+n[e+44>>2];p[((a+696|0)+8|0)>>3]=+n[e+48>>2];p[((a+696|0)+16|0)>>3]=+n[e+52>>2];p[(a+656|0)>>3]=+n[e+56>>2];p[((a+656|0)+8|0)>>3]=+n[e+60>>2];p[((a+656|0)+16|0)>>3]=+n[e+64>>2];c=Zhb(a,a+696|0,a+656|0)|0;if(!c)break;d=f[w>>2]|0}else c=2;f[(a+696|0)>>2]=(c|0)==2?d|1073741824:d;f[(a+656|0)>>2]=e;hib(x+4|0,0.0,a+656|0,a+696|0)}while(0);g=g+4|0;if((g|0)==(l|0)){f[a+7464>>2]=2;f[a+7468>>2]=10;break a}}}do{c=f[j>>2]|0;do if(f[c+20>>2]|0){i=WFa(c)|0;d=f[w>>2]|0;if(!(d&1073741824)){p[(a+696|0)>>3]=+n[(i+44|0)>>2];p[((a+696|0)+8|0)>>3]=+n[(i+48|0)>>2];p[((a+696|0)+16|0)>>3]=+n[(i+52|0)>>2];p[(a+656|0)>>3]=+n[i+56>>2];p[((a+656|0)+8|0)>>3]=+n[i+60>>2];p[((a+656|0)+16|0)>>3]=+n[i+64>>2];c=Zhb(a,a+696|0,a+656|0)|0;if(!c)break;e=i+44|0;g=i+48|0;h=i+52|0;d=f[w>>2]|0}else{e=i+44|0;g=i+48|0;h=i+52|0;c=2}f[(a+696|0)>>2]=(c|0)==2?d|1073741824:d;D=+n[v>>2]+(+n[e>>2]*+n[(a+800|0)>>2]+(+n[g>>2]*+n[t>>2]+ +n[h>>2]*+n[u>>2]));D=+n[i+68>>2]/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D);f[(a+656|0)>>2]=i;hib(x+4|0,D,a+656|0,a+696|0)}while(0);j=j+4|0}while((j|0)!=(l|0))}}f[a+7400>>2]=y}function Cjb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0.0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0;la=f[a+1024>>2]|0;ta=f[a+1064>>2]|0;ua=f[a+1072>>2]|0;Z=f[a+3336>>2]|0;_=f[a+3344>>2]|0;ma=f[a+3368>>2]|0;na=f[a+3376>>2]|0;c=f[a+3656>>2]|0;pa=f[a+4016>>2]|0;U=f[a+4024>>2]|0;oa=f[a+4032>>2]|0;ea=f[a+4040>>2]|0;$=f[a+4048>>2]|0;da=+n[a+6200>>2];O=f[a+7400>>2]|0;a:{pa=(f[U+(pa*20|0)+8>>2]|0)-ea>>2;if(pa|0){P=0;Q=0;R=0;J=0;S=0;T=0;U=0;K=0.0;L=0.0;N=0;M=f[oa+36>>2]|0;e=0;I=f[oa+40>>2]|0;g=0;H=f[oa+44>>2]|0;G=0;while(1){E=f[ea+(N<<2)>>2]|0;f[(a+896|0)>>2]=0;f[(a+896|0)+4>>2]=0;f[(a+896|0)+8>>2]=0;F=f[E+108>>2]|0;D=c&768|f[(E+196|0)>>2]&14742403;dcb(a+696|0,f[la>>2]|0,D,$);D=(f[((a+696|0)+28|0)>>2]|D)&f[((a+696|0)+32|0)>>2];c=f[(a+696|0)>>2]|0;if(!c){c=f[(E+12|0)>>2]|0;if(!c){fKa(E,0);c=f[(E+12|0)>>2]|0}}f[(a+896|0)>>2]=c;d=f[((a+696|0)+4|0)>>2]|0;if(!d){d=f[(E+20|0)>>2]|0;if(!d){fKa(E,1);d=f[(E+20|0)>>2]|0}}f[((a+896|0)+4|0)>>2]=d;i=f[((a+696|0)+8|0)>>2]|0;if(!i){i=f[(E+28|0)>>2]|0;if(!i){fKa(E,2);i=f[(E+28|0)>>2]|0}}f[((a+896|0)+8|0)>>2]=i;if(!(b[((a+696|0)+24|0)>>0]|0)){j=f[E+180>>2]|0;f[(a+908|0)>>2]=j;k=f[E+184>>2]|0;f[((a+908|0)+4|0)>>2]=k;l=E+188|0}else{j=f[((a+696|0)+12|0)>>2]|0;f[(a+908|0)>>2]=j;k=f[((a+696|0)+16|0)>>2]|0;f[((a+908|0)+4|0)>>2]=k;l=(a+696|0)+20|0}A=(f[s>>2]=j,+n[s>>2]);z=(f[s>>2]=k,+n[s>>2]);m=f[l>>2]|0;f[((a+908|0)+8|0)>>2]=m;B=b[((a+696|0)+25|0)>>0]|0;C=b[((a+696|0)+26|0)>>0]|0;l=f[(E+196|0)>>2]|0;o=(f[s>>2]=m,+n[s>>2]);if(!(l&8388608)){n[(a+920|0)>>2]=-1.0;n[((a+920|0)+4|0)>>2]=-1.0;n[((a+920|0)+8|0)>>2]=-1.0;n[((a+920|0)+12|0)>>2]=-1.0;n[((a+920|0)+16|0)>>2]=-1.0;n[((a+920|0)+20|0)>>2]=-1.0;p=-1.0;q=-1.0;r=-1.0;t=-1.0;u=-1.0;v=-1.0;w=-1.0;x=-1.0;y=-1.0}else{m=f[(E+104|0)>>2]|0;p=+n[m+328>>2];q=+n[m+332>>2];r=+n[m+336>>2];n[(a+920|0)>>2]=p;n[((a+920|0)+4|0)>>2]=q;n[((a+920|0)+8|0)>>2]=r;m=f[(E+104|0)>>2]|0;t=+n[m+340>>2];u=+n[m+344>>2];v=+n[m+348>>2];n[((a+920|0)+12|0)>>2]=t;n[((a+920|0)+16|0)>>2]=u;n[((a+920|0)+20|0)>>2]=v;m=f[(E+104|0)>>2]|0;w=+n[m+352>>2];x=+n[m+356>>2];y=+n[m+360>>2]}n[((a+920|0)+24|0)>>2]=w;n[((a+920|0)+28|0)>>2]=x;n[((a+920|0)+32|0)>>2]=y;j=f[(E+200|0)>>2]|0;k=h[(E+200|0)+4>>0]|0;b:do if(0==0&(k&3|0)==1&(l&4|0)==0){wa=ZPb(j|0,k&255|0,3)|0;va=ZPb(j|0,k&255|0,6)|0;m=ZPb(j|0,k&255|0,9)|0;if((0?1:((wa|j|va|m)&7|0)!=0)|(l&268435456|0)!=0){jib(la,E,a+960|0,a+1e3|0,a,a+800|0,a+816|0,+n[Z>>2]>da);j=0;break}do if(l&134217728|0){wa=f[(E+104|0)>>2]|0;if(!(+n[(a+816|0)>>2]*+n[wa+312>>2]+(+n[((a+816|0)+4|0)>>2]*+n[wa+316>>2]+ +n[((a+816|0)+8|0)>>2]*+n[wa+320>>2])<+n[wa+324>>2]))break;if(b[(la+832|0)>>0]&16){j=0;break b}f[(E+196|0)>>2]=l&-1793;j=0;break b}while(0);j=b[E+192>>0]|0;j=j&7&((j&255)>>>3&7|b[(a+1e3|0)>>0]);if(b[(la+832|0)>>0]&16)break;f[(E+196|0)>>2]=l&-1793}else j=0;while(0);k=f[(la+312|0)>>2]|0;m=f[(la+316|0)>>2]|0;do if((k|0)==(m|0))Y=la+324|0;else{wa=f[(E+116|0)+4>>2]|0;f[(a+696|0)>>2]=f[(E+116|0)>>2];f[(a+696|0)+4>>2]=wa;while(1){l=k+524|0;if(kib(k,a+696|0)|0){O=364;break}if((l|0)==(m|0)){O=362;break}else k=l}if((O|0)==362){O=0;Y=la+324|0;break}else if((O|0)==364){O=0;Y=k+20|0;break}}while(0);if(f[(E+196|0)>>2]&1048576|0)ncb(Y,f[la>>2]|0,E,j,f[_>>2]&1792,f[(la+828|0)>>2]|0,ta,ua);c:do if((D|0)==(Q|0)&(N|0?j<<24>>24==S<<24>>24:0)){if(!(Q&8388608)){if((c|0)==(f[(a+976|0)>>2]|0)&(((+n[(a+988|0)>>2]!=A?1:+n[((a+988|0)+4|0)>>2]!=z)|+n[((a+988|0)+8|0)>>2]!=o)^1)&(d|0)==(f[((a+976|0)+4|0)>>2]|0))O=371}else if((c|0)==(f[(a+976|0)>>2]|0)&((y!=+n[((a+656|0)+32|0)>>2]|t==+n[((a+656|0)+12|0)>>2]&(((q!=+n[((a+656|0)+4|0)>>2]?1:p!=+n[(a+656|0)>>2])|r!=+n[((a+656|0)+8|0)>>2])^1)&u==+n[((a+656|0)+16|0)>>2]&v==+n[((a+656|0)+20|0)>>2]&w==+n[((a+656|0)+24|0)>>2]&x==+n[((a+656|0)+28|0)>>2]^1|+n[(a+988|0)>>2]!=A|+n[((a+988|0)+4|0)>>2]!=z|+n[((a+988|0)+8|0)>>2]!=o)^1)&(d|0)==(f[((a+976|0)+4|0)>>2]|0))O=371;do if((O|0)==371){O=0;if(!((F|0)==(J|0)&((Y|0)==(R|0)?(i|0)==(f[((a+976|0)+8|0)>>2]|0):0)))break;if((B&255|0)!=(T&1|0))break;if((C&255|0)!=(U&1|0))break;if(!(Q&1)){fa=P;ga=Q;ha=R;V=J;ia=S;ja=T;ka=U;W=K;X=L;aa=e;ba=g;ca=G;qa=M;ra=I;sa=H;break c}if(+n[E+144>>2]!=K)break;if(!(+n[E+148>>2]!=L)){fa=P;ga=Q;ha=R;V=J;ia=S;ja=T;ka=U;W=K;X=L;aa=e;ba=g;ca=G;qa=M;ra=I;sa=H;break c}}while(0);if(!(Q&768))O=383;else O=379}else if((Q&768|0)==0|(N|0)==0)O=383;else O=379;while(0);if((O|0)==379){c=f[la>>2]|0;d=ea+(P<<2)|0;wa=N-P|0;f[(a+696|0)>>2]=oa;f[((a+696|0)+8|0)>>2]=0;f[((a+696|0)+12|0)>>2]=0;f[((a+696|0)+16|0)>>2]=wa;f[((a+696|0)+20|0)>>2]=P;f[((a+696|0)+24|0)>>2]=Q;n[((a+696|0)+40|0)>>2]=1.0;if(wa>>>0>1)f[((a+696|0)+4|0)>>2]=d;else f[((a+696|0)+4|0)>>2]=f[d>>2];kcb(R,c,a+696|0,S,f[(a+976|0)>>2]|0,a+656|0,+n[(a+988|0)>>2],M,e,f[((a+976|0)+4|0)>>2]|0,ma,+n[((a+988|0)+4|0)>>2],I,g,f[((a+976|0)+8|0)>>2]|0,na,+n[((a+988|0)+8|0)>>2],H,G,T,U,f[(la+828|0)>>2]|0,ta,ua);O=383}if((O|0)==383){O=0;f[(a+988|0)>>2]=f[(a+908|0)>>2];f[(a+988|0)+4>>2]=f[(a+908|0)+4>>2];f[(a+988|0)+8>>2]=f[(a+908|0)+8>>2];f[(a+976|0)>>2]=f[(a+896|0)>>2];f[(a+976|0)+4>>2]=f[(a+896|0)+4>>2];f[(a+976|0)+8>>2]=f[(a+896|0)+8>>2];f[(a+656|0)>>2]=f[(a+920|0)>>2];f[(a+656|0)+4>>2]=f[(a+920|0)+4>>2];f[(a+656|0)+8>>2]=f[(a+920|0)+8>>2];f[ma>>2]=f[((a+920|0)+12|0)>>2];f[ma+4>>2]=f[((a+920|0)+12|0)+4>>2];f[ma+8>>2]=f[((a+920|0)+12|0)+8>>2];f[na>>2]=f[((a+920|0)+24|0)>>2];f[na+4>>2]=f[((a+920|0)+24|0)+4>>2];f[na+8>>2]=f[((a+920|0)+24|0)+8>>2];fa=N;ga=D;ha=Y;V=F;ia=j;ja=B<<24>>24!=0;ka=C<<24>>24!=0;W=+n[E+144>>2];X=+n[E+148>>2];aa=0;ba=0;ca=0;qa=M+e|0;ra=I+g|0;sa=H+G|0}i=f[(oa+56|0)>>2]|0;e=aa+(f[i+(N*12|0)>>2]|0)|0;g=ba+(f[i+(N*12|0)+4>>2]|0)|0;i=ca+(f[i+(N*12|0)+8>>2]|0)|0;c=N+1|0;if((c|0)==(pa|0))break;P=fa;Q=ga;R=ha;J=V;S=ia;T=ja;U=ka;K=W;L=X;N=c;c=f[_>>2]|0;M=qa;I=ra;H=sa;G=i}if(ga&768|0){d=f[la>>2]|0;c=ea+(fa<<2)|0;wa=pa-fa|0;f[(a+696|0)>>2]=oa;f[((a+696|0)+8|0)>>2]=0;f[((a+696|0)+12|0)>>2]=0;f[((a+696|0)+16|0)>>2]=wa;f[((a+696|0)+20|0)>>2]=fa;f[((a+696|0)+24|0)>>2]=ga;n[((a+696|0)+40|0)>>2]=1.0;if(wa>>>0>1)f[((a+696|0)+4|0)>>2]=c;else f[((a+696|0)+4|0)>>2]=f[c>>2];kcb(ha,d,a+696|0,ia,f[(a+976|0)>>2]|0,a+656|0,+n[(a+988|0)>>2],qa,e,f[((a+976|0)+4|0)>>2]|0,ma,+n[((a+988|0)+4|0)>>2],ra,g,f[((a+976|0)+8|0)>>2]|0,na,+n[((a+988|0)+8|0)>>2],sa,i,ja,ka,f[(la+828|0)>>2]|0,ta,ua)}}f[a+7472>>2]=1;break a}f[a+7400>>2]=O}function Djb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;U=f[a+1024>>2]|0;J=f[a+1040>>2]|0;K=f[a+1048>>2]|0;g=f[a+1056>>2]|0;N=f[a+1064>>2]|0;O=f[a+1072>>2]|0;l=f[a+1608>>2]|0;m=f[a+1680>>2]|0;t=f[a+3336>>2]|0;T=f[a+3344>>2]|0;q=f[a+3352>>2]|0;u=f[a+3368>>2]|0;v=f[a+3376>>2]|0;o=f[a+3400>>2]|0;i=f[a+3408>>2]|0;z=f[a+4680>>2]|0;P=f[a+4992>>2]|0;Q=f[a+5056>>2]|0;R=f[a+5064>>2]|0;L=f[a+6112>>2]|0;M=f[a+6120>>2]|0;w=+n[a+6200>>2];S=f[a+7400>>2]|0;a:{b:do{k=1;if(k){k=0;if(i){c=f[(U+324|0)>>2]|0;d=f[(U+312|0)>>2]|0;e=f[(U+316|0)>>2]|0;if((d|0)!=(e|0))do{c=(f[d+20>>2]|0)+c|0;d=d+524|0}while((d|0)!=(e|0));if(c>>>0>=g>>>0){f[a+7480>>2]=2;f[a+7484>>2]=7;break a}f[(a+960|0)>>2]=0;n[t>>2]=0.0;f[T>>2]=0;f[q>>2]=-1;j=1;if(j){j=0;if(i){if(!(f[(U+4|0)>>2]|0)){d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0;if((d|0)==(c|0)){c=f[m>>2]|0;d=f[(U+296|0)>>2]|0;e=f[l>>2]|0;if(((c-d|0)/12|0|0)==(e|0)){S=460;f[a+7480>>2]=2;f[a+7484>>2]=7;break a}g=b[(U+832|0)>>0]&16?768:0;i=f[d+(e*12|0)>>2]|0;f[(a+960|0)>>2]=i;n[t>>2]=0.0;f[T>>2]=g;f[q>>2]=-1;j=f[d+(e*12|0)+4>>2]|0;k=f[d+(e*12|0)+8>>2]|0;f[l>>2]=e+1|0;if((e+1|0)>>>0>=((c-d|0)/12|0)>>>0){if((c|0)!=(d|0))f[m>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);f[l>>2]=0}if(bib(i,g,a+1e3|0,a,a+816|0)|0){m=(f[(a+960|0)>>2]|0)+200|0;if((f[m>>2]&-268435456|0)==0&0==0){r=j;s=k;S=292;break}}if(b[(U+832|0)>>0]&16)break;m=(f[(a+960|0)>>2]|0)+196|0;f[m>>2]=f[m>>2]&-1793;break}}else{d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0}if((d|0)==(c|0)){cib(a+696|0,U+4|0);f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];c:do if(f[(U+4|0)>>2]|0)do{S=(dib(U+4|0)|0)+4|0;if(!(+n[S>>2]==+n[t>>2]))break c;cib(a+696|0,U+4|0);c=f[(U+276|0)>>2]|0;if(c>>>0<(f[(U+280|0)>>2]|0)>>>0){f[c>>2]=f[(a+696|0)>>2];f[c+4>>2]=f[(a+696|0)+4>>2];f[c+8>>2]=f[(a+696|0)+8>>2];f[c+12>>2]=f[(a+696|0)+12>>2];f[(U+276|0)>>2]=(f[(U+276|0)>>2]|0)+16}else eib(U+272|0,a+696|0)}while((f[(U+4|0)>>2]|0)!=0);while(0);c=f[(U+276|0)>>2]|0;if((f[(U+272|0)>>2]|0)==(c|0)){r=0;s=0;S=292;break}if((c|0)==(f[(U+280|0)>>2]|0)){fib(U+272|0,a+960|0);c=f[(U+276|0)>>2]|0}else{f[c>>2]=f[(a+960|0)>>2];f[c+4>>2]=f[(a+960|0)+4>>2];f[c+8>>2]=f[(a+960|0)+8>>2];f[c+12>>2]=f[(a+960|0)+12>>2];c=(f[(U+276|0)>>2]|0)+16|0;f[(U+276|0)>>2]=c}gib(f[(U+272|0)>>2]|0,c,a+696|0);d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0}if((d|0)==(c|0)){r=0;s=0;S=292}else{c=c+-16|0;f[(a+696|0)>>2]=f[c>>2];f[(a+696|0)+4>>2]=f[c+4>>2];f[(a+696|0)+8>>2]=f[c+8>>2];f[(a+696|0)+12>>2]=f[c+12>>2];f[(U+276|0)>>2]=c;f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];if((d|0)==(c|0)){r=0;s=0;S=292}else{g=f[(a+960|0)>>2]|0;while(1){e=c;c=c+-16|0;if((f[c>>2]|0)!=(g|0)){r=0;s=0;S=292;break b}if((f[e+-4>>2]|0)!=(f[q>>2]|0)){r=0;s=0;S=292;break b}f[T>>2]=f[T>>2]|f[e+-8>>2];f[(U+276|0)>>2]=c;if((d|0)==(c|0)){r=0;s=0;S=292;break}}}}}else j=1}if(j)if(1)S=261}else k=1}if(k)if(1){f[(a+960|0)>>2]=0;n[t>>2]=0.0;f[T>>2]=0;f[q>>2]=-1;S=261}}while(0);if((S|0)==261){f[(a+696|0)>>2]=f[(o+-16|0)>>2];f[(a+696|0)+4>>2]=f[(o+-16|0)+4>>2];f[(a+696|0)+8>>2]=f[(o+-16|0)+8>>2];f[(a+696|0)+12>>2]=f[(o+-16|0)+12>>2];f[(U+288|0)>>2]=o+-16|0;f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];r=0;s=0;S=292}d:do if((S|0)==292){S=0;d=f[T>>2]|0;if(d&134217728|0){k=+n[t>>2]>w;j=f[(a+960|0)>>2]|0;c=f[j+12>>2]|0;j=f[j+16>>2]|0;e:do if((c|0)!=(j|0)){if(!k)while(1){if(!(d&1073741824)){p[(a+696|0)>>3]=+n[c+44>>2];p[((a+696|0)+8|0)>>3]=+n[c+48>>2];p[((a+696|0)+16|0)>>3]=+n[c+52>>2];p[(a+656|0)>>3]=+n[c+56>>2];p[((a+656|0)+8|0)>>3]=+n[c+60>>2];p[((a+656|0)+16|0)>>3]=+n[c+64>>2];d=Zhb(a,a+696|0,a+656|0)|0;if(d|0){x=d;y=f[T>>2]|0;S=320}}else{x=2;y=d;S=320}if((S|0)==320){S=0;f[(a+696|0)>>2]=(x|0)==2?y|1073741824:y;f[(a+656|0)>>2]=c;hib(U+4|0,0.0,a+656|0,a+696|0)}c=c+72|0;if((c|0)==(j|0))break e;d=f[T>>2]|0}while(1){if(!(d&1073741824)){d=c+44|0;p[(a+696|0)>>3]=+n[d>>2];e=c+48|0;p[((a+696|0)+8|0)>>3]=+n[e>>2];g=c+52|0;p[((a+696|0)+16|0)>>3]=+n[g>>2];p[(a+656|0)>>3]=+n[c+56>>2];p[((a+656|0)+8|0)>>3]=+n[c+60>>2];p[((a+656|0)+16|0)>>3]=+n[c+64>>2];i=Zhb(a,a+696|0,a+656|0)|0;if(i|0){A=d;B=e;C=g;E=i;F=f[T>>2]|0;S=299}}else{A=c+44|0;B=c+48|0;C=c+52|0;E=2;F=d;S=299}if((S|0)==299){S=0;f[(a+696|0)>>2]=(E|0)==2?F|1073741824:F;w=+n[R>>2]+(+n[A>>2]*+n[(a+800|0)>>2]+(+n[B>>2]*+n[P>>2]+ +n[C>>2]*+n[Q>>2]));w=+n[c+68>>2]/(w*w<9.999999747378752e-06?9.999999747378752e-06:w*w);f[(a+656|0)>>2]=c;hib(U+4|0,w,a+656|0,a+696|0)}c=c+72|0;if((c|0)==(j|0))break e;d=f[T>>2]|0}}while(0);f[(a+696|0)>>2]=1;d=f[(a+960|0)>>2]|0;i=(f[d+28>>2]|0)-(f[d+24>>2]|0)|0;f:do if((i|0)>20){if(k)c=1;else{c=1;while(1){d=f[d+24>>2]|0;if(!(f[d+(c*20|0)>>2]|0)){e=f[d+(c*20|0)+4>>2]|0;g=f[d+(c*20|0)+8>>2]|0;if((e|0)!=(g|0)){c=e;do{d=f[c>>2]|0;do if(0==0?(h[d+200+4>>0]&3|0)==1:0){if(f[d+196>>2]&4|0)break;jib(U,d,a+960|0,a+1e3|0,a,a+800|0,a+816|0,0)}while(0);c=c+4|0}while((c|0)!=(g|0))}}else iib(U+4|0,0.0,a+960|0,a+696|0,T);c=(f[(a+696|0)>>2]|0)+1|0;f[(a+696|0)>>2]=c;if((c|0)>=((i|0)/20|0|0))break f;d=f[(a+960|0)>>2]|0}}while(1){d=f[d+24>>2]|0;if(!(f[d+(c*20|0)>>2]|0)){e=f[d+(c*20|0)+4>>2]|0;g=f[d+(c*20|0)+8>>2]|0;if((e|0)!=(g|0)){c=e;do{d=f[c>>2]|0;do if(0==0?(h[d+200+4>>0]&3|0)==1:0){if(f[d+196>>2]&4|0)break;jib(U,d,a+960|0,a+1e3|0,a,a+800|0,a+816|0,1)}while(0);c=c+4|0}while((c|0)!=(g|0))}}else{d=f[(f[d+(c*20|0)+4>>2]|0)+(f[d+(c*20|0)+16>>2]<<2)>>2]|0;c=f[(d+200|0)>>2]|0;if(!((c&33554432|0)==0&0==0)){LJa(d);c=f[(d+200|0)>>2]|0}if(!((c&16777216|0)==0&0==0))MJa(d);w=+n[R>>2]+(+n[d+168>>2]*+n[(a+800|0)>>2]+(+n[d+172>>2]*+n[P>>2]+ +n[d+176>>2]*+n[Q>>2]));iib(U+4|0,+n[d+152>>2]/(w*w<9.999999747378752e-06?9.999999747378752e-06:w*w),a+960|0,a+696|0,T)}c=(f[(a+696|0)>>2]|0)+1|0;f[(a+696|0)>>2]=c;if((c|0)>=((i|0)/20|0|0))break f;d=f[(a+960|0)>>2]|0}}while(0);break}c=f[q>>2]|0;if((c|0)>-1){B=f[(f[(a+960|0)>>2]|0)+24>>2]|0;C=f[B+(c*20|0)>>2]|0;E=f[B+(c*20|0)+4>>2]|0;F=(f[C+52>>2]&32768|0)!=0;f[a+1024>>2]=U;f[a+1064>>2]=N;f[a+1072>>2]=O;f[a+3336>>2]=t;f[a+3344>>2]=T;f[a+3368>>2]=u;f[a+3376>>2]=v;f[a+3656>>2]=d;f[a+4016>>2]=c;f[a+4024>>2]=B;f[a+4032>>2]=C;f[a+4040>>2]=E;f[a+4048>>2]=F;n[a+6200>>2]=w;f[a+7400>>2]=S;f[a+7472>>2]=0;f[a+7476>>2]=0;Cjb(a);S=f[a+7400>>2]|0;G=f[a+7472>>2]|0;D=f[a+7476>>2]|0;H=+n[a+7476>>2];f[a+7472>>2]=0;f[a+7476>>2]=0;if((G|0)==1)break}if(!(d&939524096)){c=f[(a+960|0)>>2]|0;i=f[(c+196|0)>>2]|0;if(!(b[(U+832|0)>>0]&16))f[(c+196|0)>>2]=i&-1793;e=f[(U+312|0)>>2]|0;g=f[(U+316|0)>>2]|0;do if((e|0)==(g|0))I=U+324|0;else{T=f[(c+116|0)+4>>2]|0;f[(a+696|0)>>2]=f[(c+116|0)>>2];f[(a+696|0)+4>>2]=T;while(1){c=e+524|0;if(kib(e,a+696|0)|0){S=399;break}if((c|0)==(g|0)){S=397;break}else e=c}if((S|0)==397){S=0;I=U+324|0;break}else if((S|0)==399){S=0;I=e+20|0;break}}while(0);if(!((i|d)&1792))break;c=f[(a+960|0)>>2]|0;if(f[c+196>>2]&1048576|0)ncb(I,f[U>>2]|0,c,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);if(!((i|d)&768))break;do if(z&(s|0)==0){c=f[(a+960|0)>>2]|0;Q=f[(c+200|0)>>2]|0;T=h[(c+200|0)+4>>0]|0;P=ZPb(Q|0,T&255|0,3)|0;R=ZPb(Q|0,T&255|0,6)|0;T=ZPb(Q|0,T&255|0,9)|0;if(!(0==0?((P|Q|R|T)&7|0)==0:0))break;if(f[c+196>>2]&268435456|0)break;T=f[(f[c+4>>2]|0)+44>>2]|0;if((f[T+116>>2]|0)-(f[T+112>>2]|0)>>2>>>0<=2)break;e=f[c+96>>2]|0;c=b[(e+120|0)>>0]|0;if(c&16){CIa(e);c=b[(e+120|0)>>0]|0}if(c&2)break;ocb(I,f[U>>2]|0,f[(a+960|0)>>2]|0,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);break d}while(0);eLa(f[(a+960|0)>>2]|0,K,J,L,M);lcb(I,f[U>>2]|0,f[(a+960|0)>>2]|0,r,s,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);break}f[a+1024>>2]=U;f[a+3336>>2]=t;f[a+3344>>2]=T;f[a+3656>>2]=d;f[a+4992>>2]=P;f[a+5056>>2]=Q;f[a+5064>>2]=R;n[a+6200>>2]=w;f[a+7400>>2]=S;f[a+7464>>2]=0;f[a+7468>>2]=0;Bjb(a);S=f[a+7400>>2]|0;G=f[a+7464>>2]|0;D=f[a+7468>>2]|0;H=+n[a+7468>>2];f[a+7464>>2]=0;f[a+7468>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 10:break d}}while(0)}f[a+7400>>2]=S}function Ejb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0.0,x=0.0,y=0.0;u=f[a+1024>>2]|0;o=f[a+1032>>2]|0;l=f[a+1608>>2]|0;m=f[a+1680>>2]|0;r=f[a+4992>>2]|0;s=f[a+5056>>2]|0;t=f[a+5064>>2]|0;q=f[a+6104>>2]|0;k=f[a+7400>>2]|0;v=f[a+7408>>2]|0;c=f[a+7416>>2]|0;if(v){v=0;switch(c|0){default:{c=f[u+272>>2]|0;d=f[(u+276|0)>>2]|0;if((d|0)!=(c|0))f[(u+276|0)>>2]=d+(~((d+-16-c|0)>>>4)<<4);Vhb(u+4|0);c=f[u+808>>2]|0;d=f[(u+812|0)>>2]|0;if((d|0)!=(c|0))f[(u+812|0)>>2]=d+(~(((d+-60-c|0)>>>0)/60|0)*60|0);f[u+820>>2]=0;c=f[(u+312|0)>>2]|0;k=f[(u+316|0)>>2]|0;if((c|0)==(k|0))k=183;else{do{d=f[c+504>>2]|0;e=c+508|0;j=f[e>>2]|0;if((j|0)!=(d|0))f[e>>2]=j+(~(((j+-60-d|0)>>>0)/60|0)*60|0);f[c+516>>2]=0;c=c+524|0}while((c|0)!=(k|0));k=183}}}}if((k|0)==183){c=f[u+296>>2]|0;d=f[(u+300|0)>>2]|0;if((d|0)!=(c|0))f[(u+300|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);f[(u+308|0)>>2]=0;f[(a+792|0)>>2]=0;if((o&255)<2|(b[(u+832|0)>>0]&16)!=0)f[(a+792|0)>>2]=768;else if(o<<24>>24==2)f[(a+792|0)>>2]=512;f[(a+776|0)>>2]=a+792|0;f[((a+776|0)+4|0)>>2]=a+1e3|0;f[((a+776|0)+8|0)>>2]=a;f[((a+776|0)+12|0)>>2]=a+816|0;f[(a+760|0)>>2]=a+792|0;f[((a+760|0)+4|0)>>2]=a+1e3|0;f[((a+760|0)+8|0)>>2]=a;f[((a+760|0)+12|0)>>2]=a+816|0;rSa(q);a:{d=1;if(d){d=0;if(tSa(q)|0){c=(IRa(q)|0)+8|0;c=f[c>>2]|0;if(c|0){d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);b:while(1){do{e=f[d+12>>2]|0;f[(a+696|0)>>2]=e;if((f[(e+200|0)>>2]&-268435456|0)==0&0==0){q=Whb(e,f[f[(a+760|0)>>2]>>2]|0,f[((a+760|0)+4|0)>>2]|0,f[((a+760|0)+8|0)>>2]|0,f[((a+760|0)+12|0)>>2]|0)|0;e=b[(u+832|0)>>0]|0;c:do if(q){j=f[(a+696|0)>>2]|0;do if(!(e&8)){if(!(f[j+196>>2]&4))break;e=f[(u+288|0)>>2]|0;if(e>>>0<(f[(u+292|0)>>2]|0)>>>0){o=f[(a+796|0)>>2]|0;q=f[(a+792|0)>>2]|0;f[e>>2]=j;f[e+4>>2]=o;f[e+8>>2]=q&-939524097;f[e+12>>2]=-1;f[(u+288|0)>>2]=(f[(u+288|0)>>2]|0)+16;break c}else{Xhb(u+284|0,a+796|0,a+696|0,a+792|0);break c}}while(0);e=f[(j+200|0)>>2]|0;if(!((e&33554432|0)==0&0==0)){LJa(j);e=f[(j+200|0)>>2]|0}g=+n[j+168>>2]+ +n[j+156>>2];h=+n[j+172>>2]+ +n[j+160>>2];i=+n[j+176>>2]+ +n[j+164>>2];if(!((e&16777216|0)==0&0==0))MJa(j);i=+n[t>>2]+(g*+n[(a+800|0)>>2]+(h*+n[r>>2]+i*+n[s>>2]));Yhb(u+4|0,+n[j+152>>2]/(i*i<9.999999747378752e-06?9.999999747378752e-06:i*i),a+696|0,a+792|0)}else if(!(e&16)){q=(f[(a+696|0)>>2]|0)+196|0;f[q>>2]=f[q>>2]&-1793}while(0)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}}else d=1}if(d)if(1){c=gSa(q)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(a+976|0)>>2]=f[c>>2];f[(a+960|0)>>2]=f[(c+4|0)>>2];f[(a+988|0)>>2]=f[(a+976|0)>>2];f[(a+656|0)>>2]=f[(a+960|0)>>2];b[(a+696|0)>>0]=b[(a+920|0)>>0]|0;d=aDa(a+988|0,a+656|0,a+696|0)|0;f[(a+908|0)>>2]=d;f[(a+896|0)>>2]=f[(c+4|0)>>2];f[(a+656|0)>>2]=f[(a+908|0)>>2];f[(a+696|0)>>2]=f[(a+896|0)>>2];bDa(c,a+656|0,a+696|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;d:do if((c|0)!=(d|0))while(1){o=f[c>>2]|0;m=f[(a+792|0)>>2]|0;f[(a+988|0)>>2]=o;f[(a+976|0)>>2]=m;x=+n[o>>2];g=+n[o+4>>2];i=+n[o+8>>2];w=+n[o+16>>2];h=+n[o+20>>2];y=(+n[o+12>>2]-x)*.5;p[(a+696|0)>>3]=y;p[((a+696|0)+8|0)>>3]=(w-g)*.5;p[((a+696|0)+16|0)>>3]=(h-i)*.5;p[(a+656|0)>>3]=y+x;p[((a+656|0)+8|0)>>3]=(w-g)*.5+g;p[((a+656|0)+16|0)>>3]=(h-i)*.5+i;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break;case 2:{f[(a+976|0)>>2]=f[(a+976|0)>>2]|1073741824;k=227;break}default:k=227}if((k|0)==227){k=0;o=f[(a+988|0)>>2]|0;g=+n[o>>2];i=(+n[o+12>>2]-g)*.5;h=+n[o+4>>2];w=(+n[o+16>>2]-h)*.5;y=+n[o+8>>2];x=(+n[o+20>>2]-y)*.5;y=+n[t>>2]+((g+i)*+n[(a+800|0)>>2]+((h+w)*+n[r>>2]+(y+x)*+n[s>>2]));_hb(u+4|0,(i*i+(w*w+x*x))/(y*y<9.999999747378752e-06?9.999999747378752e-06:y*y),a+988|0,a+976|0)}c=c+4|0;if((c|0)==(d|0))break d}while(0);c=FQa(q)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(a+976|0)>>2]=f[c>>2];f[(a+960|0)>>2]=f[(c+4|0)>>2];f[(a+988|0)>>2]=f[(a+976|0)>>2];f[(a+656|0)>>2]=f[(a+960|0)>>2];b[(a+696|0)>>0]=b[(a+920|0)>>0]|0;d=cDa(a+988|0,a+656|0,a+696|0)|0;f[(a+908|0)>>2]=d;f[(a+896|0)>>2]=f[(c+4|0)>>2];f[(a+656|0)>>2]=f[(a+908|0)>>2];f[(a+696|0)>>2]=f[(a+896|0)>>2];dDa(c,a+656|0,a+696|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;e:do if((c|0)!=(d|0))while(1){o=f[c>>2]|0;m=f[(a+792|0)>>2]|0;f[(a+988|0)>>2]=o;f[(a+976|0)>>2]=m;h=+n[o>>2];w=+n[o+4>>2];y=+n[o+8>>2];i=+n[o+16>>2];x=+n[o+20>>2];g=(+n[o+12>>2]-h)*.5;p[(a+696|0)>>3]=g;p[((a+696|0)+8|0)>>3]=(i-w)*.5;p[((a+696|0)+16|0)>>3]=(x-y)*.5;p[(a+656|0)>>3]=g+h;p[((a+656|0)+8|0)>>3]=(i-w)*.5+w;p[((a+656|0)+16|0)>>3]=(x-y)*.5+y;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break;case 2:{f[(a+976|0)>>2]=f[(a+976|0)>>2]|1073741824;k=232;break}default:k=232}if((k|0)==232){k=0;o=f[(a+988|0)>>2]|0;g=+n[o>>2];i=(+n[o+12>>2]-g)*.5;h=+n[o+4>>2];w=(+n[o+16>>2]-h)*.5;y=+n[o+8>>2];x=(+n[o+20>>2]-y)*.5;y=+n[t>>2]+((g+i)*+n[(a+800|0)>>2]+((h+w)*+n[r>>2]+(y+x)*+n[s>>2]));$hb(u+4|0,(i*i+(w*w+x*x))/(y*y<9.999999747378752e-06?9.999999747378752e-06:y*y),a+988|0,a+976|0)}c=c+4|0;if((c|0)==(d|0))break e}while(0);f[(a+696|0)>>2]=u;f[(a+696|0)+4>>2]=a+760|0;f[(a+696|0)+8>>2]=a+800|0;f[(a+696|0)+12>>2]=a+792|0;f[(a+696|0)+16>>2]=a+776|0;d=fSa(q)|0;c=f[d>>2]|0;d=f[d+4>>2]|0;if((c|0)!=(d|0))do{aib(a+696|0,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));t=(b[(u+832|0)>>0]&8)==0;c=(bSa(q)|0)+8|0;c=f[c>>2]|0;if(t){if(c)do{d=f[c+8>>2]|0;f[(a+656|0)>>2]=d;do if((f[(d+200|0)>>2]&-268435456|0)==0&0==0){if(!(f[d+196>>2]&2048)){if(!(bib(d,f[f[(a+776|0)>>2]>>2]|0,f[((a+776|0)+4|0)>>2]|0,f[((a+776|0)+8|0)>>2]|0,f[((a+776|0)+12|0)>>2]|0)|0))k=249}else if(!(Whb(d,f[f[(a+760|0)>>2]>>2]|0,f[((a+760|0)+4|0)>>2]|0,f[((a+760|0)+8|0)>>2]|0,f[((a+760|0)+12|0)>>2]|0)|0))k=249;if((k|0)==249){k=0;if(b[(u+832|0)>>0]&16)break;t=(f[(a+656|0)>>2]|0)+196|0;f[t>>2]=f[t>>2]&-1793;break}d=f[(u+288|0)>>2]|0;if(d>>>0<(f[(u+292|0)>>2]|0)>>>0){s=f[(a+796|0)>>2]|0;t=f[(a+792|0)>>2]|0;f[d>>2]=f[(a+656|0)>>2];f[d+4>>2]=s;f[d+8>>2]=t&-939524097;f[d+12>>2]=-1;f[(u+288|0)>>2]=(f[(u+288|0)>>2]|0)+16;break}else{Xhb(u+284|0,a+796|0,a+656|0,a+792|0);break}}while(0);c=f[c>>2]|0}while((c|0)!=0)}else if(c)do{d=f[c+8>>2]|0;if((f[(d+200|0)>>2]&-268435456|0)==0&0==0)aib(a+696|0,d);c=f[c>>2]|0}while((c|0)!=0)}}l=u+308|0;m=u+300|0}q=(a+960|0)+4|0;r=(a+960|0)+8|0;s=(a+960|0)+12|0;t=(a+656|0)+12|0;u=(a+656|0)+24|0;f[a+1608>>2]=l;f[a+1680>>2]=m;f[a+3336>>2]=q;f[a+3344>>2]=r;f[a+3352>>2]=s;f[a+3368>>2]=t;f[a+3376>>2]=u;f[a+7400>>2]=k;f[a+7408>>2]=v}function Fjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;V=f[a+1024>>2]|0;R=f[a+7400>>2]|0;W=f[a+7408>>2]|0;G=f[a+7416>>2]|0;if(W){W=0;switch(G|0){case 3:{if(f[(V+4|0)>>2]|0){u=f[(V+24|0)>>2]|0;v=f[(V+20|0)>>2]|0;w=f[(V+12|0)>>2]|0;a:do if((v+(w<<4)|0|0)==(u|0)){q=v+(w<<4)|0;R=19}else{i=v+(w<<4)|0;while(1){if(!(f[i+8>>2]&1792)){q=i;R=19;break a}i=i+16|0;if((i|0)==(u|0)){m=u;p=v;r=u;t=u;break}}}while(0);if((R|0)==19){m=q;if((q|0)==(u|0)){p=v;r=u;t=u}else{i=m;b:while(1){do{p=i;i=p+16|0;if((p+16|0|0)==(u|0))break b}while(!(f[p+24>>2]&1792|0));t=m;f[t>>2]=f[(p+16|0)>>2];f[t+4>>2]=f[(p+16|0)+4>>2];f[t+8>>2]=f[(p+16|0)+8>>2];f[t+12>>2]=f[(p+16|0)+12>>2];m=m+16|0}t=f[(V+24|0)>>2]|0;p=f[(V+20|0)>>2]|0;r=t}}s=p+(m-p>>4<<4)|0;if((r|0)==(m|0))m=t;else{i=s+(r-m>>4<<4)|0;q=t-i|0;if(!(q>>4)){m=t;i=t}else{cQb(s|0,i|0,q|0)|0;i=f[(V+24|0)>>2]|0;m=i}p=i+(~((i+-16-(s+(q>>4<<4)|0)|0)>>>4)<<4)|0;if((i|0)!=(s+(q>>4<<4)|0|0)){f[(V+24|0)>>2]=p;m=p}}q=f[(V+20|0)>>2]|0;i=f[(V+12|0)>>2]|0;if(!i)i=m;else{r=m-(q+(i<<4)|0)|0;if(!(r>>4))i=m;else{cQb(q|0,q+(i<<4)|0|0,r|0)|0;m=f[(V+24|0)>>2]|0;i=m}p=m+(~((m+-16-(q+(r>>4<<4)|0)|0)>>>4)<<4)|0;if((m|0)!=(q+(r>>4<<4)|0|0)){f[(V+24|0)>>2]=p;i=p}}f[(V+12|0)>>2]=0;f[(V+4|0)>>2]=w-(u-v>>4)+(f[(V+4|0)>>2]|0)+(i-(f[(V+20|0)>>2]|0)>>4);i=f[(V+8|0)>>2]|0;if(i>>>0>1){w=1;do{t=V+16+(w<<4)+4|0;s=V+16+(w<<4)+8|0;u=f[s>>2]|0;v=f[t>>2]|0;c:do if((u|0)==(v|0)){A=v;R=40}else{i=v;while(1){if(!(f[i+8>>2]&1792)){A=i;R=40;break c}i=i+16|0;if((i|0)==(u|0)){o=u;x=v;y=u;z=u;break}}}while(0);if((R|0)==40){R=0;i=A;if((A|0)==(u|0)){o=i;x=v;y=u;z=u}else{m=i;o=i;d:while(1){i=m;do{m=i;i=m+16|0;if((m+16|0|0)==(u|0))break d}while(!(f[m+24>>2]&1792|0));z=o;f[z>>2]=f[(m+16|0)>>2];f[z+4>>2]=f[(m+16|0)+4>>2];f[z+8>>2]=f[(m+16|0)+8>>2];f[z+12>>2]=f[(m+16|0)+12>>2];m=i;o=o+16|0}z=f[s>>2]|0;x=f[t>>2]|0;y=z}}q=x+(o-x>>4<<4)|0;if((y|0)==(o|0))i=z;else{i=q+(y-o>>4<<4)|0;r=z-i|0;if(!(r>>4)){i=z;m=z}else{cQb(q|0,i|0,r|0)|0;m=f[s>>2]|0;i=m}p=m+(~((m+-16-(q+(r>>4<<4)|0)|0)>>>4)<<4)|0;if((m|0)!=(q+(r>>4<<4)|0|0)){f[s>>2]=p;i=p}}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(u-v>>4)+(i-(f[t>>2]|0)>>4);w=w+1|0;i=f[(V+8|0)>>2]|0}while(w>>>0<i>>>0)}if(i|0){s=V+16+(i<<4)+4|0;m=f[s>>2]|0;r=V+16+(i<<4)+8|0;o=f[r>>2]|0;if((m|0)!=(o|0)){while(1){if(!(f[m+8>>2]&1792)){R=55;break}i=m+16|0;if((i|0)==(o|0)){k=o;B=o;C=o;break}else m=i}if((R|0)==55){k=m;if((m|0)==(o|0)){B=o;C=o}else{i=k;e:while(1){do{m=i;i=m+16|0;if((m+16|0|0)==(o|0))break e}while(!(f[m+24>>2]&1792|0));C=k;f[C>>2]=f[(m+16|0)>>2];f[C+4>>2]=f[(m+16|0)+4>>2];f[C+8>>2]=f[(m+16|0)+8>>2];f[C+12>>2]=f[(m+16|0)+12>>2];k=k+16|0}C=f[r>>2]|0;B=C}}if((B|0)!=(k|0)){q=f[s>>2]|0;p=q+(k-q>>4<<4)|0;i=p+(B-k>>4<<4)|0;o=C-i|0;if(!(o>>4)){i=C;k=C}else{cQb(p|0,i|0,o|0)|0;k=f[r>>2]|0;i=k}m=k+(~((k+-16-(p+(o>>4<<4)|0)|0)>>>4)<<4)|0;if((k|0)!=(p+(o>>4<<4)|0|0)){f[r>>2]=m;i=m}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(C-q>>4)+(i-(f[s>>2]|0)>>4);u=f[s>>2]|0;t=i-u|0;if((t|0)>16)if((t|0)>=32){s=((t>>4)+-2|0)/2|0;while(1){m=u+(s<<4)|0;i=s<<4;do if((((t>>4)+-2|0)/2|0|0)>=(i>>4|0)){do if(((i>>3|1)+1|0|0)<(t>>4|0)){if(!(+n[u+((i>>3|1)<<4)+4>>2]<+n[((u+((i>>3|1)<<4)|0)+16|0)+4>>2])){k=i>>3|1;i=u+((i>>3|1)<<4)|0;break}k=(i>>3|1)+1|0;i=(u+((i>>3|1)<<4)|0)+16|0}else{k=i>>3|1;i=u+((i>>3|1)<<4)|0}while(0);l=+n[u+(s<<4)+4>>2];if(+n[i+4>>2]<l)break;p=f[m>>2]|0;r=u+(s<<4)+8|0;q=f[r>>2]|0;r=f[r+4>>2]|0;o=m;while(1){C=o;o=i;f[C>>2]=f[o>>2];f[C+4>>2]=f[o+4>>2];f[C+8>>2]=f[o+8>>2];f[C+12>>2]=f[o+12>>2];if((((t>>4)+-2|0)/2|0|0)<(k|0))break;m=k<<1|1;do if((m+1|0|0)<(t>>4|0)){if(!(+n[u+(m<<4)+4>>2]<+n[((u+(m<<4)|0)+16|0)+4>>2])){k=m;m=u+(m<<4)|0;break}k=m+1|0;m=(u+(m<<4)|0)+16|0}else{k=m;m=u+(m<<4)|0}while(0);if(+n[m+4>>2]<l)break;else i=m}C=i;f[i>>2]=p;n[C+4>>2]=l;f[(C+8|0)>>2]=q;f[(C+8|0)+4>>2]=r}while(0);if((s|0)>0)s=s+-1|0;else break}}}}}}k=f[(V+272|0)>>2]|0;m=f[(V+276|0)>>2]|0;f:do if((k|0)==(m|0)){E=k;R=84}else{i=k;while(1){if(!(f[i+8>>2]&1792)){E=i;R=84;break f}i=i+16|0;if((i|0)==(m|0)){j=m;D=k;F=m;c=m;break}}}while(0);if((R|0)==84){j=E;if((E|0)==(m|0)){D=k;F=m;c=m}else{c=j;g:while(1){do{i=c;c=i+16|0;if((i+16|0|0)==(m|0))break g}while(!(f[i+24>>2]&1792|0));R=j;f[R>>2]=f[(i+16|0)>>2];f[R+4>>2]=f[(i+16|0)+4>>2];f[R+8>>2]=f[(i+16|0)+8>>2];f[R+12>>2]=f[(i+16|0)+12>>2];j=j+16|0}c=f[(V+276|0)>>2]|0;D=f[(V+272|0)>>2]|0;F=c}}k=D+(j-D>>4<<4)|0;if((F|0)==(j|0))R=183;else{i=k+(F-j>>4<<4)|0;j=c-i|0;if(j>>4){cQb(k|0,i|0,j|0)|0;c=f[(V+276|0)>>2]|0}if((c|0)==(k+(j>>4<<4)|0|0))R=183;else{f[(V+276|0)>>2]=c+(~((c+-16-(k+(j>>4<<4)|0)|0)>>>4)<<4);R=183}}break}default:W=1}}if(W){W=0;switch(G|0){case 2:{if(f[(V+4|0)>>2]|0){m=f[(V+24|0)>>2]|0;o=f[(V+20|0)>>2]|0;p=f[(V+12|0)>>2]|0;h:do if((o+(p<<4)|0|0)==(m|0)){I=o+(p<<4)|0;R=99}else{c=o+(p<<4)|0;while(1){if(!(f[c+8>>2]&256)){I=c;R=99;break h}c=c+16|0;if((c|0)==(m|0)){g=m;H=o;J=m;K=m;break}}}while(0);if((R|0)==99){g=I;if((I|0)==(m|0)){H=o;J=m;K=m}else{c=g;i:while(1){do{i=c;c=i+16|0;if((i+16|0|0)==(m|0))break i}while(!(f[i+24>>2]&256|0));K=g;f[K>>2]=f[(i+16|0)>>2];f[K+4>>2]=f[(i+16|0)+4>>2];f[K+8>>2]=f[(i+16|0)+8>>2];f[K+12>>2]=f[(i+16|0)+12>>2];g=g+16|0}K=f[(V+24|0)>>2]|0;H=f[(V+20|0)>>2]|0;J=K}}k=H+(g-H>>4<<4)|0;if((J|0)==(g|0))g=K;else{c=k+(J-g>>4<<4)|0;j=K-c|0;if(!(j>>4)){g=K;c=K}else{cQb(k|0,c|0,j|0)|0;c=f[(V+24|0)>>2]|0;g=c}i=c+(~((c+-16-(k+(j>>4<<4)|0)|0)>>>4)<<4)|0;if((c|0)!=(k+(j>>4<<4)|0|0)){f[(V+24|0)>>2]=i;g=i}}j=f[(V+20|0)>>2]|0;c=f[(V+12|0)>>2]|0;if(!c)c=g;else{k=g-(j+(c<<4)|0)|0;if(!(k>>4))c=g;else{cQb(j|0,j+(c<<4)|0|0,k|0)|0;g=f[(V+24|0)>>2]|0;c=g}i=g+(~((g+-16-(j+(k>>4<<4)|0)|0)>>>4)<<4)|0;if((g|0)!=(j+(k>>4<<4)|0|0)){f[(V+24|0)>>2]=i;c=i}}f[(V+12|0)>>2]=0;f[(V+4|0)>>2]=p-(m-o>>4)+(f[(V+4|0)>>2]|0)+(c-(f[(V+20|0)>>2]|0)>>4);c=f[(V+8|0)>>2]|0;if(c>>>0>1){r=1;do{o=V+16+(r<<4)+4|0;m=V+16+(r<<4)+8|0;p=f[m>>2]|0;q=f[o>>2]|0;j:do if((p|0)==(q|0)){O=q;R=120}else{c=q;while(1){if(!(f[c+8>>2]&256)){O=c;R=120;break j}c=c+16|0;if((c|0)==(p|0)){h=p;L=q;M=p;N=p;break}}}while(0);if((R|0)==120){R=0;c=O;if((O|0)==(p|0)){h=c;L=q;M=p;N=p}else{g=c;h=c;k:while(1){c=g;do{g=c;c=g+16|0;if((g+16|0|0)==(p|0))break k}while(!(f[g+24>>2]&256|0));N=h;f[N>>2]=f[(g+16|0)>>2];f[N+4>>2]=f[(g+16|0)+4>>2];f[N+8>>2]=f[(g+16|0)+8>>2];f[N+12>>2]=f[(g+16|0)+12>>2];g=c;h=h+16|0}N=f[m>>2]|0;L=f[o>>2]|0;M=N}}j=L+(h-L>>4<<4)|0;if((M|0)==(h|0))c=N;else{c=j+(M-h>>4<<4)|0;k=N-c|0;if(!(k>>4)){c=N;g=N}else{cQb(j|0,c|0,k|0)|0;g=f[m>>2]|0;c=g}i=g+(~((g+-16-(j+(k>>4<<4)|0)|0)>>>4)<<4)|0;if((g|0)!=(j+(k>>4<<4)|0|0)){f[m>>2]=i;c=i}}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(p-q>>4)+(c-(f[o>>2]|0)>>4);r=r+1|0;c=f[(V+8|0)>>2]|0}while(r>>>0<c>>>0)}if(c|0){m=V+16+(c<<4)+4|0;g=f[m>>2]|0;k=V+16+(c<<4)+8|0;h=f[k>>2]|0;if((g|0)!=(h|0)){while(1){if(!(f[g+8>>2]&256)){R=135;break}c=g+16|0;if((c|0)==(h|0)){e=h;P=h;Q=h;break}else g=c}if((R|0)==135){e=g;if((g|0)==(h|0)){P=h;Q=h}else{c=e;l:while(1){do{g=c;c=g+16|0;if((g+16|0|0)==(h|0))break l}while(!(f[g+24>>2]&256|0));Q=e;f[Q>>2]=f[(g+16|0)>>2];f[Q+4>>2]=f[(g+16|0)+4>>2];f[Q+8>>2]=f[(g+16|0)+8>>2];f[Q+12>>2]=f[(g+16|0)+12>>2];e=e+16|0}Q=f[k>>2]|0;P=Q}}if((P|0)!=(e|0)){j=f[m>>2]|0;i=j+(e-j>>4<<4)|0;c=i+(P-e>>4<<4)|0;h=Q-c|0;if(!(h>>4)){c=Q;e=Q}else{cQb(i|0,c|0,h|0)|0;e=f[k>>2]|0;c=e}g=e+(~((e+-16-(i+(h>>4<<4)|0)|0)>>>4)<<4)|0;if((e|0)!=(i+(h>>4<<4)|0|0)){f[k>>2]=g;c=g}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(Q-j>>4)+(c-(f[m>>2]|0)>>4);p=f[m>>2]|0;o=c-p|0;if((o|0)>16)if((o|0)>=32){m=((o>>4)+-2|0)/2|0;while(1){h=p+(m<<4)|0;c=m<<4;do if((((o>>4)+-2|0)/2|0|0)>=(c>>4|0)){do if(((c>>3|1)+1|0|0)<(o>>4|0)){if(!(+n[p+((c>>3|1)<<4)+4>>2]<+n[((p+((c>>3|1)<<4)|0)+16|0)+4>>2])){e=c>>3|1;c=p+((c>>3|1)<<4)|0;break}e=(c>>3|1)+1|0;c=(p+((c>>3|1)<<4)|0)+16|0}else{e=c>>3|1;c=p+((c>>3|1)<<4)|0}while(0);l=+n[p+(m<<4)+4>>2];if(+n[c+4>>2]<l)break;i=f[h>>2]|0;k=p+(m<<4)+8|0;j=f[k>>2]|0;k=f[k+4>>2]|0;while(1){Q=h;h=c;f[Q>>2]=f[h>>2];f[Q+4>>2]=f[h+4>>2];f[Q+8>>2]=f[h+8>>2];f[Q+12>>2]=f[h+12>>2];if((((o>>4)+-2|0)/2|0|0)<(e|0))break;g=e<<1|1;do if((g+1|0|0)<(o>>4|0)){if(!(+n[p+(g<<4)+4>>2]<+n[((p+(g<<4)|0)+16|0)+4>>2])){e=g;g=p+(g<<4)|0;break}e=g+1|0;g=(p+(g<<4)|0)+16|0}else{e=g;g=p+(g<<4)|0}while(0);if(+n[g+4>>2]<l)break;else c=g}Q=c;f[c>>2]=i;n[Q+4>>2]=l;f[(Q+8|0)>>2]=j;f[(Q+8|0)+4>>2]=k}while(0);if((m|0)>0)m=m+-1|0;else break}}}}}}e=f[(V+272|0)>>2]|0;g=f[(V+276|0)>>2]|0;m:do if((e|0)==(g|0)){T=e;R=164}else{c=e;while(1){if(!(f[c+8>>2]&256)){T=c;R=164;break m}c=c+16|0;if((c|0)==(g|0)){d=g;S=e;U=g;b=g;break}}}while(0);if((R|0)==164){d=T;if((T|0)==(g|0)){S=e;U=g;b=g}else{b=d;n:while(1){do{c=b;b=c+16|0;if((c+16|0|0)==(g|0))break n}while(!(f[c+24>>2]&256|0));U=d;f[U>>2]=f[(c+16|0)>>2];f[U+4>>2]=f[(c+16|0)+4>>2];f[U+8>>2]=f[(c+16|0)+8>>2];f[U+12>>2]=f[(c+16|0)+12>>2];d=d+16|0}b=f[(V+276|0)>>2]|0;S=f[(V+272|0)>>2]|0;U=b}}e=S+(d-S>>4<<4)|0;if((U|0)==(d|0))R=183;else{c=e+(U-d>>4<<4)|0;d=b-c|0;if(d>>4){cQb(e|0,c|0,d|0)|0;b=f[(V+276|0)>>2]|0}if((b|0)==(e+(d>>4<<4)|0|0))R=183;else{f[(V+276|0)>>2]=b+(~((b+-16-(e+(d>>4<<4)|0)|0)>>>4)<<4);R=183}}break}default:W=1}}f[a+7400>>2]=R;f[a+7408>>2]=W}function Gjb(a){a=a|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0;s=f[a+1024>>2]|0;t=f[a+1032>>2]|0;g=f[a+1040>>2]|0;o=f[a+1208>>2]|0;q=f[a+1608>>2]|0;r=f[a+1680>>2]|0;v=f[a+4680>>2]|0;w=f[a+4992>>2]|0;x=f[a+5056>>2]|0;y=f[a+5064>>2]|0;h=f[a+6112>>2]|0;i=f[a+6120>>2]|0;m=+n[a+6200>>2];k=f[a+7408>>2]|0;l=f[a+7416>>2]|0;a:{e=HAa(g,h,i)|0;n[(a+832|0)>>2]=+p[e>>3];n[(a+832|0)+4>>2]=+p[e+8>>3];n[(a+832|0)+8>>2]=+p[e+16>>3];n[(a+832|0)+12>>2]=+p[e+24>>3];n[(a+832|0)+16>>2]=+p[e+32>>3];n[(a+832|0)+20>>2]=+p[e+40>>3];n[(a+832|0)+24>>2]=+p[e+48>>3];n[(a+832|0)+28>>2]=+p[e+56>>3];n[(a+832|0)+32>>2]=+p[e+64>>3];n[(a+832|0)+36>>2]=+p[e+72>>3];n[((a+832|0)+40|0)>>2]=+p[e+80>>3];n[((a+832|0)+44|0)>>2]=+p[e+88>>3];n[(a+832|0)+48>>2]=+p[e+96>>3];n[(a+832|0)+52>>2]=+p[e+104>>3];n[((a+832|0)+56|0)>>2]=+p[e+112>>3];n[((a+832|0)+60|0)>>2]=+p[e+120>>3];B=+p[g+32>>3]-+p[g+56>>3];A=+p[g+40>>3]-+p[g+64>>3];z=+p[g+48>>3]-+p[g+72>>3];c=+L(+(B*B+(A*A+z*z)));n[(a+816|0)>>2]=B/c;n[((a+816|0)+4|0)>>2]=A/c;n[((a+816|0)+8|0)>>2]=z/c;e=f[s>>2]|0;d=b[e+224>>0]&7&b[(s+832|0)>>0];b[(a+1e3|0)>>0]=d;e=j[(e+230|0)>>1]|j[(e+230|0)+2>>1]<<16;if(!(e&1))if(!(e&2)){b[(a+1e3|0)>>0]=d&6;d=d&6}if(!(d<<24>>24)){o=0;u=a;f[a+7504>>2]=6;f[a+7508>>2]=o|0;break a}w=JAa(g,h,i)|0;N=+p[w>>3];p[(a+528|0)>>3]=N;I=+p[w+8>>3];p[(a+528|0)+8>>3]=I;D=+p[w+16>>3];p[(a+528|0)+16>>3]=D;E=+p[w+24>>3];p[((a+528|0)+24|0)>>3]=E;M=+p[w+32>>3];p[(a+528|0)+32>>3]=M;H=+p[w+40>>3];p[(a+528|0)+40>>3]=H;c=+p[w+48>>3];p[(a+528|0)+48>>3]=c;C=+p[w+56>>3];p[((a+528|0)+56|0)>>3]=C;K=+p[w+64>>3];p[(a+528|0)+64>>3]=K;G=+p[w+72>>3];p[(a+528|0)+72>>3]=G;z=+p[w+80>>3];p[(a+528|0)+80>>3]=z;m=+p[w+88>>3];p[((a+528|0)+88|0)>>3]=m;J=+p[w+96>>3];p[(a+528|0)+96>>3]=J;F=+p[w+104>>3];p[(a+528|0)+104>>3]=F;A=+p[w+112>>3];p[(a+528|0)+112>>3]=A;B=+p[w+120>>3];p[(a+528|0)+120>>3]=B;p[a>>3]=E-N;p[a+8>>3]=C-M;p[a+16>>3]=m-K;p[a+24>>3]=B-J;p[a+32>>3]=E-I;p[a+40>>3]=C-H;p[a+48>>3]=m-G;p[a+56>>3]=B-F;p[a+64>>3]=E-D;p[a+72>>3]=C-c;p[a+80>>3]=m-z;p[a+88>>3]=B-A;p[a+96>>3]=E+N;p[a+104>>3]=C+M;p[a+112>>3]=m+K;p[a+120>>3]=B+J;p[a+128>>3]=E+I;p[a+136>>3]=C+H;p[a+144>>3]=m+G;p[a+152>>3]=B+F;p[a+160>>3]=E+D;p[a+168>>3]=C+c;p[a+176>>3]=m+z;p[a+184>>3]=B+A;Shb(a);n[(a+800|0)>>2]=+p[((a+528|0)+24|0)>>3];w=(a+800|0)+4|0;n[w>>2]=+p[((a+528|0)+56|0)>>3];x=(a+800|0)+8|0;n[x>>2]=+p[((a+528|0)+88|0)>>3];y=(a+800|0)+12|0;n[y>>2]=B;v=(f[s>>2]|0)+230|0;if(!((j[v>>1]|j[v+2>>1]<<16)&262144))v=0;else v=Zub()|0;c=+n[((a+832|0)+44|0)>>2];if(c!=0.0)c=+n[((a+832|0)+56|0)>>2]+ +n[((a+832|0)+40|0)>>2]*((1.0-+n[((a+832|0)+60|0)>>2])/c);else c=.9800000190734863;Thb(a+832|0,a+696|0);S=+n[(a+696|0)>>2];R=+n[(a+696|0)+16>>2];G=c*+n[(a+696|0)+32>>2];T=+n[(a+696|0)+48>>2];P=+n[(a+696|0)+4>>2];O=+n[(a+696|0)+20>>2];H=c*+n[(a+696|0)+36>>2];Q=+n[(a+696|0)+52>>2];A=+n[(a+696|0)+8>>2];B=+n[(a+696|0)+24>>2];I=c*+n[(a+696|0)+40>>2];z=+n[(a+696|0)+56>>2];D=+n[(a+696|0)+12>>2];E=+n[(a+696|0)+28>>2];F=c*+n[(a+696|0)+44>>2];C=+n[(a+696|0)+60>>2];J=C+(D*0.0+E*0.0+F);K=(T+(S*2.4999999441206455e-03+R*0.0+G))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(T+(S*0.0+R*0.0+G))/J;M=(Q+(P*2.4999999441206455e-03+O*0.0+H))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(Q+(P*0.0+O*0.0+H))/J;N=(z+(A*2.4999999441206455e-03+B*0.0+I))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(z+(A*0.0+B*0.0+I))/J;m=(C+(D*2.4999999441206455e-03+E*0.0+F))/(C+(D*2.4999999441206455e-03+E*0.0+F))-J/J;G=(T+(S*0.0+R*2.4999999441206455e-03+G))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(T+(S*0.0+R*0.0+G))/J;H=(Q+(P*0.0+O*2.4999999441206455e-03+H))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(Q+(P*0.0+O*0.0+H))/J;I=(z+(A*0.0+B*2.4999999441206455e-03+I))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(z+(A*0.0+B*0.0+I))/J;J=(C+(D*0.0+E*2.4999999441206455e-03+F))/(C+(D*0.0+E*2.4999999441206455e-03+F))-J/J;m=G*G+H*H+(I*I+J*J)<K*K+M*M+(N*N+m*m)?G*G+H*H+(I*I+J*J):K*K+M*M+(N*N+m*m);if(_Ra(f[(f[s>>2]|0)+64>>2]|0,a+696|0,a+656|0)|0){O=+n[(a+656|0)>>2];P=+n[(a+696|0)>>2]*.5+O*.5;Q=+n[(a+656|0)+4>>2];R=+n[(a+696|0)+4>>2]*.5+Q*.5;S=+n[(a+656|0)+8>>2];T=+n[(a+696|0)+8>>2]*.5+S*.5;c=+n[y>>2]+(P*+n[(a+800|0)>>2]+(R*+n[w>>2]+T*+n[x>>2]));c=((O-P)*(O-P)+((Q-R)*(Q-R)+(S-T)*(S-T)))/(c*c<9.999999747378752e-06?9.999999747378752e-06:c*c)}else c=0.0;T=m<c?c:m;n[(a+796|0)>>2]=T;Uhb(s+4|0,T,m);k=1;l=t<<24>>24;if(k){k=0;switch(l|0){case 4:{q=s+308|0;r=s+300|0;break}default:k=1}}}f[a+1208>>2]=o;f[a+1608>>2]=q;f[a+1680>>2]=r;f[a+4680>>2]=v;f[a+4992>>2]=w;f[a+5056>>2]=x;f[a+5064>>2]=y;n[a+6200>>2]=m;f[a+7408>>2]=k;f[a+7416>>2]=l}function Hjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;u=f[a+48>>2]|0;r=f[a+56>>2]|0;s=f[a+120>>2]|0;t=f[a+160>>2]|0;q=f[a+296>>2]|0;v=f[a+560>>2]|0;w=f[a+632>>2]|0;m=f[a+648>>2]|0;n=f[a+688>>2]|0;o=f[a+720>>2]|0;x=f[a+816>>2]|0;a:{b:while(1){p=t;switch((w-p|0)>>4|0){case 2:{x=5;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 3:{x=9;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 4:{x=10;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 5:{x=20;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 1:case 0:{x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}default:{}}if((w-p|0|0)<496){x=22;f[a+832>>2]=2;f[a+836>>2]=13;break a}e=t+((((w-p|0)>>4|0)/2|0)<<4)|0;if((w-p|0|0)>15984)h=rib(t,t+((((w-p|0)>>4|0)/4|0)<<4)|0,e,e+((((w-p|0)>>4|0)/4|0)<<4)|0,m,u)|0;else h=qib(t,e,m,u)|0;k=f[t>>2]|0;j=f[e>>2]|0;if(k>>>0<j>>>0){c=m;b=h;break}if((k|0)==(j|0))if((f[t+12>>2]|0)<(f[t+((((w-p|0)>>4|0)/2|0)<<4)+12>>2]|0)){c=m;b=h;break}if((t|0)!=(n|0)){i=t+((((w-p|0)>>4|0)/2|0)<<4)+12|0;d=m;l=n;while(1){g=f[l>>2]|0;if(g>>>0<j>>>0){x=68;break b}if((g|0)==(j|0))if((f[d+-4>>2]|0)<(f[i>>2]|0)){x=68;break b}d=l+-16|0;if((t|0)==(d|0))break;else{g=l;l=d;d=g}}}d=t+16|0;e=f[m>>2]|0;do if(k>>>0>=e>>>0){if((k|0)==(e|0))if((f[t+12>>2]|0)<(f[o>>2]|0))break;if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}g=t+12|0;while(1){e=f[d>>2]|0;if(k>>>0<e>>>0)break;if((k|0)==(e|0))if((f[g>>2]|0)<(f[d+12>>2]|0))break;d=d+16|0;if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}}f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[m>>2];f[d+4>>2]=f[m+4>>2];f[d+8>>2]=f[m+8>>2];f[d+12>>2]=f[m+12>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];f[m+12>>2]=f[a+12>>2];d=d+16|0}while(0);if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}j=t+12|0;e=m;while(1){i=f[t>>2]|0;g=f[d>>2]|0;c:do if(i>>>0>=g>>>0)do{if((i|0)==(g|0))if((f[j>>2]|0)<(f[d+12>>2]|0))break c;d=d+16|0;g=f[d>>2]|0}while(i>>>0>=g>>>0);while(0);while(1){g=e;e=e+-16|0;h=f[e>>2]|0;if(i>>>0<h>>>0)continue;if((i|0)!=(h|0))break;if((f[j>>2]|0)>=(f[g+-4>>2]|0))break}if(d>>>0>=e>>>0){t=d;continue b};f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[e+12>>2]=f[a+12>>2];d=d+16|0}}if((x|0)==68){x=0;f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];f[t>>2]=f[l>>2];f[t+4>>2]=f[l+4>>2];f[t+8>>2]=f[l+8>>2];f[t+12>>2]=f[l+12>>2];f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];c=l;b=h+1|0}d=t+16|0;d:do if(d>>>0<c>>>0){j=e;while(1){h=f[j>>2]|0;i=j+12|0;while(1){e=f[d>>2]|0;if(e>>>0>=h>>>0){if((e|0)!=(h|0))break;if((f[d+12>>2]|0)>=(f[i>>2]|0))break}d=d+16|0}g=c+-16|0;e=f[g>>2]|0;e:do if(e>>>0<h>>>0)c=g;else while(1){if((e|0)==(h|0))if((f[c+-4>>2]|0)<(f[i>>2]|0)){c=g;break e}c=g+-16|0;e=f[c>>2]|0;if(e>>>0<h>>>0)break;else{q=g;g=c;c=q}}while(0);if(d>>>0>c>>>0){e=j;q=d;break d};f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];j=(j|0)==(d|0)?c:j;d=d+16|0;b=b+1|0}}else q=d;while(0);do if((q|0)!=(e|0)){c=f[e>>2]|0;d=f[q>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0))break;if((f[e+12>>2]|0)>=(f[q+12>>2]|0))break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];f[q>>2]=f[e>>2];f[q+4>>2]=f[e+4>>2];f[q+8>>2]=f[e+8>>2];f[q+12>>2]=f[e+12>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[e+12>>2]=f[a+12>>2];b=b+1|0}while(0);if(!b){v=sib(t,q,u)|0;b=q+16|0;if(sib(b,s,u)|0){x=92;f[a+832>>2]=1;break a}if(v){r=b;f[a+832>>2]=3;break a}}s=q;if((s-p|0)>=(w-s|0)){x=91;f[a+832>>2]=1;break a}gib(t,q,u);r=q+16|0}f[a+56>>2]=r;f[a+160>>2]=t;f[a+296>>2]=q;f[a+560>>2]=v;f[a+816>>2]=x}
+function dnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;p=r;q=a+116|0;o=a+120|0;enb(b,(f[o>>2]|0)-(f[q>>2]|0)>>2);a=f[o>>2]|0;c=f[q>>2]|0;if((a|0)==(c|0)){u=r;return}j=p+4|0;k=p+8|0;l=p+8|0;m=b+4|0;n=b+8|0;i=0;while(1){d=c;if(f[(f[d+(i<<2)>>2]|0)+16>>2]|0){f[p>>2]=0;f[j>>2]=0;f[k>>2]=0;d=f[(f[(f[d+(i<<2)>>2]|0)+16>>2]|0)+16>>2]|0;if(d|0){a=d;c=0;while(1){h=c+1|0;a=f[a+12>>2]|0;if((a|0)==(d|0))break;else c=h}if((c|0)>=1){if(c>>>0>536870910){a=9;break}e=pOb(h<<3)|0;g=e+(h<<3)|0;f[p>>2]=e;f[j>>2]=e;f[l>>2]=g;a=0;while(1){c=d+4|0;if((e|0)==(g|0))T6a(p,c);else{s=c;c=f[s+4>>2]|0;g=e;f[g>>2]=f[s>>2];f[g+4>>2]=c;f[j>>2]=(f[j>>2]|0)+8}a=a+1|0;if((a|0)==(h|0))break;d=f[d+16>>2]|0;e=f[j>>2]|0;g=f[l>>2]|0}g=f[m>>2]|0;if((g|0)==(f[n>>2]|0)){H7a(b,p);a=f[p>>2]|0}else{f[g>>2]=0;h=g+4|0;f[h>>2]=0;f[g+8>>2]=0;a=f[p>>2]|0;c=(f[j>>2]|0)-a|0;d=c>>3;if(d){if(d>>>0>536870911){a=14;break}e=pOb(c)|0;f[h>>2]=e;f[g>>2]=e;f[g+8>>2]=e+(d<<3);a=f[p>>2]|0;c=(f[j>>2]|0)-a|0;if((c|0)>0){bQb(e|0,a|0,c|0)|0;f[h>>2]=e+(c>>>3<<3)}}f[m>>2]=(f[m>>2]|0)+12}if(a|0){c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}}c=f[q>>2]|0;a=f[o>>2]|0}i=i+1|0;if(i>>>0>=a-c>>2>>>0){a=3;break}}if((a|0)==3){u=r;return}else if((a|0)==9)vd();else if((a|0)==14)AMb(g)}function enb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-8-e|0)>>>3)<<3);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function fnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+160|0;k=l;f[k+100>>2]=0;f[k+104>>2]=0;f[k+108>>2]=0;f[k+116>>2]=0;f[k+120>>2]=0;f[k+124>>2]=0;f[k+132>>2]=0;f[k+136>>2]=0;f[k+140>>2]=0;e=k+80|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[k>>2]=40940;f[k+76>>2]=40976;e=k+44|0;g=k+4|0;h=g+36|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=e;f[k+48>>2]=e;f[k+52>>2]=0;b[k+60>>0]=0;b[k+96>>0]=0;b[k+72>>0]=0;b[k+112>>0]=0;b[k+113>>0]=0;b[k+74>>0]=1;i=k+76|0;j=a+4|0;e=f[a>>2]|0;if((f[j>>2]|0)==(e|0)){Ymb(k,1,c,d,d)|0;q4a(k,40996);Tlb(i);u=l;return}g=0;h=40976;while(1){Tg[f[h+8>>2]&15](i,e+(g*12|0)|0,0,1)|0;g=g+1|0;e=f[a>>2]|0;if(g>>>0>=(((f[j>>2]|0)-e|0)/12|0)>>>0)break;h=f[i>>2]|0}Ymb(k,1,c,d,d)|0;q4a(k,40996);Tlb(i);u=l;return}function gnb(a,b){a=a|0;b=b|0;fnb(a,a,b);return}function hnb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0;h=f[a>>2]|0;i=f[b>>2]|0;j=h-i|0;g=f[a+4>>2]|0;b=f[b+4>>2]|0;e=g-b|0;if((((j|0)<0?0-j|0:j)|0)>(((e|0)<0?0-e|0:e)|0)){a=f[c>>2]|0;if(!((i|0)<(h|0)^(a|0)>(h|0))){k=+(b-(f[c+4>>2]|0)|0);m=+(a-i|0);l=+(g|0)*m+ +(h|0)*k-(+(b|0)*m+ +(i|0)*k);l=l*l;k=k*k;m=m*m;k=m+k;k=l/k;j=k<d;return j|0}if((i|0)>(h|0)^(a|0)>(i|0)){m=+(e|0);k=+(i-h|0);l=m*+(a|0)+k*+(f[c+4>>2]|0)-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}else{m=+(g-(f[c+4>>2]|0)|0);k=+(a-h|0);l=+(b|0)*k+ +(i|0)*m-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}}else{a=f[c+4>>2]|0;if(!((g|0)>(b|0)^(g|0)<(a|0))){m=+(b-a|0);k=+((f[c>>2]|0)-i|0);l=+(h|0)*m+ +(g|0)*k-(+(i|0)*m+ +(b|0)*k);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}if((g|0)<(b|0)^(b|0)<(a|0)){m=+(e|0);k=+(i-h|0);l=k*+(a|0)+m*+(f[c>>2]|0)-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}else{m=+(g-a|0);k=+((f[c>>2]|0)-h|0);l=+(i|0)*m+ +(b|0)*k-(+(h|0)*m+ +(g|0)*k);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}}return 0}function inb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0.0,o=0,p=0,q=0.0,r=0.0,s=0;g=f[a>>2]|0;a=(f[a+4>>2]|0)-g>>3;if(!a){e=f[b>>2]|0;a=b+4|0;d=f[a>>2]|0;if((d|0)==(e|0))return;f[a>>2]=d+(~((d+-8-e|0)>>>3)<<3);return}p=qOb(a>>>0>214748364?-1:a*20|0)|0;d=p+(a*20|0)|0;e=p;do{f[e+4>>2]=0;f[e+8>>2]=0;e=e+20|0}while((e|0)!=(d|0));d=0;do{m=p+(d*20|0)|0;i=g+(d<<3)|0;l=f[i+4>>2]|0;k=p+(d*20|0)+4|0;f[k>>2]=f[i>>2];f[k+4>>2]=l;k=d;d=d+1|0;l=(d|0)==(a|0)?0:d;f[p+(k*20|0)+12>>2]=p+(l*20|0);f[p+(l*20|0)+16>>2]=m;f[m>>2]=0}while((d|0)!=(a|0));n=c*c;a:do if(!(f[p>>2]|0)){e=p;d=p;while(1){while(1){m=e+12|0;k=d;d=f[m>>2]|0;l=e+16|0;g=f[l>>2]|0;if((d|0)==(g|0))break a;e=e+4|0;i=e;h=g+4|0;s=h;c=+(f[s>>2]|0);r=+(f[i>>2]|0)-c;j=+(f[s+4>>2]|0);q=+(f[i+4>>2]|0)-j;if(r*r+q*q<=n){o=10;break}i=d+4|0;s=i;q=c-+(f[s>>2]|0);r=j-+(f[s+4>>2]|0);if(q*q+r*r<=n){o=14;break}if(hnb(h,e,i,n)|0){o=10;break}f[k>>2]=1;if(f[d>>2]|0){e=d;break a}else e=d}if((o|0)==10){o=0;h=-1}else if((o|0)==14){o=0;g=f[d+16>>2]|0;h=d+12|0;f[g+12>>2]=f[h>>2];f[(f[h>>2]|0)+16>>2]=g;f[g>>2]=0;g=f[l>>2]|0;h=-2;d=f[m>>2]|0}f[g+12>>2]=d;f[(f[m>>2]|0)+16>>2]=g;f[g>>2]=0;e=g;a=a+h|0;d=g}}else e=p;while(0);i=a>>>0<3?0:a;g=b+4|0;h=f[g>>2]|0;d=f[b>>2]|0;a=h-d>>3;if(i>>>0>a>>>0){jnb(b,i-a|0);o=23}else{if(i>>>0<a>>>0){a=d+(i<<3)|0;if((a|0)!=(h|0))f[g>>2]=h+(~((h+-8-a|0)>>>3)<<3)}if(i|0)o=23}if((o|0)==23){d=0;a=e;while(1){m=a+4|0;o=f[m+4>>2]|0;s=(f[b>>2]|0)+(d<<3)|0;f[s>>2]=f[m>>2];f[s+4>>2]=o;d=d+1|0;if((d|0)==(i|0))break;else a=f[a+12>>2]|0}}tOb(p);return}function jnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>3>>>0>=b>>>0){dQb(c|0,0,b<<3|0)|0;f[l>>2]=c+(b<<3);return}h=f[a>>2]|0;g=c-h|0;e=g>>3;c=e+b|0;if(c>>>0>536870911)AMb(a);m=d-h|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){j=0;k=0}else if(d>>>0>536870911)vd();else{k=pOb(d<<3)|0;j=k;break}while(0);c=j+(e<<3)|0;dQb(c|0,0,b<<3|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<3);f[i>>2]=j+(d<<3);if(!h)return;sOb(h);return}function knb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=a+4|0;g=((f[k>>2]|0)-(f[a>>2]|0)|0)/12|0;j=b+4|0;h=f[j>>2]|0;e=f[b>>2]|0;d=(h-e|0)/12|0;if(g>>>0>d>>>0)lnb(b,g-d|0);else if(g>>>0<d>>>0){i=e+(g*12|0)|0;if((i|0)!=(h|0)){e=h;while(1){d=e+-12|0;f[j>>2]=d;g=f[d>>2]|0;if(g){d=e+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[j>>2]|0}if((d|0)==(i|0))break;else e=d}}}d=f[a>>2]|0;if((f[k>>2]|0)==(d|0))return;e=0;do{inb(d+(e*12|0)|0,(f[b>>2]|0)+(e*12|0)|0,c);e=e+1|0;d=f[a>>2]|0}while(e>>>0<(((f[k>>2]|0)-d|0)/12|0)>>>0);return}function lnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[k>>2]|0;l=a+4|0;c=f[l>>2]|0;e=c;if(((g-c|0)/12|0)>>>0>=b>>>0){dQb(c|0,0,b*12|0)|0;f[l>>2]=e+(b*12|0);return}i=f[a>>2]|0;d=(c-i|0)/12|0;c=d+b|0;j=i;if(c>>>0>357913941)AMb(a);m=(g-i|0)/12|0;g=m<<1;g=m>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)h=0;else if(g>>>0>357913941)vd();else{h=pOb(g*12|0)|0;break}while(0);c=h+(d*12|0)|0;d=c;h=h+(g*12|0)|0;dQb(c|0,0,b*12|0)|0;g=c+(b*12|0)|0;if((e|0)!=(j|0)){do{m=c+-12|0;b=e;e=e+-12|0;f[m>>2]=0;i=c+-8|0;f[i>>2]=0;f[c+-4>>2]=0;f[m>>2]=f[e>>2];m=b+-8|0;f[i>>2]=f[m>>2];b=b+-4|0;f[c+-4>>2]=f[b>>2];f[b>>2]=0;f[m>>2]=0;f[e>>2]=0;c=d+-12|0;d=c}while((e|0)!=(j|0));i=f[a>>2]|0;e=f[l>>2]|0}f[a>>2]=d;f[l>>2]=g;f[k>>2]=h;h=i;if((e|0)!=(h|0))do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}}while((e|0)!=(h|0));if(!i)return;sOb(i);return}function mnb(a,b){a=a|0;b=+b;knb(a,a,b);return}function nnb(a,b){a=a|0;b=b|0;return _zb(b)|0}function onb(a,b){a=a|0;b=b|0;$zb(b);return}function pnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;if(d>>>0<5){a=5;return a|0}e=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;if((e|0)!=-47205080){if((e&-16|0)!=407710288){a=-2;return a|0}if(d>>>0<8){a=8;return a|0};f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;c=c+4|0;l=a;f[l>>2]=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;f[l+4>>2]=0;f[a+8>>2]=0;a=0;return a|0}k=b[c+4>>0]|0;g=k&255;l=g&32;e=g>>>6;j=(l|0)!=0;e=(f[41016+((g&3)<<2)>>2]|0)+6+(f[41032+(e<<2)>>2]|0)-(l>>>5)+((e|0)==0&j&1)|0;if(e>>>0>d>>>0){a=e;return a|0}l=g>>>2&1;if(g&8|0){a=-3;return a|0}if(j){g=5;e=0}else{d=h[c+5>>0]|0;i=d>>>3;e=1024<<i;e=(X(e>>>3,d&7)|0)+e|0;if((i+10|0)>>>0>25){a=-3;return a|0}else g=6}switch(k&3){case 3:{i=c+g|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=g+4|0;break}case 1:{i=h[c+g>>0]|0;g=g+1|0;break}case 2:{i=c+g|0;i=(h[i>>0]|h[i+1>>0]<<8)&65535;g=g+2|0;break}default:i=0}switch((k&255)>>>6&3){case 3:{d=c+g|0;g=d;d=d+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;break}case 1:{g=c+g|0;g=((h[g>>0]|h[g+1>>0]<<8)&65535)+256|0;d=0;break}case 2:{g=c+g|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=0;break}default:if(j){g=h[c+g>>0]|0;d=0}else{g=0;d=0}}e=(e|0)==0?g:e;if(e>>>0>33554432){a=-3;return a|0}c=a;f[c>>2]=g;f[c+4>>2]=d;f[a+8>>2]=e;f[a+12>>2]=i;f[a+16>>2]=l;a=0;return a|0}function qnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;if(d>>>0<3){a=-11;return a|0}e=b[c>>0]|0;g=e&255;i=g&3;switch(e&3){case 3:{if(!(f[a+21584>>2]|0)){a=-16;return a|0}break}case 2:break;case 0:{switch((e&255)>>>2&3){case 3:{e=3;g=((h[c+2>>0]|0)<<16|(h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;break}case 1:{e=2;g=((h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;break}default:{e=1;g=g>>>3}}i=e+g|0;do if((i+8|0)>>>0>d>>>0)if(i>>>0>d>>>0){a=-11;return a|0}else{m=a+21716|0;bQb(m|0,c+e|0,g|0)|0;f[a+21688>>2]=m;e=131080;break}else{f[a+21688>>2]=c+e;e=d-e|0}while(0);f[a+21704>>2]=e;f[a+21708>>2]=g;a=i;return a|0}case 1:{switch((e&255)>>>2&3){case 3:{e=(h[c+2>>0]|0)<<16|(h[c>>0]|h[c+1>>0]<<8)&65535;if(d>>>0<4|e>>>0>2097167){a=-11;return a|0}else{e=e>>>4;g=3}break}case 1:{e=((h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;g=2;break}default:{e=g>>>3;g=1}}m=a+21716|0;dQb(m|0,b[c+g>>0]|0,e|0)|0;f[a+21688>>2]=m;f[a+21704>>2]=131080;f[a+21708>>2]=e;a=g+1|0;return a|0}default:{}}if(d>>>0<5){a=-11;return a|0}e=g>>>2;g=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;switch(e&3){case 3:{e=g>>>4&262143;if(e>>>0>131072){a=-11;return a|0}else{j=5;m=e;e=0;k=(h[c+4>>0]|0)<<10|g>>>22}break}case 2:{j=4;m=g>>>4&16383;e=0;k=g>>>18;break}default:{j=3;m=g>>>4&1023;e=(e&3|0)==0&1;k=g>>>14&1023}}l=k+j|0;if(l>>>0>d>>>0){a=-11;return a|0}d=(e|0)!=0;do if((i|0)==3){i=a+21716|0;e=c+j|0;g=a+5132|0;if(d){e=qtb(i,m,e,k,g)|0;break}else{e=rtb(i,m,e,k,g)|0;break}}else{g=a+5132|0;i=a+21716|0;e=c+j|0;if(d){e=ltb(g,i,m,e,k)|0;break}else{e=Stb(g,i,m,e,k)|0;break}}while(0);if(e>>>0>=4294967279){a=-11;return a|0}f[a+21688>>2]=a+21716;f[a+21704>>2]=131080;f[a+21708>>2]=m;f[a+21584>>2]=1;a=l;return a|0}function rnb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+128|0;o=r+4|0;n=r;p=r+8|0;m=i+j|0;if(!j){i=-10;u=r;return i|0}l=i+1|0;k=b[i>>0]|0;j=k&255;if(!(k<<24>>24)){f[a>>2]=0;i=1;u=r;return i|0}do if(k<<24>>24<0)if(k<<24>>24==-1){k=i+3|0;j=((h[l>>0]|h[l+1>>0]<<8)&65535)+32512|0;break}else{k=i+2|0;j=(j<<8)+-32768|(h[l>>0]|0);break}else k=l;while(0);f[a>>2]=j;if((k+4|0)>>>0>m>>>0){i=-10;u=r;return i|0}a=b[k>>0]|0;l=k+1|0;j=m-l|0;f[o>>2]=35;switch((a&255)>>>6&3){case 1:{if(!j)q=19;else{j=b[l>>0]|0;if((j&255)>35)q=19;else{gtb(c,j)|0;j=1;q=18}}break}case 0:{ftb(c,51200,35,6)|0;j=0;q=18;break}case 3:{if(!g)q=19;else{j=0;q=18}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>9)j=-11;else ftb(c,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=18)if((q|0)==19){i=-11;u=r;return i|0}l=l+j|0;j=m-l|0;f[o>>2]=28;switch((a&255)>>>4&3){case 1:{if(!j)q=31;else{j=b[l>>0]|0;if((j&255)>28)q=31;else{gtb(e,j)|0;j=1;q=30}}break}case 0:{ftb(e,51272,28,5)|0;j=0;q=30;break}case 3:{if(!g)q=31;else{j=0;q=30}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>8)j=-11;else ftb(e,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=30)if((q|0)==31){i=-11;u=r;return i|0}l=l+j|0;j=m-l|0;f[o>>2]=52;switch((a&255)>>>2&3){case 1:{if(!j)q=43;else{j=b[l>>0]|0;if((j&255)>52)q=43;else{gtb(d,j)|0;j=1;q=42}}break}case 0:{ftb(d,51330,52,6)|0;j=0;q=42;break}case 3:{if(!g)q=43;else{j=0;q=42}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>9)j=-11;else ftb(d,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=42)if((q|0)==43){i=-11;u=r;return i|0}i=l+j-i|0;u=r;return i|0}function snb(a,c,e,g,i){a=a|0;c=c|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0;K=0;U=u;u=u+1808|0;if(i>>>0>131071){e=-10;u=U;return e|0}j=qnb(a,g,i)|0;o=i-(j>>>0<4294967279?j:0)|0;x=j>>>0<4294967279?g+j|0:g;if(j>>>0>=4294967279){e=j;u=U;return e|0}m=f[a+21688>>2]|0;y=m+(f[a+21704>>2]|0)+-8|0;z=m+(f[a+21708>>2]|0)|0;A=f[a+21524>>2]|0;B=f[a+21528>>2]|0;C=f[a+21532>>2]|0;I=rnb(U+52|0,a,a+3080|0,a+2052|0,f[(a+21588|0)>>2]|0,x,o)|0;w=I>>>0<4294967279?x+I|0:x;a:{J=1;if(J){J=0;if(I>>>0<4294967279){b:{i=1;if(i){i=0;if(!(f[(U+52|0)>>2]|0)){p=c;q=m}else i=1}if(i)if(1){f[(a+21588|0)>>2]=1;f[(U+40|0)>>2]=f[(a+21540|0)>>2];f[(U+40|0)+4>>2]=f[(a+21540|0)+4>>2];f[(U+40|0)+8>>2]=f[(a+21540|0)+8>>2];k=(x+o|0)-w|0;c:{i=1;if(i){i=0;if(!k){f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0}else i=1}if(i)if(1){f[(U+12|0)>>2]=w;do if(k>>>0>3){j=(x+o|0)+-4|0;f[U+8>>2]=j;g=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[U>>2]=g;i=b[w+(k+-1)>>0]|0;if(!(i<<24>>24)){f[(U+4|0)>>2]=0;break c}else{i=(_(i&255|0)|0)+-23|0;f[(U+4|0)>>2]=i;if(k>>>0<4294967279){E=U;l=g;F=U+4|0;t=i;v=j;K=17;break}else{N=-11;break}}}else{f[U+8>>2]=w;i=h[w>>0]|0;f[U>>2]=i;switch(k|0){case 2:{r=i;K=12;break}case 3:{r=(h[w+2>>0]|0)<<16|i;f[U>>2]=r;K=12;break}default:s=i}if((K|0)==12){s=((h[w+1>>0]|0)<<8)+r|0;f[U>>2]=s}i=b[w+(k+-1)>>0]|0;if(!(i<<24>>24)){f[(U+4|0)>>2]=0;break c}else{t=(4-k<<3)+-23+(_(i&255|0)|0)|0;f[(U+4|0)>>2]=t;E=U;l=s;F=U+4|0;v=x+I|0;K=17;break}}while(0);d:do if((K|0)==17){s=d[a>>1]|0;i=t+(s&65535)|0;f[F>>2]=i;f[(U+16|0)>>2]=l<<(t&31)>>>1>>>(31-s&31);do if(i>>>0>32){k=v;g=v}else{if(v>>>0>=(w+4|0)>>>0){g=v+(0-(i>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=i&7;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;i=i&7;k=g;break}if((v|0)==(w|0)){k=x+I|0;g=v}else{k=(v+(0-(i>>>3))|0)>>>0<w>>>0?v-w|0:i>>>3;g=v+(0-k)|0;f[(U+8|0)>>2]=g;f[F>>2]=i-(k<<3)|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;i=i-(k<<3)|0;k=g}}while(0);f[(U+20|0)>>2]=a+4;v=d[(a+2052|0)>>1]|0;j=i+(v&65535)|0;f[F>>2]=j;f[(U+24|0)>>2]=l<<(i&31)>>>1>>>(31-v&31);do if(j>>>0<=32){if(k>>>0>=(w+4|0)>>>0){g=k+(0-(j>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=j&7;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;j=j&7;k=g;break}if((k|0)==(w|0))k=x+I|0;else{v=(k+(0-(j>>>3))|0)>>>0<w>>>0?k-w|0:j>>>3;g=k+(0-v)|0;f[(U+8|0)>>2]=g;f[F>>2]=j-(v<<3)|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;j=j-(v<<3)|0;k=g}}while(0);f[(U+28|0)>>2]=a+2056;v=d[(a+3080|0)>>1]|0;i=j+(v&65535)|0;f[F>>2]=i;f[(U+32|0)>>2]=l<<(j&31)>>>1>>>(31-v&31);do if(i>>>0<=32){if(k>>>0>=(w+4|0)>>>0){g=k+(0-(i>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=i&7;f[E>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i&7;break}if((k|0)!=(w|0)){w=(k+(0-(i>>>3))|0)>>>0<w>>>0?k-w|0:i>>>3;g=k+(0-w)|0;f[(U+8|0)>>2]=g;f[F>>2]=i-(w<<3)|0;f[E>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i-(w<<3)|0}}while(0);f[(U+36|0)>>2]=a+3084;p=(c+e|0)+-8|0;if(i>>>0>32)break c;else{o=c;l=x+I|0;k=g}while(1){g=l+4|0;if(k>>>0<g>>>0)if((k|0)==(l|0)){O=i;R=l}else{Q=i>>>3;Q=(k+(0-Q)|0)>>>0<l>>>0?k-l|0:Q;P=k+(0-Q)|0;f[(U+8|0)>>2]=P;Q=i-(Q<<3)|0;K=38}else{P=k+(0-(i>>>3))|0;f[(U+8|0)>>2]=P;Q=i&7;K=38}if((K|0)==38){K=0;f[F>>2]=Q;f[E>>2]=h[P>>0]|h[P+1>>0]<<8|h[P+2>>0]<<16|h[P+3>>0]<<24;O=Q;R=P}j=f[(U+52|0)>>2]|0;if(!j){L=m;M=o;break}f[(U+52|0)>>2]=j+-1;j=f[(U+20|0)>>2]|0;q=f[(U+16|0)>>2]|0;X=b[j+(q<<2)+2>>0]|0;r=f[(U+36|0)>>2]|0;s=f[(U+32|0)>>2]|0;V=b[r+(s<<2)+2>>0]|0;t=f[(U+28|0)>>2]|0;v=f[(U+24|0)>>2]|0;W=b[t+(v<<2)+2>>0]|0;w=f[41048+((X&255)<<2)>>2]|0;x=f[41192+((V&255)<<2)>>2]|0;f[U+88>>2]=c;f[U+96>>2]=e;f[U+192>>2]=m;f[U+232>>2]=o;f[U+440>>2]=N;f[U+456>>2]=E;f[U+512>>2]=F;f[U+592>>2]=O;f[U+656>>2]=X;f[U+664>>2]=W;f[U+672>>2]=V;f[U+800>>2]=p;f[U+816>>2]=g;f[U+824>>2]=l;f[U+832>>2]=k;f[U+840>>2]=y;f[U+848>>2]=i;f[U+888>>2]=j;f[U+896>>2]=q;f[U+904>>2]=r;f[U+912>>2]=s;f[U+920>>2]=t;f[U+928>>2]=v;f[U+944>>2]=w;f[U+952>>2]=x;f[U+984>>2]=R;f[U+1016>>2]=A;f[U+1064>>2]=B;f[U+1128>>2]=C;f[U+1296>>2]=S;f[U+1304>>2]=T;f[U+1688>>2]=K;f[U+1720>>2]=0;f[U+1724>>2]=0;Wpb(U);m=f[U+192>>2]|0;o=f[U+232>>2]|0;N=f[U+440>>2]|0;l=f[U+824>>2]|0;k=f[U+832>>2]|0;i=f[U+848>>2]|0;S=f[U+1296>>2]|0;T=f[U+1304>>2]|0;K=f[U+1688>>2]|0;G=f[U+1720>>2]|0;D=f[U+1724>>2]|0;H=+n[U+1724>>2];f[U+1720>>2]=0;f[U+1724>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 6:break d}}if((K|0)==33)if(!(f[(U+52|0)>>2]|0)){L=T;M=S}else break c;f[(a+21540|0)>>2]=f[(U+40|0)>>2];f[(a+21540|0)+4>>2]=f[(U+40|0)+4>>2];f[(a+21540|0)+8>>2]=f[(U+40|0)+8>>2];p=M;q=L;break b}while(0);k=N;break a}}k=-11;break a}}i=z-q|0;if(i>>>0>((c+e|0)-p|0)>>>0)k=-9;else{bQb(p|0,q|0,i|0)|0;k=p+i-c|0}}else J=1}if(J)if(1)k=I}X=k;u=U;return X|0}function tnb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;j=c+d|0;if(g>>>0<8){c=-10;return c|0}n=h[e+4>>0]|0;k=n&32;o=n>>>6;k=(f[41016+((n&3)<<2)>>2]|0)+6+(f[41032+(o<<2)>>2]|0)-(k>>>5)+((o|0)==0&(k|0)!=0&1)|0;if(k>>>0>=4294967279){c=k;return c|0}if((k+3|0)>>>0>g>>>0){c=-10;return c|0}i=pnb(a+21552|0,e,k)|0;d=f[a+21564>>2]|0;if(d|0)if((f[a+21684>>2]|0)!=(d|0)){c=-17;return c|0}o=a+21568|0;if(f[o>>2]|0)$sb(a+21592|0,0,0)|0;if(i>>>0>=4294967279){c=i;return c|0}m=a+21592|0;n=c;e=e+k|0;k=g-k|0;a:while(1){if(k>>>0<3){d=-10;i=27;break}i=h[e>>0]|h[e+1>>0]<<8;l=i&65535;d=((h[e+2>>0]|0)<<16|l)>>>3;l=l&1;i=(i&65535)>>>1&255;switch(i&3){case 3:{d=-11;i=27;break a}case 1:{g=1;break}default:g=d}e=e+3|0;k=k+-3|0;if(k>>>0<g>>>0){d=-10;i=27;break}switch(i&3){case 2:{d=snb(a,n,j-n|0,e,g)|0;if(d>>>0>=4294967279){i=27;break a}break}case 0:{if(g>>>0>(j-n|0)>>>0){d=-9;i=27;break a}bQb(n|0,e|0,g|0)|0;d=g;break}case 1:{if(d>>>0>(j-n|0)>>>0){d=-9;i=27;break a}dQb(n|0,b[e>>0]|0,d|0)|0;break}default:{d=-11;i=27;break a}}if(f[o>>2]|0)atb(m,n,d)|0;n=n+d|0;e=e+g|0;k=k-g|0;if(l|0){i=23;break}}if((i|0)==23){if(!(f[o>>2]|0)){a=k;a=(a|0)==0;o=n;c=o-c|0;c=a?c:-10;return c|0}d=btb(m)|0;if(k>>>0<4){c=-12;return c|0}if((h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24|0)==(d|0)){a=k+-4|0;a=(a|0)==0;o=n;c=o-c|0;c=a?c:-10;return c|0}else{c=-12;return c|0}}else if((i|0)==27)return d|0;return 0}function unb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=_zb(152816)|0;if(!e){i=-7;return i|0}f[e+21692>>2]=222;h=e+21696|0;f[h>>2]=960;i=e+21700|0;f[i>>2]=0;g=e+21520|0;j=e+21540|0;f[e+21536>>2]=5;f[e+21580>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[e+5132>>2]=201326604;f[e+21588>>2]=0;f[e+21584>>2]=0;f[e+21684>>2]=0;f[j>>2]=f[10251];f[j+4>>2]=f[10252];f[j+8>>2]=f[10253];if(a|0){f[e+21532>>2]=0;f[e+21528>>2]=a;f[e+21524>>2]=a;f[g>>2]=a}j=tnb(e,a,b,c,d)|0;oh[f[h>>2]&1023](f[i>>2]|0,e);return j|0}function vnb(a,c){a=a|0;c=c|0;var d=0;d=f[c>>2]|0;f[a>>2]=d;f[a+4>>2]=d+((f[c+4>>2]|0)-d);c=a+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;b[c+28>>0]=0;return}function wnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=f[a>>2]|0;g=f[a+4>>2]|0;h=e;while(1){d=h+1|0;if(d>>>0>g>>>0){d=h;break}f[a>>2]=d;if(!(b[h>>0]|0))break;else h=d}if((e|0)==(d|0)){i=0;u=j;return i|0}a=d+-1|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;h=a-e|0;if(h>>>0>4294967279)vOb(i);if(h>>>0<11){b[i+11>>0]=h;d=i}else{g=h+16&-16;d=pOb(g)|0;f[i>>2]=d;f[i+8>>2]=g|-2147483648;f[i+4>>2]=h}if((e|0)!=(a|0)){g=d;while(1){b[g>>0]=b[e>>0]|0;e=e+1|0;if((e|0)==(a|0))break;else g=g+1|0}d=d+h|0}b[d>>0]=0;d=c+11|0;if((b[d>>0]|0)<0){b[f[c>>2]>>0]=0;f[c+4>>2]=0;d=c}else{b[c>>0]=0;b[d>>0]=0;d=c}EOb(c,0);f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}function xnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a>>2]|0;d=g+4|0;i=f[a+4>>2]|0;if(d>>>0>i>>>0){i=0;return i|0}l=g+1|0;f[a>>2]=l;k=b[g>>0]|0;j=g+2|0;f[a>>2]=j;l=b[l>>0]|0;e=g+3|0;f[a>>2]=e;j=b[j>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|k&255|(j&255)<<16|(h[e>>0]|0)<<24;e=g+8|0;if(e>>>0>i>>>0){l=0;return l|0}j=g+5|0;f[a>>2]=j;k=b[d>>0]|0;l=g+6|0;f[a>>2]=l;j=b[j>>0]|0;d=g+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(j&255)<<8|k&255|(l&255)<<16|(h[d>>0]|0)<<24;d=g+12|0;if(d>>>0>i>>>0){l=0;return l|0}i=g+9|0;f[a>>2]=i;j=b[e>>0]|0;k=g+10|0;f[a>>2]=k;i=b[i>>0]|0;l=g+11|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=d;f[c+8>>2]=(i&255)<<8|j&255|(k&255)<<16|(h[l>>0]|0)<<24;l=1;return l|0}function ynb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a>>2]|0;d=g+4|0;i=f[a+4>>2]|0;if(d>>>0>i>>>0){i=0;return i|0}l=g+1|0;f[a>>2]=l;k=b[g>>0]|0;j=g+2|0;f[a>>2]=j;l=b[l>>0]|0;e=g+3|0;f[a>>2]=e;j=b[j>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|k&255|(j&255)<<16|(h[e>>0]|0)<<24;e=g+8|0;if(e>>>0>i>>>0){l=0;return l|0}j=g+5|0;f[a>>2]=j;k=b[d>>0]|0;l=g+6|0;f[a>>2]=l;j=b[j>>0]|0;d=g+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(j&255)<<8|k&255|(l&255)<<16|(h[d>>0]|0)<<24;d=g+12|0;if(d>>>0>i>>>0){l=0;return l|0}i=g+9|0;f[a>>2]=i;j=b[e>>0]|0;k=g+10|0;f[a>>2]=k;i=b[i>>0]|0;l=g+11|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=d;f[c+8>>2]=(i&255)<<8|j&255|(k&255)<<16|(h[l>>0]|0)<<24;l=1;return l|0}function znb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;d=f[a>>2]|0;c=d+8|0;e=f[a+4>>2]|0;if(c>>>0>e>>>0){g=0;return g|0}s=d+1|0;f[a>>2]=s;r=h[d>>0]|0;q=d+2|0;f[a>>2]=q;s=_Pb(h[s>>0]|0|0,0,8)|0;l=I;p=d+3|0;f[a>>2]=p;q=_Pb(h[q>>0]|0|0,0,16)|0;l=l|I;k=d+4|0;f[a>>2]=k;p=_Pb(h[p>>0]|0|0,0,24)|0;l=l|I;o=d+5|0;f[a>>2]=o;k=h[k>>0]|0;n=d+6|0;f[a>>2]=n;o=_Pb(h[o>>0]|0|0,0,40)|0;j=I;m=d+7|0;f[a>>2]=m;n=_Pb(h[n>>0]|0|0,0,48)|0;i=I;f[a>>2]=c;m=_Pb(h[m>>0]|0|0,0,56)|0;g=b;f[g>>2]=s|r|q|p|o|n|m;f[g+4>>2]=l|k|j|i|I;g=d+16|0;if(g>>>0>e>>>0){s=0;return s|0}i=d+9|0;f[a>>2]=i;j=h[c>>0]|0;k=d+10|0;f[a>>2]=k;i=_Pb(h[i>>0]|0|0,0,8)|0;p=I;l=d+11|0;f[a>>2]=l;k=_Pb(h[k>>0]|0|0,0,16)|0;p=p|I;q=d+12|0;f[a>>2]=q;l=_Pb(h[l>>0]|0|0,0,24)|0;p=p|I;m=d+13|0;f[a>>2]=m;q=h[q>>0]|0;n=d+14|0;f[a>>2]=n;m=_Pb(h[m>>0]|0|0,0,40)|0;r=I;o=d+15|0;f[a>>2]=o;n=_Pb(h[n>>0]|0|0,0,48)|0;s=I;f[a>>2]=g;o=_Pb(h[o>>0]|0|0,0,56)|0;c=b+8|0;f[c>>2]=i|j|k|l|m|n|o;f[c+4>>2]=p|q|r|s|I;c=d+24|0;if(c>>>0>e>>>0){s=0;return s|0}o=d+17|0;f[a>>2]=o;i=h[g>>0]|0;j=d+18|0;f[a>>2]=j;g=_Pb(h[o>>0]|0|0,0,8)|0;o=I;k=d+19|0;f[a>>2]=k;j=_Pb(h[j>>0]|0|0,0,16)|0;o=o|I;p=d+20|0;f[a>>2]=p;k=_Pb(h[k>>0]|0|0,0,24)|0;o=o|I;l=d+21|0;f[a>>2]=l;p=h[p>>0]|0;m=d+22|0;f[a>>2]=m;l=_Pb(h[l>>0]|0|0,0,40)|0;q=I;n=d+23|0;f[a>>2]=n;m=_Pb(h[m>>0]|0|0,0,48)|0;r=I;f[a>>2]=c;n=_Pb(h[n>>0]|0|0,0,56)|0;s=b+16|0;f[s>>2]=g|i|j|k|l|m|n;f[s+4>>2]=o|p|q|r|I;s=1;return s|0}function Anb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;p=u;u=u+16|0;n=p;d=f[a>>2]|0;e=d+4|0;o=a+4|0;i=f[o>>2]|0;if(e>>>0>i>>>0){o=0;u=p;return o|0}j=d+1|0;f[a>>2]=j;k=b[d>>0]|0;l=d+2|0;f[a>>2]=l;j=b[j>>0]|0;m=d+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=e;m=(j&255)<<8|k&255|(l&255)<<16|(h[m>>0]|0)<<24;if(!m){o=1;u=p;return o|0}l=n;f[l>>2]=0;f[l+4>>2]=0;d=d+12|0;a:do if(d>>>0<=i>>>0){l=0;while(1){B=e+1|0;f[a>>2]=B;A=b[e>>0]|0;z=e+2|0;f[a>>2]=z;B=b[B>>0]|0;y=e+3|0;f[a>>2]=y;z=b[z>>0]|0;r=e+4|0;f[a>>2]=r;y=b[y>>0]|0;x=e+5|0;f[a>>2]=x;r=b[r>>0]|0;w=e+6|0;f[a>>2]=w;x=b[x>>0]|0;v=e+7|0;f[a>>2]=v;w=b[w>>0]|0;f[a>>2]=d;v=_Pb(h[v>>0]|0|0,0,56)|0;k=I;w=_Pb(w&255|0,0,48)|0;j=I;x=_Pb(x&255|0,0,40)|0;q=I;y=_Pb(y&255|0,0,24)|0;s=I;z=_Pb(z&255|0,0,16)|0;t=I;B=_Pb(B&255|0,0,8)|0;g=n;f[g>>2]=B|A&255|z|y|x|w|v;f[g+4>>2]=I|t|s|r&255|q|j|k;g=e+12|0;if(g>>>0>i>>>0)break a;j=e+9|0;f[a>>2]=j;i=b[d>>0]|0;d=e+10|0;f[a>>2]=d;j=b[j>>0]|0;k=e+11|0;f[a>>2]=k;d=b[d>>0]|0;f[a>>2]=g;k=(j&255)<<8|i&255|(d&255)<<16|(h[k>>0]|0)<<24;d=Bnb(c,n)|0;i=d+4|0;j=f[i>>2]|0;e=f[d>>2]|0;g=j-e|0;if(k>>>0>g>>>0){AWa(d,k-g|0);e=f[d>>2]|0}else if(k>>>0<g>>>0){d=e+k|0;if((d|0)!=(j|0))f[i>>2]=d}d=f[a>>2]|0;if((d+k|0)>>>0>(f[o>>2]|0)>>>0)break a;if(k|0){f[a>>2]=d+1;b[e>>0]=b[d>>0]|0;if((k|0)!=1){d=1;do{B=f[a>>2]|0;f[a>>2]=B+1;b[e+d>>0]=b[B>>0]|0;d=d+1|0}while((d|0)!=(k|0))}}l=l+1|0;if(l>>>0>=m>>>0){d=1;break}e=f[a>>2]|0;i=f[o>>2]|0;d=n;f[d>>2]=0;f[d+4>>2]=0;d=e+8|0;if(d>>>0>i>>>0)break a}u=p;return d|0}while(0);B=0;u=p;return B|0}function Bnb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=b;i=f[j>>2]|0;j=f[j+4>>2]|0;k=X(i,1540483477)|0;p=X(j,1540483477)|0;p=(X((X(k>>>24^k,1540483477)|0)^-561034072,1540483477)|0)^(X(p>>>24^p,1540483477)|0);p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)h=p&g;else if(p>>>0<l>>>0)h=p;else h=(p>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}o=f[b+4>>2]|0;if(!((o|0)==(p|0)|(o&g|0)==(h|0))){b=h;break a}o=b+8|0}while(!((f[o>>2]|0)==(i|0)?(f[o+4>>2]|0)==(j|0):0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(p|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}o=b+8|0}while(!((f[o>>2]|0)==(i|0)?(f[o+4>>2]|0)==(j|0):0));a=b+16|0;return a|0}}while(0);o=pOb(32)|0;h=o+8|0;f[h>>2]=i;f[h+4>>2]=j;f[o+16>>2]=0;f[o+20>>2]=0;f[o+24>>2]=0;f[o+4>>2]=p;f[o>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Cnb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&p;break}if(p>>>0<b>>>0){g=b;b=p}else{g=b;b=(p>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[o>>2]=f[b>>2];f[b>>2]=o;f[c>>2]=b;b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;q=30}}else{f[o>>2]=f[b>>2];q=30}if((q|0)==30)f[b>>2]=o;f[h>>2]=(f[h>>2]|0)+1;a=o;a=a+16|0;return a|0}function Cnb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Dnb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Dnb(a,b);return}function Dnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;o=i;n=h+8|0;if((f[o>>2]|0)==(f[n>>2]|0)?(f[o+4>>2]|0)==(f[n+4>>2]|0):0)e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;n=h;o=i+8|0;if((f[n>>2]|0)==(f[o>>2]|0)?(f[n+4>>2]|0)==(f[o+4>>2]|0):0)e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Enb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;s=u;u=u+16|0;q=s;d=f[a>>2]|0;e=d+4|0;r=a+4|0;g=f[r>>2]|0;if(e>>>0>g>>>0){r=0;u=s;return r|0}n=d+1|0;f[a>>2]=n;o=b[d>>0]|0;p=d+2|0;f[a>>2]=p;n=b[n>>0]|0;l=d+3|0;f[a>>2]=l;p=b[p>>0]|0;f[a>>2]=e;l=(n&255)<<8|o&255|(p&255)<<16|h[l>>0]<<24;if(!l){r=1;u=s;return r|0}m=q+4|0;n=m+11|0;o=c+4|0;p=c+8|0;d=0;while(1){f[q>>2]=-1;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;i=e+4|0;do if(i>>>0>g>>>0)e=1;else{f[a>>2]=e+1;j=b[e>>0]|0;f[a>>2]=i;k=e+8|0;if(k>>>0>g>>>0)e=1;else{v=e+5|0;f[a>>2]=v;t=b[i>>0]|0;g=e+6|0;f[a>>2]=g;v=b[v>>0]|0;i=e+7|0;f[a>>2]=i;g=b[g>>0]|0;f[a>>2]=k;f[q>>2]=(v&255)<<8|t&255|(g&255)<<16|h[i>>0]<<24;if(j&1)if(!(wnb(a,m)|0)){e=1;break}e=f[o>>2]|0;if((e|0)==(f[p>>2]|0)){Fnb(c,q);e=0;break}else{f[e>>2]=f[q>>2];xOb(e+4|0,m);f[o>>2]=(f[o>>2]|0)+16;e=0;break}}}while(0);if((b[n>>0]|0)<0)sOb(f[m>>2]|0);d=d+1|0;if(e|0){d=0;e=16;break}if(d>>>0>=l>>>0){d=1;e=16;break}e=f[a>>2]|0;g=f[r>>2]|0}if((e|0)==16){u=s;return d|0}return 0}function Fnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;d=f[a>>2]|0;i=(f[k>>2]|0)-d>>4;e=i+1|0;if(e>>>0>268435455)AMb(a);l=a+8|0;j=(f[l>>2]|0)-d|0;d=j>>3;d=j>>4>>>0<134217727?(d>>>0<e>>>0?e:d):268435455;do if(!d)h=0;else if(d>>>0>268435455)vd();else{h=pOb(d<<4)|0;break}while(0);e=h+(i<<4)|0;g=e;j=h+(d<<4)|0;f[e>>2]=f[c>>2];xOb(h+(i<<4)+4|0,c+4|0);i=e+16|0;h=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(h|0)){e=g;c=h;d=h}else{do{c=d;d=d+-16|0;f[e+-16>>2]=f[d>>2];m=e+-12|0;c=c+-12|0;f[m>>2]=f[c>>2];f[m+4>>2]=f[c+4>>2];f[m+8>>2]=f[c+8>>2];f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;e=g+-16|0;g=e}while((d|0)!=(h|0));e=g;c=f[a>>2]|0;d=f[k>>2]|0}f[a>>2]=e;f[k>>2]=i;f[l>>2]=j;g=c;if((d|0)!=(g|0))do{e=d+-12|0;d=d+-16|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0)}while((d|0)!=(g|0));if(!c)return;sOb(c);return}function Gnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;n=p;e=f[a>>2]|0;d=e+1|0;o=a+4|0;g=f[o>>2]|0;if(d>>>0>g>>>0){o=0;u=p;return o|0}f[a>>2]=d;b[c>>0]=(b[e>>0]|0)!=0&1;i=e+5|0;if(i>>>0>g>>>0){o=0;u=p;return o|0}j=e+2|0;f[a>>2]=j;l=b[d>>0]|0;m=e+3|0;f[a>>2]=m;j=b[j>>0]|0;k=e+4|0;f[a>>2]=k;m=b[m>>0]|0;f[a>>2]=i;k=(j&255)<<8|l&255|(m&255)<<16|h[k>>0]<<24;if(!k){o=1;u=p;return o|0}l=c+8|0;m=c+12|0;j=c+4|0;f[n>>2]=0;d=e+9|0;a:do if(d>>>0<=g>>>0){e=0;c=i;while(1){q=c+1|0;f[a>>2]=q;g=b[c>>0]|0;i=c+2|0;f[a>>2]=i;q=b[q>>0]|0;c=c+3|0;f[a>>2]=c;i=b[i>>0]|0;f[a>>2]=d;d=(q&255)<<8|g&255|(i&255)<<16|h[c>>0]<<24;f[n>>2]=d;c=f[l>>2]|0;if((c|0)==(f[m>>2]|0))fBa(j,n);else{f[c>>2]=d;f[l>>2]=c+4}e=e+1|0;if(e>>>0>=k>>>0){d=1;break}c=f[a>>2]|0;q=f[o>>2]|0;f[n>>2]=0;d=c+4|0;if(d>>>0>q>>>0)break a}u=p;return d|0}while(0);q=0;u=p;return q|0}function Hnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;n=p;e=f[a>>2]|0;d=e+1|0;o=a+4|0;g=f[o>>2]|0;if(d>>>0>g>>>0){o=0;u=p;return o|0}f[a>>2]=d;b[c>>0]=(b[e>>0]|0)!=0&1;i=e+5|0;if(i>>>0>g>>>0){o=0;u=p;return o|0}j=e+2|0;f[a>>2]=j;l=b[d>>0]|0;m=e+3|0;f[a>>2]=m;j=b[j>>0]|0;k=e+4|0;f[a>>2]=k;m=b[m>>0]|0;f[a>>2]=i;k=(j&255)<<8|l&255|(m&255)<<16|h[k>>0]<<24;if(!k){o=1;u=p;return o|0}l=c+8|0;m=c+12|0;j=c+4|0;f[n>>2]=0;d=e+9|0;a:do if(d>>>0<=g>>>0){e=0;c=i;while(1){q=c+1|0;f[a>>2]=q;g=b[c>>0]|0;i=c+2|0;f[a>>2]=i;q=b[q>>0]|0;c=c+3|0;f[a>>2]=c;i=b[i>>0]|0;f[a>>2]=d;d=(q&255)<<8|g&255|(i&255)<<16|h[c>>0]<<24;f[n>>2]=d;c=f[l>>2]|0;if((c|0)==(f[m>>2]|0))fBa(j,n);else{f[c>>2]=d;f[l>>2]=c+4}e=e+1|0;if(e>>>0>=k>>>0){d=1;break}c=f[a>>2]|0;q=f[o>>2]|0;f[n>>2]=0;d=c+4|0;if(d>>>0>q>>>0)break a}u=p;return d|0}while(0);q=0;u=p;return q|0}function Inb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;z=B;d=f[a>>2]|0;e=d+4|0;A=a+4|0;i=f[A>>2]|0;if(e>>>0>i>>>0){A=1;u=B;return A|0}w=d+1|0;f[a>>2]=w;x=b[d>>0]|0;y=d+2|0;f[a>>2]=y;w=b[w>>0]|0;k=d+3|0;f[a>>2]=k;y=b[y>>0]|0;f[a>>2]=e;k=(w&255)<<8|x&255|(y&255)<<16|h[k>>0]<<24;if(!k){A=1;u=B;return A|0}l=z+4|0;m=z+24|0;n=z+28|0;o=z+32|0;p=z+40|0;q=z+44|0;r=z+48|0;s=l+11|0;t=z+16|0;v=c+4|0;w=c+8|0;x=z+36|0;y=z+20|0;d=0;while(1){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[m>>2]=0;f[n>>2]=0;f[o>>2]=0;f[p>>2]=0;f[q>>2]=0;f[r>>2]=0;g=e+4|0;if(g>>>0>i>>>0)e=1;else{f[a>>2]=e+1;j=b[e>>0]|0;f[a>>2]=g;j=j&255;e=e+5|0;do if(e>>>0>i>>>0)e=1;else{f[a>>2]=e;b[z>>0]=(b[g>>0]|0)!=0&1;if(j&1){if(!(wnb(a,l)|0)){e=1;break}e=f[a>>2]|0;i=f[A>>2]|0}g=e+1|0;if(g>>>0>i>>>0)e=1;else{f[a>>2]=g;b[t>>0]=(b[e>>0]|0)!=0&1;if(j&2|0)if(!(Gnb(a,y)|0)){e=1;break}if(j&4|0)if(!(Hnb(a,x)|0)){e=1;break}e=f[v>>2]|0;if((e|0)==(f[w>>2]|0)){Knb(c,z);e=0;break}else{Jnb(e,z);f[v>>2]=(f[v>>2]|0)+52;e=0;break}}}while(0);g=f[p>>2]|0;if(g){i=f[q>>2]|0;if((i|0)!=(g|0))f[q>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}}g=f[m>>2]|0;if(g|0){i=f[n>>2]|0;if((i|0)!=(g|0))f[n>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}if((b[s>>0]|0)<0)sOb(f[l>>2]|0);d=d+1|0;if(e|0){d=0;e=30;break}if(d>>>0>=k>>>0){d=1;e=30;break}e=f[a>>2]|0;i=f[A>>2]|0}if((e|0)==30){u=B;return d|0}return 0}function Jnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;b[a>>0]=b[c>>0]|0;xOb(a+4|0,c+4|0);b[a+16>>0]=b[c+16>>0]|0;b[a+20>>0]=b[c+20>>0]|0;e=a+24|0;g=c+24|0;f[e>>2]=0;k=a+28|0;f[k>>2]=0;f[a+32>>2]=0;i=c+28|0;d=(f[i>>2]|0)-(f[g>>2]|0)|0;h=d>>2;if(h|0){if(h>>>0>1073741823)AMb(e);j=pOb(d)|0;f[k>>2]=j;f[e>>2]=j;f[a+32>>2]=j+(h<<2);e=f[g>>2]|0;d=(f[i>>2]|0)-e|0;if((d|0)>0){bQb(j|0,e|0,d|0)|0;f[k>>2]=j+(d>>>2<<2)}}b[a+36>>0]=b[c+36>>0]|0;g=a+40|0;h=c+40|0;f[g>>2]=0;k=a+44|0;f[k>>2]=0;f[a+48>>2]=0;i=c+44|0;d=(f[i>>2]|0)-(f[h>>2]|0)|0;e=d>>2;if(!e)return;if(e>>>0>1073741823)AMb(g);j=pOb(d)|0;f[k>>2]=j;f[g>>2]=j;f[a+48>>2]=j+(e<<2);e=f[h>>2]|0;d=(f[i>>2]|0)-e|0;if((d|0)<=0)return;bQb(j|0,e|0,d|0)|0;f[k>>2]=j+(d>>>2<<2);return}function Knb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;m=o;n=a+4|0;d=f[a>>2]|0;g=((f[n>>2]|0)-d|0)/52|0;e=g+1|0;if(e>>>0>82595524)AMb(a);l=a+8|0;j=((f[l>>2]|0)-d|0)/52|0;k=j<<1;e=j>>>0<41297762?(k>>>0<e>>>0?e:k):82595524;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!e)h=0;else if(e>>>0>82595524)vd();else{h=pOb(e*52|0)|0;break}while(0);f[m>>2]=h;d=h+(g*52|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=d;h=h+(e*52|0)|0;i=m+12|0;f[i>>2]=h;Jnb(d,c);g=d+52|0;f[j>>2]=g;c=f[a>>2]|0;e=f[n>>2]|0;if((e|0)==(c|0)){q=d;d=j;j=c;p=g;g=e;c=h;h=q;f[a>>2]=h;f[k>>2]=j;f[n>>2]=p;f[d>>2]=g;n=f[l>>2]|0;f[l>>2]=c;f[i>>2]=n;f[m>>2]=j;Lnb(m);u=o;return}do{h=e;e=e+-52|0;b[d+-52>>0]=b[e>>0]|0;p=d+-48|0;q=h+-48|0;f[p>>2]=f[q>>2];f[p+4>>2]=f[q+4>>2];f[p+8>>2]=f[q+8>>2];f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;b[d+-36>>0]=b[h+-36>>0]|0;b[d+-32>>0]=b[h+-32>>0]|0;q=d+-28|0;p=h+-28|0;f[q>>2]=0;g=d+-24|0;f[g>>2]=0;f[d+-20>>2]=0;f[q>>2]=f[p>>2];q=h+-24|0;f[g>>2]=f[q>>2];g=h+-20|0;f[d+-20>>2]=f[g>>2];f[g>>2]=0;f[q>>2]=0;f[p>>2]=0;b[d+-16>>0]=b[h+-16>>0]|0;p=d+-12|0;q=h+-12|0;f[p>>2]=0;g=d+-8|0;f[g>>2]=0;f[d+-4>>2]=0;f[p>>2]=f[q>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[q>>2]=0;d=(f[k>>2]|0)+-52|0;f[k>>2]=d}while((e|0)!=(c|0));e=d;p=i;c=j;q=f[a>>2]|0;g=f[j>>2]|0;h=f[n>>2]|0;j=f[i>>2]|0;i=e;f[a>>2]=i;f[k>>2]=q;f[n>>2]=g;f[c>>2]=h;n=f[l>>2]|0;f[l>>2]=j;f[p>>2]=n;f[m>>2]=q;Lnb(m);u=o;return}function Lnb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+4>>2]|0;i=a+8|0;c=f[i>>2]|0;if((c|0)!=(h|0))do{f[i>>2]=c+-52;g=f[c+-12>>2]|0;if(g|0){d=c+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[c+-28>>2]|0;if(d|0){e=c+-24|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~((g+-4-d|0)>>>2)<<2);sOb(d)}c=c+-48|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[i>>2]|0}while((c|0)!=(h|0));c=f[a>>2]|0;if(!c)return;sOb(c);return}function Mnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=f[a>>2]|0;d=i+4|0;m=a+4|0;e=f[m>>2]|0;if(d>>>0>e>>>0){c=0;return c|0}g=i+3|0;f[a>>2]=g;l=b[i+2>>0]|0;f[a>>2]=d;g=b[g>>0]|0;if(l<<24>>24>-1){c=0;return c|0}j=i+8|0;if(j>>>0>e>>>0){c=0;return c|0}n=i+5|0;f[a>>2]=n;d=b[d>>0]|0;k=i+6|0;f[a>>2]=k;n=b[n>>0]|0;l=i+7|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=j;l=(n&255)<<8|d&255|(k&255)<<16|h[l>>0]<<24;f[c>>2]=l;if(l>>>0>=4){n=0;return n|0}do if(!(g&64)){k=0;d=j}else{d=i+12|0;if(d>>>0>e>>>0){n=0;return n|0}else{f[a>>2]=i+9;k=b[j>>0]|0;f[a>>2]=d;k=k&4;break}}while(0);g=d+4|0;if(g>>>0>e>>>0){n=0;return n|0}o=d+1|0;f[a>>2]=o;i=b[d>>0]|0;n=d+2|0;f[a>>2]=n;o=b[o>>0]|0;j=d+3|0;f[a>>2]=j;n=b[n>>0]|0;f[a>>2]=g;f[c+20>>2]=(o&255)<<8|i&255|(n&255)<<16|h[j>>0]<<24;j=d+5|0;if(j>>>0>e>>>0){o=0;return o|0}f[a>>2]=j;b[c+24>>0]=(b[g>>0]|0)!=0&1;i=c+25|0;if(!l)b[i>>0]=1;else{g=d+6|0;if(g>>>0>e>>>0){o=0;return o|0}f[a>>2]=g;b[i>>0]=(b[j>>0]|0)!=0&1;if(l>>>0>2){do if((k|0)==4)if(wnb(a,c+4|0)|0){g=f[a>>2]|0;e=f[m>>2]|0;break}else{o=0;return o|0}while(0);d=g+4|0;if(d>>>0>e>>>0){o=0;return o|0}l=g+1|0;f[a>>2]=l;m=b[g>>0]|0;n=g+2|0;f[a>>2]=n;l=b[l>>0]|0;o=g+3|0;f[a>>2]=o;n=b[n>>0]|0;f[a>>2]=d;f[c+16>>2]=(l&255)<<8|m&255|(n&255)<<16|h[o>>0]<<24;o=1;return o|0}}f[c+16>>2]=0;o=1;return o|0}function Nnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0;j=f[a>>2]|0;d=j+4|0;k=f[a+4>>2]|0;if(d>>>0>k>>>0){k=0;return k|0}l=j+1|0;f[a>>2]=l;g=b[j>>0]|0;i=j+2|0;f[a>>2]=i;l=b[l>>0]|0;e=j+3|0;f[a>>2]=e;i=b[i>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|g&255|(i&255)<<16|(h[e>>0]|0)<<24;e=j+8|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+5|0;f[a>>2]=g;i=b[d>>0]|0;l=j+6|0;f[a>>2]=l;g=b[g>>0]|0;d=j+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+12|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+9|0;f[a>>2]=g;i=b[e>>0]|0;l=j+10|0;f[a>>2]=l;g=b[g>>0]|0;e=j+11|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+8>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+16|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+13|0;f[a>>2]=g;i=b[d>>0]|0;l=j+14|0;f[a>>2]=l;g=b[g>>0]|0;d=j+15|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+16>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+20|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+17|0;f[a>>2]=g;i=b[e>>0]|0;l=j+18|0;f[a>>2]=l;g=b[g>>0]|0;e=j+19|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+20>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+24|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+21|0;f[a>>2]=g;i=b[d>>0]|0;l=j+22|0;f[a>>2]=l;g=b[g>>0]|0;d=j+23|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+24>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+28|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+25|0;f[a>>2]=g;i=b[e>>0]|0;l=j+26|0;f[a>>2]=l;g=b[g>>0]|0;e=j+27|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+32>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+32|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+29|0;f[a>>2]=g;i=b[d>>0]|0;l=j+30|0;f[a>>2]=l;g=b[g>>0]|0;d=j+31|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+36>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+36|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+33|0;f[a>>2]=g;i=b[e>>0]|0;l=j+34|0;f[a>>2]=l;e=b[g>>0]|0;g=j+35|0;f[a>>2]=g;l=b[l>>0]|0;f[a>>2]=d;f[c+40>>2]=(e&255)<<8|i&255|(l&255)<<16|(h[g>>0]|0)<<24;g=j+40|0;if(g>>>0>k>>>0){l=0;return l|0}i=c+48|0;m=j+37|0;f[a>>2]=m;e=b[d>>0]|0;l=j+38|0;f[a>>2]=l;m=b[m>>0]|0;d=j+39|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=g;f[i>>2]=(m&255)<<8|e&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+44|0;if(d>>>0>k>>>0){m=0;return m|0}e=c+52|0;o=j+41|0;f[a>>2]=o;g=b[g>>0]|0;l=j+42|0;f[a>>2]=l;o=b[o>>0]|0;m=j+43|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=d;f[e>>2]=(o&255)<<8|g&255|(l&255)<<16|(h[m>>0]|0)<<24;d=j+48|0;if(d>>>0>k>>>0){o=0;return o|0}f[a>>2]=d;n[i>>2]=0.0;n[e>>2]=0.0;n[c+56>>2]=0.0;n[c+60>>2]=1.0;o=1;return o|0}function Onb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;f[d>>2]=-1;j=f[c>>2]|0;do if(j&1|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){j=0;return j|0}else{l=e+1|0;f[a>>2]=l;k=b[e>>0]|0;m=e+2|0;f[a>>2]=m;l=b[l>>0]|0;i=e+3|0;f[a>>2]=i;e=b[m>>0]|0;f[a>>2]=g;f[d>>2]=(l&255)<<8|k&255|(e&255)<<16|h[i>>0]<<24;break}}while(0);e=d+8|0;g=e+11|0;if((b[g>>0]|0)<0){b[f[e>>2]>>0]=0;f[d+12>>2]=0}else{b[e>>0]=0;b[g>>0]=0}if(j&2|0)if(!(wnb(a,e)|0)){m=0;return m|0}i=d+4|0;f[i>>2]=1073741824;if(j&4|0){e=f[a>>2]|0;g=e+1|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}f[a>>2]=g;e=b[e>>0]|0;if(!(e&2)){f[i>>2]=0;g=536870912}else g=1610612736;if(e&1|0)f[i>>2]=g}if(j&8|0)if(!(Nnb(a,d+20|0)|0)){m=0;return m|0}do if(j&256|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{i=e+1|0;f[a>>2]=i;k=b[e>>0]|0;l=e+2|0;f[a>>2]=l;i=b[i>>0]|0;m=e+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=g;f[d+84>>2]=(i&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);if(j&33554432|0)if(!(wnb(a,d+116|0)|0)){m=0;return m|0}do if(j&67108864|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{i=e+1|0;f[a>>2]=i;k=b[e>>0]|0;l=e+2|0;f[a>>2]=l;i=b[i>>0]|0;m=e+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=g;f[d+128>>2]=(i&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);e=f[c+4>>2]|0;do if(e&16|0){g=f[a>>2]|0;i=g+4|0;if(i>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{c=g+1|0;f[a>>2]=c;k=b[g>>0]|0;l=g+2|0;f[a>>2]=l;c=b[c>>0]|0;m=g+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=i;f[d+132>>2]=(c&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);if(e&32|0)if(!(wnb(a,d+136|0)|0)){m=0;return m|0}if(j&536870912|0)if(!(Anb(a,d+148|0)|0)){m=0;return m|0}m=1;return m|0}function Pnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+16|0;l=o+8|0;k=o;e=f[a>>2]|0;g=e+4|0;n=a+4|0;i=f[n>>2]|0;if(g>>>0>i>>>0){n=0;u=o;return n|0}p=e+1|0;f[a>>2]=p;j=b[e>>0]|0;m=e+2|0;f[a>>2]=m;p=b[p>>0]|0;d=e+3|0;f[a>>2]=d;m=b[m>>0]|0;f[a>>2]=g;d=(h[d>>0]|0)<<24;m=(m&255)<<16;j=(p&255)<<8|j&255|m|d;do if(!(d&1073741824)){d=0;e=0}else{d=e+8|0;if(d>>>0>i>>>0){p=0;u=o;return p|0}else{q=e+5|0;f[a>>2]=q;i=b[g>>0]|0;p=e+6|0;f[a>>2]=p;g=b[q>>0]|0;e=e+7|0;f[a>>2]=e;p=b[p>>0]|0;f[a>>2]=d;d=0;e=(g&255)<<8|i&255|(p&255)<<16|(h[e>>0]|0)<<24;break}}while(0);q=k;f[q>>2]=d|j;f[q+4>>2]=e;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];if(!(Onb(a,l,c)|0)){q=0;u=o;return q|0}d=c+168|0;f[d>>2]=-1;do if(m&131072|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[n>>2]|0)>>>0){q=0;u=o;return q|0}else{k=e+1|0;f[a>>2]=k;l=b[e>>0]|0;p=e+2|0;f[a>>2]=p;k=b[k>>0]|0;q=e+3|0;f[a>>2]=q;p=b[p>>0]|0;f[a>>2]=g;f[d>>2]=(k&255)<<8|l&255|(p&255)<<16|(h[q>>0]|0)<<24;break}}while(0);if(!(m&262144)){q=0;u=o;return q|0}d=f[a>>2]|0;e=d+4|0;if(e>>>0>(f[n>>2]|0)>>>0){q=0;u=o;return q|0}m=d+1|0;f[a>>2]=m;n=b[d>>0]|0;p=d+2|0;f[a>>2]=p;m=b[m>>0]|0;q=d+3|0;f[a>>2]=q;p=b[p>>0]|0;f[a>>2]=e;f[c+172>>2]=(m&255)<<8|n&255|(p&255)<<16|(h[q>>0]|0)<<24;f[c+176>>2]=0;q=1;u=o;return q|0}function Qnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;s=v;e=f[a>>2]|0;g=e+4|0;t=a+4|0;i=f[t>>2]|0;if(g>>>0>i>>>0){t=0;u=v;return t|0}f[a>>2]=e+1;m=b[e>>0]|0;f[a>>2]=g;m=m&255;d=e+8|0;if(d>>>0>i>>>0){t=0;u=v;return t|0}p=e+5|0;f[a>>2]=p;q=b[g>>0]|0;r=e+6|0;f[a>>2]=r;p=b[p>>0]|0;e=e+7|0;f[a>>2]=e;r=b[r>>0]|0;f[a>>2]=d;f[c>>2]=(p&255)<<8|q&255|(r&255)<<16|h[e>>0]<<24;d=c+4|0;e=d+11|0;if((b[e>>0]|0)<0){b[f[d>>2]>>0]=0;f[c+8>>2]=0}else{b[d>>0]=0;b[e>>0]=0}if(m&1|0)if(!(wnb(a,d)|0)){t=0;u=v;return t|0}d=c+16|0;f[d>>2]=-1;do if(m&4|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[t>>2]|0)>>>0){t=0;u=v;return t|0}else{o=e+1|0;f[a>>2]=o;p=b[e>>0]|0;q=e+2|0;f[a>>2]=q;o=b[o>>0]|0;r=e+3|0;f[a>>2]=r;q=b[q>>0]|0;f[a>>2]=g;f[d>>2]=(o&255)<<8|p&255|(q&255)<<16|h[r>>0]<<24;break}}while(0);if(!(m&16))d=1;else{d=f[a>>2]|0;e=d+4|0;if(e>>>0>(f[t>>2]|0)>>>0){t=0;u=v;return t|0}p=d+1|0;f[a>>2]=p;q=b[d>>0]|0;r=d+2|0;f[a>>2]=r;p=b[p>>0]|0;d=d+3|0;f[a>>2]=d;r=b[r>>0]|0;f[a>>2]=e;d=(p&255)<<8|q&255|(r&255)<<16|h[d>>0]<<24;if(!d){t=0;u=v;return t|0}}i=c+20|0;k=c+24|0;j=c+28|0;a:do if(!(m&8)){g=0;do{e=f[k>>2]|0;if(e>>>0<(f[j>>2]|0)>>>0){dQb(e|0,0,180)|0;f[e+128>>2]=-1;f[e+132>>2]=-1;r=e+136|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;n[e+164>>2]=1.0;f[e+168>>2]=0;f[e+172>>2]=0;e=(f[k>>2]|0)+180|0;f[k>>2]=e}else{Rnb(i);e=f[k>>2]|0}if(!(Pnb(a,e+-180|0)|0)){l=24;break a}g=g+1|0}while(g>>>0<d>>>0)}else{g=0;do{e=f[k>>2]|0;if(e>>>0<(f[j>>2]|0)>>>0){dQb(e|0,0,180)|0;f[e+128>>2]=-1;f[e+132>>2]=-1;r=e+136|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;n[e+164>>2]=1.0;f[e+168>>2]=0;f[e+172>>2]=0;e=(f[k>>2]|0)+180|0;f[k>>2]=e}else{Rnb(i);e=f[k>>2]|0}if(!(Pnb(a,e+-180|0)|0)){l=24;break a}r=e+-176|0;f[r>>2]=f[r>>2]&1073741824;g=g+1|0}while(g>>>0<d>>>0)}while(0);if((l|0)==24){e=f[k>>2]|0;d=e+-180|0;do{t=e+-180|0;f[k>>2]=t;lWa(t);e=f[k>>2]|0}while((e|0)!=(d|0));d=0;u=v;return d|0}b[c+32>>0]=(f[(f[i>>2]|0)+4>>2]|0)>>>30&1;i=f[a>>2]|0;d=i+4|0;p=f[t>>2]|0;if(d>>>0>p>>>0){t=0;u=v;return t|0}o=i+1|0;f[a>>2]=o;q=b[i>>0]|0;r=i+2|0;f[a>>2]=r;o=b[o>>0]|0;g=i+3|0;f[a>>2]=g;r=b[r>>0]|0;f[a>>2]=d;f[c+36>>2]=(o&255)<<8|q&255|(r&255)<<16|h[g>>0]<<24;g=i+8|0;if(g>>>0>p>>>0){t=0;u=v;return t|0}e=i+5|0;f[a>>2]=e;r=b[d>>0]|0;d=i+6|0;f[a>>2]=d;e=b[e>>0]|0;q=i+7|0;f[a>>2]=q;d=b[d>>0]|0;f[a>>2]=g;f[c+40>>2]=(e&255)<<8|r&255|(d&255)<<16|h[q>>0]<<24;q=c+44|0;d=f[q>>2]|0;r=c+48|0;e=f[r>>2]|0;if((e|0)!=(d|0))f[r>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);if(!(m&2)){t=1;u=v;return t|0}e=i+12|0;if(e>>>0>p>>>0){t=0;u=v;return t|0}k=i+9|0;f[a>>2]=k;m=b[g>>0]|0;o=i+10|0;f[a>>2]=o;k=b[k>>0]|0;l=i+11|0;f[a>>2]=l;o=b[o>>0]|0;f[a>>2]=e;l=(k&255)<<8|m&255|(o&255)<<16|h[l>>0]<<24;f[s>>2]=0;b:do if(l|0){m=s+4|0;o=s+8|0;k=c+52|0;d=i+16|0;c:do if(d>>>0<=p>>>0){j=0;i=e;g=p;do{w=i+1|0;f[a>>2]=w;p=b[i>>0]|0;c=i+2|0;f[a>>2]=c;w=b[w>>0]|0;e=i+3|0;f[a>>2]=e;c=b[c>>0]|0;f[a>>2]=d;f[s>>2]=(w&255)<<8|p&255|(c&255)<<16|h[e>>0]<<24;e=i+5|0;if(e>>>0>g>>>0)break c;f[a>>2]=e;b[m>>0]=b[d>>0]|0;d=i+9|0;if(d>>>0>g>>>0)break c;g=i+6|0;f[a>>2]=g;p=b[e>>0]|0;c=i+7|0;f[a>>2]=c;g=b[g>>0]|0;w=i+8|0;f[a>>2]=w;c=b[c>>0]|0;f[a>>2]=d;f[o>>2]=(g&255)<<8|p&255|(c&255)<<16|h[w>>0]<<24;d=f[r>>2]|0;if((d|0)==(f[k>>2]|0))Snb(q,s);else{f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];f[r>>2]=(f[r>>2]|0)+12}j=j+1|0;if(j>>>0>=l>>>0)break b;i=f[a>>2]|0;g=f[t>>2]|0;d=i+4|0}while(d>>>0<=g>>>0)}while(0);w=0;u=v;return w|0}while(0);w=1;u=v;return w|0}function Rnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;b=f[a>>2]|0;e=((f[a+4>>2]|0)-b|0)/180|0;c=e+1|0;if(c>>>0>23860929)AMb(a);g=((f[a+8>>2]|0)-b|0)/180|0;b=g<<1;b=g>>>0<11930464?(b>>>0<c>>>0?c:b):23860929;f[h+12>>2]=0;f[h+16>>2]=a+8;do if(!b)d=0;else if(b>>>0>23860929)vd();else{d=pOb(b*180|0)|0;break}while(0);f[h>>2]=d;j=d+(e*180|0)|0;g=h+8|0;c=h+4|0;f[c>>2]=j;f[h+12>>2]=d+(b*180|0);dQb(j|0,0,180)|0;f[d+(e*180|0)+128>>2]=-1;f[d+(e*180|0)+132>>2]=-1;b=d+(e*180|0)+136|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;n[d+(e*180|0)+164>>2]=1.0;f[d+(e*180|0)+168>>2]=0;f[d+(e*180|0)+172>>2]=0;f[g>>2]=j+180;Tnb(a,h);c=f[c>>2]|0;b=f[g>>2]|0;if((b|0)!=(c|0))do{j=b+-180|0;f[g>>2]=j;lWa(j);b=f[g>>2]|0}while((b|0)!=(c|0));b=f[h>>2]|0;if(!b){u=i;return}sOb(b);u=i;return}function Snb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Tnb(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=f[a>>2]|0;p=a+4|0;c=f[p>>2]|0;q=b+4|0;if((c|0)==(o|0)){n=q;m=a;q=f[q>>2]|0;f[m>>2]=q;f[n>>2]=o;o=b+8|0;q=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=q;o=a+8|0;q=b+12|0;p=f[o>>2]|0;a=f[q>>2]|0;f[o>>2]=a;f[q>>2]=p;q=f[n>>2]|0;f[b>>2]=q;return}n=f[q>>2]|0;do{m=c;c=c+-180|0;h=c;e=f[h+4>>2]|0;g=n+-180|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;g=n+-172|0;e=m+-172|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=n+-160|0;g=m+-160|0;h=e+68|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));f[n+-92>>2]=f[m+-92>>2];h=n+-88|0;i=m+-88|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=n+-76|0;h=m+-76|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];d[i+8>>1]=d[h+8>>1]|0;i=n+-64|0;h=m+-64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;h=m+-52|0;i=f[h+4>>2]|0;l=n+-52|0;f[l>>2]=f[h>>2];f[l+4>>2]=i;l=n+-44|0;i=m+-44|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=m+-32|0;l=f[i>>2]|0;f[i>>2]=0;i=m+-28|0;h=f[i>>2]|0;f[i>>2]=0;f[n+-32>>2]=l;f[n+-28>>2]=h;i=n+-24|0;j=m+-24|0;e=f[j>>2]|0;f[i>>2]=e;k=m+-20|0;g=f[k>>2]|0;f[n+-20>>2]=g;f[n+-16>>2]=f[m+-16>>2];if(g|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;f[l+(e<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}l=n+-12|0;m=m+-12|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];n=(f[q>>2]|0)+-180|0;f[q>>2]=n}while((c|0)!=(o|0));m=a;o=f[a>>2]|0;f[m>>2]=n;f[q>>2]=o;o=b+8|0;n=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=n;a=a+8|0;p=b+12|0;o=f[a>>2]|0;n=f[p>>2]|0;f[a>>2]=n;f[p>>2]=o;q=f[q>>2]|0;f[b>>2]=q;return}function Unb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0;o=0;v=u;u=u+1344|0;d=f[a>>2]|0;e=f[(a+4|0)>>2]|0;if((d+4|0)>>>0>e>>>0){t=0;u=v;return t|0}f[a>>2]=d+1|0;t=b[d>>0]|0;f[a>>2]=d+2;q=b[(d+1|0)>>0]|0;f[a>>2]=d+4|0;if((d+8|0)>>>0>e>>>0){t=0;u=v;return t|0}f[a>>2]=d+5|0;j=b[(d+4|0)>>0]|0;f[a>>2]=d+6|0;e=b[(d+5|0)>>0]|0;f[a>>2]=d+7|0;k=b[(d+6|0)>>0]|0;f[a>>2]=d+8|0;f[c>>2]=(e&255)<<8|j&255|(k&255)<<16|h[(d+7|0)>>0]<<24;if((b[((c+4|0)+11|0)>>0]|0)<0){b[f[(c+4|0)>>2]>>0]=0;f[c+8>>2]=0}else{b[(c+4|0)>>0]=0;b[((c+4|0)+11|0)>>0]=0}if(t&255&1|0)if(!(wnb(a,c+4|0)|0)){t=0;u=v;return t|0}f[(c+92|0)>>2]=0;a:do if(!((q&255)<<8&256)){k=b[((c+4|0)+11|0)>>0]|0;j=k<<24>>24<0?f[(c+4|0)>>2]|0:c+4|0;k=k<<24>>24<0?f[c+8>>2]|0:k&255;if((k|0)<17)m=0;else{e=j;d=k;while(1){d=d+-16|0;if(!d){m=0;break a}d=TAb(e,35,d)|0;if(!d){m=0;break a}if(!(zBb(d,239899,17)|0))break;e=d+1|0;d=(j+k|0)-e|0;if((d|0)<17){m=0;break a}}if((d|0)!=(j+k|0|0)&(d-j|0)!=-1){l=0;o=16}else m=0}}else{KOb(c+4|0,239880)|0;l=f[(c+92|0)>>2]|0;o=16}while(0);if((o|0)==16){m=l|134217728;f[(c+92|0)>>2]=m}if(((q&255)<<8&64512|0)!=15360)f[(c+92|0)>>2]=(q&255)<<13&1048576|((q&255)<<15&2097152|((q&255)<<17&4194304^4194304|((q&255)<<19&8388608^8388608|((q&255)<<21&16777216^16777216|((q&255)<<23&33554432^33554432|m)))));d=f[(c+16|0)>>2]|0;f[(c+16|0)>>2]=0;if(d|0)sOb(d);do if(t&255&2|0){if(!(xnb(a,v+76|0)|0)){t=0;u=v;return t|0}if(!(xnb(a,v)|0)){t=0;u=v;return t|0}if(!(ynb(a,v+64|0)|0)){t=0;u=v;return t|0}l=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if((l+4|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=l+1|0;o=b[l>>0]|0;f[a>>2]=l+2|0;m=b[(l+1|0)>>0]|0;f[a>>2]=l+3|0;k=b[(l+2|0)>>0]|0;f[a>>2]=l+4|0;k=(m&255)<<8|o&255|(k&255)<<16|h[(l+3|0)>>0]<<24;if((l+8|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=l+5|0;d=b[(l+4|0)>>0]|0;f[a>>2]=l+6|0;e=b[(l+5|0)>>0]|0;f[a>>2]=l+7|0;j=b[(l+6|0)>>0]|0;f[a>>2]=l+8|0;if((q&255)<<8&512|0)break;d=(e&255)<<8|d&255|(j&255)<<16|h[(l+7|0)>>0]<<24;f[(c+92|0)>>2]=f[(c+92|0)>>2]|67108864;o=pOb(96)|0;F=+n[(v+76|0)>>2];E=+n[(v+76|0)+4>>2];C=+n[(v+76|0)+8>>2];B=+n[v>>2];A=+n[v+4>>2];z=+n[v+8>>2];y=+n[(v+64|0)>>2];x=+n[(v+64|0)+4>>2];w=+n[(v+64|0)+8>>2];g=(f[s>>2]=k,+n[s>>2]);i=(f[s>>2]=d,+n[s>>2]);f[o>>2]=0;f[o+4>>2]=2-((q&255)>>>7);p[o+8>>3]=F;p[o+16>>3]=E;p[o+24>>3]=C;p[o+32>>3]=B;p[o+40>>3]=A;p[o+48>>3]=z;p[o+56>>3]=y;p[o+64>>3]=x;p[o+72>>3]=w;p[o+80>>3]=g;p[o+88>>3]=i;d=f[(c+16|0)>>2]|0;f[(c+16|0)>>2]=o;if(d|0)sOb(d);if(g<0.0|i<0.0){f[(c+92|0)>>2]=f[(c+92|0)>>2]|8192;break}else break}while(0);d=f[(c+20|0)>>2]|0;e=f[(c+24|0)>>2]|0;if((e|0)!=(d|0))f[(c+24|0)>>2]=e+(~((e+-4-d|0)>>>2)<<2);if(t&255&4|0){e=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if((e+4|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=e+1|0;q=b[e>>0]|0;f[a>>2]=e+2|0;o=b[(e+1|0)>>0]|0;f[a>>2]=e+3|0;l=b[(e+2|0)>>0]|0;f[a>>2]=e+4|0;l=(o&255)<<8|q&255|(l&255)<<16|h[(e+3|0)>>0]<<24;f[(v+76|0)>>2]=0;b:do if(l|0){if((e+8|0)>>>0<=d>>>0){k=0;j=e+4|0;d=e+8|0;do{m=j+1|0;f[a>>2]=m;o=b[j>>0]|0;q=j+2|0;f[a>>2]=q;m=b[m>>0]|0;e=j+3|0;f[a>>2]=e;q=b[q>>0]|0;f[a>>2]=d;d=(m&255)<<8|o&255|(q&255)<<16|h[e>>0]<<24;f[(v+76|0)>>2]=d;e=f[(c+24|0)>>2]|0;if((e|0)==(f[(c+28|0)>>2]|0))Vnb(c+20|0,v+76|0);else{f[e>>2]=d;f[(c+24|0)>>2]=e+4}k=k+1|0;if(k>>>0>=l>>>0)break b;j=f[a>>2]|0;d=j+4|0}while(d>>>0<=(f[(a+4|0)>>2]|0)>>>0)}t=0;u=v;return t|0}while(0)}d=f[(c+32|0)>>2]|0;f[(c+32|0)>>2]=0;if(d|0){lWa(d);sOb(d)}f[v+112>>2]=a;f[v+120>>2]=c;f[v+192>>2]=r;f[v+320>>2]=t;f[v+1280>>2]=0;f[v+1284>>2]=0;Xpb(v);G=f[v+1280>>2]|0;D=f[v+1284>>2]|0;H=+n[v+1284>>2];f[v+1280>>2]=0;f[v+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Vnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Wnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{d=j+-1|0;c=(d&j|0)==0;if(c)h=d&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&d|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);l=pOb(76)|0;f[l+8>>2]=m;c=l+12|0;d=c+64|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[l+4>>2]=m;f[l>>2]=0;h=a+12|0;e=+(((f[h>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(k|g*+(j>>>0)<e){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(e/g))>>>0;Ynb(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&m;break}if(m>>>0<b>>>0){d=b;b=m}else{d=b;b=(m>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[l>>2]=f[b>>2];f[b>>2]=l;f[c>>2]=b;b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[l>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=l;f[h>>2]=(f[h>>2]|0)+1;a=l;a=a+12|0;return a|0}function Xnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>5;c=e+1|0;if(c>>>0>134217727)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>4;d=m>>5>>>0<67108863?(d>>>0<c>>>0?c:d):134217727;do if(!d){h=0;i=0}else if(d>>>0>134217727)vd();else{i=pOb(d<<5)|0;h=i;break}while(0);c=h+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+32;f[l>>2]=h+(d<<5);if(!j)return;sOb(j);return}function Ynb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Znb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Znb(a,b);return}function Znb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function _nb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;q=0;r=u;u=u+2368|0;d=f[a>>2]|0;o=f[(a+4|0)>>2]|0;if((d+4|0)>>>0>o>>>0){t=0;u=r;return t|0}f[a>>2]=d+1|0;i=b[d>>0]|0;f[a>>2]=d+2|0;j=b[(d+1|0)>>0]|0;f[a>>2]=d+3|0;k=b[(d+2|0)>>0]|0;f[a>>2]=d+4|0;g=h[(d+3|0)>>0]<<24;do if(!(g&1073741824)){l=0;m=d+4|0;d=0}else if((d+8|0)>>>0>o>>>0){t=0;u=r;return t|0}else{f[a>>2]=d+5|0;w=b[(d+4|0)>>0]|0;f[a>>2]=d+6|0;x=b[(d+5|0)>>0]|0;f[a>>2]=d+7|0;v=b[(d+6|0)>>0]|0;f[a>>2]=d+8|0;l=0;m=d+8|0;d=(x&255)<<8|w&255|(v&255)<<16|h[(d+7|0)>>0]<<24;break}while(0);f[r+224>>2]=a;f[r+232>>2]=c;f[r+488>>2]=e;f[r+608>>2]=g;f[r+616>>2]=i;f[r+624>>2]=j;f[r+656>>2]=k;f[r+912>>2]=l;f[r+928>>2]=m;f[r+1448>>2]=d;f[r+1856>>2]=o;f[r+2160>>2]=p;f[r+2176>>2]=s;f[r+2184>>2]=t;f[r+2200>>2]=q;f[r+2248>>2]=0;f[r+2252>>2]=0;Zpb(r);e=f[r+488>>2]|0;p=f[r+2160>>2]|0;s=f[r+2176>>2]|0;t=f[r+2184>>2]|0;G=f[r+2248>>2]|0;D=f[r+2252>>2]|0;H=+n[r+2252>>2];f[r+2248>>2]=0;f[r+2252>>2]=0;if((G|0)==6)return D|0;f[r+224>>2]=a;f[r+232>>2]=c;f[r+488>>2]=e;f[r+608>>2]=g;f[r+624>>2]=j;f[r+656>>2]=k;f[r+2160>>2]=p;f[r+2176>>2]=s;f[r+2184>>2]=t;f[r+2240>>2]=0;f[r+2244>>2]=0;Ypb(r);G=f[r+2240>>2]|0;D=f[r+2244>>2]|0;H=+n[r+2244>>2];f[r+2240>>2]=0;f[r+2244>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function $nb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){job(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;job(a,b);return}function aob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function bob(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=f[b+16>>2];Cnb(a,f[b+4>>2]|0);b=f[b+8>>2]|0;if(!b)return;s=a+4|0;t=a+12|0;u=a+16|0;v=a+8|0;l=b;q=b;c=f[s>>2]|0;while(1){k=l+8|0;j=f[k>>2]|0;k=f[k+4>>2]|0;m=X(j,1540483477)|0;o=X(k,1540483477)|0;o=(X((X(m>>>24^m,1540483477)|0)^-561034072,1540483477)|0)^(X(o>>>24^o,1540483477)|0);o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;m=(c|0)==0;a:do if(m){b=0;r=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)b=o&i;else if(o>>>0<c>>>0)b=o;else b=(o>>>0)%(c>>>0)|0;g=f[(f[a>>2]|0)+(b<<2)>>2]|0;if(!g)r=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){r=19;break a}p=f[g+4>>2]|0;if(!((p|0)==(o|0)|(p&i|0)==(b|0))){r=19;break a}p=g+8|0;if((f[p>>2]|0)==(j|0)?(f[p+4>>2]|0)==(k|0):0)break a}do{g=f[g>>2]|0;if(!g){r=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(b|0)){r=19;break a}}p=g+8|0}while(!((f[p>>2]|0)==(j|0)?(f[p+4>>2]|0)==(k|0):0))}}while(0);if((r|0)==19){r=0;p=pOb(32)|0;i=p+8|0;f[i>>2]=j;f[i+4>>2]=k;i=p+16|0;f[i>>2]=0;j=p+20|0;f[j>>2]=0;k=p+24|0;f[k>>2]=0;g=f[l+16>>2]|0;h=(f[l+20>>2]|0)-g|0;if(h|0){if((h|0)<0){r=21;break}w=pOb(h)|0;f[j>>2]=w;f[i>>2]=w;l=w+h|0;f[k>>2]=l;bQb(w|0,g|0,h|0)|0;f[j>>2]=l}f[p+4>>2]=o;f[p>>2]=0;d=+(((f[t>>2]|0)+1|0)>>>0);e=+n[u>>2];do if(m|e*+(c>>>0)<d){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;c=~~+W(+(d/e))>>>0;Cnb(a,b>>>0<c>>>0?c:b);b=f[s>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=c;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){f[p>>2]=f[v>>2];f[v>>2]=p;f[c>>2]=v;b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;r=36}}else{f[p>>2]=f[b>>2];r=36}if((r|0)==36){r=0;f[b>>2]=p}f[t>>2]=(f[t>>2]|0)+1;c=g}b=f[q>>2]|0;if(!b){r=39;break}else{l=b;q=b}}if((r|0)==21)AMb(i);else if((r|0)==39)return}function cob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;m=n;c=f[a>>2]|0;k=((f[a+4>>2]|0)-c|0)/180|0;e=k+1|0;if(e>>>0>23860929)AMb(a);l=((f[a+8>>2]|0)-c|0)/180|0;c=l<<1;c=l>>>0<11930464?(c>>>0<e>>>0?e:c):23860929;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!c)j=0;else if(c>>>0>23860929)vd();else{j=pOb(c*180|0)|0;break}while(0);f[m>>2]=j;h=j+(k*180|0)|0;l=m+8|0;i=m+4|0;f[i>>2]=h;f[m+12>>2]=j+(c*180|0);g=b;e=f[g+4>>2]|0;c=h;f[c>>2]=f[g>>2];f[c+4>>2]=e;xOb(j+(k*180|0)+8|0,b+8|0);c=j+(k*180|0)+20|0;e=b+20|0;g=c+68|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));f[j+(k*180|0)+88>>2]=f[b+88>>2];xOb(j+(k*180|0)+92|0,b+92|0);g=j+(k*180|0)+104|0;c=b+104|0;f[g>>2]=f[c>>2];f[g+4>>2]=f[c+4>>2];d[g+8>>1]=d[c+8>>1]|0;xOb(j+(k*180|0)+116|0,b+116|0);g=b+128|0;c=f[g+4>>2]|0;e=j+(k*180|0)+128|0;f[e>>2]=f[g>>2];f[e+4>>2]=c;xOb(j+(k*180|0)+136|0,b+136|0);bob(j+(k*180|0)+148|0,b+148|0);e=j+(k*180|0)+168|0;c=b+168|0;f[e>>2]=f[c>>2];f[e+4>>2]=f[c+4>>2];f[e+8>>2]=f[c+8>>2];f[l>>2]=h+180;iob(a,m);e=f[i>>2]|0;c=f[l>>2]|0;if((c|0)!=(e|0))do{k=c+-180|0;f[l>>2]=k;lWa(k);c=f[l>>2]|0}while((c|0)!=(e|0));c=f[m>>2]|0;if(!c){u=n;return}sOb(c);u=n;return}function dob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=a+4|0;c=f[a>>2]|0;e=((f[i>>2]|0)-c|0)/96|0;d=e+1|0;if(d>>>0>44739242)AMb(a);j=a+8|0;h=((f[j>>2]|0)-c|0)/96|0;c=h<<1;c=h>>>0<22369621?(c>>>0<d>>>0?d:c):44739242;do if(!c)g=0;else if(c>>>0>44739242)vd();else{g=pOb(c*96|0)|0;break}while(0);d=g+(e*96|0)|0;e=d;h=g+(c*96|0)|0;hob(d,b);b=d+96|0;g=f[a>>2]|0;c=f[i>>2]|0;if((c|0)==(g|0)){d=e;e=g;c=g}else{do{c=c+-96|0;hob(d+-96|0,c);d=e+-96|0;e=d}while((c|0)!=(g|0));d=e;e=f[a>>2]|0;c=f[i>>2]|0}f[a>>2]=d;f[i>>2]=b;f[j>>2]=h;d=e;if((c|0)!=(d|0))do{c=c+-96|0;kWa(c)}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function eob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;f[a>>2]=f[b>>2];xOb(a+4|0,b+4|0);f[a+16>>2]=f[b+16>>2];g=a+20|0;h=b+20|0;f[g>>2]=0;l=a+24|0;f[l>>2]=0;f[a+28>>2]=0;i=b+24|0;c=(f[i>>2]|0)-(f[h>>2]|0)|0;e=(c|0)/180|0;if(c|0){if(e>>>0>23860929)AMb(g);j=pOb(c)|0;f[l>>2]=j;f[g>>2]=j;f[a+28>>2]=j+(e*180|0);c=f[h>>2]|0;k=f[i>>2]|0;if((c|0)!=(k|0)){e=j;do{i=c;h=f[i+4>>2]|0;g=e;f[g>>2]=f[i>>2];f[g+4>>2]=h;xOb(e+8|0,c+8|0);g=e+20|0;h=c+20|0;i=g+68|0;do{f[g>>2]=f[h>>2];g=g+4|0;h=h+4|0}while((g|0)<(i|0));f[e+88>>2]=f[c+88>>2];xOb(e+92|0,c+92|0);h=e+104|0;i=c+104|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];d[h+8>>1]=d[i+8>>1]|0;xOb(e+116|0,c+116|0);h=c+128|0;i=f[h+4>>2]|0;j=e+128|0;f[j>>2]=f[h>>2];f[j+4>>2]=i;xOb(e+136|0,c+136|0);bob(e+148|0,c+148|0);j=e+168|0;i=c+168|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];c=c+180|0;e=(f[l>>2]|0)+180|0;f[l>>2]=e}while((c|0)!=(k|0))}}g=a+32|0;h=b+32|0;f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];g=a+44|0;h=b+44|0;f[g>>2]=0;k=a+48|0;f[k>>2]=0;f[a+52>>2]=0;i=b+48|0;c=(f[i>>2]|0)-(f[h>>2]|0)|0;e=(c|0)/12|0;if(!c)return;if(e>>>0>357913941)AMb(g);j=pOb(c)|0;f[k>>2]=j;f[g>>2]=j;f[a+52>>2]=j+(e*12|0);e=f[h>>2]|0;c=(f[i>>2]|0)-e|0;if((c|0)<=0)return;bQb(j|0,e|0,c|0)|0;f[k>>2]=j+(((c>>>0)/12|0)*12|0);return}function fob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=((f[m>>2]|0)-c|0)/56|0;d=e+1|0;if(d>>>0>76695844)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/56|0;j=i<<1;d=i>>>0<38347922?(j>>>0<d>>>0?d:j):76695844;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>76695844)vd();else{g=pOb(d*56|0)|0;break}while(0);f[l>>2]=g;c=g+(e*56|0)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d*56|0)|0;h=l+12|0;f[h>>2]=g;eob(c,b);e=c+56|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;gob(l);u=n;return}do{g=d;d=d+-56|0;f[c+-56>>2]=f[d>>2];o=c+-52|0;p=g+-52|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;f[c+-40>>2]=f[g+-40>>2];p=c+-36|0;o=g+-36|0;f[p>>2]=0;e=c+-32|0;f[e>>2]=0;f[c+-28>>2]=0;f[p>>2]=f[o>>2];p=g+-32|0;f[e>>2]=f[p>>2];e=g+-28|0;f[c+-28>>2]=f[e>>2];f[e>>2]=0;f[p>>2]=0;f[o>>2]=0;o=c+-24|0;p=g+-24|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];o=c+-12|0;p=g+-12|0;f[o>>2]=0;e=c+-8|0;f[e>>2]=0;f[c+-4>>2]=0;f[o>>2]=f[p>>2];o=g+-8|0;f[e>>2]=f[o>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[o>>2]=0;f[p>>2]=0;c=(f[j>>2]|0)+-56|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;gob(l);u=n;return}function gob(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a+4>>2]|0;j=a+8|0;c=f[j>>2]|0;if((c|0)!=(i|0))do{f[j>>2]=c+-56;g=f[c+-12>>2]|0;if(g|0){d=c+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}g=c+-36|0;d=f[g>>2]|0;if(d|0){h=c+-32|0;e=f[h>>2]|0;if((e|0)!=(d|0)){do{k=e+-180|0;f[h>>2]=k;lWa(k);e=f[h>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}c=c+-52|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[j>>2]|0}while((c|0)!=(i|0));c=f[a>>2]|0;if(!c)return;sOb(c);return}function hob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=f[b>>2];g=a+4|0;j=b+4|0;f[g>>2]=f[j>>2];f[g+4>>2]=f[j+4>>2];f[g+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;j=b+16|0;g=f[j>>2]|0;f[j>>2]=0;f[a+16>>2]=g;g=a+20|0;j=b+20|0;f[g>>2]=0;e=a+24|0;f[e>>2]=0;f[a+28>>2]=0;f[g>>2]=f[j>>2];g=b+24|0;f[e>>2]=f[g>>2];e=b+28|0;f[a+28>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=b+32|0;g=f[j>>2]|0;f[j>>2]=0;f[a+32>>2]=g;g=a+36|0;j=b+36|0;f[g>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[g>>2]=f[j>>2];g=b+40|0;f[e>>2]=f[g>>2];e=b+44|0;f[a+44>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=a+48|0;g=b+48|0;f[j>>2]=0;e=a+52|0;f[e>>2]=0;f[a+56>>2]=0;f[j>>2]=f[g>>2];j=b+52|0;f[e>>2]=f[j>>2];e=b+56|0;f[a+56>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=b+60|0;j=f[g>>2]|0;f[g>>2]=0;g=b+64|0;e=f[g>>2]|0;f[g>>2]=0;f[a+60>>2]=j;f[a+64>>2]=e;g=a+68|0;h=b+68|0;c=f[h>>2]|0;f[g>>2]=c;i=b+72|0;d=f[i>>2]|0;f[a+72>>2]=d;f[a+76>>2]=f[b+76>>2];if(!d){i=a+80|0;j=b+80|0;f[i>>2]=0;h=a+84|0;f[h>>2]=0;e=a+88|0;f[e>>2]=0;e=f[j>>2]|0;f[i>>2]=e;i=b+84|0;e=f[i>>2]|0;f[h>>2]=e;h=b+88|0;e=f[h>>2]|0;g=a+88|0;f[g>>2]=e;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;j=a+92|0;i=b+92|0;i=f[i>>2]|0;f[j>>2]=i;return}c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0;i=a+80|0;j=b+80|0;f[i>>2]=0;h=a+84|0;f[h>>2]=0;e=a+88|0;f[e>>2]=0;e=f[j>>2]|0;f[i>>2]=e;i=b+84|0;e=f[i>>2]|0;f[h>>2]=e;h=b+88|0;e=f[h>>2]|0;g=a+88|0;f[g>>2]=e;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;j=a+92|0;i=b+92|0;i=f[i>>2]|0;f[j>>2]=i;return}function iob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=f[a>>2]|0;p=a+4|0;c=f[p>>2]|0;q=b+4|0;if((c|0)==(o|0)){n=q;m=a;q=f[q>>2]|0;f[m>>2]=q;f[n>>2]=o;o=b+8|0;q=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=q;o=a+8|0;q=b+12|0;p=f[o>>2]|0;a=f[q>>2]|0;f[o>>2]=a;f[q>>2]=p;q=f[n>>2]|0;f[b>>2]=q;return}n=f[q>>2]|0;do{m=c;c=c+-180|0;h=c;e=f[h+4>>2]|0;g=n+-180|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;g=n+-172|0;e=m+-172|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=n+-160|0;g=m+-160|0;h=e+68|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));f[n+-92>>2]=f[m+-92>>2];h=n+-88|0;i=m+-88|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=n+-76|0;h=m+-76|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];d[i+8>>1]=d[h+8>>1]|0;i=n+-64|0;h=m+-64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;h=m+-52|0;i=f[h+4>>2]|0;l=n+-52|0;f[l>>2]=f[h>>2];f[l+4>>2]=i;l=n+-44|0;i=m+-44|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=m+-32|0;l=f[i>>2]|0;f[i>>2]=0;i=m+-28|0;h=f[i>>2]|0;f[i>>2]=0;f[n+-32>>2]=l;f[n+-28>>2]=h;i=n+-24|0;j=m+-24|0;e=f[j>>2]|0;f[i>>2]=e;k=m+-20|0;g=f[k>>2]|0;f[n+-20>>2]=g;f[n+-16>>2]=f[m+-16>>2];if(g|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;f[l+(e<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}l=n+-12|0;m=m+-12|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];n=(f[q>>2]|0)+-180|0;f[q>>2]=n}while((c|0)!=(o|0));m=a;o=f[a>>2]|0;f[m>>2]=n;f[q>>2]=o;o=b+8|0;n=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=n;a=a+8|0;p=b+12|0;o=f[a>>2]|0;n=f[p>>2]|0;f[a>>2]=n;f[p>>2]=o;q=f[q>>2]|0;f[b>>2]=q;return}function job(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;e=a+4|0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[e>>2]=0;return}if(c>>>0>1073741823)vd();s=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=s;if(d|0)sOb(d);f[e>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;r=c+-1|0;s=(r&c|0)==0;if(s)d=d&r;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{g=i;h=e;e=i}a:while(1){q=g;g=h;p=e;b:while(1){e=g;while(1){g=f[e+4>>2]|0;if(s)g=g&r;else if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)==(d|0))break;h=(f[a>>2]|0)+(g<<2)|0;if(!(f[h>>2]|0))break b;i=f[e>>2]|0;c:do if(!i)h=e;else{n=e+8|0;m=b[n+11>>0]|0;k=m<<24>>24<0;m=m&255;o=k?f[e+12>>2]|0:m;l=(o|0)==0;if(k){h=e;while(1){j=i+8|0;m=b[j+11>>0]|0;k=m<<24>>24<0;if((o|0)!=((k?f[i+12>>2]|0:m&255)|0))break c;if(!l)if(zBb(f[n>>2]|0,k?f[j>>2]|0:j,o)|0)break c;h=f[i>>2]|0;if(!h){h=i;break c}else{m=i;i=h;h=m}}}if(l){h=e;while(1){o=b[i+8+11>>0]|0;if((o<<24>>24<0?f[i+12>>2]|0:o&255)|0)break c;h=f[i>>2]|0;if(!h){h=i;break c}else{o=i;i=h;h=o}}}h=e;while(1){j=i+8|0;l=b[j+11>>0]|0;k=l<<24>>24<0;if((o|0)!=((k?f[i+12>>2]|0:l&255)|0))break c;j=k?f[j>>2]|0:j;if((b[j>>0]|0)==(f[n>>2]&255)<<24>>24){k=n;l=m}else break c;while(1){l=l+-1|0;k=k+1|0;if(!l)break;j=j+1|0;if((b[k>>0]|0)!=(b[j>>0]|0))break c}h=f[i>>2]|0;if(!h){h=i;break}else{l=i;i=h;h=l}}}while(0);f[p>>2]=f[h>>2];f[h>>2]=f[f[(f[a>>2]|0)+(g<<2)>>2]>>2];f[f[(f[a>>2]|0)+(g<<2)>>2]>>2]=e;e=f[q>>2]|0;if(!e){d=43;break a}}g=f[e>>2]|0;if(!g){d=43;break a}else{q=e;p=e}}f[h>>2]=p;h=f[e>>2]|0;if(!h){d=43;break}else{d=g;g=e}}if((d|0)==43)return}function kob(a){a=a|0;var b=0;f[a>>2]=41948;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;mob(a);sOb(a);return}function lob(a){a=a|0;var b=0,c=0;f[a>>2]=41948;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}mob(b);sOb(b);sOb(a);return}function mob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+120|0;b=f[g>>2]|0;if(b|0){h=a+124|0;c=f[h>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[h>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e);c=f[h>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[g>>2]|0}sOb(b)}b=f[a+108>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+100|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);h=a+80|0;nob(h,f[a+88>>2]|0);b=f[h>>2]|0;f[h>>2]=0;if(!b)return;sOb(b);return}function nob(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;do{c=b;b=f[b>>2]|0;a=f[c+48>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);d=c+40|0;a=f[d>>2]|0;f[d>>2]=0;if(a|0)sOb(a);a=f[c+28>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);d=c+20|0;a=f[d>>2]|0;f[d>>2]=0;if(a|0)sOb(a);sOb(c)}while((b|0)!=0);return}function oob(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;t=a+80|0;d=pob(t,e)|0;a:do if(!d){j=f[a>>2]|0;f[a>>2]=j+-1;i=f[e>>2]|0;o=ZPb(i|0,0,16)|0;o=WPb(i^61^o|0,I|0,9,0)|0;r=I;p=ZPb(o|0,r|0,4)|0;r=WPb(p^o|0,I^r|0,668265261,0)|0;o=I;o=ZPb(r|0,o|0,15)|0;r=o^r;o=a+84|0;p=f[o>>2]|0;q=(p|0)==0;b:do if(q)d=0;else{h=p+-1|0;g=(h&p|0)==0;if(g)d=h&r;else if(p>>>0>r>>>0)d=r;else d=(r>>>0)%(p>>>0)|0;k=f[(f[t>>2]|0)+(d<<2)>>2]|0;if(k){if(g)while(1){k=f[k>>2]|0;if(!k)break b;g=f[k+4>>2]|0;if(!((g|0)==(r|0)|(g&h|0)==(d|0)))break b;if((f[k+8>>2]|0)==(i|0))break a}while(1){k=f[k>>2]|0;if(!k)break b;g=f[k+4>>2]|0;if((g|0)!=(r|0)){if(g>>>0>=p>>>0)g=(g>>>0)%(p>>>0)|0;if((g|0)!=(d|0))break b}if((f[k+8>>2]|0)==(i|0))break a}}}while(0);k=pOb(64)|0;f[k+8>>2]=i;f[k+12>>2]=j;i=k+16|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;n[k+36>>2]=1.0;i=k+40|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[k+56>>2]=1.0;b[k+60>>0]=0;f[k+4>>2]=r;f[k>>2]=0;i=a+92|0;l=+(((f[i>>2]|0)+1|0)>>>0);m=+n[a+96>>2];do if(q|m*+(p>>>0)<l){d=p<<1|(p>>>0<3|(p+-1&p|0)!=0)&1;g=~~+W(+(l/m))>>>0;qob(t,d>>>0<g>>>0?g:d);d=f[o>>2]|0;g=d+-1|0;if(!(g&d)){h=d;d=g&r;break}if(d>>>0>r>>>0){h=d;d=r}else{h=d;d=(r>>>0)%(d>>>0)|0}}else h=p;while(0);g=(f[t>>2]|0)+(d<<2)|0;d=f[g>>2]|0;if(!d){d=a+88|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[g>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;g=h+-1|0;if(!(g&h))d=d&g;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;s=31}}else{f[k>>2]=f[d>>2];s=31}if((s|0)==31)f[d>>2]=k;f[i>>2]=(f[i>>2]|0)+1}else k=d;while(0);d=a+20|0;if((f[d>>2]|0)==-1){f[d>>2]=f[e>>2];e=(pob(a+80|0,d)|0)+12|0;f[a+24>>2]=f[e>>2]}j=a+164|0;if(b[j>>0]&64){u=w;return k|0}h=a+80|0;e=pob(h,d)|0;d=f[e+16>>2]|0;g=e+12|0;i=a+76|0;Lh[f[(f[c>>2]|0)+68>>2]&255](c,-2,f[g>>2]|0,(d|0)==0?f[e+8>>2]|0:d,f[i>>2]|0);d=f[a+160>>2]|0;if((d|0)==-1)d=f[g>>2]|0;else{f[v>>2]=d;d=(pob(h,v)|0)+12|0;d=f[d>>2]|0}Lh[f[(f[c>>2]|0)+60>>2]&255](c,-2,d,f[i>>2]|0,3);b[j>>0]=b[j>>0]|64;u=w;return k|0}function pob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function qob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){rob(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;rob(a,b);return}function rob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function sob(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;m=p;a:do if(!c)d=a+8|0;else{n=a+16|0;o=a+4|0;d=a+8|0;b:while(1){k=0;c:while(1){g=c-k|0;if(g>>>0<4){c=6;break b}l=b+k|0;switch(f[l>>2]|0){case 90:break c;case 100:break;default:{c=24;break b}}if(g>>>0<16){c=9;break b}i=l+12|0;e=f[i>>2]|0;j=(e|0)==-1?16:e+19&-4;if(g>>>0<j>>>0){c=14;break b}g=f[l+4>>2]|0;h=f[n>>2]|0;if(h){e=f[h+4>>2]|0;f[m>>2]=g;g=(pob(e+80|0,m)|0)+12|0;g=f[g>>2]|0;e=f[i>>2]|0}Lh[f[(f[a>>2]|0)+12>>2]&255](a,g,f[l+8>>2]|0,(e|0)==-1?0:l+16|0,e);k=j+k|0;if(c>>>0<=k>>>0)break a}if(g>>>0<16){c=16;break}if(g>>>0<((f[l+8>>2]|0)+19&-4)>>>0){c=18;break}b=tob(l,o)|0;if((b|0)>=0){c=20;break}b=f[o>>2]|0;c=(f[d>>2]|0)-b|0;if(!c)break a}if((c|0)==6){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==9){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==14){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==16){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==18){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==20){c=f[(f[a>>2]|0)+8>>2]|0;if(!b){Fh[c&255](a,0,239980,43);break}else{Fh[c&255](a,0,239946,34);break}}else if((c|0)==24){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,240023,33);break}}while(0);c=f[a+4>>2]|0;if((f[d>>2]|0)==(c|0)){u=p;return}f[d>>2]=c;u=p;return}function tob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=a+16|0;k=b+4|0;g=f[k>>2]|0;c=f[b>>2]|0;j=g-c|0;i=a+12|0;d=f[i>>2]|0;e=j+d|0;if(j>>>0<e>>>0){AWa(b,d);c=f[b>>2]|0}else if(j>>>0>e>>>0){d=c+e|0;if((d|0)!=(g|0))f[k>>2]=d}d=c+j|0;if((f[a+4>>2]|0)==1){c=a+8|0;h=unb(d,f[i>>2]|0,h,f[c>>2]|0)|0;if((h|0)!=(f[i>>2]|0)){e=f[k>>2]|0;c=f[b>>2]|0;d=e-c|0;if(j>>>0>d>>>0){AWa(b,j-d|0);k=0;return k|0}if(j>>>0>=d>>>0){k=0;return k|0}c=c+j|0;if((c|0)==(e|0)){k=0;return k|0}f[k>>2]=c;k=0;return k|0}}else{c=a+8|0;if((_sb(h,d,f[c>>2]|0,f[i>>2]|0)|0)<0){e=f[k>>2]|0;c=f[b>>2]|0;d=e-c|0;if(j>>>0>d>>>0){AWa(b,j-d|0);k=0;return k|0}if(j>>>0>=d>>>0){k=0;return k|0}c=c+j|0;if((c|0)==(e|0)){k=0;return k|0}f[k>>2]=c;k=0;return k|0}}k=0-((f[c>>2]|0)+19&-4)|0;return k|0}function uob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0;C=0;I=u;u=u+3424|0;d=f[b>>2]|0;c=f[(b+4|0)>>2]|0;if((d|0)==(c|0)){f[(I+8|0)>>2]=b;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=b;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}a=0;u=I;return a|0}e=f[(a+96|0)>>2]|0;if(!e)f[(a+96|0)>>2]=b;else{h=f[(e+4|0)>>2]|0;i=f[e>>2]|0;g=(c-d|0)+(h-i|0)|0;if((h-i|0)>>>0<g>>>0){AWa(e,c-d|0);c=f[(a+96|0)>>2]|0;d=f[b>>2]|0}else if((h-i|0)>>>0>g>>>0)if((i+g|0|0)==(h|0))c=e;else{f[(e+4|0)>>2]=i+g|0;c=e}else c=e;bQb((f[c>>2]|0)+(h-i|0)|0,d|0,(f[(b+4|0)>>2]|0)-d|0)|0;c=f[b>>2]|0;if((f[(b+4|0)>>2]|0)!=(c|0))f[(b+4|0)>>2]=c;f[(I+8|0)>>2]=b;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=b;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}c=f[(a+96|0)>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0}b=f[a>>2]|0;c=c-d|0;d=f[(a+100|0)>>2]|0;a:{i=1;if(i){i=0;if(c>>>0>d>>>0){g=(I+296|0)+4|0;b:while(1){e=f[(a+96|0)>>2]|0;h=c-d|0;if(h>>>0<4){C=22;break}K=f[e>>2]|0;J=K+d|0;f[I+336>>2]=a;f[I+360>>2]=j;f[I+408>>2]=c;f[I+472>>2]=E;f[I+528>>2]=k;f[I+864>>2]=l;f[I+1040>>2]=m;f[I+1136>>2]=o;f[I+1176>>2]=F;f[I+1512>>2]=p;f[I+1864>>2]=q;f[I+1872>>2]=r;f[I+2088>>2]=s;f[I+2184>>2]=t;f[I+2192>>2]=v;f[I+2264>>2]=w;f[I+2488>>2]=x;f[I+2496>>2]=b;f[I+2688>>2]=g;f[I+2800>>2]=e;f[I+2816>>2]=h;f[I+2848>>2]=d;f[I+2904>>2]=K;f[I+2944>>2]=J;f[I+2968>>2]=y;f[I+2976>>2]=z;f[I+2984>>2]=A;f[I+3072>>2]=B;f[I+3176>>2]=C;f[I+3248>>2]=0;f[I+3252>>2]=0;bqb(I);j=f[I+360>>2]|0;c=f[I+408>>2]|0;E=f[I+472>>2]|0;k=f[I+528>>2]|0;l=f[I+864>>2]|0;m=f[I+1040>>2]|0;o=f[I+1136>>2]|0;F=f[I+1176>>2]|0;p=f[I+1512>>2]|0;q=f[I+1864>>2]|0;r=f[I+1872>>2]|0;s=f[I+2088>>2]|0;t=f[I+2184>>2]|0;v=f[I+2192>>2]|0;w=f[I+2264>>2]|0;x=f[I+2488>>2]|0;d=f[I+2848>>2]|0;y=f[I+2968>>2]|0;z=f[I+2976>>2]|0;A=f[I+2984>>2]|0;B=f[I+3072>>2]|0;C=f[I+3176>>2]|0;G=f[I+3248>>2]|0;D=f[I+3252>>2]|0;H=+n[I+3252>>2];f[I+3248>>2]=0;f[I+3252>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 32:break b;case 33:break a}}c=1;d=C|0;if(c){c=0;switch(d|0){case 22:{K=4-h|0;u=I;return K|0}case 25:{K=20-h|0;u=I;return K|0}case 36:{f[I>>2]=69;f[I+4>>2]=p;C=(ABb(I+8|0,240056,I)|0)+1|0;Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,I+8|0,C);C=409;break a}case 39:{K=16-h|0;u=I;return K|0}case 48:{K=12-h|0;u=I;return K|0}case 52:{K=24-h|0;u=I;return K|0}case 58:{K=44-h|0;u=I;return K|0}case 60:{K=((q<<2)+44+(r*12|0)|0)-h|0;u=I;return K|0}case 66:{K=132-h|0;u=I;return K|0}case 72:{K=16-h|0;u=I;return K|0}case 74:{K=((s<<2)+16|0)-h|0;u=I;return K|0}case 80:{K=56-h|0;u=I;return K|0}case 87:{K=104-h|0;u=I;return K|0}case 95:break a;case 97:{K=16-h|0;u=I;return K|0}case 99:{K=((t<<2)+16+(v*12|0)|0)-h|0;u=I;return K|0}case 105:{K=16-h|0;u=I;return K|0}case 107:{K=w-h|0;u=I;return K|0}case 121:{vd();break}case 145:{K=24-h|0;u=I;return K|0}case 147:{K=((x<<2)+24|0)-h|0;u=I;return K|0}case 151:{K=32-h|0;u=I;return K|0}case 170:{K=36-h|0;u=I;return K|0}case 174:{K=68-h|0;u=I;return K|0}case 180:{K=72-h|0;u=I;return K|0}case 186:{K=48-h|0;u=I;return K|0}case 192:{K=16-h|0;u=I;return K|0}case 199:{K=24-h|0;u=I;return K|0}case 206:{K=28-h|0;u=I;return K|0}case 212:{K=28-h|0;u=I;return K|0}case 214:{K=j-h|0;u=I;return K|0}case 220:{K=12-h|0;u=I;return K|0}case 226:{K=8-h|0;u=I;return K|0}case 229:{K=44-h|0;u=I;return K|0}case 231:{K=(((z+y+A|0)*12|0)+44|0)-h|0;u=I;return K|0}case 237:{K=12-h|0;u=I;return K|0}case 239:{K=(B+12|0)-h|0;u=I;return K|0}case 245:{K=40-h|0;u=I;return K|0}case 247:{K=l-h|0;u=I;return K|0}default:c=1}}if(c)switch(d|0){case 257:{K=16-h|0;u=I;return K|0}case 259:{K=m-h|0;u=I;return K|0}case 272:{K=16-h|0;u=I;return K|0}case 274:{K=o-h|0;u=I;return K|0}case 291:{f[(I+8|0)>>2]=E;c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=E;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}if(!F){Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,240171,43);C=409;break a}K=F-h|0;u=I;return K|0}case 299:{K=12-h|0;u=I;return K|0}case 306:{K=8-h|0;u=I;return K|0}case 316:{K=12-h|0;u=I;return K|0}case 326:{K=12-h|0;u=I;return K|0}case 331:{K=16-h|0;u=I;return K|0}case 337:{K=16-h|0;u=I;return K|0}case 343:{K=20-h|0;u=I;return K|0}case 363:{K=20-h|0;u=I;return K|0}case 373:{K=8-h|0;u=I;return K|0}case 381:{K=16-h|0;u=I;return K|0}case 393:{K=12-h|0;u=I;return K|0}case 402:{K=16-h|0;u=I;return K|0}case 406:{Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,240241,33);C=409;break a}case 417:{u=I;return k|0}default:{}}}else i=1}if(i)if(1)C=409}if((C|0)==409){d=f[(a+96|0)>>2]|0;if(d|0){c=f[d>>2]|0;if((f[(d+4|0)>>2]|0)!=(c|0))f[(d+4|0)>>2]=c;f[(I+8|0)>>2]=d;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=d;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}}}f[(a+100|0)>>2]=0;f[(a+96|0)>>2]=0;K=0;u=I;return K|0}function vob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function wob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;j=o;n=a+164|0;e=b[n>>0]|0;if(!(e&64)){h=a+80|0;m=pob(h,a+20|0)|0;g=f[m+16>>2]|0;e=m+12|0;i=a+76|0;Lh[f[(f[d>>2]|0)+68>>2]&255](d,-2,f[e>>2]|0,(g|0)==0?f[m+8>>2]|0:g,f[i>>2]|0);g=f[a+160>>2]|0;if((g|0)==-1)e=f[e>>2]|0;else{f[j>>2]=g;e=(pob(h,j)|0)+12|0;e=f[e>>2]|0}Lh[f[(f[d>>2]|0)+60>>2]&255](d,-2,e,f[i>>2]|0,3);e=b[n>>0]|64;b[n>>0]=e}m=c+4|0;if(e&8){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}if(f[m>>2]|0){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}b[n>>0]=e|8;e=f[a+88>>2]|0;if(e|0){k=a+76|0;l=a+100|0;do{g=e;j=f[g+16>>2]|0;c=g+12|0;Lh[f[(f[d>>2]|0)+68>>2]&255](d,-2,f[c>>2]|0,(j|0)==0?f[g+8>>2]|0:j,f[k>>2]|0);g=f[g+48>>2]|0;if(g|0)do{j=g;i=j+8|0;h=f[i>>2]|0;i=Aob(l,i)|0;if(i)h=f[i+12>>2]|0;Lh[f[(f[d>>2]|0)+64>>2]&255](d,f[c>>2]|0,f[j+12>>2]|0,h,f[k>>2]|0);g=f[g>>2]|0}while((g|0)!=0);e=f[e>>2]|0}while((e|0)!=0)}g=a+120|0;e=f[g>>2]|0;j=a+124|0;h=f[j>>2]|0;if((e|0)!=(h|0)){do{l=f[e>>2]|0;xh[f[(f[d>>2]|0)+76>>2]&127](d,l,(f[e+4>>2]|0)-l|0);e=e+12|0}while((e|0)!=(h|0));i=f[g>>2]|0;e=f[j>>2]|0;if((e|0)!=(i|0))do{g=e+-12|0;f[j>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;if((f[e>>2]|0)!=(h|0))f[e>>2]=h;sOb(h);e=f[j>>2]|0}}while((e|0)!=(i|0))}e=b[n>>0]|0;if(e<<24>>24<=-1){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}b[n>>0]=e|-128;Fh[f[(f[d>>2]|0)+36>>2]&255](d,f[a+76>>2]|0,240214,27);a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}function xob(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+48|0;k=x;v=pob(a+80|0,c)|0;r=v+20|0;w=d+8|0;c=k;i=d+8|0;j=c+48|0;do{f[c>>2]=f[i>>2];c=c+4|0;i=i+4|0}while((c|0)<(j|0));s=d+4|0;j=f[s>>2]|0;l=ZPb(j|0,0,16)|0;l=WPb(j^61^l|0,I|0,9,0)|0;p=I;m=ZPb(l|0,p|0,4)|0;p=WPb(m^l|0,I^p|0,668265261,0)|0;l=I;l=ZPb(p|0,l|0,15)|0;p=l^p;l=v+24|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o){a=0;t=17}else{i=m+-1|0;d=(i&m|0)==0;if(d)a=i&p;else if(m>>>0>p>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;c=f[(f[r>>2]|0)+(a<<2)>>2]|0;if(!c)t=17;else{if(d)while(1){c=f[c>>2]|0;if(!c){t=17;break a}q=f[c+4>>2]|0;if(!((q|0)==(p|0)|(q&i|0)==(a|0))){t=17;break a}if((f[c+8>>2]|0)==(j|0))break a}do{c=f[c>>2]|0;if(!c){t=17;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(a|0)){t=17;break a}}}while((f[c+8>>2]|0)!=(j|0))}}while(0);if((t|0)==17){q=pOb(60)|0;f[q+8>>2]=j;c=q+12|0;i=k;j=c+48|0;do{f[c>>2]=f[i>>2];c=c+4|0;i=i+4|0}while((c|0)<(j|0));f[q+4>>2]=p;f[q>>2]=0;i=v+32|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[v+36>>2];do if(o|h*+(m>>>0)<g){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;c=~~+W(+(g/h))>>>0;Nob(r,a>>>0<c>>>0?c:a);a=f[l>>2]|0;c=a+-1|0;if(!(c&a)){d=a;a=c&p;break}if(a>>>0>p>>>0){d=a;a=p}else{d=a;a=(p>>>0)%(a>>>0)|0}}else d=m;while(0);c=(f[r>>2]|0)+(a<<2)|0;a=f[c>>2]|0;if(!a){a=v+28|0;f[q>>2]=f[a>>2];f[a>>2]=q;f[c>>2]=a;a=f[q>>2]|0;if(a|0){a=f[a+4>>2]|0;c=d+-1|0;if(!(c&d))a=a&c;else if(a>>>0>=d>>>0)a=(a>>>0)%(d>>>0)|0;a=(f[r>>2]|0)+(a<<2)|0;t=30}}else{f[q>>2]=f[a>>2];t=30}if((t|0)==30)f[a>>2]=q;f[i>>2]=(f[i>>2]|0)+1}if(!(b[v+60>>0]&1)){u=x;return}Fh[f[(f[e>>2]|0)+88>>2]&255](e,f[v+12>>2]|0,f[s>>2]|0,w);u=x;return}function yob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;c=f[a>>2]|0;d=c;if((((f[k>>2]|0)-c|0)/20|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>214748364)vd();g=f[l>>2]|0;i=pOb(b*20|0)|0;h=i+(((g-c|0)/20|0)*20|0)|0;j=h;i=i+(b*20|0)|0;c=g;if((c|0)==(d|0)){e=j;h=g}else{e=j;b=h;do{g=b+-20|0;m=c;c=c+-20|0;f[g>>2]=0;h=b+-16|0;f[h>>2]=0;f[b+-12>>2]=0;f[g>>2]=f[c>>2];g=m+-16|0;f[h>>2]=f[g>>2];h=m+-12|0;f[b+-12>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[c>>2]=0;m=m+-8|0;g=f[m+4>>2]|0;h=b+-8|0;f[h>>2]=f[m>>2];f[h+4>>2]=g;b=e+-20|0;e=b}while((c|0)!=(d|0));h=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;g=h;if((d|0)!=(g|0))do{c=d;d=d+-20|0;e=f[d>>2]|0;if(e|0){c=c+-16|0;b=f[c>>2]|0;if((b|0)!=(e|0))f[c>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}}while((d|0)!=(g|0));if(!h)return;sOb(h);return}function zob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[g+(h*20|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*20|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*20|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+12|0;b=f[c+4>>2]|0;g=g+(h*20|0)+12|0;f[g>>2]=f[c>>2];f[g+4>>2]=b;g=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{h=d+-20|0;m=c;c=c+-20|0;f[h>>2]=0;l=d+-16|0;f[l>>2]=0;f[d+-12>>2]=0;f[h>>2]=f[c>>2];h=m+-16|0;f[l>>2]=f[h>>2];l=m+-12|0;f[d+-12>>2]=f[l>>2];f[l>>2]=0;f[h>>2]=0;f[c>>2]=0;m=m+-8|0;h=f[m+4>>2]|0;l=d+-8|0;f[l>>2]=f[m>>2];f[l+4>>2]=h;d=e+-20|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-20|0;b=f[e>>2]|0;if(b|0){c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function Aob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function Bob(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;x=A+16|0;j=A+8|0;k=A+4|0;l=A;if(!d)z=f[a+76>>2]|0;else z=d;q=f[e>>2]|0;f[k>>2]=q;f[l>>2]=f[g>>2];f[j>>2]=f[k>>2];f[x>>2]=f[l>>2];y=oob(a,c,j,x)|0;t=a+8|0;w=f[t>>2]|0;f[t>>2]=w+1;t=y+40|0;k=ZPb(q|0,0,16)|0;k=WPb(q^61^k|0,I|0,9,0)|0;r=I;l=ZPb(k|0,r|0,4)|0;r=WPb(l^k|0,I^r|0,668265261,0)|0;k=I;k=ZPb(r|0,k|0,15)|0;r=k^r;k=y+44|0;l=f[k>>2]|0;p=(l|0)==0;a:do if(p){d=0;v=19}else{g=l+-1|0;j=(g&l|0)==0;if(j)d=g&r;else if(l>>>0>r>>>0)d=r;else d=(r>>>0)%(l>>>0)|0;e=f[(f[t>>2]|0)+(d<<2)>>2]|0;if(!e)v=19;else{if(j)while(1){e=f[e>>2]|0;if(!e){v=19;break a}s=f[e+4>>2]|0;if(!((s|0)==(r|0)|(s&g|0)==(d|0))){v=19;break a}if((f[e+8>>2]|0)==(q|0))break a}do{e=f[e>>2]|0;if(!e){v=19;break a}j=f[e+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(d|0)){v=19;break a}}}while((f[e+8>>2]|0)!=(q|0))}}while(0);if((v|0)==19){s=pOb(16)|0;f[s+8>>2]=q;f[s+12>>2]=w;f[s+4>>2]=r;f[s>>2]=0;g=y+52|0;m=+(((f[g>>2]|0)+1|0)>>>0);o=+n[y+56>>2];do if(p|o*+(l>>>0)<m){d=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;e=~~+W(+(m/o))>>>0;Iob(t,d>>>0<e>>>0?e:d);d=f[k>>2]|0;e=d+-1|0;if(!(e&d)){j=d;d=e&r;break}if(d>>>0>r>>>0){j=d;d=r}else{j=d;d=(r>>>0)%(d>>>0)|0}}else j=l;while(0);e=(f[t>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=y+48|0;f[s>>2]=f[d>>2];f[d>>2]=s;f[e>>2]=d;d=f[s>>2]|0;if(d|0){d=f[d+4>>2]|0;e=j+-1|0;if(!(e&j))d=d&e;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;v=32}}else{f[s>>2]=f[d>>2];v=32}if((v|0)==32)f[d>>2]=s;f[g>>2]=(f[g>>2]|0)+1}d=Lob(y+20|0,h)|0;if(!d)e=Lob((pob(a+80|0,a+20|0)|0)+20|0,h)|0;else e=d;j=a+164|0;d=b[j>>0]|0;do if(!(d&4))if(!(f[h>>2]|0))v=44;else{v=a+4|0;d=f[v>>2]|0;f[v>>2]=d+-1;Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,e+12|0);v=42}else{v=a+4|0;d=f[v>>2]|0;f[v>>2]=d+-1;if(!(f[h>>2]|0)){Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,a+28|0);v=42;break}else{Mob(e+12|0,a+28|0,x);Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,x);v=42;break}}while(0);if((v|0)==42)if(!d){d=b[j>>0]|0;v=44}if((v|0)==44)if(!(d&2)){Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,0,41956);b[j>>0]=b[j>>0]|2;d=0}else d=0;g=y+12|0;Th[f[(f[c>>2]|0)+148>>2]&127](c,z,w,f[g>>2]|0,d,i);j=y+60|0;d=b[j>>0]|0;if(d&1){u=A;return}e=f[y+28>>2]|0;if(e){d=e;do{i=d;Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[g>>2]|0,f[i+8>>2]|0,i+12|0);d=f[d>>2]|0}while((d|0)!=0);d=b[j>>0]|0}b[j>>0]=d|1;u=A;return}function Cob(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;g=f[d>>2]|0;if((e-g|0)>>>0<48){e=0;return e|0}g=(f[c>>2]|0)+g|0;if((f[g>>2]|0)!=79){e=0;return e|0}f[b+8>>2]=f[g+4>>2];f[b+12>>2]=f[g+8>>2];k=g+16|0;h=f[k+4>>2]|0;j=b;f[j>>2]=f[k>>2];f[j+4>>2]=h;j=g+24|0;h=b+16|0;f[h>>2]=f[j>>2];f[h+4>>2]=f[j+4>>2];f[h+8>>2]=f[j+8>>2];h=g+36|0;j=b+28|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[d>>2]=(f[d>>2]|0)+48;j=g+12|0;h=f[j>>2]|0;if(!h){e=1;return e|0}k=b+40|0;i=f[k>>2]|0;g=((f[b+44>>2]|0)-i|0)/56|0;if(h>>>0>g>>>0)Kob(k,h-g|0);else if(h>>>0<g>>>0)Dob(k,i+(h*56|0)|0);if(!(f[j>>2]|0)){e=1;return e|0}g=0;do{Cob(a,(f[k>>2]|0)+(g*56|0)|0,c,d,e)|0;g=g+1|0}while(g>>>0<(f[j>>2]|0)>>>0);g=1;return g|0}function Dob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+4|0;a=f[e>>2]|0;if((a|0)==(b|0))return;else c=a;while(1){a=c+-56|0;f[e>>2]=a;c=c+-16|0;d=f[c>>2]|0;if(d){Dob(c,d);sOb(f[c>>2]|0);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}return}function Eob(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;q=a+100|0;k=ZPb(c|0,0,16)|0;k=WPb(c^61^k|0,I|0,9,0)|0;o=I;l=ZPb(k|0,o|0,4)|0;o=WPb(l^k|0,I^o|0,668265261,0)|0;k=I;k=ZPb(o|0,k|0,15)|0;o=k^o;k=a+104|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{j=l+-1|0;g=(j&l|0)==0;if(g)b=j&o;else if(l>>>0>o>>>0)b=o;else b=(o>>>0)%(l>>>0)|0;e=f[(f[q>>2]|0)+(b<<2)>>2]|0;if(e){if(g){do{e=f[e>>2]|0;if(!e)break a;p=f[e+4>>2]|0;if(!((p|0)==(o|0)|(p&j|0)==(b|0)))break a}while((f[e+8>>2]|0)!=(c|0));return}do{e=f[e>>2]|0;if(!e)break a;g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(b|0))break a}}while((f[e+8>>2]|0)!=(c|0));return}}while(0);p=pOb(16)|0;f[p+8>>2]=c;f[p+12>>2]=d;f[p+4>>2]=o;f[p>>2]=0;j=a+112|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+116>>2];do if(m|i*+(l>>>0)<h){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;e=~~+W(+(h/i))>>>0;Iob(q,b>>>0<e>>>0?e:b);b=f[k>>2]|0;e=b+-1|0;if(!(e&b)){g=b;b=e&o;break}if(b>>>0>o>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);e=(f[q>>2]|0)+(b<<2)|0;b=f[e>>2]|0;if(!b){b=a+108|0;f[p>>2]=f[b>>2];f[b>>2]=p;f[e>>2]=b;b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;e=g+-1|0;if(!(e&g))b=b&e;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[q>>2]|0)+(b<<2)|0;r=30}}else{f[p>>2]=f[b>>2];r=30}if((r|0)==30)f[b>>2]=p;f[j>>2]=(f[j>>2]|0)+1;return}function Fob(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;c=t;r=a+80|0;f[c>>2]=d;c=pob(r,c)|0;if(c|0){d=c;d=d+16|0;f[d>>2]=e;u=t;return}l=f[a>>2]|0;f[a>>2]=l+-1;m=ZPb(d|0,0,16)|0;m=WPb(d^61^m|0,I|0,9,0)|0;q=I;o=ZPb(m|0,q|0,4)|0;q=WPb(o^m|0,I^q|0,668265261,0)|0;m=I;m=ZPb(q|0,m|0,15)|0;q=m^q;m=a+84|0;o=f[m>>2]|0;p=(o|0)==0;a:do if(p){g=0;s=18}else{k=o+-1|0;h=(k&o|0)==0;if(h)g=k&q;else if(o>>>0>q>>>0)g=q;else g=(q>>>0)%(o>>>0)|0;c=f[(f[r>>2]|0)+(g<<2)>>2]|0;if(!c)s=18;else{if(h)while(1){c=f[c>>2]|0;if(!c){s=18;break a}h=f[c+4>>2]|0;if(!((h|0)==(q|0)|(h&k|0)==(g|0))){s=18;break a}if((f[c+8>>2]|0)==(d|0))break a}do{c=f[c>>2]|0;if(!c){s=18;break a}h=f[c+4>>2]|0;if((h|0)!=(q|0)){if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(g|0)){s=18;break a}}}while((f[c+8>>2]|0)!=(d|0))}}while(0);if((s|0)==18){c=pOb(64)|0;f[c+8>>2]=d;f[c+12>>2]=l;l=c+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[c+36>>2]=1.0;l=c+40|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[c+56>>2]=1.0;b[c+60>>0]=0;f[c+4>>2]=q;f[c>>2]=0;l=a+92|0;i=+(((f[l>>2]|0)+1|0)>>>0);j=+n[a+96>>2];do if(p|j*+(o>>>0)<i){g=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;h=~~+W(+(i/j))>>>0;qob(r,g>>>0<h>>>0?h:g);g=f[m>>2]|0;h=g+-1|0;if(!(h&g)){k=g;g=h&q;break}if(g>>>0>q>>>0){k=g;g=q}else{k=g;g=(q>>>0)%(g>>>0)|0}}else k=o;while(0);h=(f[r>>2]|0)+(g<<2)|0;g=f[h>>2]|0;if(!g){g=a+88|0;f[c>>2]=f[g>>2];f[g>>2]=c;f[h>>2]=g;g=f[c>>2]|0;if(g|0){g=f[g+4>>2]|0;h=k+-1|0;if(!(h&k))g=g&h;else if(g>>>0>=k>>>0)g=(g>>>0)%(k>>>0)|0;g=(f[r>>2]|0)+(g<<2)|0;s=31}}else{f[c>>2]=f[g>>2];s=31}if((s|0)==31)f[g>>2]=c;f[l>>2]=(f[l>>2]|0)+1}g=a+20|0;if((f[g>>2]|0)!=-1){d=c;d=d+16|0;f[d>>2]=e;u=t;return}f[g>>2]=d;d=(pob(a+80|0,g)|0)+12|0;f[a+24>>2]=f[d>>2];d=c;d=d+16|0;f[d>>2]=e;u=t;return}function Gob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;e=m;if(b[a+164>>0]&8){xh[f[(f[d>>2]|0)+76>>2]&127](d,c+8|0,f[c+4>>2]|0);u=m;return}f[e>>2]=0;g=e+4|0;f[g>>2]=0;f[e+8>>2]=0;l=a+124|0;d=f[l>>2]|0;if(d>>>0<(f[a+128>>2]|0)>>>0){f[d>>2]=0;k=d+4|0;f[k>>2]=0;f[d+8>>2]=0;f[d>>2]=f[e>>2];f[k>>2]=f[g>>2];k=e+8|0;f[d+8>>2]=f[k>>2];f[k>>2]=0;f[g>>2]=0;f[e>>2]=0;f[l>>2]=(f[l>>2]|0)+12}else{Hob(a+120|0,e);d=f[e>>2]|0;if(d|0){if((f[g>>2]|0)!=(d|0))f[g>>2]=d;sOb(d)}}a=f[l>>2]|0;e=a+-12|0;i=c+4|0;d=f[i>>2]|0;j=a+-8|0;k=f[j>>2]|0;h=f[e>>2]|0;g=k-h|0;if(d>>>0>g>>>0){AWa(e,d-g|0);a=f[l>>2]|0;d=f[i>>2]|0}else if(d>>>0<g>>>0){e=h+d|0;if((e|0)!=(k|0))f[j>>2]=e}bQb(f[a+-12>>2]|0,c+8|0,d|0)|0;u=m;return}function Hob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;h=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;g=b;d=b}else{do{l=d+-12|0;g=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=g+-8|0;f[m>>2]=f[l>>2];g=g+-4|0;f[d+-4>>2]=f[g>>2];f[g>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;g=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=c;f[j>>2]=h;f[k>>2]=i;b=g;if((d|0)!=(b|0))do{c=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){c=c+-8|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e)}}while((d|0)!=(b|0));if(!g)return;sOb(g);return}function Iob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Job(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Job(a,b);return}function Job(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Kob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+8|0;g=f[m>>2]|0;n=a+4|0;c=f[n>>2]|0;if(((g-c|0)/56|0)>>>0>=b>>>0){do{f[c+40>>2]=0;f[c+44>>2]=0;f[c+48>>2]=0;c=(f[n>>2]|0)+56|0;f[n>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/56|0;c=e+b|0;if(c>>>0>76695844)AMb(a);k=(g-d|0)/56|0;l=k<<1;c=k>>>0<38347922?(l>>>0<c>>>0?c:l):76695844;do if(!c)h=0;else if(c>>>0>76695844)vd();else{h=pOb(c*56|0)|0;break}while(0);g=h+(e*56|0)|0;e=h+(c*56|0)|0;c=b;d=g;while(1){f[d+40>>2]=0;f[d+44>>2]=0;f[d+48>>2]=0;c=c+-1|0;if(!c)break;else d=d+56|0}d=g;l=g+(b*56|0)|0;k=f[a>>2]|0;c=f[n>>2]|0;if((c|0)==(k|0)){b=d;g=k;c=k}else{b=d;do{d=c;c=c+-56|0;h=g+-56|0;i=c;j=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(j|0));i=g+-16|0;j=d+-16|0;f[i>>2]=0;h=g+-12|0;f[h>>2]=0;f[g+-8>>2]=0;f[i>>2]=f[j>>2];i=d+-12|0;f[h>>2]=f[i>>2];h=d+-8|0;f[g+-8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;g=b+-56|0;b=g}while((c|0)!=(k|0));g=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=b;f[n>>2]=l;f[m>>2]=e;e=g;if((c|0)!=(e|0))do{b=c+-16|0;c=c+-56|0;d=f[b>>2]|0;if(d|0){Dob(b,d);sOb(f[b>>2]|0)}}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Lob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function Mob(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,f=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;f=a+4|0;m=b+12|0;h=a+8|0;l=b+24|0;n[c>>2]=+n[a>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[h>>2]*+n[l>>2];k=b+4|0;j=b+16|0;i=b+28|0;n[c+4>>2]=+n[a>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[h>>2]*+n[i>>2];g=b+8|0;e=b+20|0;d=b+32|0;n[c+8>>2]=+n[a>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[h>>2]*+n[d>>2];h=a+12|0;f=a+16|0;o=a+20|0;n[c+12>>2]=+n[h>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[o>>2]*+n[l>>2];n[c+16>>2]=+n[h>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[o>>2]*+n[i>>2];n[c+20>>2]=+n[h>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[o>>2]*+n[d>>2];o=a+24|0;f=a+28|0;h=a+32|0;n[c+24>>2]=+n[o>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[h>>2]*+n[l>>2];n[c+28>>2]=+n[o>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[h>>2]*+n[i>>2];n[c+32>>2]=+n[o>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[h>>2]*+n[d>>2];h=a+36|0;f=a+40|0;a=a+44|0;n[c+36>>2]=+n[b+36>>2]+(+n[h>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[a>>2]*+n[l>>2]);n[c+40>>2]=+n[b+40>>2]+(+n[h>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[a>>2]*+n[i>>2]);n[c+44>>2]=+n[b+44>>2]+(+n[h>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[a>>2]*+n[d>>2]);return}function Nob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Oob(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Oob(a,b);return}function Oob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Pob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=pOb(120)|0;h=d&1;f[i>>2]=c;d=i+108|0;f[i+112>>2]=0;c=i+116|0;e=i+4|0;g=e+100|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));b[c>>0]=h;f[d>>2]=-1;f[a>>2]=i;return}function Qob(a){a=a|0;var b=0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;Rob(b);sOb(b);return}function Rob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;b=a+96|0;c=f[b>>2]|0;if(c|0){d=f[c>>2]|0;if(d|0){e=c+4|0;if((f[e>>2]|0)!=(d|0))f[e>>2]=d;sOb(d)}sOb(c);f[b>>2]=0}o=a+16|0;mOb(o);n=a+4|0;b=f[n>>2]|0;q=a+8|0;g=f[q>>2]|0;if((b|0)!=(g|0)){do{d=f[b>>2]|0;if(d|0){e=f[d>>2]|0;if(e|0){c=d+4|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e)}sOb(d)}b=b+4|0}while((b|0)!=(g|0));b=f[n>>2]|0;c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-4-b|0)>>>2)<<2)}nOb(o);Sob(a);m=a+112|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);lOb(a+68|0);l=a+48|0;b=f[l>>2]|0;k=a+60|0;c=f[k>>2]|0;e=b+(c>>>10<<2)|0;m=a+52|0;d=f[m>>2]|0;i=d;j=b;if((d|0)==(b|0)){c=0;g=0;h=a+64|0}else{h=a+64|0;g=(f[h>>2]|0)+c|0;c=(f[e>>2]|0)+((c&1023)<<2)|0;g=(f[b+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0}a:while(1){do{if((g|0)==(c|0))break a;c=c+4|0}while((c-(f[e>>2]|0)|0)!=4096);c=e+4|0;e=c;c=f[c>>2]|0}f[h>>2]=0;c=i-j>>2;if(c>>>0>2)do{sOb(f[b>>2]|0);b=(f[l>>2]|0)+4|0;f[l>>2]=b;d=f[m>>2]|0;c=d-b>>2}while(c>>>0>2);switch(c|0){case 1:{c=512;p=25;break}case 2:{c=1024;p=25;break}default:{}}if((p|0)==25)f[k>>2]=c;if((b|0)!=(d|0)){do{sOb(f[b>>2]|0);b=b+4|0}while((b|0)!=(d|0));b=f[l>>2]|0;c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-4-b|0)>>>2)<<2)}b=f[a+44>>2]|0;if(b|0)sOb(b);lOb(o);b=f[n>>2]|0;if(!b)return;c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b);return}function Sob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+68|0;mOb(k);h=a+64|0;b=f[h>>2]|0;if(!b){nOb(k);return}j=a+48|0;c=f[j>>2]|0;l=a+60|0;d=f[l>>2]|0;e=c+(d>>>10<<2)|0;i=a+52|0;if((f[i>>2]|0)==(c|0)){g=0;a=0}else{g=d+b|0;g=(f[c+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0;a=(f[e>>2]|0)+((d&1023)<<2)|0}a:while(1){do{if((g|0)==(a|0))break a;b=f[a>>2]|0;if(b|0){c=f[b>>2]|0;if(c|0){d=b+4|0;if((f[d>>2]|0)!=(c|0))f[d>>2]=c;sOb(c)}sOb(b)}a=a+4|0}while((a-(f[e>>2]|0)|0)!=4096);a=e+4|0;e=a;a=f[a>>2]|0}b=f[j>>2]|0;a=f[l>>2]|0;c=b+(a>>>10<<2)|0;g=f[i>>2]|0;d=g;e=b;if((g|0)==(b|0)){g=0;a=0}else{g=(f[h>>2]|0)+a|0;g=(f[b+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0;a=(f[c>>2]|0)+((a&1023)<<2)|0}b:while(1){do{if((g|0)==(a|0))break b;a=a+4|0}while((a-(f[c>>2]|0)|0)!=4096);a=c+4|0;c=a;a=f[a>>2]|0}f[h>>2]=0;a=d-e>>2;if(a>>>0>2)do{sOb(f[b>>2]|0);b=(f[j>>2]|0)+4|0;f[j>>2]=b;a=(f[i>>2]|0)-b>>2}while(a>>>0>2);switch(a|0){case 1:{a=512;break}case 2:{a=1024;break}default:{nOb(k);return}}f[l>>2]=a;nOb(k);return}function Tob(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;a=d+16|0;mOb(a);b=d+8|0;c=f[b>>2]|0;if((f[d+4>>2]|0)==(c|0)){nOb(a);d=pOb(12)|0;c=pOb(16384)|0;b=c;f[d>>2]=b;f[d+4>>2]=b;f[d+8>>2]=c+16384;return d|0}else{c=c+-4|0;d=f[c>>2]|0;f[b>>2]=c;nOb(a);return d|0}return 0}function Uob(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=f[a>>2]|0;if(!(b[h+116>>0]|0)){c=uob(h,c)|0;return c|0}k=h+68|0;mOb(k);i=h+48|0;a=f[i>>2]|0;l=(f[h+52>>2]|0)-a|0;e=h+60|0;g=f[e>>2]|0;j=h+64|0;d=f[j>>2]|0;if((((l|0)==0?0:(l<<8)+-1|0)|0)==(d+g|0)){Vob(h+44|0);g=f[e>>2]|0;d=f[j>>2]|0;a=f[i>>2]|0}l=d+g|0;f[(f[a+(l>>>10<<2)>>2]|0)+((l&1023)<<2)>>2]=c;f[j>>2]=d+1;nOb(k);l=0;return l|0}function Vob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>1023){f[b>>2]=c+-1024;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;Wob(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;Xob(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;Yob(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function Wob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function Xob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function Yob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function Zob(a){a=a|0;_ob(f[a>>2]|0);return}function _ob(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+112|0;d=f[c>>2]|0;if(!d){d=pOb(8)|0;f[d>>2]=41948;e=pOb(168)|0;f[e>>2]=536870910;f[e+4>>2]=536870910;f[e+8>>2]=268435457;h=e+12|0;g=e+80|0;f[h>>2]=-1;f[h+4>>2]=-1;f[h+8>>2]=-1;f[h+12>>2]=-1;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+96>>2]=1.0;g=e+100|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+116>>2]=1.0;f[e+120>>2]=0;f[e+124>>2]=0;f[e+128>>2]=0;f[e+156>>2]=0;f[e+160>>2]=-1;b[e+164>>0]=0;n[e+132>>2]=3402823466385288598117041.0e14;n[e+136>>2]=3402823466385288598117041.0e14;n[e+140>>2]=3402823466385288598117041.0e14;n[e+144>>2]=-3402823466385288598117041.0e14;n[e+148>>2]=-3402823466385288598117041.0e14;n[e+152>>2]=-3402823466385288598117041.0e14;f[d+4>>2]=e;f[c>>2]=d}e=f[a>>2]|0;c=f[d+4>>2]|0;d=c+164|0;if(b[d>>0]&32)return;Lh[f[(f[e>>2]|0)+8>>2]&255](e,68,69,-2,0);a=b[d>>0]|0;if(a<<24>>24>-1){b[d>>0]=a|-128;Fh[f[(f[e>>2]|0)+36>>2]&255](e,f[c+76>>2]|0,240214,27)}oh[f[(f[e>>2]|0)+12>>2]&1023](e,0);b[d>>0]=b[d>>0]|32;return}function $ob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;a=(f[a>>2]|0)+112|0;e=f[a>>2]|0;if(e|0){e=e+4|0;e=f[e>>2]|0;apb(e,c,d);return}e=pOb(8)|0;f[e>>2]=41948;g=pOb(168)|0;f[g>>2]=536870910;f[g+4>>2]=536870910;f[g+8>>2]=268435457;i=g+12|0;h=g+80|0;f[i>>2]=-1;f[i+4>>2]=-1;f[i+8>>2]=-1;f[i+12>>2]=-1;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[g+96>>2]=1.0;h=g+100|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[g+116>>2]=1.0;f[g+120>>2]=0;f[g+124>>2]=0;f[g+128>>2]=0;f[g+156>>2]=0;f[g+160>>2]=-1;b[g+164>>0]=0;n[g+132>>2]=3402823466385288598117041.0e14;n[g+136>>2]=3402823466385288598117041.0e14;n[g+140>>2]=3402823466385288598117041.0e14;n[g+144>>2]=-3402823466385288598117041.0e14;n[g+148>>2]=-3402823466385288598117041.0e14;n[g+152>>2]=-3402823466385288598117041.0e14;f[e+4>>2]=g;f[a>>2]=e;e=e+4|0;e=f[e>>2]|0;apb(e,c,d);return}function apb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0;q=a+80|0;r=a+92|0;if(!(f[r>>2]|0)){h=a+84|0;g=h;o=q;h=f[h>>2]|0}else{g=a+88|0;nob(q,f[g>>2]|0);f[g>>2]=0;g=a+84|0;h=f[g>>2]|0;if(h|0){e=0;do{f[(f[q>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(h|0))}f[r>>2]=0;o=q}m=(h|0)==0;a:do if(m){e=0;p=23}else{l=h+-1|0;j=(l&h|0)==0;if(j)e=l&-156451835;else if(h>>>0>4138515461)e=-156451835;else e=4138515461%(h>>>0)|0;i=f[(f[q>>2]|0)+(e<<2)>>2]|0;if(!i)p=23;else{if(j)while(1){i=f[i>>2]|0;if(!i){p=23;break a}j=f[i+4>>2]|0;if(!((j|0)==-156451835|(j&l|0)==(e|0))){p=23;break a}if((f[i+8>>2]|0)==-2)break a}do{i=f[i>>2]|0;if(!i){p=23;break a}j=f[i+4>>2]|0;if((j|0)!=-156451835){if(j>>>0>=h>>>0)j=(j>>>0)%(h>>>0)|0;if((j|0)!=(e|0)){p=23;break a}}}while((f[i+8>>2]|0)!=-2)}}while(0);if((p|0)==23){i=pOb(64)|0;f[i+8>>2]=-2;f[i+12>>2]=-2;l=i+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[i+36>>2]=1.0;l=i+40|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[i+56>>2]=1.0;b[i+60>>0]=0;f[i+4>>2]=-156451835;f[i>>2]=0;k=+n[a+96>>2];do if(m|k*+(h>>>0)<1.0){e=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;m=~~+W(+(1.0/k))>>>0;qob(o,e>>>0<m>>>0?m:e);e=f[g>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&-156451835;break}if(e>>>0>4138515461){h=e;e=-156451835}else{h=e;e=4138515461%(e>>>0)|0}}while(0);g=(f[q>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=a+88|0;f[i>>2]=f[e>>2];f[e>>2]=i;f[g>>2]=e;e=f[i>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[q>>2]|0)+(e<<2)|0;p=36}}else{f[i>>2]=f[e>>2];p=36}if((p|0)==36)f[e>>2]=i;f[r>>2]=(f[r>>2]|0)+1}i=a+112|0;if(f[i>>2]|0){g=a+108|0;e=f[g>>2]|0;if(e|0)do{r=e;e=f[e>>2]|0;sOb(r)}while((e|0)!=0);f[g>>2]=0;g=f[a+104>>2]|0;if(g|0){h=a+100|0;e=0;do{f[(f[h>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(g|0))}f[i>>2]=0}i=f[a+120>>2]|0;j=a+124|0;e=f[j>>2]|0;if((e|0)!=(i|0))do{g=e+-12|0;f[j>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;if((f[e>>2]|0)!=(h|0))f[e>>2]=h;sOb(h);e=f[j>>2]|0}}while((e|0)!=(i|0));h=a+164|0;i=b[h>>0]&34;b[h>>0]=i;f[a+160>>2]=-1;if(!d){d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}if(!(zBb(42004,d,48)|0)){d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}j=a+28|0;e=d;g=j+48|0;do{f[j>>2]=f[e>>2];j=j+4|0;e=e+4|0}while((j|0)<(g|0));b[h>>0]=i|4;d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}function bpb(a){a=a|0;var b=0,c=0,d=0,e=0;d=u;u=u+16|0;c=d;b=f[a>>2]|0;a=b+68|0;mOb(a);b=b+64|0;e=(f[b>>2]|0)==0;nOb(a);if(e){u=d;return}do{e=c;f[e>>2]=1e6;f[e+4>>2]=0;dPb(c);mOb(a);e=(f[b>>2]|0)==0;nOb(a)}while(!e);u=d;return}function cpb(a){a=a|0;var c=0,d=0,e=0,g=0;a=(f[a>>2]|0)+112|0;c=f[a>>2]|0;if(c|0){a=c;a=a+4|0;a=f[a>>2]|0;a=a+8|0;c=f[a>>2]|0;d=c+1|0;f[a>>2]=d;return c|0}c=pOb(8)|0;f[c>>2]=41948;d=pOb(168)|0;f[d>>2]=536870910;f[d+4>>2]=536870910;f[d+8>>2]=268435457;g=d+12|0;e=d+80|0;f[g>>2]=-1;f[g+4>>2]=-1;f[g+8>>2]=-1;f[g+12>>2]=-1;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[d+96>>2]=1.0;e=d+100|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[d+116>>2]=1.0;f[d+120>>2]=0;f[d+124>>2]=0;f[d+128>>2]=0;f[d+156>>2]=0;f[d+160>>2]=-1;b[d+164>>0]=0;n[d+132>>2]=3402823466385288598117041.0e14;n[d+136>>2]=3402823466385288598117041.0e14;n[d+140>>2]=3402823466385288598117041.0e14;n[d+144>>2]=-3402823466385288598117041.0e14;n[d+148>>2]=-3402823466385288598117041.0e14;n[d+152>>2]=-3402823466385288598117041.0e14;f[c+4>>2]=d;f[a>>2]=c;c=c+4|0;c=f[c>>2]|0;c=c+8|0;d=f[c>>2]|0;a=d+1|0;f[c>>2]=a;return d|0}function dpb(a){a=a|0;return f[(f[a>>2]|0)+112>>2]|0}function epb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0;l=c;k=f[l+4>>2]|0;c=a;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[a+8>>2]=b;c=a+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;c=pOb(40)|0;f[a+24>>2]=c;f[a+32>>2]=c+40;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;b=c+20|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[a+28>>2]=c+40;f[a+36>>2]=0;f[a+40>>2]=g;j=+n[d>>2]*.5+ +n[e>>2]*.5;n[a+44>>2]=j;c=d+4|0;i=+n[c>>2]*.5+ +n[e+4>>2]*.5;n[a+48>>2]=i;g=d+8|0;h=+n[g>>2]*.5+ +n[e+8>>2]*.5;n[a+52>>2]=h;j=j-+n[d>>2];n[a+56>>2]=j;i=i-+n[c>>2];n[a+60>>2]=i;h=h-+n[g>>2];n[a+64>>2]=h;n[a+68>>2]=j*j+(i*i+h*h);return}function fpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=b;c=f[e+4>>2]|0;d=a;f[d>>2]=f[e>>2];f[d+4>>2]=c;f[a+8>>2]=f[b+8>>2];d=a+12|0;c=b+12|0;f[d>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[d>>2]=f[c>>2];d=b+16|0;f[e>>2]=f[d>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[c>>2]=0;c=a+24|0;d=b+24|0;f[c>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[c>>2]=f[d>>2];c=b+28|0;f[e>>2]=f[c>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[c>>2]=0;f[d>>2]=0;d=b+36|0;c=f[d>>2]|0;f[d>>2]=0;f[a+36>>2]=c;f[a+40>>2]=f[b+40>>2];f[a+44>>2]=f[b+44>>2];f[a+48>>2]=f[b+48>>2];f[a+52>>2]=f[b+52>>2];f[a+56>>2]=f[b+56>>2];f[a+60>>2]=f[b+60>>2];f[a+64>>2]=f[b+64>>2];f[a+68>>2]=f[b+68>>2];return}function gpb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0.0,p=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+96|0;C=D+64|0;r=D+68|0;q=D;f[C>>2]=c;qJa(c,a,r);p=f[c+4>>2]|0;B=a+40|0;do if(!((f[B>>2]|0)==0|g^1)){if(!e)if(b[(f[p+44>>2]|0)+148>>0]&1)break;if(!(Dpb()|0)){l=p+44|0;m=f[l>>2]|0;c=f[m+52>>2]|0;y=r+16|0;f[y>>2]=c;g=(f[m+28>>2]|0)==0;do if(!(f[m+24>>2]|0)){h=(f[m+32>>2]|0)==0;if(!g){if(!h){A=20;break}c=c|2097152;f[y>>2]=c;A=20;break}if(!h){c=c|4194304;f[y>>2]=c;A=20;break}c=f[a+24>>2]|0;g=c+8|0;h=f[g>>2]|0;if((h|0)==(f[c+12>>2]|0)){rcb(c+4|0,C);break}else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4;break}}else if(g)if(!(f[m+32>>2]|0)){c=c|1048576;f[y>>2]=c;A=20}else A=20;else A=20;while(0);do if((A|0)==20){if(ALa(m+68|0)|0)if(!(f[(f[l>>2]|0)+52>>2]&131072))if(!(Pg[f[(f[p>>2]|0)+8>>2]&1023](p)|0)){z=(f[l>>2]|0)+148|0;b[z>>0]=b[z>>0]|1;iJa(q,f[C>>2]|0);t=+n[q>>2];v=+n[q+20>>2];x=+n[q+40>>2];w=+n[q+36>>2];i=+n[q+24>>2];j=+n[q+16>>2];k=+n[q+4>>2];o=+n[q+8>>2];s=+n[q+32>>2];if(s*(i*k-v*o)+(t*(v*x-w*i)-j*(x*k-w*o))<0.0){c=c|262144;f[y>>2]=c}t=t*t+(k*k+o*o);o=j*j+(v*v+i*i);i=s*s+(w*w+x*x);j=(t+0.0+o+i)*.3333333432674408;k=j*9.999999747378752e-05;if(+K(+(t-j))>k)A=33;else if(+K(+(o-j))>k)A=33;else if(+K(+(i-j))>k)A=33;if((A|0)==33)f[y>>2]=c|524288;g=f[C>>2]|0;f[r>>2]=f[g+36>>2];f[r+4>>2]=f[g+44>>2];f[r+8>>2]=f[g+52>>2];f[r+12>>2]=f[g+108>>2];g=a+36|0;c=f[g>>2]|0;if(!c){c=pOb(20)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;f[g>>2]=c}r=ipb(c,r)|0;z=ihb()|0;z=z>>>((f[y>>2]|0)>>>19&1);q=a+24|0;if(!(f[r>>2]|0)){c=a+28|0;g=f[c>>2]|0;f[r>>2]=(g-(f[q>>2]|0)|0)/20|0;if((f[a+32>>2]|0)>>>0>g>>>0){y=g;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;y=(f[c>>2]|0)+20|0;f[c>>2]=y;c=y}else{jpb(q);c=f[c>>2]|0}l=c+-16|0;m=c+-8|0;p=f[l>>2]|0;if((f[m>>2]|0)-p>>2>>>0<z>>>0){c=c+-12|0;if(z>>>0>1073741823)vd();g=(f[c>>2]|0)-p|0;h=pOb(z<<2)|0;if((g|0)>0)bQb(h|0,p|0,g|0)|0;f[l>>2]=h;f[c>>2]=h+(g>>2<<2);f[m>>2]=h+(z<<2);if(p|0)sOb(p)}}h=f[r>>2]|0;g=f[a+24>>2]|0;y=f[(f[(f[(f[C>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;if((f[g+(h*20|0)+8>>2]|0)-(f[g+(h*20|0)+4>>2]|0)>>2>>>0<z>>>0){c=r+4|0;if(((f[c>>2]|0)+y|0)>>>0>65536)A=50;else h=g+(h*20|0)|0}else{c=r+4|0;A=50}do if((A|0)==50){kpb(a,d,h);g=a+28|0;h=f[g>>2]|0;f[r>>2]=(h-(f[q>>2]|0)|0)/20|0;f[c>>2]=0;if((f[a+32>>2]|0)>>>0>h>>>0){A=h;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;A=(f[g>>2]|0)+20|0;f[g>>2]=A;g=A}else{jpb(q);g=f[g>>2]|0}h=g+-20|0;p=g+-16|0;q=g+-8|0;r=f[p>>2]|0;if((f[q>>2]|0)-r>>2>>>0<z>>>0){g=g+-12|0;if(z>>>0>1073741823)vd();l=(f[g>>2]|0)-r|0;m=pOb(z<<2)|0;if((l|0)>0)bQb(m|0,r|0,l|0)|0;f[p>>2]=m;f[g>>2]=m+(l>>2<<2);f[q>>2]=m+(z<<2);if(!r)break;sOb(r)}}while(0);f[c>>2]=(f[c>>2]|0)+y;c=h+8|0;g=f[c>>2]|0;if((g|0)==(f[h+12>>2]|0))rcb(h+4|0,C);else{f[g>>2]=f[C>>2];f[c>>2]=(f[c>>2]|0)+4}C=(f[B>>2]|0)+-1|0;f[B>>2]=C;if(C|0)break;hpb(a,d,e);break}c=f[a+24>>2]|0;g=c+28|0;h=f[g>>2]|0;if((h|0)==(f[c+32>>2]|0))rcb(c+24|0,C);else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4}C=(f[B>>2]|0)+-1|0;f[B>>2]=C;if(!C)hpb(a,d,e)}while(0);u=D;return}}while(0);c=f[a+24>>2]|0;g=c+28|0;h=f[g>>2]|0;if((h|0)==(f[c+32>>2]|0)){rcb(c+24|0,C);u=D;return}else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4;u=D;return}}function hpb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+24|0;g=f[l>>2]|0;h=g+4|0;m=f[h>>2]|0;i=g+8|0;k=f[i>>2]|0;d=m;e=k;if((m|0)!=(k|0)){f[h>>2]=0;f[i>>2]=0;h=g+12|0;k=f[h>>2]|0;f[h>>2]=0;h=e-d>>2;a:do if(h){g=0;do{while(1){i=m+(g<<2)|0;j=f[i>>2]|0;n=f[(f[j+4>>2]|0)+44>>2]|0;if((f[n+32>>2]|0)!=(0-((f[n+24>>2]|0)+(f[n+28>>2]|0))|0))break;g=g+1|0;if(g>>>0>=h>>>0)break a}gpb(a,j,b,c,1);e=e+-4|0;h=f[i>>2]|0;f[i>>2]=f[e>>2];f[e>>2]=h;h=e-d>>2}while(g>>>0<h>>>0)}while(0);if((m|0)!=(e|0)){m=f[l>>2]|0;l=m+4|0;n=f[l>>2]|0;f[l>>2]=d;f[m+8>>2]=e;f[m+12>>2]=k;d=n}if(d|0)sOb(d)}if(f[a+40>>2]|0)return;g=a+36|0;e=f[g>>2]|0;if(!e)return;d=f[e+8>>2]|0;if(!d)f[g>>2]=0;else{do{kpb(a,b,f[d+28>>2]|0);d=f[d>>2]|0}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(!d)return;else e=d}d=f[e+8>>2]|0;if(d|0)do{n=d;d=f[d>>2]|0;sOb(n)}while((d|0)!=0);d=f[e>>2]|0;f[e>>2]=0;if(d|0)sOb(d);sOb(e);return}function ipb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;k=f[b>>2]|0;s=X(k,1540483477)|0;s=(X(s>>>24^s,1540483477)|0)^1866966612;s=X(s>>>13^s,1540483477)|0;s=s>>>15^s;l=f[b+4>>2]|0;m=X(l,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;s=(s<<6)+-1640531527+(s>>>2)+(m>>>15^m)^s;m=f[b+8>>2]|0;o=X(m,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;s=(o>>>15^o)+-1640531527+(s<<6)+(s>>>2)^s;o=f[b+12>>2]|0;j=X(o,1540483477)|0;j=(X(j>>>24^j,1540483477)|0)^1866966612;j=X(j>>>13^j,1540483477)|0;s=(j>>>15^j)+-1640531527+(s<<6)+(s>>>2)^s;j=f[b+16>>2]|0;s=j+-1640531527+(s<<6)+(s>>>2)^s;q=a+4|0;h=f[q>>2]|0;r=(h|0)==0;a:do if(r)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)p=s&i;else if(s>>>0<h>>>0)p=s;else p=(s>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(p<<2)>>2]|0;if(!c)c=p;else{c=f[c>>2]|0;if(!c)c=p;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(s|0)|(d&i|0)==(p|0))){c=p;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(l|0))if((f[c+16>>2]|0)==(m|0))if((f[c+20>>2]|0)==(o|0))if((f[c+24>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=p;break a}}a=c+28|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(s|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(p|0)){c=p;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(l|0))if((f[c+16>>2]|0)==(m|0))if((f[c+20>>2]|0)==(o|0))if((f[c+24>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=p;break a}}a=c+28|0;return a|0}}}while(0);j=pOb(36)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[i+12>>2]=f[b+12>>2];f[i+16>>2]=f[b+16>>2];f[j+28>>2]=0;f[j+32>>2]=0;f[j+4>>2]=s;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(r|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;upb(a,c>>>0<d>>>0?d:c);c=f[q>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&s;break}if(s>>>0<c>>>0){h=c;c=s}else{h=c;c=(s>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;t=39}}else{f[j>>2]=f[c>>2];t=39}if((t|0)==39)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+28|0;return a|0}function jpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=a+4|0;j=f[k>>2]|0;c=f[a>>2]|0;h=(j-c|0)/20|0;d=h+1|0;b=c;e=j;if(d>>>0>214748364)AMb(a);l=a+8|0;c=((f[l>>2]|0)-c|0)/20|0;g=c<<1;g=c>>>0<107374182?(g>>>0<d>>>0?d:g):214748364;do if(!g)i=0;else if(g>>>0>214748364)vd();else{i=pOb(g*20|0)|0;break}while(0);c=i+(h*20|0)|0;d=c;g=i+(g*20|0)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;h=c+20|0;if((e|0)==(b|0))e=j;else{do{j=e;e=e+-20|0;m=f[e>>2]|0;f[e>>2]=0;f[c+-20>>2]=m;m=c+-16|0;i=j+-16|0;f[m>>2]=0;n=c+-12|0;f[n>>2]=0;f[c+-8>>2]=0;f[m>>2]=f[i>>2];m=j+-12|0;f[n>>2]=f[m>>2];n=j+-8|0;f[c+-8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[i>>2]=0;f[c+-4>>2]=f[j+-4>>2];c=d+-20|0;d=c}while((e|0)!=(b|0));e=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=d;f[k>>2]=h;f[l>>2]=g;c=e;if((b|0)!=(c|0))do{b=b+-20|0;UFa(b)}while((b|0)!=(c|0));if(!e)return;sOb(e);return}function kpb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}j=f[c>>2]|0;i=f[c+4>>2]|0;if(i|0)hOb(i);h=f[64717]|0;g=f[64716]|0;k=h-g|0;c=f[64719]|0;e=f[64720]|0;if((((k|0)==0?0:(k<<6)+-1|0)|0)==(e+c|0)){lpb(258860);c=f[64719]|0;e=f[64720]|0;h=f[64717]|0;g=f[64716]|0}c=e+c|0;if((h|0)==(g|0))c=0;else c=(f[g+(c>>>8<<2)>>2]|0)+((c&255)<<4)|0;f[c>>2]=j;f[c+4>>2]=i;f[c+8>>2]=a;f[c+12>>2]=d;f[64720]=(f[64720]|0)+1;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if((f[64720]|0)!=1)return;Hha(961,0,4);return}function lpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>255){f[b>>2]=c+-256;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;rpb(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;spb(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;tpb(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function mpb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0;if(!a)return;e=+Gha();do{if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if(!(f[64720]|0))break;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}c=f[64719]|0;a=f[(f[64716]|0)+(c>>>8<<2)>>2]|0;c=c&255;g=f[a+(c<<4)+4>>2]|0;h=(g|0)==0;if(!h)hOb(g);i=f[a+(c<<4)+8>>2]|0;d=f[a+(c<<4)+12>>2]|0;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}a=f[64719]|0;c=f[(f[(f[64716]|0)+(a>>>8<<2)>>2]|0)+((a&255)<<4)+4>>2]|0;if(c){jOb(c);a=f[64719]|0}f[64720]=(f[64720]|0)+-1;c=a+1|0;f[64719]=c;if(c>>>0>511){sOb(f[f[64716]>>2]|0);f[64716]=(f[64716]|0)+4;f[64719]=(f[64719]|0)+-256}if(!h){if((f[g+4>>2]|0)!=-1)npb(i,d);jOb(g)}}while(+Gha()-e<20.0);if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if(f[64720]|0){Hha(961,0,4);return}if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}opb(258860);return}function npb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;w=0;y=u;u=u+1776|0;x=f[(a+24|0)>>2]|0;if((((f[a+28>>2]|0)-x|0)/20|0)>>>0<=b>>>0){u=y;return}c=f[(x+(b*20|0)+4|0)>>2]|0;g=f[(x+(b*20|0)+8|0)>>2]|0;a:do if((c|0)==(g|0)){e=c;w=5}else while(1){v=f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0;if((f[v+32>>2]|0)==(0-((f[v+24>>2]|0)+(f[v+28>>2]|0))|0)){e=c;w=5;break a}c=c+4|0;if((c|0)==(g|0)){d=g;i=g;l=g;break}}while(0);if((w|0)==5){d=e;if((e|0)==(g|0)){i=g;l=g}else{c=d;b:while(1){do{e=c+4|0;c=e;if((e|0)==(g|0))break b;e=f[e>>2]|0;v=f[(f[e+4>>2]|0)+44>>2]|0}while((f[v+32>>2]|0)==(0-((f[v+24>>2]|0)+(f[v+28>>2]|0))|0));f[d>>2]=e;d=d+4|0}l=f[(x+(b*20|0)+8|0)>>2]|0;i=l}}k=d;if((l|0)==(k|0))c=l;else{i=d;g=k;while(1){c=f[(a+24|0)>>2]|0;e=f[(c+8|0)>>2]|0;if((e|0)==(f[c+12>>2]|0))rcb(c+4|0,g);else{f[e>>2]=f[i>>2];f[(c+8|0)>>2]=(f[(c+8|0)>>2]|0)+4}c=g+4|0;if((l|0)==(c|0))break;else{i=c;g=c}}i=f[(x+(b*20|0)+8|0)>>2]|0;c=i}g=f[(x+(b*20|0)+4|0)>>2]|0;g=g+(d-g>>2<<2)|0;if((c|0)==(k|0)){g=x+(b*20|0)+8|0;c=i}else{c=g+(c-d>>2<<2)|0;e=i-c|0;if(!(e>>2)){c=i;d=i}else{cQb(g|0,c|0,e|0)|0;d=f[(x+(b*20|0)+8|0)>>2]|0;c=d}if((d|0)==(g+(e>>2<<2)|0|0))g=x+(b*20|0)+8|0;else{c=d+(~((d+-4-(g+(e>>2<<2)|0)|0)>>>2)<<2)|0;f[(x+(b*20|0)+8|0)>>2]=c;g=x+(b*20|0)+8|0}}e=f[(x+(b*20|0)+4|0)>>2]|0;c=c-e|0;if((f[(x+(b*20|0)+12|0)>>2]|0)-e>>2>>>0>c>>2>>>0){do if(!(c>>2)){m=0;o=0}else if(c>>2>>>0>1073741823)vd();else{o=pOb(c)|0;m=o;break}while(0);d=m+(c>>2<<2)|0;if((c|0)>0)bQb(o|0,e|0,c|0)|0;f[(x+(b*20|0)+4|0)>>2]=m;f[g>>2]=d;f[(x+(b*20|0)+12|0)>>2]=d;if(e|0)sOb(e)}if(f[(x+(b*20|0)|0)>>2]|0){u=y;return}if((f[g>>2]|0)-(f[(x+(b*20|0)+4|0)>>2]|0)>>2>>>0<2){u=y;return}v=pOb(68)|0;mMa(v);f[(v+56|0)>>2]=0;f[(v+60|0)>>2]=0;f[(v+64|0)>>2]=0;f[(x+(b*20|0)+16|0)>>2]=0;c=f[g>>2]|0;d=f[(x+(b*20|0)+4|0)>>2]|0;do if(!(c-d>>2)){q=d;p=c}else if(c-d>>2>>>0>357913941)vd();else{q=pOb((c-d>>2)*12|0)|0;f[(v+56|0)>>2]=q;f[(v+60|0)>>2]=q;f[(v+64|0)>>2]=q+((c-d>>2)*12|0);q=f[(x+(b*20|0)+4|0)>>2]|0;p=f[g>>2]|0;break}while(0);t=p-q>>2;c:do if(!t){r=0;g=0;d=0;e=0;c=0;i=0;k=0;l=0}else{p=0;r=0;d=0;e=0;h=0.0;s=0;c=0;g=q;i=0;k=0;l=0;while(1){q=f[g+(s<<2)>>2]|0;a=(f[q+4>>2]|0)+44|0;o=f[a>>2]|0;m=f[o+108>>2]|0;o=ALa(o+68|0)|0;g=f[a>>2]|0;z=f[g+24>>2]|0;f[(y+60|0)>>2]=z;i=i+z|0;z=f[g+28>>2]|0;f[((y+60|0)+4|0)>>2]=z;k=k+z|0;g=f[g+32>>2]|0;f[((y+60|0)+8|0)>>2]=g;l=l+g|0;g=f[(v+60|0)>>2]|0;if((g|0)==(f[(v+64|0)>>2]|0))ppb(v+56|0,y+60|0);else{f[g>>2]=f[(y+60|0)>>2];f[g+4>>2]=f[(y+60|0)+4>>2];f[g+8>>2]=f[(y+60|0)+8>>2];f[(v+60|0)>>2]=(f[(v+60|0)>>2]|0)+12}p=m+p|0;a=(zLa((f[a>>2]|0)+68|0)|0)+r|0;d=o+d|0;e=m>>>0<e>>>0?e:m;c=o>>>0>c>>>0?o:c;if(!((f[(q+200|0)>>2]&16777216|0)==0&0==0))MJa(q);j=+n[(q+152|0)>>2];if(j>h){if((f[(q+200|0)>>2]&16777216|0)==0&0==0)h=j;else{MJa(q);h=+n[(q+152|0)>>2]}f[(x+(b*20|0)+16|0)>>2]=s}g=s+1|0;if((g|0)==(t|0)){r=p;g=a;break c}r=a;s=g;g=f[(x+(b*20|0)+4|0)>>2]|0}}while(0);q=d<<1;m=c<<1;p=cvb()|0;p=p?4:1;a=X(p,e)|0;a=qOb(a>>>0<m>>>0?m:a)|0;m=f[64754]|0;o=f[64755]|0;f[(y+60|0)>>2]=0;f[((y+60|0)+4|0)>>2]=0;f[(y+56|0)>>2]=0;deb($db()|0,g<<2,y+60|0,y+56|0,64);c=f[(y+60|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Yvb(258928,c)|0;c=f[(x+(b*20|0)+4|0)>>2]|0;e=f[(x+(b*20|0)+8|0)>>2]|0;if((c|0)!=(e|0)){d=f[(y+56|0)>>2]|0;do{z=(f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0)+68|0;ELa(z,d,y+60|0)|0;d=((zLa(z)|0)<<2)+d|0;c=c+4|0}while((c|0)!=(e|0))}f[(y+48|0)>>2]=0;d=(y+48|0)+4|0;f[d>>2]=0;f[(y+40|0)>>2]=0;if(Apb()|0)w=58;else if(Bpb()|0)w=58;else deb($db()|0,X(p,r)|0,y+48|0,y+40|0,64);if((w|0)==58){iub(y+32|0,34962);c=f[(y+32|0)>>2]|0;z=f[((y+32|0)+4|0)>>2]|0;f[(y+32|0)>>2]=0;f[((y+32|0)+4|0)>>2]=0;f[(y+48|0)>>2]=c;c=f[d>>2]|0;f[d>>2]=z;if(c|0){iOb(c);c=f[((y+32|0)+4|0)>>2]|0;if(c|0)iOb(c)}nub(f[(y+48|0)>>2]|0,X(p,r)|0,0,35044)}c=f[(y+48|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Yvb(258928,c)|0;f[y+104>>2]=b;f[y+528>>2]=x;f[y+568>>2]=v;f[y+616>>2]=q;f[y+640>>2]=p;f[y+656>>2]=a;f[y+664>>2]=m;f[y+672>>2]=o;f[y+904>>2]=d;f[y+1e3>>2]=i;f[y+1016>>2]=k;f[y+1264>>2]=l;f[y+1704>>2]=0;f[y+1708>>2]=0;cqb(y);G=f[y+1704>>2]|0;D=f[y+1708>>2]|0;H=+n[y+1708>>2];f[y+1704>>2]=0;f[y+1708>>2]=0;if((G|0)==5)return}function opb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=a+20|0;g=f[e>>2]|0;if(!g){d=a+8|0;b=f[d>>2]|0;e=a+4|0;if((b|0)!=(f[e>>2]|0)){do{sOb(f[b+-4>>2]|0);b=(f[d>>2]|0)+-4|0;f[d>>2]=b;c=b}while((f[e>>2]|0)!=(c|0));b=c}f[a+16>>2]=0;h=b;g=b}else{b=a+16|0;d=f[b>>2]|0;c=a+4|0;if(d>>>0>255){sOb(f[f[c>>2]>>2]|0);h=(f[c>>2]|0)+4|0;f[c>>2]=h;d=(f[b>>2]|0)+-256|0;f[b>>2]=d;i=c;c=f[e>>2]|0}else{i=c;h=f[c>>2]|0;c=g}b=a+8|0;g=f[b>>2]|0;m=g-h|0;if((((m|0)==0?0:(m<<6)+-1|0)-(c+d)|0)>>>0>255){sOb(f[g+-4>>2]|0);g=(f[b>>2]|0)+-4|0;f[b>>2]=g;d=b;e=i;h=f[i>>2]|0}else{d=b;e=i}}m=a+12|0;l=f[a>>2]|0;c=g-h|0;i=c>>2;j=h;k=g;b=l;if((f[m>>2]|0)-l>>2>>>0<=i>>>0)return;do if(!i)n=0;else if(i>>>0>1073741823)vd();else{n=pOb(c)|0;break}while(0);l=n;i=n+(i<<2)|0;if((j|0)==(k|0))c=h;else{g=n;c=l;b=j;while(1){f[g>>2]=f[b>>2];c=c+4|0;b=b+4|0;if((b|0)==(k|0))break;else g=c}c=f[e>>2]|0;g=f[d>>2]|0;b=f[a>>2]|0}f[a>>2]=l;f[e>>2]=l;f[d>>2]=n+(g-c>>2<<2);f[m>>2]=i;if(!b)return;sOb(b);return}function ppb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function qpb(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;g=f[n>>2]|0;c=f[a>>2]|0;k=(g-c|0)/28|0;e=k+1|0;i=c;if(e>>>0>153391689)AMb(a);m=a+8|0;l=((f[m>>2]|0)-c|0)/28|0;h=l<<1;h=l>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)j=0;else if(h>>>0>153391689)vd();else{j=pOb(h*28|0)|0;break}while(0);c=j+(k*28|0)|0;e=c;l=j+(h*28|0)|0;f[c>>2]=f[b>>2];h=f[b+4>>2]|0;f[j+(k*28|0)+4>>2]=h;if(!h)h=i;else{gOb(h);g=f[n>>2]|0;h=f[a>>2]|0}i=j+(k*28|0)+8|0;k=b+8|0;f[i>>2]=f[k>>2];f[i+4>>2]=f[k+4>>2];f[i+8>>2]=f[k+8>>2];f[i+12>>2]=f[k+12>>2];d[i+16>>1]=d[k+16>>1]|0;i=c+28|0;if((g|0)==(h|0)){h=g;c=g}else{do{j=g;g=g+-28|0;f[c+-28>>2]=f[g>>2];k=j+-24|0;f[c+-24>>2]=f[k>>2];f[g>>2]=0;f[k>>2]=0;k=c+-20|0;j=j+-20|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];d[k+16>>1]=d[j+16>>1]|0;c=e+-28|0;e=c}while((g|0)!=(h|0));h=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=e;f[n>>2]=i;f[m>>2]=l;g=h;if((c|0)!=(g|0))do{e=f[c+-24>>2]|0;c=c+-28|0;if(e|0)iOb(e)}while((c|0)!=(g|0));if(!h)return;sOb(h);return}function rpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function spb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function tpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function upb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){vpb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;vpb(a,b);return}function vpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();q=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=q;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;p=b+-1|0;q=(p&b|0)==0;if(q)c=c&p;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){o=d;b:while(1){c:do if(q){d=e;while(1){n=f[d+4>>2]&p;if((n|0)==(c|0))break c;e=(f[a>>2]|0)+(n<<2)|0;if(!(f[e>>2]|0)){c=n;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;if((f[l>>2]|0)!=(f[h+20>>2]|0))break d;if((f[m>>2]|0)!=(f[h+24>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{r=h;h=e;e=r}}}while(0);f[o>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(n<<2)>>2]>>2];f[f[(f[a>>2]|0)+(n<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)n=e;else n=(e>>>0)%(b>>>0)|0;if((n|0)==(c|0))break c;e=(f[a>>2]|0)+(n<<2)|0;if(!(f[e>>2]|0)){c=n;break b}i=d+12|0;j=d+16|0;k=d+20|0;l=d+24|0;h=f[d>>2]|0;e:do if(!h)e=d;else{m=f[d+8>>2]|0;e=d;while(1){if((m|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;if((f[k>>2]|0)!=(f[h+20>>2]|0))break e;if((f[l>>2]|0)!=(f[h+24>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{r=h;h=e;e=r}}}while(0);f[o>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(n<<2)>>2]>>2];f[f[(f[a>>2]|0)+(n<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}while(0);e=f[d>>2]|0;if(!e){c=45;break a}else{g=d;o=d}}f[e>>2]=o;e=f[d>>2]|0;if(!e){c=45;break}else g=d}if((c|0)==45)return}function wpb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;d=u;u=u+48|0;p=d+36|0;o=d+24|0;s=d+12|0;e=d;g=f[c+12>>2]|0;k=+n[b+44>>2];h=+n[b+56>>2];n[s>>2]=k-h;l=+n[b+48>>2];i=+n[b+60>>2];n[s+4>>2]=l-i;m=+n[b+52>>2];j=+n[b+64>>2];n[s+8>>2]=m-j;n[e>>2]=k+h;n[e+4>>2]=l+i;n[e+8>>2]=m+j;KJa(s,e,g,p,o);e=pOb(72)|0;s=f[b+8>>2]|0;q=f[b+40>>2]|0;v=b;t=f[v+4>>2]|0;r=e;f[r>>2]=f[v>>2];f[r+4>>2]=t;f[e+8>>2]=s;s=e+12|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;s=pOb(40)|0;f[e+24>>2]=s;r=s+40|0;f[e+32>>2]=r;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;s=s+20|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[e+28>>2]=r;f[e+36>>2]=0;f[e+40>>2]=q;j=+n[p>>2];m=j*.5+ +n[o>>2]*.5;n[e+44>>2]=m;i=+n[p+4>>2];l=i*.5+ +n[o+4>>2]*.5;n[e+48>>2]=l;h=+n[p+8>>2];k=h*.5+ +n[o+8>>2]*.5;n[e+52>>2]=k;j=m-j;n[e+56>>2]=j;i=l-i;n[e+60>>2]=i;h=k-h;n[e+64>>2]=h;n[e+68>>2]=j*j+(i*i+h*h);f[a>>2]=e;xpb(b,c,g,e);u=d;return}function xpb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0,I=0,J=0;A=u;u=u+48|0;v=A+36|0;w=A+24|0;x=A+12|0;y=A;z=d+12|0;e=a+12|0;p=a+16|0;B2a(z,((f[p>>2]|0)-(f[e>>2]|0)|0)/72|0);e=f[e>>2]|0;p=f[p>>2]|0;if((e|0)==(p|0)){u=A;return}q=x+4|0;r=x+8|0;s=y+4|0;t=y+8|0;m=a+8|0;o=d+16|0;h=d+20|0;i=v+4|0;j=w+4|0;k=v+8|0;l=w+8|0;do{G=+n[e+44>>2];F=+n[e+56>>2];n[x>>2]=G-F;E=+n[e+48>>2];D=+n[e+60>>2];n[q>>2]=E-D;C=+n[e+52>>2];B=+n[e+64>>2];n[r>>2]=C-B;n[y>>2]=G+F;n[s>>2]=E+D;n[t>>2]=C+B;KJa(x,y,c,v,w);a=f[m>>2]|0;d=e+40|0;g=f[o>>2]|0;if(g>>>0<(f[h>>2]|0)>>>0){d=f[d>>2]|0;J=e;I=f[J+4>>2]|0;H=g;f[H>>2]=f[J>>2];f[H+4>>2]=I;f[g+8>>2]=a;H=g+12|0;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;H=pOb(40)|0;f[g+24>>2]=H;a=H+40|0;f[g+32>>2]=a;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;f[H+12>>2]=0;H=H+20|0;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;f[H+12>>2]=0;f[g+28>>2]=a;f[g+36>>2]=0;f[g+40>>2]=d;E=+n[v>>2];B=E*.5+ +n[w>>2]*.5;n[g+44>>2]=B;F=+n[i>>2];C=F*.5+ +n[j>>2]*.5;n[g+48>>2]=C;G=+n[k>>2];D=G*.5+ +n[l>>2]*.5;n[g+52>>2]=D;E=B-E;n[g+56>>2]=E;F=C-F;n[g+60>>2]=F;G=D-G;n[g+64>>2]=G;n[g+68>>2]=E*E+(F*F+G*G);a=(f[o>>2]|0)+72|0;f[o>>2]=a}else{ypb(z,a,e,v,w,d);a=f[o>>2]|0}xpb(e,b,c,a+-72|0);e=e+72|0}while((e|0)!=(p|0));u=A;return}function ypb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0;o=u;u=u+32|0;m=o;i=f[a>>2]|0;j=((f[a+4>>2]|0)-i|0)/72|0;h=j+1|0;if(h>>>0>59652323)AMb(a);i=((f[a+8>>2]|0)-i|0)/72|0;l=i<<1;h=i>>>0<29826161?(l>>>0<h>>>0?h:l):59652323;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!h)k=0;else if(h>>>0>59652323)vd();else{k=pOb(h*72|0)|0;break}while(0);f[m>>2]=k;p=k+(j*72|0)|0;l=m+8|0;i=m+4|0;f[i>>2]=p;f[m+12>>2]=k+(h*72|0);h=f[g>>2]|0;x=c;g=f[x+4>>2]|0;c=p;f[c>>2]=f[x>>2];f[c+4>>2]=g;f[k+(j*72|0)+8>>2]=b;c=k+(j*72|0)+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;c=pOb(40)|0;f[k+(j*72|0)+24>>2]=c;g=c+40|0;f[k+(j*72|0)+32>>2]=g;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;c=c+20|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[k+(j*72|0)+28>>2]=g;f[k+(j*72|0)+36>>2]=0;f[k+(j*72|0)+40>>2]=h;s=+n[d>>2];w=s*.5+ +n[e>>2]*.5;n[k+(j*72|0)+44>>2]=w;r=+n[d+4>>2];v=r*.5+ +n[e+4>>2]*.5;n[k+(j*72|0)+48>>2]=v;q=+n[d+8>>2];t=q*.5+ +n[e+8>>2]*.5;n[k+(j*72|0)+52>>2]=t;s=w-s;n[k+(j*72|0)+56>>2]=s;r=v-r;n[k+(j*72|0)+60>>2]=r;q=t-q;n[k+(j*72|0)+64>>2]=q;n[k+(j*72|0)+68>>2]=s*s+(r*r+q*q);f[l>>2]=p+72;zpb(a,m);i=f[i>>2]|0;h=f[l>>2]|0;if((h|0)!=(i|0))do{x=h+-72|0;f[l>>2]=x;TFa(x);h=f[l>>2]|0}while((h|0)!=(i|0));h=f[m>>2]|0;if(!h){u=o;return}sOb(h);u=o;return}function zpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;g=a+4|0;c=f[g>>2]|0;h=b+4|0;if((c|0)==(e|0)){d=h;c=a;h=f[h>>2]|0;f[c>>2]=h;f[d>>2]=e;e=b+8|0;h=f[g>>2]|0;c=f[e>>2]|0;f[g>>2]=c;f[e>>2]=h;e=a+8|0;h=b+12|0;g=f[e>>2]|0;a=f[h>>2]|0;f[e>>2]=a;f[h>>2]=g;h=f[d>>2]|0;f[b>>2]=h;return}d=f[h>>2]|0;do{i=c;c=c+-72|0;l=c;j=f[l+4>>2]|0;k=d+-72|0;f[k>>2]=f[l>>2];f[k+4>>2]=j;f[d+-64>>2]=f[i+-64>>2];k=d+-60|0;j=i+-60|0;f[k>>2]=0;l=d+-56|0;f[l>>2]=0;f[d+-52>>2]=0;f[k>>2]=f[j>>2];k=i+-56|0;f[l>>2]=f[k>>2];l=i+-52|0;f[d+-52>>2]=f[l>>2];f[l>>2]=0;f[k>>2]=0;f[j>>2]=0;j=d+-48|0;k=i+-48|0;f[j>>2]=0;l=d+-44|0;f[l>>2]=0;f[d+-40>>2]=0;f[j>>2]=f[k>>2];j=i+-44|0;f[l>>2]=f[j>>2];l=i+-40|0;f[d+-40>>2]=f[l>>2];f[l>>2]=0;f[j>>2]=0;f[k>>2]=0;k=i+-36|0;j=f[k>>2]|0;f[k>>2]=0;f[d+-36>>2]=j;f[d+-32>>2]=f[i+-32>>2];f[d+-28>>2]=f[i+-28>>2];f[d+-24>>2]=f[i+-24>>2];f[d+-20>>2]=f[i+-20>>2];f[d+-16>>2]=f[i+-16>>2];f[d+-12>>2]=f[i+-12>>2];f[d+-8>>2]=f[i+-8>>2];f[d+-4>>2]=f[i+-4>>2];d=(f[h>>2]|0)+-72|0;f[h>>2]=d}while((c|0)!=(e|0));l=h;k=a;j=d;i=f[a>>2]|0;f[k>>2]=j;f[l>>2]=i;i=b+8|0;k=f[g>>2]|0;j=f[i>>2]|0;f[g>>2]=j;f[i>>2]=k;i=a+8|0;k=b+12|0;j=f[i>>2]|0;h=f[k>>2]|0;f[i>>2]=h;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function Apb(){var a=0,c=0,d=0;if(!(b[257416]|0))if(MPb(257416)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240281)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262925]=c}return (b[262925]|0)!=0|0}function Bpb(){var a=0,c=0,d=0;if(!(b[257424]|0))if(MPb(257424)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240288)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262926]=c}return (b[262926]|0)!=0|0}function Cpb(){var a=0,c=0,d=0;if(!(b[257432]|0))if(MPb(257432)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240293)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262927]=c}return (b[262927]|0)!=0|0}function Dpb(){var a=0,c=0,d=0;if(!(b[257440]|0))if(MPb(257440)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240301)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262928]=c}return (b[262928]|0)!=0|0}function Epb(){var a=0,c=0,d=0;if(!(b[257448]|0))if(MPb(257448)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240308)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262929]=c}return (b[262929]|0)!=0|0}function Fpb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0;n=u;u=u+16|0;d=n+12|0;k=n;if(!(b[257456]|0))if(MPb(257456)|0){m=gd(240274)|0;if((m|0)==1)d=-1;else{h=od(240314)|0;j=jd(m|0,h|0)|0;fd(h|0);o=+cd(j|0,8784,d|0);h=f[d>>2]|0;i=~~o>>>0;g=i+4|0;i=f[i>>2]|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;if(i>>>0>4294967279)vOb(k);if(i>>>0<11){d=k+11|0;b[d>>0]=i;if(!i)e=k;else{e=k;l=9}}else{d=i+16&-16;e=pOb(d)|0;f[k>>2]=e;f[k+8>>2]=d|-2147483648;f[k+4>>2]=i;d=k+11|0;l=9}if((l|0)==9)bQb(e|0,g|0,i|0)|0;b[e+i>>0]=0;rd(h|0);fd(j|0);if((b[d>>0]|0)<0){l=f[k>>2]|0;d=PCb(l)|0;sOb(l)}else d=PCb(k)|0}fd(m|0);f[64721]=d}d=f[64721]|0;if((a|0)>0&(d|0)<(a|0)){u=n;return 0}else{u=n;return (c|0)<1|(d|0)<(c|0)|0}return 0}function Gpb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;d[a+32>>1]=0;return}function Hpb(a,c){a=a|0;c=c|0;b[a+32>>0]=c;return}function Ipb(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;c=a+16|0;b=f[c>>2]|0;f[c>>2]=d;if(!b)return;iOb(b);return}function Jpb(a,c){a=a|0;c=c|0;if(c<<24>>24==2)return;b[a+33>>0]=c;return}function Kpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[b>>2]|0;if(!d)return;e=a+4|0;c=f[e>>2]|0;if((c|0)==(f[a+8>>2]|0))Lpb(a,b);else{f[c>>2]=d;b=f[b+4>>2]|0;f[c+4>>2]=b;if(b){gOb(b);c=f[e>>2]|0}f[e>>2]=c+8}f[a+20>>2]=0;e=a+24|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;return}function Lpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Mpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;k=o;m=a+4|0;l=f[m>>2]|0;n=f[a>>2]|0;b=n;j=l;if((l-n|0)==8){g=f[b>>2]|0;c=g+40|0;d=f[c>>2]|0;e=g+44|0;b=f[e>>2]|0;if((d|0)==(b|0)){Npb(g);d=f[c>>2]|0;b=f[e>>2]|0;e=f[f[a>>2]>>2]|0}else e=g;f[a+28>>2]=(b-d|0)/12|0;b=e+32|0;c=f[b>>2]|0;if(!c){Opb(e);c=f[b>>2]|0}d=f[e+36>>2]|0;if(d|0)gOb(d);f[a+20>>2]=c;a=a+24|0;b=f[a>>2]|0;f[a>>2]=d;if(!b){u=o;return}iOb(b);u=o;return}l=a+28|0;f[l>>2]=0;if((b|0)==(j|0)){u=o;return}else c=0;do{e=f[b>>2]|0;g=e+40|0;h=f[g>>2]|0;i=e+44|0;d=f[i>>2]|0;if((h|0)==(d|0)){Npb(e);h=f[g>>2]|0;d=f[i>>2]|0;c=f[l>>2]|0}c=((d-h|0)/12|0)+c|0;f[l>>2]=c;b=b+8|0}while((b|0)!=(j|0));if(!c){u=o;return}iub(k,34962);n=a+20|0;b=f[k>>2]|0;c=k+4|0;j=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[n>>2]=b;k=a+24|0;b=f[k>>2]|0;f[k>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}k=f[64754]|0;Yvb(258928,f[f[n>>2]>>2]|0)|0;nub(f[n>>2]|0,(f[l>>2]|0)*12|0,0,35044);b=f[a>>2]|0;j=f[m>>2]|0;if((b|0)!=(j|0)){i=0;while(1){e=f[b>>2]|0;g=e+40|0;d=f[g>>2]|0;h=e+44|0;c=f[h>>2]|0;if((d|0)==(c|0)){Npb(e);d=f[g>>2]|0;c=f[h>>2]|0}g=c-d|0;if((g|0)>0){h=f[n>>2]|0;d=f[b>>2]|0;e=d+40|0;c=f[e>>2]|0;if((c|0)==(f[d+44>>2]|0)){Npb(d);c=f[e>>2]|0}oub(h,i,g,c)}b=b+8|0;if((b|0)==(j|0))break;else i=g+i|0}}Yvb(258928,k)|0;u=o;return}function Npb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0;O=u;u=u+64|0;M=O+48|0;H=O+36|0;I=O;F=a+4|0;if((f[a>>2]|0)==(f[F>>2]|0)){u=O;return}c=f[a+12>>2]|0;h=f[a+16>>2]|0;if((c|0)==(h|0)){u=O;return}G=a+52|0;if(b[G>>0]&1){u=O;return}f[M>>2]=0;N=M+4|0;f[N>>2]=0;f[M+8>>2]=0;f[H>>2]=0;i=M+8|0;e=0;g=0;while(1){d=f[c>>2]|0;f[I>>2]=d;if((e|0)==(g|0))fBa(M,I);else{f[e>>2]=d;f[N>>2]=e+4}if(f[I>>2]|0){d=0;do{e=f[N>>2]|0;if((e|0)==(f[i>>2]|0))fBa(M,H);else{f[e>>2]=f[H>>2];f[N>>2]=e+4}d=d+1|0;f[H>>2]=(f[H>>2]|0)+1}while(d>>>0<(f[I>>2]|0)>>>0)}c=c+4|0;if((c|0)==(h|0))break;e=f[N>>2]|0;g=f[i>>2]|0}d=f[M>>2]|0;r=f[d>>2]|0;E=(f[N>>2]|0)-d>>2;s=I+24|0;t=I+12|0;v=I+28|0;w=I+16|0;x=I+32|0;y=I+20|0;z=I+4|0;A=I+8|0;B=H+4|0;C=H+8|0;D=I+12|0;c=0;g=0;e=1;a:while(1){b:do if(g>>>0<r>>>0){j=I+(c*12|0)|0;k=I+(c*12|0)+4|0;q=I+(c*12|0)+8|0;if(!c){if(e>>>0>=E>>>0){J=37;break a}h=f[d+(e<<2)>>2]|0;P=f[a>>2]|0;i=P;if(h>>>0>=(((f[F>>2]|0)-P|0)/12|0)>>>0){J=37;break a}f[j>>2]=f[i+(h*12|0)>>2];f[k>>2]=f[i+(h*12|0)+4>>2];f[q>>2]=f[i+(h*12|0)+8>>2]}else{c:while(1){if(e>>>0>=E>>>0){J=37;break a}h=f[d+(e<<2)>>2]|0;P=f[a>>2]|0;i=P;if(h>>>0>=(((f[F>>2]|0)-P|0)/12|0)>>>0){J=37;break a}f[j>>2]=f[i+(h*12|0)>>2];f[k>>2]=f[i+(h*12|0)+4>>2];f[q>>2]=f[i+(h*12|0)+8>>2];switch(c|0){case 1:break c;case 2:{o=+n[s>>2];p=+n[t>>2];if(o==p){m=+n[v>>2];l=+n[w>>2];if(m==l)if(+n[x>>2]==+n[y>>2]){J=37;break a}}else{l=+n[w>>2];m=+n[v>>2]}V=p-+n[I>>2];U=l-+n[z>>2];Q=+n[y>>2];T=Q-+n[A>>2];S=o-p;R=m-l;Q=+n[x>>2]-Q;l=U*Q-T*R;m=T*S-V*Q;o=V*R-U*S;n[H>>2]=l;n[B>>2]=m;n[C>>2]=o;p=l*l+(o*o+m*m);if(p/((V*V+(U*U+T*T))*(S*S+(R*R+Q*Q)))>=9.999999747378752e-05){J=32;break a}break}default:{}}g=g+1|0;e=e+1|0;if(g>>>0>=r>>>0){J=35;break b}}if(+n[D>>2]==+n[I>>2])if(+n[w>>2]==+n[z>>2])if(+n[y>>2]==+n[A>>2]){J=37;break a}}c=c+1|0}else J=35;while(0);if((J|0)==35){J=0;c=c+1|0;if(c>>>0>=3){J=37;break}}g=g+1|0;e=e+1|0}if((J|0)==32){V=+L(+p);n[H>>2]=l/V;n[B>>2]=m/V;n[C>>2]=o/V;k=a+40|0;f[I>>2]=k;if(e8a(f[a>>2]|0,d,E,H,3,I)|0){i=a+48|0;j=f[k>>2]|0;h=a+44|0;d=f[h>>2]|0;c=d-j|0;e=(c|0)/12|0;g=j;if((((f[i>>2]|0)-j|0)/12|0)>>>0>e>>>0){do if(!c)K=0;else if(e>>>0>357913941)vd();else{K=pOb(c)|0;break}while(0);c=K+(e*12|0)|0;e=c;if((d|0)==(g|0))c=e;else do{P=c;c=c+-12|0;K=d;d=d+-12|0;f[c>>2]=f[d>>2];f[P+-8>>2]=f[K+-8>>2];f[P+-4>>2]=f[K+-4>>2]}while((d|0)!=(g|0));f[k>>2]=c;f[h>>2]=e;f[i>>2]=e;if(j|0)sOb(j)}}else{b[G>>0]=b[G>>0]|1;c=f[k>>2]|0;f[k>>2]=0;f[a+44>>2]=0;f[a+48>>2]=0;if(c|0)sOb(c)}d=f[M>>2]|0}else if((J|0)==37)b[G>>0]=b[G>>0]|1;if(d|0){c=f[N>>2]|0;if((c|0)!=(d|0))f[N>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}u=O;return}function Opb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;b=h;d=a+40|0;e=a+44|0;if((f[d>>2]|0)==(f[e>>2]|0))Npb(a);iub(b,34962);g=a+32|0;j=f[b>>2]|0;c=b+4|0;i=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=j;b=a+36|0;a=f[b>>2]|0;f[b>>2]=i;if(a|0){iOb(a);a=f[c>>2]|0;if(a|0)iOb(a)}j=f[d>>2]|0;nub(f[g>>2]|0,(f[e>>2]|0)-j|0,j,35044);u=h;return}function Ppb(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;b=f[a>>2]|0;g=b+4|0;h=f[g>>2]|0;l=f[b+8>>2]|0;if((h|0)==(l|0)){Qpb(b,c);b=f[a>>2]|0;g=f[b+4>>2]|0;l=f[b+8>>2]|0}else{f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];f[h+8>>2]=f[c+8>>2];c=h+12|0;f[g>>2]=c;g=c}if((g|0)==(l|0)){Qpb(b,d);b=f[a>>2]|0;g=f[b+4>>2]|0;l=f[b+8>>2]|0}else{f[g>>2]=f[d>>2];f[g+4>>2]=f[d+4>>2];f[g+8>>2]=f[d+8>>2];g=g+12|0;f[b+4>>2]=g}if((g|0)==(l|0)){Qpb(b,e);return}else{f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[b+4>>2]=g+12;return}}function Qpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function Rpb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=pOb(84)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42060;d=c+12|0;e=c+52|0;g=d;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=-1;h=c+56|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;b[c+80>>0]=-1;f[a>>2]=d;f[a+4>>2]=c;return}function Spb(a){a=a|0;var b=0;f[a>>2]=42060;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);aOb(a);return}function Tpb(a){a=a|0;var b=0;f[a>>2]=42060;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);aOb(a);sOb(a);return}function Upb(a){a=a|0;var b=0;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);return}function Vpb(a){a=a|0;sOb(a);return}function Wpb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;L=f[a+88>>2]|0;M=f[a+96>>2]|0;P=f[a+192>>2]|0;Q=f[a+232>>2]|0;R=f[a+440>>2]|0;A=f[a+456>>2]|0;O=f[a+512>>2]|0;e=f[a+592>>2]|0;u=f[a+656>>2]|0;l=f[a+664>>2]|0;s=f[a+672>>2]|0;N=f[a+800>>2]|0;B=f[a+816>>2]|0;S=f[a+824>>2]|0;T=f[a+832>>2]|0;F=f[a+840>>2]|0;U=f[a+848>>2]|0;w=f[a+888>>2]|0;x=f[a+896>>2]|0;y=f[a+904>>2]|0;z=f[a+912>>2]|0;C=f[a+920>>2]|0;D=f[a+928>>2]|0;v=f[a+944>>2]|0;t=f[a+952>>2]|0;i=f[a+984>>2]|0;G=f[a+1016>>2]|0;H=f[a+1064>>2]|0;I=f[a+1128>>2]|0;V=f[a+1688>>2]|0;a:{do if(!(l<<24>>24)){k=0;o=e;q=i;V=48}else{m=f[41404+((l&255)<<2)>>2]|0;n=f[A>>2]<<(e&31)>>>1>>>(31-l&31);e=e+(l&255)|0;f[O>>2]=e;do if(e>>>0<=32){if(i>>>0>=B>>>0){i=i+(0-(e>>>3))|0;f[(a+8|0)>>2]=i;f[O>>2]=e&7;f[A>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;e=e&7;break}if((i|0)==(S|0)){i=S;break}W=(i+(0-(e>>>3))|0)>>>0<S>>>0?i-S|0:e>>>3;i=i+(0-W)|0;f[(a+8|0)>>2]=i;f[O>>2]=e-(W<<3)|0;f[A>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;e=e-(W<<3)|0}while(0);if((l&255)<2){k=n+m|0;o=e;q=i;V=48;break}f[(a+48|0)>>2]=f[(a+44|0)>>2];f[(a+44|0)>>2]=f[(a+40|0)>>2];f[(a+40|0)>>2]=n+m|0;E=n+m|0;g=e;j=i}while(0);b:do if((V|0)==48){V=0;e=k+(u<<24>>24==0&1)|0;switch(e|0){case 0:{E=f[(a+40|0)>>2]|0;g=o;j=q;break b}case 3:{r=(f[(a+40|0)>>2]|0)+-1|0;V=51;break}default:{g=f[a+40+(e<<2)>>2]|0;if((e|0)==1)p=g;else{r=g;V=51}}}if((V|0)==51){V=0;f[(a+48|0)>>2]=f[(a+44|0)>>2];p=r}f[(a+44|0)>>2]=f[(a+40|0)>>2];f[(a+40|0)>>2]=p;E=p;g=o;j=q}while(0);i=f[41520+((s&255)<<2)>>2]|0;if((s&255)>31){e=f[A>>2]<<(g&31)>>>1>>>(31-t&31);g=g+t|0;f[O>>2]=g}else e=0;n=e+i|0;do if(!((t+v|0)>>>0<25|g>>>0>32)){if(j>>>0>=B>>>0){j=j+(0-(g>>>3))|0;f[(a+8|0)>>2]=j;g=g&7;f[O>>2]=g;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;break}if((j|0)==(S|0)){j=S;break}W=g>>>3;W=(j+(0-W)|0)>>>0<S>>>0?j-S|0:W;j=j+(0-W)|0;f[(a+8|0)>>2]=j;g=g-(W<<3)|0;f[O>>2]=g;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24}while(0);i=f[41732+((u&255)<<2)>>2]|0;if((u&255)>15){e=f[A>>2]<<(g&31)>>>1>>>(31-v&31);g=g+v|0;f[O>>2]=g}else e=0;m=e+i|0;do if(g>>>0>32)e=g;else{if(j>>>0>=B>>>0){j=j+(0-(g>>>3))|0;f[(a+8|0)>>2]=j;e=g&7;f[O>>2]=e;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;break}if((j|0)==(S|0)){e=g;j=S;break}e=g>>>3;e=(j+(0-e)|0)>>>0<S>>>0?j-S|0:e;j=j+(0-e)|0;f[(a+8|0)>>2]=j;e=g-(e<<3)|0;f[O>>2]=e;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24}while(0);W=d[w+(x<<2)>>1]|0;x=b[w+(x<<2)+3>>0]|0;g=f[A>>2]|0;i=e+(x&255)|0;f[O>>2]=i;f[(a+16|0)>>2]=(g<<(e&31)>>>1>>>(31-x&31))+(W&65535);W=d[y+(z<<2)>>1]|0;e=b[y+(z<<2)+3>>0]|0;f[O>>2]=i+(e&255)|0;f[(a+32|0)>>2]=(g<<(i&31)>>>1>>>(31-e&31))+(W&65535);do if((i+(e&255)|0)>>>0>32)e=i+(e&255)|0;else{if(j>>>0>=B>>>0){g=j+(0-((i+(e&255)|0)>>>3))|0;f[(a+8|0)>>2]=g;f[O>>2]=(i+(e&255)|0)&7;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[A>>2]=g;e=(i+(e&255)|0)&7;break}if((j|0)==(S|0)){e=i+(e&255)|0;break}W=(j+(0-((i+(e&255)|0)>>>3))|0)>>>0<S>>>0?j-S|0:(i+(e&255)|0)>>>3;g=j+(0-W)|0;f[(a+8|0)>>2]=g;f[O>>2]=(i+(e&255)|0)-(W<<3)|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[A>>2]=g;e=(i+(e&255)|0)-(W<<3)|0}while(0);i=d[C+(D<<2)>>1]|0;k=b[C+(D<<2)+3>>0]|0;f[O>>2]=e+(k&255);f[(a+24|0)>>2]=(g<<(e&31)>>>1>>>(31-k&31))+(i&65535);i=Q+m|0;k=Q+(m+n|0)|0;l=P+m|0;j=i+(0-E)|0;if(i>>>0>N>>>0|k>>>0>(L+M|0)>>>0){R=-9;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}if(l>>>0>F>>>0){R=-11;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}else{e=P;g=Q}while(1){F=e;D=h[F>>0]|h[F+1>>0]<<8|h[F+2>>0]<<16|h[F+3>>0]<<24;F=h[(F+4|0)>>0]|h[(F+4|0)+1>>0]<<8|h[(F+4|0)+2>>0]<<16|h[(F+4|0)+3>>0]<<24;W=g;b[W>>0]=D;b[W+1>>0]=D>>8;b[W+2>>0]=D>>16;b[W+3>>0]=D>>24;b[(W+4|0)>>0]=F;b[(W+4|0)+1>>0]=F>>8;b[(W+4|0)+2>>0]=F>>16;b[(W+4|0)+3>>0]=F>>24;g=g+8|0;if(g>>>0>=i>>>0)break;else e=e+8|0}do if((i-G|0)>>>0<E>>>0){if((i-H|0)>>>0<E>>>0){R=-11;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}if(((I+(j-G|0)|0)+n|0)>>>0>I>>>0){cQb(i|0,I+(j-G|0)|0|0,0-(j-G|0)|0|0)|0;J=i+(0-(j-G|0)|0)|0;c=G;K=(j-G|0)+n|0;V=82;break}else{cQb(i|0,I+(j-G|0)|0|0,n|0)|0;break}}else{J=i;c=j;K=n;V=82}while(0);c:do if((V|0)==82){V=0;if(E>>>0<8){W=f[41876+(E<<2)>>2]|0;b[J>>0]=b[c>>0]|0;b[J+1>>0]=b[c+1>>0]|0;b[J+2>>0]=b[c+2>>0]|0;b[J+3>>0]=b[c+3>>0]|0;c=c+(f[41908+(E<<2)>>2]|0)|0;I=J+4|0;H=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[I>>0]=H;b[I+1>>0]=H>>8;b[I+2>>0]=H>>16;b[I+3>>0]=H>>24;c=c+(0-W)|0}else{I=c;H=h[I>>0]|h[I+1>>0]<<8|h[I+2>>0]<<16|h[I+3>>0]<<24;I=h[(I+4|0)>>0]|h[(I+4|0)+1>>0]<<8|h[(I+4|0)+2>>0]<<16|h[(I+4|0)+3>>0]<<24;W=J;b[W>>0]=H;b[W+1>>0]=H>>8;b[W+2>>0]=H>>16;b[W+3>>0]=H>>24;b[(W+4|0)>>0]=I;b[(W+4|0)+1>>0]=I>>8;b[(W+4|0)+2>>0]=I>>16;b[(W+4|0)+3>>0]=I>>24}e=J+8|0;c=c+8|0;if(k>>>0<=((L+M|0)+-13|0)>>>0){g=J+K|0;while(1){N=c;M=h[N>>0]|h[N+1>>0]<<8|h[N+2>>0]<<16|h[N+3>>0]<<24;N=h[(N+4|0)>>0]|h[(N+4|0)+1>>0]<<8|h[(N+4|0)+2>>0]<<16|h[(N+4|0)+3>>0]<<24;W=e;b[W>>0]=M;b[W+1>>0]=M>>8;b[W+2>>0]=M>>16;b[W+3>>0]=M>>24;b[(W+4|0)>>0]=N;b[(W+4|0)+1>>0]=N>>8;b[(W+4|0)+2>>0]=N>>16;b[(W+4|0)+3>>0]=N>>24;e=e+8|0;if(e>>>0>=g>>>0)break c;else c=c+8|0}}if(e>>>0<N>>>0){g=c;i=e;while(1){M=g;L=h[M>>0]|h[M+1>>0]<<8|h[M+2>>0]<<16|h[M+3>>0]<<24;M=h[(M+4|0)>>0]|h[(M+4|0)+1>>0]<<8|h[(M+4|0)+2>>0]<<16|h[(M+4|0)+3>>0]<<24;W=i;b[W>>0]=L;b[W+1>>0]=L>>8;b[W+2>>0]=L>>16;b[W+3>>0]=L>>24;b[(W+4|0)>>0]=M;b[(W+4|0)+1>>0]=M>>8;b[(W+4|0)+2>>0]=M>>16;b[(W+4|0)+3>>0]=M>>24;i=i+8|0;if(i>>>0>=N>>>0)break;else g=g+8|0}g=N;c=c+(N-e)|0}else g=e;if(g>>>0<k>>>0)e=g;else break;while(1){b[e>>0]=b[c>>0]|0;e=e+1|0;if(e>>>0>=k>>>0)break;else c=c+1|0}}while(0);if((m+n|0)>>>0>=4294967279){R=m+n|0;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}c=f[O>>2]|0;if(c>>>0>32){V=33;f[a+1720>>2]=1;break a}P=l;Q=k;S=f[(a+12|0)>>2]|0;T=f[(a+8|0)>>2]|0;U=c}f[a+192>>2]=P;f[a+232>>2]=Q;f[a+440>>2]=R;f[a+824>>2]=S;f[a+832>>2]=T;f[a+848>>2]=U;f[a+1296>>2]=k;f[a+1304>>2]=l;f[a+1688>>2]=V}function Xpb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,t=0.0;k=f[a+112>>2]|0;l=f[a+120>>2]|0;j=f[a+320>>2]|0;a:{if(j&255&8|0){c=pOb(180)|0;dQb(c|0,0,180)|0;f[c+128>>2]=-1;f[c+132>>2]=-1;f[(c+136|0)>>2]=0;f[(c+136|0)+4>>2]=0;f[(c+136|0)+8>>2]=0;f[(c+136|0)+12>>2]=0;f[(c+136|0)+16>>2]=0;f[(c+136|0)+20>>2]=0;f[(c+136|0)+24>>2]=0;n[c+164>>2]=1.0;f[c+168>>2]=0;f[c+172>>2]=0;d=f[(l+32|0)>>2]|0;f[(l+32|0)>>2]=c;if(d){lWa(d);sOb(d);c=f[(l+32|0)>>2]|0}if(!(Pnb(k,c)|0)){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}}c=f[(l+36|0)>>2]|0;d=f[(l+40|0)>>2]|0;if((d|0)!=(c|0))f[(l+40|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);if(j&255&16|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;g=b[d>>0]|0;f[k>>2]=d+2|0;e=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(e&255)<<8|g&255|(i&255)<<16|h[(d+3|0)>>0]<<24;b:do if(i|0){if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{o=e+1|0;f[k>>2]=o;m=b[e>>0]|0;q=e+2|0;f[k>>2]=q;o=b[o>>0]|0;d=e+3|0;f[k>>2]=d;e=b[q>>0]|0;f[k>>2]=c;c=(o&255)<<8|m&255|(e&255)<<16|h[d>>0]<<24;f[(a+76|0)>>2]=c;d=f[(l+40|0)>>2]|0;if((d|0)==(f[(l+44|0)>>2]|0))fBa(l+36|0,a+76|0);else{f[d>>2]=c;f[(l+40|0)>>2]=d+4}g=g+1|0;if(g>>>0>=i>>>0)break b;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}c=f[(l+48|0)>>2]|0;d=f[(l+52|0)>>2]|0;if((d|0)!=(c|0))f[(l+52|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);if(j&255&32|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;q=b[d>>0]|0;f[k>>2]=d+2|0;o=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(o&255)<<8|q&255|(i&255)<<16|h[(d+3|0)>>0]<<24;c:do if(i|0){if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{m=e+1|0;f[k>>2]=m;o=b[e>>0]|0;q=e+2|0;f[k>>2]=q;m=b[m>>0]|0;d=e+3|0;f[k>>2]=d;q=b[q>>0]|0;f[k>>2]=c;c=(m&255)<<8|o&255|(q&255)<<16|h[d>>0]<<24;f[(a+76|0)>>2]=c;d=f[(l+52|0)>>2]|0;if((d|0)==(f[(l+56|0)>>2]|0))fBa(l+48|0,a+76|0);else{f[d>>2]=c;f[(l+52|0)>>2]=d+4}g=g+1|0;if(g>>>0>=i>>>0)break c;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}if(f[(l+72|0)>>2]|0){c=f[(l+68|0)>>2]|0;if(c|0)do{q=c;c=f[c>>2]|0;sOb(q)}while((c|0)!=0);f[(l+68|0)>>2]=0;d=f[l+64>>2]|0;if(d|0){c=0;do{f[(f[(l+60|0)>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[(l+72|0)>>2]=0}if(j&255&64|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;q=b[d>>0]|0;f[k>>2]=d+2|0;o=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(o&255)<<8|q&255|(i&255)<<16|h[(d+3|0)>>0]<<24;d:do if(i|0){e:do if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{d=e+1|0;f[k>>2]=d;m=b[e>>0]|0;o=e+2|0;f[k>>2]=o;d=b[d>>0]|0;q=e+3|0;f[k>>2]=q;o=b[o>>0]|0;f[k>>2]=c;f[(a+76|0)>>2]=(d&255)<<8|m&255|(o&255)<<16|h[q>>0]<<24;if(!(Nnb(k,a)|0))break e;c=Wnb(l+60|0,a+76|0)|0;d=a;e=c+64|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));g=g+1|0;if(g>>>0>=i>>>0)break d;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}while(0);c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}c=f[(l+80|0)>>2]|0;d=f[(l+84|0)>>2]|0;if((d|0)!=(c|0))f[(l+84|0)>>2]=d+(~((d+-32-c|0)>>>5)<<5);if(!(j&255&128)){c=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}c=f[k>>2]|0;if((c+4|0)>>>0>(f[(k+4|0)>>2]|0)>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=c+1|0;q=b[c>>0]|0;f[k>>2]=c+2|0;o=b[(c+1|0)>>0]|0;f[k>>2]=c+3|0;e=b[(c+2|0)>>0]|0;f[k>>2]=c+4|0;e=(o&255)<<8|q&255|(e&255)<<16|h[(c+3|0)>>0]<<24;p[a>>3]=0.0;p[(a+8|0)>>3]=1.0;f[(a+16|0)>>2]=0;f[(a+16|0)+4>>2]=0;f[(a+16|0)+8>>2]=0;f[(a+16|0)+12>>2]=0;f:do if(e|0){d=0;while(1){if(!(ynb(k,a+76|0)|0))break;c=f[k>>2]|0;if((c+4|0)>>>0>(f[(k+4|0)>>2]|0)>>>0)break;f[k>>2]=c+1|0;o=b[c>>0]|0;f[k>>2]=c+2|0;m=b[(c+1|0)>>0]|0;f[k>>2]=c+3|0;q=b[(c+2|0)>>0]|0;f[k>>2]=c+4|0;c=(m&255)<<8|o&255|(q&255)<<16|h[(c+3|0)>>0]<<24;t=+n[((a+76|0)+4|0)>>2];r=+n[((a+76|0)+8|0)>>2];p[a>>3]=+n[(a+76|0)>>2];p[(a+8|0)>>3]=t;p[(a+16|0)>>3]=r;p[(a+24|0)>>3]=(f[s>>2]=c,+n[s>>2]);c=f[(l+84|0)>>2]|0;if((c|0)==(f[(l+88|0)>>2]|0))Xnb(l+80|0,a);else{f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];f[c+16>>2]=f[a+16>>2];f[c+20>>2]=f[a+20>>2];f[c+24>>2]=f[a+24>>2];f[c+28>>2]=f[a+28>>2];f[(l+84|0)>>2]=(f[(l+84|0)>>2]|0)+32}d=d+1|0;if(d>>>0>=e>>>0)break f}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0);c=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[a+192>>2]=c}function Ypb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;r=f[a+224>>2]|0;s=f[a+232>>2]|0;q=f[a+608>>2]|0;o=f[a+624>>2]|0;m=f[a+656>>2]|0;t=f[a+2160>>2]|0;v=f[a+2176>>2]|0;w=f[a+2184>>2]|0;a:{do if((o&255)<<8&512|0){c=f[r>>2]|0;d=f[(r+4|0)>>2]|0;if((c+4|0)>>>0>d>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;k=b[c>>0]|0;f[r>>2]=c+2|0;j=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;l=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;f[(s+188|0)>>2]=(j&255)<<8|k&255|(l&255)<<16|h[(c+3|0)>>0]<<24;if((c+8|0)>>>0>d>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}else{f[r>>2]=c+5|0;k=b[(c+4|0)>>0]|0;f[r>>2]=c+6|0;j=b[(c+5|0)>>0]|0;f[r>>2]=c+7|0;l=b[(c+6|0)>>0]|0;f[r>>2]=c+8|0;f[(s+192|0)>>2]=(j&255)<<8|k&255|(l&255)<<16|h[(c+7|0)>>0]<<24;break}}while(0);d=f[(s+224|0)>>2]|0;c=f[(s+228|0)>>2]|0;if((c|0)!=(d|0))do{l=c+-96|0;f[(s+228|0)>>2]=l;kWa(l);c=f[(s+228|0)>>2]|0}while((c|0)!=(d|0));if((o&255)<<8&32768|0){c=f[r>>2]|0;if((c+4|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;i=b[c>>0]|0;f[r>>2]=c+2|0;t=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;g=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;g=(t&255)<<8|i&255|(g&255)<<16|h[(c+3|0)>>0]<<24;i=(a+8|0)+4|0;t=i;w=t+72|0;do{f[t>>2]=0;t=t+4|0}while((t|0)<(w|0));n[((a+8|0)+76|0)>>2]=1.0;f[(a+8|0)+80>>2]=0;f[((a+8|0)+84|0)>>2]=0;f[(a+8|0)+88>>2]=0;b:do if(g|0){e=0;while(1){if(!(Unb(r,a+8|0)|0))break;j=f[(s+228|0)>>2]|0;l=1;if(l){l=0;if(j>>>0<(f[(s+232|0)>>2]|0)>>>0){f[j>>2]=f[(a+8|0)>>2];f[(j+4|0)>>2]=f[i>>2];f[(j+4|0)+4>>2]=f[i+4>>2];f[(j+4|0)+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;k=f[((a+8|0)+16|0)>>2]|0;f[((a+8|0)+16|0)>>2]=0;f[j+16>>2]=k;f[(j+20|0)>>2]=0;f[(j+24|0)>>2]=0;f[j+28>>2]=0;f[(j+20|0)>>2]=f[((a+8|0)+20|0)>>2];f[(j+24|0)>>2]=f[((a+8|0)+24|0)>>2];f[j+28>>2]=f[((a+8|0)+28|0)>>2];f[((a+8|0)+28|0)>>2]=0;f[((a+8|0)+24|0)>>2]=0;f[((a+8|0)+20|0)>>2]=0;k=f[((a+8|0)+32|0)>>2]|0;f[((a+8|0)+32|0)>>2]=0;f[j+32>>2]=k;f[(j+36|0)>>2]=0;f[(j+40|0)>>2]=0;f[j+44>>2]=0;f[(j+36|0)>>2]=f[((a+8|0)+36|0)>>2];f[(j+40|0)>>2]=f[((a+8|0)+40|0)>>2];f[j+44>>2]=f[((a+8|0)+44|0)>>2];f[((a+8|0)+44|0)>>2]=0;f[((a+8|0)+40|0)>>2]=0;f[((a+8|0)+36|0)>>2]=0;f[(j+48|0)>>2]=0;f[(j+52|0)>>2]=0;f[j+56>>2]=0;f[(j+48|0)>>2]=f[((a+8|0)+48|0)>>2];f[(j+52|0)>>2]=f[((a+8|0)+52|0)>>2];f[j+56>>2]=f[((a+8|0)+56|0)>>2];f[((a+8|0)+56|0)>>2]=0;f[((a+8|0)+52|0)>>2]=0;f[((a+8|0)+48|0)>>2]=0;k=f[((a+8|0)+60|0)>>2]|0;f[((a+8|0)+60|0)>>2]=0;d=f[((a+8|0)+64|0)>>2]|0;f[((a+8|0)+64|0)>>2]=0;f[j+60>>2]=k;f[j+64>>2]=d;c=f[((a+8|0)+68|0)>>2]|0;f[(j+68|0)>>2]=c;x=f[((a+8|0)+72|0)>>2]|0;f[j+72>>2]=x;f[j+76>>2]=f[((a+8|0)+76|0)>>2];if(x|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[k+(c<<2)>>2]=j+68|0;f[((a+8|0)+68|0)>>2]=0;f[((a+8|0)+72|0)>>2]=0}f[(j+80|0)>>2]=0;f[(j+84|0)>>2]=0;f[j+88>>2]=0;f[(j+80|0)>>2]=f[((a+8|0)+80|0)>>2];f[(j+84|0)>>2]=f[((a+8|0)+84|0)>>2];f[j+88>>2]=f[((a+8|0)+88|0)>>2];f[((a+8|0)+88|0)>>2]=0;f[((a+8|0)+84|0)>>2]=0;f[((a+8|0)+80|0)>>2]=0;f[j+92>>2]=f[((a+8|0)+92|0)>>2];f[(s+228|0)>>2]=(f[(s+228|0)>>2]|0)+96}else l=1}if(l)if(1)dob(s+224|0,a+8|0);e=e+1|0;if(e>>>0>=g>>>0)break b}kWa(a+8|0);c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);kWa(a+8|0)}j=f[(s+236|0)>>2]|0;c=f[(s+240|0)>>2]|0;if((c|0)!=(j|0))do{f[(s+240|0)>>2]=c+-56;d=f[c+-12>>2]|0;if(d|0){e=c+-8|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}g=c+-36|0;d=f[g>>2]|0;if(d|0){i=c+-32|0;e=f[i>>2]|0;if((e|0)!=(d|0)){do{x=e+-180|0;f[i>>2]=x;lWa(x);e=f[i>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}c=c+-52|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[(s+240|0)>>2]|0}while((c|0)!=(j|0));do if((m&255)<<16&65536|0){c=f[r>>2]|0;if((c+4|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;g=b[c>>0]|0;f[r>>2]=c+2|0;x=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;d=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;d=(x&255)<<8|g&255|(d&255)<<16|h[(c+3|0)>>0]<<24;g=(a+8|0)+4|0;f[((a+8|0)+44|0)>>2]=0;f[((a+8|0)+48|0)>>2]=0;f[(a+8|0)+52>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;do if(!d)e=1;else{c=0;while(1){if(!(Qnb(r,a+8|0)|0)){c=0;break}e=f[(s+240|0)>>2]|0;if((e|0)==(f[(s+244|0)>>2]|0))fob(s+236|0,a+8|0);else{eob(e,a+8|0);f[(s+240|0)>>2]=(f[(s+240|0)>>2]|0)+56}c=c+1|0;if(c>>>0>=d>>>0){c=1;break}}d=f[((a+8|0)+44|0)>>2]|0;if(!d){e=c;break}e=f[((a+8|0)+48|0)>>2]|0;if((e|0)!=(d|0))f[((a+8|0)+48|0)>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d);e=c}while(0);c=f[((a+8|0)+20|0)>>2]|0;if(c|0){d=f[((a+8|0)+24|0)>>2]|0;if((d|0)!=(c|0)){do{x=d+-180|0;f[((a+8|0)+24|0)>>2]=x;lWa(x);d=f[((a+8|0)+24|0)>>2]|0}while((d|0)!=(c|0));c=f[((a+8|0)+20|0)>>2]|0}sOb(c)}if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);if(e)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);p[(s+248|0)>>3]=0.0;do if((o&255)<<8&16384|0){c=f[r>>2]|0;if((c+8|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}else{f[r>>2]=c+1|0;d=h[c>>0]|0;f[r>>2]=c+2|0;y=_Pb(h[(c+1|0)>>0]|0,0,8)|0;l=I;f[r>>2]=c+3|0;e=_Pb(h[(c+2|0)>>0]|0,0,16)|0;l=l|I;f[r>>2]=c+4|0;g=_Pb(h[(c+3|0)>>0]|0,0,24)|0;l=l|I;f[r>>2]=c+5|0;m=h[(c+4|0)>>0]|0;f[r>>2]=c+6|0;i=_Pb(h[(c+5|0)>>0]|0,0,40)|0;o=I;f[r>>2]=c+7|0;j=_Pb(h[(c+6|0)>>0]|0,0,48)|0;x=I;f[r>>2]=c+8|0;k=_Pb(h[(c+7|0)>>0]|0,0,56)|0;f[(s+248|0)>>2]=y|d|e|g|i|j|k;f[(s+248|0)+4>>2]=l|m|o|x|I;break}}while(0);c=f[(s+256|0)>>2]|0;f[(s+256|0)>>2]=0;if(c|0)sOb(c);c:do if(q&16777216|0){do if(znb(r,a+8|0)|0){if(!(znb(r,(a+8|0)+24|0)|0))break;c=pOb(48)|0;t=c;v=a+8|0;w=t+48|0;do{f[t>>2]=f[v>>2];t=t+4|0;v=v+4|0}while((t|0)<(w|0));d=f[(s+256|0)>>2]|0;f[(s+256|0)>>2]=c;if(d|0)sOb(d);break c}while(0);c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);do if(q&134217728|0){if(Enb(r,s+260|0)|0)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);do if(q&268435456|0){if(Inb(r,s+272|0)|0)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);c=1;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[a+488>>2]=c;f[a+2160>>2]=t;f[a+2176>>2]=v;f[a+2184>>2]=w}function Zpb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;M=f[a+224>>2]|0;N=f[a+232>>2]|0;L=f[a+488>>2]|0;E=f[a+608>>2]|0;I=f[a+616>>2]|0;F=f[a+624>>2]|0;K=f[a+656>>2]|0;G=f[a+912>>2]|0;k=f[a+928>>2]|0;H=f[a+1448>>2]|0;m=f[a+1856>>2]|0;O=f[a+2160>>2]|0;P=f[a+2176>>2]|0;Q=f[a+2184>>2]|0;J=f[a+2200>>2]|0;a:{b:do if((K&255)<<16&2097152|0){c=k+4|0;if(c>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}x=k+1|0;f[M>>2]=x;y=b[k>>0]|0;l=k+2|0;f[M>>2]=l;x=b[x>>0]|0;j=k+3|0;f[M>>2]=j;l=b[l>>0]|0;f[M>>2]=c;j=(x&255)<<8|y&255|(l&255)<<16|h[j>>0]<<24;l=k+8|0;if(l>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}e=k+5|0;f[M>>2]=e;c=b[c>>0]|0;i=k+6|0;f[M>>2]=i;e=b[e>>0]|0;g=k+7|0;f[M>>2]=g;i=b[i>>0]|0;f[M>>2]=l;if(j>>>0>8){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}if(!((j|0)!=8?1:((e&255)<<8|c&255|(i&255)<<16|h[g>>0]<<24)>>>0<4)){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}if(!(0==0&(H&8|0)==0)){c=k+12|0;if(c>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}t=k+9|0;f[M>>2]=t;w=b[l>>0]|0;y=k+10|0;f[M>>2]=y;t=b[t>>0]|0;x=k+11|0;f[M>>2]=x;y=b[y>>0]|0;f[M>>2]=c;x=(t&255)<<8|w&255|(y&255)<<16|h[x>>0]<<24;if(x|0){w=0;while(1){f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;y=1;if(y){y=0;if(wnb(M,a+8|0)|0){c=f[M>>2]|0;e=1;if(e){e=0;if((c+4|0)>>>0>(f[(M+4|0)>>2]|0)>>>0)q=1;else e=1}if(e)if(1){f[M>>2]=c+1|0;s=b[c>>0]|0;f[M>>2]=c+2|0;m=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;t=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;t=(m&255)<<8|s&255|(t&255)<<16|h[(c+3|0)>>0]<<24;xOb(a+192|0,a+8|0);f[((a+192|0)+12|0)>>2]=t;s=b[((a+192|0)+11|0)>>0]|0;m=s<<24>>24<0?f[(a+192|0)>>2]|0:a+192|0;q=s<<24>>24<0?f[((a+192|0)+4|0)>>2]|0:s&255;if(q>>>0>3){c=m;i=q;e=q;while(1){r=X(h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24,1540483477)|0;i=(X(r>>>24^r,1540483477)|0)^(X(i,1540483477)|0);e=e+-4|0;if(e>>>0<=3)break;else c=c+4|0}e=(q+-4|0)-((q+-4|0)&-4)|0;g=m+(((q+-4|0)&-4)+4)|0;c=i}else{e=q;g=m;c=q}switch(e|0){case 3:{B=h[g+2>>0]<<16^c;J=22;break}case 2:{B=c;J=22;break}case 1:{C=c;J=23;break}default:D=c}if((J|0)==22){C=h[g+1>>0]<<8^B;J=23}if((J|0)==23){J=0;D=X(C^h[g>>0],1540483477)|0}r=X(D>>>13^D,1540483477)|0;g=f[(N+288|0)>>2]|0;c:do{c=1;if(c){c=0;if(!g){A=0;J=64}else c=1}if(c)if(1){do if(!((g+-1|0)&g))l=(r>>>15^r)&(g+-1|0);else{if((r>>>15^r)>>>0<g>>>0){l=r>>>15^r;break}l=((r>>>15^r)>>>0)%(g>>>0)|0}while(0);c=f[(f[(N+284|0)>>2]|0)+(l<<2)>>2]|0;if(!c){A=l;J=64}else{c=f[c>>2]|0;if(!c){A=l;J=64;break}if(!((g+-1|0)&g)){if(!q)while(1){q=f[c+4>>2]|0;if(!((q|0)==(r>>>15^r|0)|(q&(g+-1|0)|0)==(l|0))){A=l;J=64;break c}q=b[c+8+11>>0]|0;if(!((q<<24>>24<0?f[c+12>>2]|0:q&255)|0)){v=s;break c}c=f[c>>2]|0;if(!c){A=l;J=64;break c}}while(1){k=f[c+4>>2]|0;if(!((k|0)==(r>>>15^r|0)|(k&(g+-1|0)|0)==(l|0))){A=l;J=64;break c}e=c+8|0;k=b[e+11>>0]|0;do if(((k<<24>>24<0?f[c+12>>2]|0:k&255)|0)==(q|0)){i=f[e>>2]|0;if(k<<24>>24<0)if(!(zBb(i,m,q)|0)){v=s;break c}else break;if((b[m>>0]|0)!=(i&255)<<24>>24)break;j=e;e=k&255;i=m;do{e=e+-1|0;j=j+1|0;if(!e){v=s;break c}i=i+1|0}while((b[j>>0]|0)==(b[i>>0]|0))}while(0);c=f[c>>2]|0;if(!c){A=l;J=64;break c}}}if(!q)while(1){e=f[c+4>>2]|0;if((e|0)!=(r>>>15^r|0)){if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(l|0)){A=l;J=64;break c}}q=b[c+8+11>>0]|0;if(!((q<<24>>24<0?f[c+12>>2]|0:q&255)|0)){v=s;break c}c=f[c>>2]|0;if(!c){A=l;J=64;break c}}while(1){e=f[c+4>>2]|0;if((e|0)!=(r>>>15^r|0)){if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(l|0)){A=l;J=64;break c}}e=c+8|0;k=b[e+11>>0]|0;do if(((k<<24>>24<0?f[c+12>>2]|0:k&255)|0)==(q|0)){i=f[e>>2]|0;if(k<<24>>24<0)if(!(zBb(i,m,q)|0)){v=s;break c}else break;if((b[m>>0]|0)!=(i&255)<<24>>24)break;j=e;e=k&255;i=m;do{e=e+-1|0;j=j+1|0;if(!e){v=s;break c}i=i+1|0}while((b[j>>0]|0)==(b[i>>0]|0))}while(0);c=f[c>>2]|0;if(!c){A=l;J=64;break}}}}}while(0);if((J|0)==64){J=0;i=pOb(24)|0;f[(i+8|0)>>2]=f[(a+192|0)>>2];f[(i+8|0)+4>>2]=f[(a+192|0)+4>>2];f[(i+8|0)+8>>2]=f[(a+192|0)+8>>2];f[(a+192|0)>>2]=0;f[(a+192|0)+4>>2]=0;f[(a+192|0)+8>>2]=0;f[i+20>>2]=t;f[i+4>>2]=r>>>15^r;f[i>>2]=0;o=+(((f[(N+296|0)>>2]|0)+1|0)>>>0);p=+n[(N+300|0)>>2];do if((g|0)==0|p*+(g>>>0)<o){c=~~+W(+(o/p))>>>0;$nb(N+284|0,(g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1)>>>0<c>>>0?c:g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1);c=f[(N+288|0)>>2]|0;if(!((c+-1|0)&c)){g=c;c=(c+-1|0)&(r>>>15^r);break}if((r>>>15^r)>>>0<c>>>0){g=c;c=r>>>15^r;break}g=c;c=((r>>>15^r)>>>0)%(c>>>0)|0}else c=A;while(0);c=(f[(N+284|0)>>2]|0)+(c<<2)|0;e=f[c>>2]|0;do if(!e){f[i>>2]=f[(N+292|0)>>2];f[(N+292|0)>>2]=i;f[c>>2]=N+292|0;c=f[i>>2]|0;if(!c)break;c=f[c+4>>2]|0;e=g+-1|0;do if(!(e&g))c=c&e;else{if(c>>>0<g>>>0)break;c=(c>>>0)%(g>>>0)|0}while(0);z=(f[(N+284|0)>>2]|0)+(c<<2)|0;J=77}else{f[i>>2]=f[e>>2];z=e;J=77}while(0);if((J|0)==77){J=0;f[z>>2]=i}f[(N+296|0)>>2]=(f[(N+296|0)>>2]|0)+1;v=b[((a+192|0)+11|0)>>0]|0}if(v<<24>>24<0)sOb(f[(a+192|0)>>2]|0);q=0}}else y=1}if(y)if(1)q=1;if((b[((a+8|0)+11|0)>>0]|0)<0)sOb(f[(a+8|0)>>2]|0);w=w+1|0;if(q|0){L=0;break}if(w>>>0>=x>>>0)break b}u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}}while(0);f[a>>2]=G|((F&255)<<8|I&255|(K&255)<<16|E);f[a+4>>2]=H;f[(a+8|0)>>2]=f[a>>2];f[(a+8|0)+4>>2]=f[a+4>>2];if(!(Onb(M,a+8|0,N)|0)){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[(N+168|0)>>2]=0;do if((K&255)<<16&4194304|0){c=f[M>>2]|0;if((c+1|0)>>>0>(f[(M+4|0)>>2]|0)>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;c=h[c>>0]|0;f[(N+168|0)>>2]=c;if(!(b[M+36>>0]|0)){if((c&6|0)!=6)break}else if(!((c&6|0)==6?(f[M+8>>2]|0)>>>0<2:0))break;f[(N+168|0)>>2]=c&217|32}while(0);c=f[(N+172|0)>>2]|0;e=f[(N+176|0)>>2]|0;if((e|0)!=(c|0))f[(N+176|0)>>2]=e+(~((e+-4-c|0)>>>2)<<2);if(I&255&16|0){e=f[M>>2]|0;c=f[(M+4|0)>>2]|0;if((e+4|0)>>>0>c>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=e+1|0;H=b[e>>0]|0;f[M>>2]=e+2|0;G=b[(e+1|0)>>0]|0;f[M>>2]=e+3|0;j=b[(e+2|0)>>0]|0;f[M>>2]=e+4|0;j=(G&255)<<8|H&255|(j&255)<<16|h[(e+3|0)>>0]<<24;f[(a+8|0)>>2]=0;d:do if(j|0){if((e+8|0)>>>0<=c>>>0){i=0;g=e+4|0;c=e+8|0;do{F=g+1|0;f[M>>2]=F;G=b[g>>0]|0;H=g+2|0;f[M>>2]=H;F=b[F>>0]|0;e=g+3|0;f[M>>2]=e;H=b[H>>0]|0;f[M>>2]=c;c=(F&255)<<8|G&255|(H&255)<<16|h[e>>0]<<24;f[(a+8|0)>>2]=c;e=f[(N+176|0)>>2]|0;if((e|0)==(f[(N+180|0)>>2]|0))aob(N+172|0,a+8|0);else{f[e>>2]=c;f[(N+176|0)>>2]=e+4}i=i+1|0;if(i>>>0>=j>>>0)break d;g=f[M>>2]|0;c=g+4|0}while(c>>>0<=(f[(M+4|0)>>2]|0)>>>0)}L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}while(0)}f[(N+184|0)>>2]=-1;f[(N+196|0)>>2]=-1;f[(N+200|0)>>2]=-1;do if(I&255&32|0){c=f[M>>2]|0;e=f[(M+4|0)>>2]|0;if((c+4|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;G=b[c>>0]|0;f[M>>2]=c+2|0;F=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;H=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;f[(N+184|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+3|0)>>0]<<24;if(I&255&64|0){if((c+8|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+5|0;G=b[(c+4|0)>>0]|0;f[M>>2]=c+6|0;F=b[(c+5|0)>>0]|0;f[M>>2]=c+7|0;H=b[(c+6|0)>>0]|0;f[M>>2]=c+8|0;f[(N+196|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+7|0)>>0]<<24;if((c+12|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}else{f[M>>2]=c+9|0;G=b[(c+8|0)>>0]|0;f[M>>2]=c+10|0;F=b[(c+9|0)>>0]|0;f[M>>2]=c+11|0;H=b[(c+10|0)>>0]|0;f[M>>2]=c+12|0;f[(N+200|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+11|0)>>0]<<24;break}}}while(0);e=f[(N+212|0)>>2]|0;c=f[(N+216|0)>>2]|0;if((c|0)!=(e|0))do{H=c+-180|0;f[(N+216|0)>>2]=H;lWa(H);c=f[(N+216|0)>>2]|0}while((c|0)!=(e|0));if(I&255&128|0){c=f[M>>2]|0;if((c+4|0)>>>0>(f[(M+4|0)>>2]|0)>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;j=b[c>>0]|0;f[M>>2]=c+2|0;k=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;e=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;e=(k&255)<<8|j&255|(e&255)<<16|h[(c+3|0)>>0]<<24;j=(a+8|0)+8|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[(a+8|0)+84>>2]=0;k=(a+8|0)+92|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[(a+8|0)+108>>2]=0;l=(a+8|0)+116|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[((a+8|0)+128|0)>>2]=-1;f[(a+8|0)+132>>2]=-1;m=(a+8|0)+136|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;n[(a+8|0)+164>>2]=1.0;f[(a+8|0)+168>>2]=0;f[(a+8|0)+172>>2]=0;if(!e)c=1;else{c=0;while(1){if(!(Pnb(M,a+8|0)|0)){c=0;break}g=f[(N+216|0)>>2]|0;if((g|0)==(f[(N+220|0)>>2]|0))cob(N+212|0,a+8|0);else{O=f[(a+8|0)+4>>2]|0;f[g>>2]=f[(a+8|0)>>2];f[g+4>>2]=O;xOb(g+8|0,j);O=g+20|0;P=(a+8|0)+20|0;Q=O+68|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));f[g+88>>2]=f[((a+8|0)+88|0)>>2];xOb(g+92|0,k);f[(g+104|0)>>2]=f[((a+8|0)+104|0)>>2];f[(g+104|0)+4>>2]=f[((a+8|0)+104|0)+4>>2];d[(g+104|0)+8>>1]=d[((a+8|0)+104|0)+8>>1]|0;xOb(g+116|0,l);I=f[((a+8|0)+128|0)+4>>2]|0;f[(g+128|0)>>2]=f[((a+8|0)+128|0)>>2];f[(g+128|0)+4>>2]=I;xOb(g+136|0,m);bob(g+148|0,(a+8|0)+148|0);f[(g+168|0)>>2]=f[((a+8|0)+168|0)>>2];f[(g+168|0)+4>>2]=f[((a+8|0)+168|0)+4>>2];f[(g+168|0)+8>>2]=f[((a+8|0)+168|0)+8>>2];f[(N+216|0)>>2]=(f[(N+216|0)>>2]|0)+180}c=c+1|0;if(c>>>0>=e>>>0){c=1;break}}e=f[(a+8|0)+156>>2]|0;if(e)do{g=e;e=f[e>>2]|0;i=f[g+16>>2]|0;if(i|0){if((f[(g+20|0)>>2]|0)!=(i|0))f[(g+20|0)>>2]=i;sOb(i)}sOb(g)}while((e|0)!=0)}e=f[((a+8|0)+148|0)>>2]|0;f[((a+8|0)+148|0)>>2]=0;if(e|0)sOb(e);if((b[m+11>>0]|0)<0)sOb(f[m>>2]|0);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if(!c){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}f[(N+204|0)>>2]=-1;f[(N+208|0)>>2]=-1;if((K&255)<<16&524288|0){c=f[M>>2]|0;e=f[(M+4|0)>>2]|0;if((c+4|0)>>>0<=e>>>0){f[M>>2]=c+1|0;I=b[c>>0]|0;f[M>>2]=c+2|0;H=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;K=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;f[(N+208|0)>>2]=(H&255)<<8|I&255|(K&255)<<16|h[(c+3|0)>>0]<<24;if((c+8|0)>>>0<=e>>>0){f[M>>2]=c+5|0;K=b[(c+4|0)>>0]|0;f[M>>2]=c+6|0;I=b[(c+5|0)>>0]|0;f[M>>2]=c+7|0;L=b[(c+6|0)>>0]|0;f[M>>2]=c+8|0;f[(N+204|0)>>2]=(I&255)<<8|K&255|(L&255)<<16|h[(c+7|0)>>0]<<24;L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}}f[(N+188|0)>>2]=-1;f[(N+192|0)>>2]=-1}f[a+488>>2]=L;f[a+2160>>2]=O;f[a+2176>>2]=P;f[a+2184>>2]=Q;f[a+2200>>2]=J}function _pb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=f[a+336>>2]|0;k=f[a+400>>2]|0;l=f[a+408>>2]|0;m=f[a+528>>2]|0;o=f[a+2496>>2]|0;j=f[a+2816>>2]|0;p=f[a+2944>>2]|0;q=f[a+3176>>2]|0;r=f[a+3208>>2]|0;i=f[a+3216>>2]|0;a:{if(r){r=0;switch(i|0){case 85:{if(j>>>0<8){q=306;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<(c+11&-4)>>>0){m=c+11&-4;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;do if(!d)Fh[f[(f[o>>2]|0)+36>>2]&255](o,0,p+8|0,c);else{if((c|0)==27?(b[(f[d+4>>2]|0)+164>>0]&8)==0:0)if(!(oAb(p+8|0,240214)|0))break;Fh[f[(f[o>>2]|0)+36>>2]&255](o,0,p+8|0,c)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+11&-4);k=l;break}case 117:{if(j>>>0<12){q=316;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+8>>2]|0;if(j>>>0<(c+15&-4)>>>0){m=c+15&-4;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;do if(!d)Fh[f[(f[o>>2]|0)+36>>2]&255](o,f[p+4>>2]|0,p+12|0,c);else{e=f[p+4>>2]|0;if((c|0)==27?(b[(f[d+4>>2]|0)+164>>0]&8)==0:0)if(!(oAb(p+12|0,240214)|0))break;Fh[f[(f[o>>2]|0)+36>>2]&255](o,e,p+12|0,c)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+15&-4);k=l;break}case 112:{if(j>>>0<12){q=326;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<((c*24|0)+12|0)>>>0){m=(c*24|0)+12|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[p+8>>2]|0;Lh[f[(f[o>>2]|0)+40>>2]&255](o,c,(h&1|0)!=0,(h&2|0)!=0,p+12|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((c*24|0)+12|0);k=l;break}case 109:{if(j>>>0<16){q=331;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}e=f[(f[o>>2]|0)+48>>2]|0;c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(d){h=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(h+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](o,c,f[p+8>>2]|0,f[p+12>>2]|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+16;k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 48:{if(j>>>0<16){q=337;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}e=f[(f[o>>2]|0)+52>>2]|0;c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(d){h=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(h+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](o,c,f[p+8>>2]|0,f[p+12>>2]|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+16;k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 101:{if(j>>>0<20){q=343;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[(p+8|0)>>2]|0;if(j>>>0<((h<<2)+20|0)>>>0){m=(h<<2)+20|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}g=f[(p+12|0)>>2]|0;b:do if((g|0)<67108875){switch(g|0){case 67108873:break;default:{q=355;break b}}c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(!d){Lh[f[(f[o>>2]|0)+68>>2]&255](o,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0);break}else{Fob(f[d+4>>2]|0,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0,o);break}}else if((g|0)<268435467){switch(g|0){case 67108875:break;default:{q=355;break b}}c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(!d){Lh[f[(f[o>>2]|0)+64>>2]&255](o,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0);break}else{Eob(f[d+4>>2]|0,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0,o);break}}else{switch(g|0){case 268435467:break;default:{q=355;break b}}c=f[p+4>>2]|0;e=f[(f[o>>2]|0)+72>>2]|0;d=f[(n+112|0)>>2]|0;if(!d)d=h;else{d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;d=f[(p+8|0)>>2]|0}Lh[e&255](o,c,d,p+20|0,f[p+16>>2]|0);break}while(0);do if((q|0)==355){q=0;c=f[p+4>>2]|0;if(g&268435456|0){Lh[f[(f[o>>2]|0)+56>>2]&255](o,c,h,p+20|0,g);break}d=f[(n+112|0)>>2]|0;if(!d){e=h;d=g}else{e=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(e+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;e=f[(p+8|0)>>2]|0;d=f[(p+12|0)>>2]|0}Lh[f[(f[o>>2]|0)+56>>2]&255](o,c,e,p+20|0,d)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((h<<2)+20|0);k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 51:{if(j>>>0<20){q=363;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[(n+112|0)>>2]|0;do if(!c)Lh[f[(f[o>>2]|0)+60>>2]&255](o,f[p+4>>2]|0,f[p+8>>2]|0,f[p+12>>2]|0,f[p+16>>2]|0);else{c=f[c+4>>2]|0;if((f[(p+16|0)>>2]|0)!=3){g=f[(f[o>>2]|0)+60>>2]|0;f[(a+8|0)>>2]=f[p+4>>2];h=(pob(c+80|0,a+8|0)|0)+12|0;Lh[g&255](o,f[h>>2]|0,f[p+8>>2]|0,f[p+12>>2]|0,f[(p+16|0)>>2]|0);break}f[c+160>>2]=f[p+8>>2];d=b[(c+164|0)>>0]|0;if(d<<24>>24>-1){b[(c+164|0)>>0]=d|-128;Fh[f[(f[o>>2]|0)+36>>2]&255](o,f[c+76>>2]|0,240214,27)}}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+20;k=l;break}case 68:{if(j>>>0<8){q=373;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<(c+8|0)>>>0){m=c+8|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;if(!d)xh[f[(f[o>>2]|0)+76>>2]&127](o,p+8|0,c);else Gob(f[d+4>>2]|0,p,o);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+8|0);k=l;break}case 65:{if(j>>>0<16){q=381;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[(p+12|0)>>2]|0;if(j>>>0<((h<<2)+16|0)>>>0){m=(h<<2)+16|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}if(!(f[p+8>>2]|0)){e=f[(f[o>>2]|0)+80>>2]|0;c=f[(n+108|0)>>2]|0;d=f[(n+112|0)>>2]|0;if(!d)d=h;else{d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;d=f[(p+12|0)>>2]|0}Lh[e&255](o,c,f[p+4>>2]|0,p+16|0,d)}else{g=f[(f[o>>2]|0)+84>>2]|0;d=f[(n+108|0)>>2]|0;c=f[(n+112|0)>>2]|0;if(!c){e=h;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(p+12|0)>>2]|0;c=f[c>>2]|0}Lh[g&255](o,c,f[p+4>>2]|0,p+16|0,(e>>>0)/3|0)}if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((h<<2)+16|0);k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 52:{if(j>>>0<12){q=393;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[(p+4|0)>>2]|0;f[(p+4|0)>>2]=c&2147483647;switch(c&2147483647|0){case 1:{xh[f[(f[o>>2]|0)+160>>2]&127](o,f[p+8>>2]|0,(c|0)<0);break}case 2:{xh[f[(f[o>>2]|0)+164>>2]&127](o,f[p+8>>2]|0,(c|0)<0);break}case 3:{oh[f[(f[o>>2]|0)+172>>2]&1023](o,f[p+8>>2]|0);break}case 4:{oh[f[(f[o>>2]|0)+176>>2]&1023](o,f[p+8>>2]|0);break}default:{}}if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+12;k=l;break}case 53:{if(j>>>0<16){q=402;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<((c<<3)+16|0)>>>0){m=(c<<3)+16|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}Lh[f[(f[o>>2]|0)+168>>2]&255](o,f[p+8>>2]|0,p+16|0,c,(b[p+12>>0]|0)!=0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((c<<3)+16|0);k=l;break}default:{q=406;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}}}}f[a+400>>2]=k;f[a+528>>2]=m;f[a+3176>>2]=q;f[a+3208>>2]=r}function $pb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;F=f[a+336>>2]|0;C=f[a+360>>2]|0;w=f[a+400>>2]|0;u=f[a+408>>2]|0;A=f[a+472>>2]|0;D=f[a+528>>2]|0;E=f[a+560>>2]|0;G=f[a+864>>2]|0;H=f[a+1040>>2]|0;I=f[a+1136>>2]|0;B=f[a+1176>>2]|0;v=f[a+2496>>2]|0;y=f[a+2800>>2]|0;z=f[a+2816>>2]|0;x=f[a+2944>>2]|0;J=f[a+2968>>2]|0;K=f[a+2976>>2]|0;L=f[a+2984>>2]|0;M=f[a+3072>>2]|0;N=f[a+3176>>2]|0;O=f[a+3208>>2]|0;t=f[a+3216>>2]|0;a:{if(O){O=0;switch(t|0){case 69:{if(z>>>0<28){N=212;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}c=f[(x+24|0)>>2]|0;C=(c|0)==-1?28:c+31&-4;if(C>>>0>z>>>0){N=214;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}e=f[(f[v>>2]|0)+152>>2]|0;b=f[(F+108|0)>>2]|0;d=f[(F+112|0)>>2]|0;if(d){c=f[d+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;c=f[(x+24|0)>>2]|0;b=f[b>>2]|0}i=f[x+12>>2]|0;Zh[e&7](v,b,f[x+4>>2]|0,f[x+8>>2]|0,i&2147483647,f[x+16>>2]|0,f[x+20>>2]|0,(c|0)==-1?0:x+28|0,(i|0)<0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+C;w=u;break}case 103:{if(z>>>0<12){N=220;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+156>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(c){i=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(i+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Fh[d&255](v,b,f[x+4>>2]|0,f[x+8>>2]|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+12;w=u;break}case 78:{if(z>>>0<8){N=226;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}w=f[x+4>>2]|0;f[(F+104|0)>>2]=f[x>>2];f[(F+104|0)+4>>2]=w;f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+8;w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 82:{if(z>>>0<44){N=229;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}J=f[(x+24|0)>>2]|0;K=f[(x+28|0)>>2]|0;L=f[(x+32|0)>>2]|0;if((((K+J+L|0)*12|0)+44|0)>>>0>z>>>0){N=231;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}g=f[(f[v>>2]|0)+136>>2]|0;c=f[(F+108|0)>>2]|0;b=f[(F+112|0)>>2]|0;if(!b){d=J;e=K;b=L}else{d=f[b+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;d=f[(x+24|0)>>2]|0;e=f[(x+28|0)>>2]|0;c=f[c>>2]|0;b=f[(x+32|0)>>2]|0}i=(x+44|0)+(d*12|0)|0;bi[g&7](v,c,f[x+4>>2]|0,f[x+8>>2]|0,f[x+12>>2]|0,f[x+16>>2]|0,f[x+20>>2]|0,x+44|0,d,i,e,i+(e*12|0)|0,b);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+(((K+J+L|0)*12|0)+44|0);w=u;break}case 114:{if(z>>>0<12){N=237;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}M=f[(x+8|0)>>2]|0;if((M+12|0)>>>0>z>>>0){N=239;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+140>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)c=M;else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0;c=f[(x+8|0)>>2]|0}Lh[d&255](v,b,f[x+4>>2]|0,x+12|0,c);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+(M+12|0);w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 81:{if(z>>>0<40){N=245;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(x+8|0)>>2]|0;e=f[(x+12|0)>>2]|0;b=f[(x+16|0)>>2]|0;G=d&268435456|0?24:12;G=d&536870912|0?G+8|0:G;i=(f[(x+20|0)>>2]|0)+b+(f[(x+24|0)>>2]|0)|0;G=((i&1)+i<<1)+40+(X(d&1073741824|0?G+4|0:G,e)|0)+(((f[(x+32|0)>>2]|0)+(f[(x+28|0)>>2]|0)+(f[(x+36|0)>>2]|0)|0)*12|0)|0;if(G>>>0>z>>>0){N=247;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}i=f[(f[v>>2]|0)+132>>2]|0;g=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)h=e;else{b=f[c+4>>2]|0;f[(a+8|0)>>2]=g;g=(pob(b+80|0,a+8|0)|0)+12|0;b=f[(x+16|0)>>2]|0;d=f[(x+8|0)>>2]|0;h=f[(x+12|0)>>2]|0;g=f[g>>2]|0}c=f[x+4>>2]|0;e=f[(x+20|0)>>2]|0;if(!(b|e))if(!(f[(x+24|0)>>2]|0)){j=0;k=d&268435456;l=d&536870912;m=d&1073741824;o=0;p=0}else{n=0;N=253}else{n=e;N=253}if((N|0)==253){N=0;k=d&268435456;j=k|0?24:12;l=d&536870912;j=l|0?j+8|0:j;m=d&1073741824;j=(x+40|0)+(X(m|0?j+4|0:j,h)|0)|0;o=n;p=f[(x+24|0)>>2]|0}n=k|0?24:12;n=l|0?n+8|0:n;l=o+b+p|0;l=(x+40|0)+(X(m|0?n+4|0:n,h)|0)+((l&1)+l<<1)|0;m=f[(x+28|0)>>2]|0;n=f[(x+32|0)>>2]|0;fi[i&7](v,g,c,d,x+40|0,h,j,b,o,p,l,m,l+(m*12|0)|0,n,(l+(m*12|0)|0)+(n*12|0)|0,f[(x+36|0)>>2]|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+G;w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 111:{if(z>>>0<16){N=257;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}H=f[x+4>>2]|0;if(H>>>0>z>>>0){N=259;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}f[(a+296|0)>>2]=(f[(F+100|0)>>2]|0)+16;e=pOb(56)|0;f[e+40>>2]=0;f[e+44>>2]=0;f[e+48>>2]=0;if(Cob(F,e,y,a+296|0,u)|0){d=f[(f[v>>2]|0)+144>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(c){p=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(p+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}c=Vg[d&31](v,b,e,f[x+8>>2]|0,f[x+12>>2]|0)|0;if(!(f[(F+96|0)>>2]|0))b=9;else{f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+H;b=0}if(c)q=b;else{r=b;s=c?0:e;N=267}}else{Fh[f[(f[v>>2]|0)+36>>2]&255](v,0,240126,45);r=9;s=e;N=267}if((N|0)==267){N=0;b=s+40|0;c=f[b>>2]|0;if(c|0){Dob(b,c);sOb(f[b>>2]|0)}sOb(s);q=r}if(!q)w=u;else{E=q;N=407}break}default:O=1}}if(O){O=0;switch(t|0){case 90:{if(z>>>0<16){N=272;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}I=(f[x+8>>2]|0)+19&-4;if(I>>>0>z>>>0){N=274;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}mOb(F+16|0);b=f[(F+8|0)>>2]|0;if((f[(F+4|0)>>2]|0)==(b|0)){nOb(F+16|0);A=pOb(12)|0;B=pOb(16384)|0;f[A>>2]=B;f[A+4>>2]=B;f[A+8>>2]=B+16384}else{A=f[(b+-4|0)>>2]|0;f[(F+8|0)>>2]=b+-4|0;nOb(F+16|0)}B=tob(x,A)|0;if((B|0)>=0){N=291;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}b=(f[(F+100|0)>>2]|0)-B|0;f[(F+100|0)>>2]=b;if(B+z|0|0){c=A+4|0;e=f[c>>2]|0;g=f[A>>2]|0;d=(e-g|0)+(B+z|0)|0;if(d>>>0>(e-g|0)>>>0){AWa(A,B+z|0);c=f[A>>2]|0;b=f[(F+100|0)>>2]|0}else if(d>>>0<(e-g|0)>>>0)if((g+d|0|0)==(e|0))c=g;else{f[c>>2]=g+d|0;c=g}else c=g;bQb(c+(e-g|0)|0,(f[y>>2]|0)+b|0,B+z|0|0)|0}f[(F+100|0)>>2]=0;c=f[(F+96|0)>>2]|0;b=f[c>>2]|0;if((f[(c+4|0)>>2]|0)!=(b|0))f[(c+4|0)>>2]=b;f[(a+8|0)>>2]=c;b=f[(F+8|0)>>2]|0;if((b|0)==(f[(F+12|0)>>2]|0))vob(F+4|0,a+8|0);else{f[b>>2]=c;f[(F+8|0)>>2]=(f[(F+8|0)>>2]|0)+4}f[(F+96|0)>>2]=A;w=(f[A+4>>2]|0)-(f[A>>2]|0)|0;break}case 71:{if(z>>>0<12){N=299;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}e=f[(x+8|0)>>2]|0;if(z>>>0<((e<<2)+12|0)>>>0){D=(e<<2)+12|0;N=417;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+44>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)c=e;else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0;c=f[(x+8|0)>>2]|0}Lh[d&255](v,b,f[x+4>>2]|0,c,x+12|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+((e<<2)+12|0);w=u;break}default:O=1}}}f[a+360>>2]=C;f[a+400>>2]=w;f[a+472>>2]=A;f[a+528>>2]=D;f[a+560>>2]=E;f[a+864>>2]=G;f[a+1040>>2]=H;f[a+1136>>2]=I;f[a+1176>>2]=B;f[a+2968>>2]=J;f[a+2976>>2]=K;f[a+2984>>2]=L;f[a+3072>>2]=M;f[a+3176>>2]=N;f[a+3208>>2]=O}function aqb(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;s=f[a+336>>2]|0;p=f[a+400>>2]|0;q=f[a+408>>2]|0;r=f[a+560>>2]|0;t=f[a+2264>>2]|0;u=f[a+2488>>2]|0;v=f[a+2496>>2]|0;l=f[a+2688>>2]|0;m=f[a+2816>>2]|0;w=f[a+2944>>2]|0;x=f[a+3176>>2]|0;y=f[a+3208>>2]|0;o=f[a+3216>>2]|0;a:{if(y){y=0;switch(o|0){case 121:{if(m>>>0<16){x=105;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}t=f[w+8>>2]|0;if(t>>>0>m>>>0){x=107;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}f[(a+296|0)>>2]=0;f[l>>2]=0;f[((a+296|0)+8|0)>>2]=0;yob(a+296|0,f[(w+12|0)>>2]|0);if(f[(w+12|0)>>2]|0){i=w+16|0;j=0;while(1){k=(f[i>>2]<<2)+12|0;f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;f[(a+8|0)+12>>2]=0;f[(a+8|0)+16>>2]=0;b=f[l>>2]|0;if(b>>>0<(f[((a+296|0)+8|0)>>2]|0)>>>0){f[b>>2]=0;f[(b+4|0)>>2]=0;f[b+8>>2]=0;f[b>>2]=f[(a+8|0)>>2];f[(b+4|0)>>2]=f[((a+8|0)+4|0)>>2];f[b+8>>2]=f[((a+8|0)+8|0)>>2];f[((a+8|0)+8|0)>>2]=0;f[((a+8|0)+4|0)>>2]=0;f[(a+8|0)>>2]=0;h=f[((a+8|0)+12|0)+4>>2]|0;f[(b+12|0)>>2]=f[((a+8|0)+12|0)>>2];f[(b+12|0)+4>>2]=h;f[l>>2]=b+20}else{zob(a+296|0,a+8|0);b=f[(a+8|0)>>2]|0;if(b|0){c=f[((a+8|0)+4|0)>>2]|0;if((c|0)!=(b|0))f[((a+8|0)+4|0)>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}}h=f[l>>2]|0;f[h+-4>>2]=f[i+8>>2];f[h+-8>>2]=f[i+4>>2];b=f[i>>2]|0;c=f[(h+-20|0)>>2]|0;if((f[(h+-12|0)>>2]|0)-c>>2>>>0<b>>>0){if(b>>>0>1073741823){x=121;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=(f[(h+-16|0)>>2]|0)-c|0;g=pOb(b<<2)|0;if((e|0)>0)bQb(g|0,c|0,e|0)|0;f[(h+-20|0)>>2]=g;f[(h+-16|0)>>2]=g+(e>>2<<2);f[(h+-12|0)>>2]=g+(b<<2);if(c|0)sOb(c)}if(f[i>>2]|0){b=i+12|0;c=0;while(1){e=f[(h+-16|0)>>2]|0;if((e|0)==(f[(h+-12|0)>>2]|0))fBa(h+-20|0,b);else{f[e>>2]=f[b>>2];f[(h+-16|0)>>2]=e+4}c=c+1|0;if(c>>>0>=(f[i>>2]|0)>>>0)break;else b=b+4|0}}j=j+1|0;if(j>>>0>=(f[(w+12|0)>>2]|0)>>>0)break;else i=i+k|0}}e=f[(f[v>>2]|0)+96>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){k=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(k+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Fh[e&255](v,b,f[w+4>>2]|0,a+296|0);if(!(f[(s+96|0)>>2]|0))h=9;else{f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+t;h=0}b=f[(a+296|0)>>2]|0;if(b|0){c=f[l>>2]|0;if((c|0)!=(b|0)){do{e=c+-20|0;f[l>>2]=e;g=f[e>>2]|0;if(!g)c=e;else{c=c+-16|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g);c=f[l>>2]|0}}while((c|0)!=(b|0));b=f[(a+296|0)>>2]|0}sOb(b)}if(!h)p=q;else{r=h;x=407}break}default:y=1}}if(y){y=0;switch(o|0){case 80:{if(m>>>0<24){x=145;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}u=f[w+20>>2]|0;if(((u<<2)+24|0)>>>0>m>>>0){x=147;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}kh[f[(f[v>>2]|0)+24>>2]&3](v,+n[w+8>>2],+n[w+12>>2],+n[w+16>>2],(u|0)==0?0:w+24|0,u,f[w+4>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+((u<<2)+24|0);p=q;break}case 66:{if(m>>>0<32){x=151;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Lh[f[(f[v>>2]|0)+28>>2]&255](v,f[(s+108|0)>>2]|0,w+4|0,w+16|0,f[w+28>>2]|0);else{b=f[b+4>>2]|0;d=+n[w+4>>2];if(d<+n[(b+132|0)>>2])n[(b+132|0)>>2]=d;d=+n[w+16>>2];if(d>+n[(b+144|0)>>2])n[(b+144|0)>>2]=d;d=+n[w+8>>2];if(d<+n[(b+136|0)>>2])n[(b+136|0)>>2]=d;d=+n[w+20>>2];if(d>+n[(b+148|0)>>2])n[(b+148|0)>>2]=d;d=+n[w+12>>2];if(d<+n[(b+140|0)>>2])n[(b+140|0)>>2]=d;d=+n[w+24>>2];if(d>+n[(b+152|0)>>2])n[(b+152|0)>>2]=d;l=(f[(b+156|0)>>2]|0)+(f[w+28>>2]|0)|0;f[(b+156|0)>>2]=l;Lh[f[(f[v>>2]|0)+28>>2]&255](v,f[b+24>>2]|0,b+132|0,b+144|0,l)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+32;p=q;break}case 98:{if(m>>>0<36){x=170;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}Lh[f[(f[v>>2]|0)+32>>2]&255](v,w+4|0,w+16|0,f[w+28>>2]|0,f[w+32>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+36;p=q;break}default:y=1}}if(y){y=0;switch(o|0){case 77:{if(m>>>0<68){x=174;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+124>>2]|0;b=f[w+4>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(l+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}bi[e&7](v,b,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,f[w+20>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,w+44|0,w+56|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+68;p=q;break}case 73:{if(m>>>0<72){x=180;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+112>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(l+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}fi[e&7](v,b,f[w+8>>2]|0,f[(w+16|0)>>2]|0,f[(w+16|0)+4>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,f[w+44>>2]|0,f[w+48>>2]|0,f[w+52>>2]|0,f[w+56>>2]|0,f[w+60>>2]|0,f[w+64>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+72;p=q;break}case 118:{if(m>>>0<48){x=186;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[w+4>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(Aob((pob(l+80|0,l+20|0)|0)+40|0,a+8|0)|0)+12|0;b=f[b>>2]|0}ai[f[(f[v>>2]|0)+116>>2]&7](v,b,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,f[w+20>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,f[w+44>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+48;p=q;break}default:y=1}}if(y){y=0;switch(o|0){case 105:{if(m>>>0<16){x=192;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Th[f[(f[v>>2]|0)+148>>2]&127](v,0,f[w+4>>2]|0,f[w+8>>2]|0,f[w+12>>2]|0,0);else{o=f[b+4>>2]|0;f[(a+284|0)>>2]=f[w+4>>2];f[(a+280|0)>>2]=f[w+8>>2];f[(a+276|0)>>2]=f[w+12>>2];f[(a+292|0)>>2]=f[(a+284|0)>>2];f[(a+296|0)>>2]=f[(a+280|0)>>2];f[(a+8|0)>>2]=f[(a+276|0)>>2];Bob(o,v,0,a+292|0,a+296|0,a+8|0,0)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+16;p=q;break}case 120:{if(m>>>0<24){x=199;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Th[f[(f[v>>2]|0)+148>>2]&127](v,f[w+4>>2]|0,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,(f[w+20>>2]|0)!=0);else{m=f[b+4>>2]|0;o=f[w+4>>2]|0;f[(a+272|0)>>2]=f[w+8>>2];f[(a+268|0)>>2]=f[w+12>>2];f[(a+264|0)>>2]=f[w+16>>2];w=(f[w+20>>2]|0)!=0;f[(a+292|0)>>2]=f[(a+272|0)>>2];f[(a+296|0)>>2]=f[(a+268|0)>>2];f[(a+8|0)>>2]=f[(a+264|0)>>2];Bob(m,v,o,a+292|0,a+296|0,a+8|0,w)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+24;p=q;break}case 54:{if(m>>>0<28){x=206;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+120>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){o=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(o+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Ah[e&3](v,b,f[w+4>>2]|0,+n[w+8>>2],+n[w+12>>2],+n[w+16>>2],+n[w+20>>2],f[w+24>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+28;p=q;break}default:y=1}}}f[a+400>>2]=p;f[a+560>>2]=r;f[a+2264>>2]=t;f[a+2488>>2]=u;f[a+3176>>2]=x;f[a+3208>>2]=y}function bqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0,ba=0,ca=0,da=0;u=f[a+336>>2]|0;o=f[a+360>>2]|0;q=f[a+408>>2]|0;r=f[a+472>>2]|0;s=f[a+528>>2]|0;v=f[a+864>>2]|0;w=f[a+1040>>2]|0;x=f[a+1136>>2]|0;y=f[a+1176>>2]|0;z=f[a+1512>>2]|0;A=f[a+1864>>2]|0;B=f[a+1872>>2]|0;C=f[a+2088>>2]|0;E=f[a+2184>>2]|0;F=f[a+2192>>2]|0;I=f[a+2264>>2]|0;J=f[a+2488>>2]|0;K=f[a+2496>>2]|0;L=f[a+2688>>2]|0;M=f[a+2800>>2]|0;N=f[a+2816>>2]|0;O=f[a+2848>>2]|0;m=f[a+2904>>2]|0;P=f[a+2944>>2]|0;Q=f[a+2968>>2]|0;R=f[a+2976>>2]|0;S=f[a+2984>>2]|0;T=f[a+3072>>2]|0;U=f[a+3176>>2]|0;a:{do{V=1;W=f[P>>2]|0;if(V){V=0;switch(W|0){case 86:{if(N>>>0<20){U=25;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[(u+112|0)>>2]|0;if(!c)Lh[f[(f[K>>2]|0)+8>>2]&255](K,f[P+4>>2]|0,f[P+8>>2]|0,f[P+12>>2]|0,f[P+16>>2]|0);else{d=f[c+4>>2]|0;if((f[(P+8|0)>>2]|0)>>>0<69)if((f[(d+20|0)>>2]|0)==-1){f[(d+20|0)>>2]=-2;l=(pob(d+80|0,d+20|0)|0)+12|0;f[d+24>>2]=f[l>>2]}c=b[(d+164|0)>>0]|0;if(!(c&16)){f[d+16>>2]=f[(P+16|0)>>2];b[(d+164|0)>>0]=c|16}Lh[f[(f[K>>2]|0)+8>>2]&255](K,f[P+4>>2]|0,f[(P+8|0)>>2]|0,-2,f[(P+16|0)>>2]|0)}if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}z=f[P+8>>2]|0;if((z+-66|0)>>>0>3){U=36;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+20;c=q;break}case 84:{if(N>>>0<16){U=39;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[P+8>>2]|0;if(c|0)xh[f[(f[K>>2]|0)+16>>2]&127](K,c,f[P+12>>2]|0);c=f[(u+112|0)>>2]|0;if(!c)oh[f[(f[K>>2]|0)+12>>2]&1023](K,f[P+4>>2]|0);else wob(f[c+4>>2]|0,P,K);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+16;c=q;break}case 116:{if(N>>>0<12){U=48;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}xh[f[(f[K>>2]|0)+16>>2]&127](K,f[P+4>>2]|0,f[P+8>>2]|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+12;c=q;break}case 83:{if(N>>>0<24){U=52;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}e=f[(f[K>>2]|0)+100>>2]|0;c=f[(u+108|0)>>2]|0;d=f[(u+112|0)>>2]|0;if(d){l=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(l+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](K,c,f[P+4>>2]|0,P+8|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+24;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 115:{if(N>>>0<44){U=58;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}A=f[(P+36|0)>>2]|0;B=f[(P+40|0)>>2]|0;if(((A<<2)+44+(B*12|0)|0)>>>0>N>>>0){U=60;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}h=f[(f[K>>2]|0)+104>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=A;g=B;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(P+36|0)>>2]|0;g=f[(P+40|0)>>2]|0;c=f[c>>2]|0}l=(e|0)==0;Hh[h&3](K,c,f[P+4>>2]|0,P+8|0,+n[P+24>>2],+n[P+28>>2],+n[P+32>>2],l?0:P+44|0,e,(g|0)==0?0:l?P+44|0:(P+44|0)+(e<<2)|0,g);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((A<<2)+44+(B*12|0)|0);c=q;break}case 56:{if(N>>>0<132){U=66;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}e=(f[(P+8|0)>>2]|0)==0?0:P+8|0;g=(f[(P+20|0)>>2]|0)==0?0:P+20|0;j=(f[(P+32|0)>>2]|0)==0?0:P+32|0;h=(f[(P+44|0)>>2]|0)==0?0:P+44|0;k=(f[(P+56|0)>>2]|0)==0?0:P+56|0;i=(f[(P+68|0)>>2]|0)==0?0:P+68|0;l=f[(f[K>>2]|0)+108>>2]|0;c=f[(u+108|0)>>2]|0;d=f[(u+112|0)>>2]|0;if(d){d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}da=f[P+4>>2]|0;ca=f[P+80>>2]|0;ba=f[P+84>>2]|0;aa=f[P+88>>2]|0;$=+n[P+108>>2];_=+n[P+112>>2];Z=+n[P+116>>2];Y=+n[P+120>>2];X=+n[P+124>>2];d=f[P+128>>2]|0;f[(a+8|0)>>2]=f[(P+92|0)>>2];f[(a+8|0)+4>>2]=f[(P+92|0)+4>>2];f[(a+8|0)+8>>2]=f[(P+92|0)+8>>2];f[(a+8|0)+12>>2]=f[(P+92|0)+12>>2];ci[l&3](K,c,da,e,g,j,h,k,i,ca,ba,aa,a+8|0,$,_,Z,Y,X,d);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+132;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 50:{if(N>>>0<16){U=72;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}C=f[(P+8|0)>>2]|0;if(((C<<2)+16|0)>>>0>N>>>0){U=74;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}g=f[(f[K>>2]|0)+128>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=C;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(P+8|0)>>2]|0;c=f[c>>2]|0}Th[g&127](K,c,f[P+4>>2]|0,(e|0)==0?0:P+16|0,e,f[P+12>>2]|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((C<<2)+16|0);c=q;break}case 88:{if(N>>>0<56){U=80;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[(u+112|0)>>2]|0;if(!c)Fh[f[(f[K>>2]|0)+88>>2]&255](K,f[(u+108|0)>>2]|0,f[P+4>>2]|0,P+8|0);else{da=f[c+4>>2]|0;f[(a+288|0)>>2]=f[(u+108|0)>>2];f[(a+8|0)>>2]=f[(a+288|0)>>2];xob(da,a+8|0,P,K)}if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+56;c=q;break}case 99:{if(N>>>0<104){U=87;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[((a+8|0)+4|0)>>2]=0;e=a+8|0;c=m+(f[(u+100|0)>>2]|0)|0;d=e+104|0;do{b[e>>0]=b[c>>0]|0;e=e+1|0;c=c+1|0}while((e|0)<(d|0));c=f[(u+112|0)>>2]|0;if(!c)Oh[f[(f[K>>2]|0)+20>>2]&3](K,f[((a+8|0)+8|0)>>2]|0,(a+8|0)+16|0,(a+8|0)+40|0,(a+8|0)+64|0,+p[((a+8|0)+88|0)>>3],+p[((a+8|0)+96|0)>>3],f[((a+8|0)+4|0)>>2]|0);else{c=f[c+4>>2]|0;if(!(b[(c+164|0)>>0]&1))if((f[(c+16|0)>>2]|0)==(f[((a+8|0)+4|0)>>2]|0)){Oh[f[(f[K>>2]|0)+20>>2]&3](K,f[((a+8|0)+8|0)>>2]|0,(a+8|0)+16|0,(a+8|0)+40|0,(a+8|0)+64|0,+p[((a+8|0)+88|0)>>3],+p[((a+8|0)+96|0)>>3],0);f[(c+16|0)>>2]=-1;b[(c+164|0)>>0]=b[(c+164|0)>>0]|1}}if(!(f[(u+96|0)>>2]|0)){U=95;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+104;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 89:{if(N>>>0<16){U=97;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}E=f[(P+8|0)>>2]|0;F=f[(P+12|0)>>2]|0;if(((E<<2)+16+(F*12|0)|0)>>>0>N>>>0){U=99;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}g=f[(f[K>>2]|0)+92>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=E;c=F}else{e=f[c+4>>2]|0;f[(a+8|0)>>2]=d;d=(pob(e+80|0,a+8|0)|0)+12|0;e=f[(P+8|0)>>2]|0;d=f[d>>2]|0;c=f[(P+12|0)>>2]|0}Xh[g&63](K,d,f[P+4>>2]|0,e,c,P+16|0,(P+16|0)+(e<<2)|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((E<<2)+16+(F*12|0)|0);c=q;break}default:V=1}}f[a+336>>2]=u;f[a+400>>2]=c;f[a+408>>2]=q;f[a+560>>2]=t;f[a+2264>>2]=I;f[a+2488>>2]=J;f[a+2496>>2]=K;f[a+2688>>2]=L;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3240>>2]=0;f[a+3244>>2]=0;aqb(a);c=f[a+400>>2]|0;t=f[a+560>>2]|0;I=f[a+2264>>2]|0;J=f[a+2488>>2]|0;U=f[a+3176>>2]|0;V=f[a+3208>>2]|0;G=f[a+3240>>2]|0;D=f[a+3244>>2]|0;H=+n[a+3244>>2];f[a+3240>>2]=0;f[a+3244>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 21:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 22:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}f[a+336>>2]=u;f[a+360>>2]=o;f[a+400>>2]=c;f[a+408>>2]=q;f[a+472>>2]=r;f[a+528>>2]=s;f[a+560>>2]=t;f[a+864>>2]=v;f[a+1040>>2]=w;f[a+1136>>2]=x;f[a+1176>>2]=y;f[a+2496>>2]=K;f[a+2800>>2]=M;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+2968>>2]=Q;f[a+2976>>2]=R;f[a+2984>>2]=S;f[a+3072>>2]=T;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3232>>2]=0;f[a+3236>>2]=0;$pb(a);o=f[a+360>>2]|0;c=f[a+400>>2]|0;r=f[a+472>>2]|0;s=f[a+528>>2]|0;t=f[a+560>>2]|0;v=f[a+864>>2]|0;w=f[a+1040>>2]|0;x=f[a+1136>>2]|0;y=f[a+1176>>2]|0;Q=f[a+2968>>2]|0;R=f[a+2976>>2]|0;S=f[a+2984>>2]|0;T=f[a+3072>>2]|0;U=f[a+3176>>2]|0;V=f[a+3208>>2]|0;G=f[a+3232>>2]|0;D=f[a+3236>>2]|0;H=+n[a+3236>>2];f[a+3232>>2]=0;f[a+3236>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 22:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 23:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}f[a+336>>2]=u;f[a+400>>2]=c;f[a+408>>2]=q;f[a+528>>2]=s;f[a+2496>>2]=K;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3224>>2]=0;f[a+3228>>2]=0;_pb(a);c=f[a+400>>2]|0;s=f[a+528>>2]|0;U=f[a+3176>>2]|0;G=f[a+3224>>2]|0;D=f[a+3228>>2]|0;H=+n[a+3228>>2];f[a+3224>>2]=0;f[a+3228>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 31:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 30:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}}while(0);if((U|0)==407){U=0;switch(t|0){case 9:{U=409;f[a+3248>>2]=2;f[a+3252>>2]=33;break a}case 0:{c=q;break}default:{s=0;U=417;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}}}O=f[(u+100|0)>>2]|0;if(c>>>0<=O>>>0){U=409;f[a+3248>>2]=2;f[a+3252>>2]=33;break a}else q=c}f[a+360>>2]=o;f[a+408>>2]=q;f[a+472>>2]=r;f[a+528>>2]=s;f[a+864>>2]=v;f[a+1040>>2]=w;f[a+1136>>2]=x;f[a+1176>>2]=y;f[a+1512>>2]=z;f[a+1864>>2]=A;f[a+1872>>2]=B;f[a+2088>>2]=C;f[a+2184>>2]=E;f[a+2192>>2]=F;f[a+2264>>2]=I;f[a+2488>>2]=J;f[a+2848>>2]=O;f[a+2968>>2]=Q;f[a+2976>>2]=R;f[a+2984>>2]=S;f[a+3072>>2]=T;f[a+3176>>2]=U}function cqb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;v=f[a+104>>2]|0;w=f[a+528>>2]|0;x=f[a+568>>2]|0;m=f[a+616>>2]|0;o=f[a+640>>2]|0;z=f[a+656>>2]|0;A=f[a+664>>2]|0;B=f[a+672>>2]|0;y=f[a+904>>2]|0;r=f[a+1e3>>2]|0;s=f[a+1016>>2]|0;t=f[a+1264>>2]|0;a:{c=f[(w+(v*20|0)+4|0)>>2]|0;p=f[(w+(v*20|0)+8|0)>>2]|0;if((c|0)!=(p|0)){k=0;l=f[(a+40|0)>>2]|0;while(1){g=f[(f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;h=X(g,o)|0;if(cvb()|0){i=+(k&255);if((z+(g<<2)|0|0)!=(z|0)){e=z;do{n[e>>2]=i;e=e+4|0}while((e|0)!=(z+(g<<2)|0|0))}}else dQb(z|0,k|0,g|0)|0;oub(f[(a+48|0)>>2]|0,l,h,z);c=c+4|0;if((c|0)==(p|0))break;else{k=k+1<<24>>24;l=h+l|0}}}f[(a+32|0)>>2]=0;f[((a+32|0)+4|0)>>2]=0;f[(a+28|0)>>2]=0;deb(aeb()|0,m,a+32|0,a+28|0,64);c=f[(a+32|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Zvb(258928,c)|0;g=f[(a+28|0)>>2]|0;h=(r<<1)+g|0;l=(s<<1)+h|0;o=f[(w+(v*20|0)+4|0)>>2]|0;m=(f[(f[o>>2]|0)+4>>2]|0)+44|0;c=f[m>>2]|0;e=f[c+24>>2]|0;if(e){FLa(c+68|0,0,e<<1,g,a+32|0)|0;q=f[m>>2]|0;c=q;g=(f[q+24>>2]<<1)+g|0}e=f[c+28>>2]|0;if(!e)k=h;else{FLa(c+68|0,f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]<<1,e<<1,h,a+32|0)|0;k=f[m>>2]|0;c=k;k=(f[k+28>>2]<<1)+h|0}h=f[c+32>>2]|0;if(!h)c=l;else{if(!(b[c+148>>0]&2))e=f[c+44>>2]|0;else e=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;FLa(c+68|0,e<<1,h<<1,l,a+32|0)|0;c=(f[(f[m>>2]|0)+32>>2]<<1)+l|0}q=f[(w+(v*20|0)+8|0)>>2]|0;if((o+4|0|0)!=(q|0)){p=f[(f[(f[(f[o>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;m=o+4|0;l=c;while(1){h=(f[(f[m>>2]|0)+4>>2]|0)+44|0;DLa((f[h>>2]|0)+68|0,z)|0;e=z+((ALa((f[h>>2]|0)+68|0)|0)<<1)|0;if((e|0)!=(z|0)){c=z;do{d[c>>1]=p+(j[c>>1]|0);c=c+2|0}while((c|0)!=(e|0))}c=f[h>>2]|0;e=f[c+24>>2]|0;if(e){oub(f[(a+32|0)>>2]|0,g,e<<1,z);o=f[h>>2]|0;c=o;g=g+(f[o+24>>2]<<1)|0}e=f[c+28>>2]|0;if(e){oub(f[(a+32|0)>>2]|0,k,e<<1,z+(f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]<<1)|0);o=f[h>>2]|0;c=o;k=k+(f[o+28>>2]<<1)|0}e=f[c+32>>2]|0;if(!e)e=l;else{if(!(b[c+148>>0]&2))c=f[c+44>>2]|0;else c=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;oub(f[(a+32|0)>>2]|0,l,e<<1,z+(c<<1)|0);e=l+(f[(f[h>>2]|0)+32>>2]<<1)|0}c=m+4|0;if((c|0)==(q|0))break;else{p=(f[(f[(f[(f[m>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]&65535)+(p&65535)|0;m=c;l=e}}}h=f[(f[(f[f[(w+(v*20|0)+4|0)>>2]>>2]|0)+4>>2]|0)+44>>2]|0;f[x+52>>2]=f[h+52>>2];c=f[h>>2]|0;h=f[h+4>>2]|0;if((c|0)!=(h|0)){k=f[c+8>>2]|0;do{f[a>>2]=f[c>>2];e=f[c+4>>2]|0;f[(a+4|0)>>2]=e;if(e|0)gOb(e);e=c+8|0;f[(a+8|0)>>2]=f[e>>2];f[(a+8|0)+4>>2]=f[e+4>>2];f[(a+8|0)+8>>2]=f[e+8>>2];f[(a+8|0)+12>>2]=f[e+12>>2];d[(a+8|0)+16>>1]=d[e+16>>1]|0;e=f[(a+60|0)>>2]|0;g=f[((a+60|0)+4|0)>>2]|0;if(g|0)gOb(g);f[a>>2]=e;e=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=g;if(e|0)iOb(e);f[(a+8|0)>>2]=(f[(a+56|0)>>2]|0)-k+(f[(a+8|0)>>2]|0);e=f[(x+4|0)>>2]|0;if((e|0)==(f[(x+8|0)>>2]|0))qpb(x,a);else{f[e>>2]=f[a>>2];g=f[(a+4|0)>>2]|0;f[e+4>>2]=g;if(g|0)gOb(g);f[(e+8|0)>>2]=f[(a+8|0)>>2];f[(e+8|0)+4>>2]=f[(a+8|0)+4>>2];f[(e+8|0)+8>>2]=f[(a+8|0)+8>>2];f[(e+8|0)+12>>2]=f[(a+8|0)+12>>2];d[(e+8|0)+16>>1]=d[(a+8|0)+16>>1]|0;f[(x+4|0)>>2]=(f[(x+4|0)>>2]|0)+28}e=f[(a+4|0)>>2]|0;if(e|0)iOb(e);c=c+28|0}while((c|0)!=(h|0))}f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+12>>2]=2;e=cvb()|0;f[a+16>>2]=e?5126:5121;f[a+20>>2]=0;e=f[(a+48|0)>>2]|0;g=f[y>>2]|0;do if(!g){f[a>>2]=e;f[(a+4|0)>>2]=g;c=a}else{gOb(g);c=f[(a+4|0)>>2]|0;f[a>>2]=e;f[(a+4|0)>>2]=g;if(!c){c=a;break}iOb(c);c=a}while(0);f[(a+8|0)>>2]=f[(a+40|0)>>2];b[a+25>>0]=1;b[a+24>>0]=0;e=f[(x+4|0)>>2]|0;if((e|0)==(f[x+8>>2]|0))qpb(x,a);else{f[e>>2]=f[c>>2];c=f[(a+4|0)>>2]|0;f[e+4>>2]=c;if(c|0)gOb(c);f[(e+8|0)>>2]=f[(a+8|0)>>2];f[(e+8|0)+4>>2]=f[(a+8|0)+4>>2];f[(e+8|0)+8>>2]=f[(a+8|0)+8>>2];f[(e+8|0)+12>>2]=f[(a+8|0)+12>>2];d[(e+8|0)+16>>1]=d[(a+8|0)+16>>1]|0;f[(x+4|0)>>2]=(f[(x+4|0)>>2]|0)+28}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);nMa(x,a+32|0);oMa(x,f[(a+28|0)>>2]|0);pMa(x,0,r);pMa(x,1,s);pMa(x,2,t);qMa(x,0,0);qMa(x,1,r);qMa(x,2,s+r|0);h=f[(w+(v*20|0)|0)>>2]|0;f[(w+(v*20|0)|0)>>2]=x;if(h|0){c=f[h+56>>2]|0;if(c|0){e=f[(h+60|0)>>2]|0;if((e|0)!=(c|0))f[(h+60|0)>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}c=f[h+16>>2]|0;if(c|0)iOb(c);c=f[h>>2]|0;if(c|0){e=f[(h+4|0)>>2]|0;if((e|0)!=(c|0)){do{g=e+-28|0;f[(h+4|0)>>2]=g;e=f[e+-24>>2]|0;if(!e)e=g;else{iOb(e);e=f[(h+4|0)>>2]|0}}while((e|0)!=(c|0));c=f[h>>2]|0}sOb(c)}sOb(h)}c=f[((a+32|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[y>>2]|0;if(c|0)iOb(c);c=f[((a+60|0)+4|0)>>2]|0;if(c|0)iOb(c);Zvb(258928,B)|0;Yvb(258928,A)|0;tOb(z);u=a;f[a+1704>>2]=5;break a}}
+function Abb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,k=0;i=a+230|0;k=j[i>>1]|j[i+2>>1]<<16;if(!(k&32768)){g=a+320|0;if(+p[g>>3]==+p[e>>3])if(+p[a+328>>3]==+p[e+8>>3])if(+p[a+336>>3]==+p[e+16>>3])if(+p[a+344>>3]==+p[c>>3])if(+p[a+352>>3]==+p[c+8>>3])if(+p[a+360>>3]==+p[c+16>>3]){a=0;return a|0}else h=e;else h=e;else h=e;else h=e;else h=e;else h=e}else{g=a+320|0;h=e}p[a+344>>3]=+p[c>>3];p[a+352>>3]=+p[c+8>>3];p[a+360>>3]=+p[c+16>>3];p[g>>3]=+p[h>>3];p[a+328>>3]=+p[e+8>>3];p[a+336>>3]=+p[e+16>>3];g=k&-57345|24576;d[i>>1]=g;d[i+2>>1]=g>>>16;do if(k&2048)if((b[a+226>>0]|0)!=2){k=f[a+60>>2]|0;if((f[k+1896>>2]|0)==(f[k+1900>>2]|0))if(sSa(f[a+64>>2]|0)|0){g=j[i>>1]|j[i+2>>1]<<16;break}else{a=1;return a|0}}while(0);if(!(g&1024)){a=0;return a|0}if((b[a+226>>0]|0)==2){a=0;return a|0}k=f[a+60>>2]|0;if((f[k+1896>>2]|0)!=(f[k+1900>>2]|0)){a=0;return a|0}a=(sSa(f[a+64>>2]|0)|0)^1;return a|0}function Bbb(a,c){a=a|0;c=c|0;var e=0,g=0;c=c>>>0>16?c:16;e=a+368|0;if((f[e>>2]|0)==(c|0)){a=0;return a|0}f[e>>2]=c;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=e|24576;d[c>>1]=g;d[c+2>>1]=g>>>16;if(!(e&2048)){g=0;return g|0}if((b[a+226>>0]|0)==2){g=0;return g|0}g=f[a+60>>2]|0;if((f[g+1896>>2]|0)!=(f[g+1900>>2]|0)){g=0;return g|0}g=(sSa(f[a+64>>2]|0)|0)^1;return g|0}function Cbb(a,c){a=a|0;c=c|0;var d=0;d=a+60|0;if(!(Mgb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}c=a+230|0;if(!((j[c>>1]|j[c+2>>1]<<16)&2048)){d=0;return d|0}if((b[a+226>>0]|0)==2){d=0;return d|0}d=f[d>>2]|0;if((f[d+1896>>2]|0)!=(f[d+1900>>2]|0)){d=0;return d|0}d=(sSa(f[a+64>>2]|0)|0)^1;return d|0}function Dbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Ngb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&2048)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Ebb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;e=a+60|0;if(!(Ogb((f[e>>2]|0)+3624|0,c)|0)){e=0;return e|0}g=a+230|0;c=j[g>>1]|j[g+2>>1]<<16;h=c|24576;d[g>>1]=h;d[g+2>>1]=h>>>16;if(!(c&2048)){h=0;return h|0}if((b[a+226>>0]|0)==2){h=0;return h|0}h=f[e>>2]|0;if((f[h+1896>>2]|0)!=(f[h+1900>>2]|0)){h=0;return h|0}h=(sSa(f[a+64>>2]|0)|0)^1;return h|0}function Fbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Pgb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&2048)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Gbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>12&1|0)==(a|0)){e=0;return e|0}e=e&-4097|a<<12;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Hbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>8&1|0)==(a|0)){e=0;return e|0}e=e&-257|a<<8;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Ibb(a,b){a=a|0;b=+b;return Gfb((f[a+60>>2]|0)+3728|0,b)|0}function Jbb(a,b){a=a|0;b=+b;return Hfb((f[a+60>>2]|0)+3728|0,b)|0}function Kbb(a,b){a=a|0;b=b|0;return Jfb((f[a+60>>2]|0)+3728|0,b)|0}function Lbb(a,b){a=a|0;b=+b;return Ifb((f[a+60>>2]|0)+3728|0,b)|0}function Mbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>9&1|0)==(a|0)){e=0;return e|0}e=e&-513|a<<9;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Nbb(a,b){a=a|0;b=+b;return Kfb((f[a+60>>2]|0)+3728|0,b)|0}function Obb(a,b){a=a|0;b=+b;return Lfb((f[a+60>>2]|0)+3728|0,b)|0}function Pbb(a,b){a=a|0;b=b|0;return Nfb((f[a+60>>2]|0)+3728|0,b)|0}function Qbb(a,b){a=a|0;b=+b;return Mfb((f[a+60>>2]|0)+3728|0,b)|0}function Rbb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;h=c&1;if((g>>>10&1|0)==(h|0)){c=0;return c|0}g=g&-1025|h<<10;d[e>>1]=g;d[e+2>>1]=g>>>16;g=a+60|0;h=(f[g>>2]|0)+1912|0;if(c){c=pOb(952)|0;Ihb(c,a);jdb(c+840|0,a);e=f[h>>2]|0;f[h>>2]=c;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}c=(f[(f[g>>2]|0)+1912>>2]|0)+832|0;b[c>>0]=b[c>>0]|16;c=f[(f[g>>2]|0)+1912>>2]|0;f[c+828>>2]=8;pdb(c+840|0,0);qdb((f[(f[g>>2]|0)+1912>>2]|0)+840|0,0);sdb((f[(f[g>>2]|0)+1912>>2]|0)+840|0,1);c=1;return c|0}else{e=f[h>>2]|0;f[h>>2]=0;if(!e){c=1;return c|0}E8a(e+840|0);F8a(e);sOb(e);c=1;return c|0}return 0}function Sbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Bgb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Tbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Egb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Ubb(a,c){a=a|0;c=c|0;var d=0;d=a+60|0;if(!(Cgb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}c=a+230|0;if(!((j[c>>1]|j[c+2>>1]<<16)&1024)){d=0;return d|0}if((b[a+226>>0]|0)==2){d=0;return d|0}d=f[d>>2]|0;if((f[d+1896>>2]|0)!=(f[d+1900>>2]|0)){d=0;return d|0}d=(sSa(f[a+64>>2]|0)|0)^1;return d|0}function Vbb(a,c,d){a=a|0;c=+c;d=d|0;var e=0;e=a+60|0;if(!(Dgb((f[e>>2]|0)+4216|0,c,d)|0)){e=0;return e|0}d=a+230|0;if(!((j[d>>1]|j[d+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[e>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Wbb(a,c,d,e){a=a|0;c=+c;d=+d;e=e|0;var f=0,g=0;f=a+372|0;g=a+376|0;if(+n[f>>2]==c)if(+n[g>>2]==d)if((b[a+380>>0]|0)==e<<24>>24){g=0;return g|0}n[f>>2]=c;n[g>>2]=d;b[a+380>>0]=e;g=1;return g|0}function Xbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>18&1|0)==(a|0)){e=0;return e|0}e=e&-262145|a<<18;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Ybb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=b+4|0;if((f[b>>2]|0)==(f[g>>2]|0))ueb((f[a+60>>2]|0)+2180|0);h=a+388|0;c=f[h>>2]|0;e=a+392|0;if(!c)a=a+396|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c);a=a+396|0;f[a>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[b>>2];f[e>>2]=f[g>>2];h=b+8|0;f[a>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[b>>2]=0;return}function Zbb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j+4|0;i=j;if(!d){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;u=j;return}g=b+60|0;b=f[g>>2]|0;e=b+24|0;if(!(f[e>>2]|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;u=j;return}else{Adb(b,h,i);g=f[g>>2]|0;Ieb(a,g+2180|0,c,d,g+224|0,+n[h>>2],+n[i>>2],f[e>>2]|0,g+2256|0);u=j;return}}function _bb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;if(!(f[a>>2]|0))return;f[a>>2]=0;b[a+500>>0]=0;c=f[a+12>>2]|0;if(c|0)do{g=c;e=f[g+12>>2]|0;g=g+16|0;d=f[g>>2]|0;if((d|0)!=(e|0))f[g>>2]=d+(~(((d+-44-e|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+32>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+52>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+72>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+92>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+112>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+132>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+152>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+172>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+192>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+212>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+232>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+252>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+272>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+292>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+312>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+332>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+352>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+372>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+392>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+412>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+432>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+452>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+472>>2]|0;if(!c)return;do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);return}function $bb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=0;j=u;u=u+1120|0;f[j>>2]=b;acb(j,a+4|0);acb(j,a+24|0);acb(j,a+44|0);acb(j,a+64|0);acb(j,a+84|0);acb(j,a+104|0);acb(j,a+124|0);acb(j,a+144|0);acb(j,a+164|0);acb(j,a+184|0);acb(j,a+204|0);acb(j,a+224|0);h=X(b,1540483477)|0;h=(X(h>>>24^h,1540483477)|0)^1866966612;h=X(h>>>13^h,1540483477)|0;e=f[a+248>>2]|0;a:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+244|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break a;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break b}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+244|0,j+8|0)|0}}}while(0);e=f[a+268>>2]|0;c:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+264|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){d:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break c;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break d;c=f[c>>2]|0;if(!c)break c}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break d}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break c}c=f[c>>2]|0;if(!c)break c}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+264|0,j+8|0)|0}}}while(0);e=f[a+288>>2]|0;e:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+284|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){f:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break e;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break f;c=f[c>>2]|0;if(!c)break e}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break f}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break e}c=f[c>>2]|0;if(!c)break e}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+284|0,j+8|0)|0}}}while(0);e=f[a+308>>2]|0;g:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+304|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){h:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break g;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break h;c=f[c>>2]|0;if(!c)break g}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break h}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break g}c=f[c>>2]|0;if(!c)break g}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+304|0,j+8|0)|0}}}while(0);e=f[a+328>>2]|0;i:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+324|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){j:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break i;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break j;c=f[c>>2]|0;if(!c)break i}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break j}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break i}c=f[c>>2]|0;if(!c)break i}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+324|0,j+8|0)|0}}}while(0);g=f[a+348>>2]|0;f[j+32>>2]=a;f[j+40>>2]=b;f[j+640>>2]=h;f[j+752>>2]=g;f[j+1040>>2]=i;f[j+1048>>2]=0;f[j+1052>>2]=0;bgb(j);G=f[j+1048>>2]|0;D=f[j+1052>>2]|0;H=+n[j+1052>>2];f[j+1048>>2]=0;f[j+1052>>2]=0;if((G|0)==5)return}function acb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=ccb(b,a)|0;if(!l)return;i=f[b+4>>2]|0;a=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&a;else if(a>>>0<i>>>0)h=a;else h=(a>>>0)%(i>>>0)|0;c=(f[b>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){a=f[k>>2]|0;if((a|0)==(l|0))break;else k=a}if((k|0)==(b+8|0))e=15;else{a=f[k+4>>2]|0;if(g)a=a&j;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0))d=l;else e=15}do if((e|0)==15){a=f[l>>2]|0;if(a|0){a=f[a+4>>2]|0;if(g)a=a&j;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;a=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[b>>2]|0)+(c<<2)>>2]=k;a=f[l>>2]|0}}f[k>>2]=a;f[d>>2]=0;a=b+12|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[l+12>>2]|0;if(a|0){c=l+16|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-44-a|0)>>>0)/44|0)*44|0);sOb(a)}sOb(l);return}function bcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+20>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[g+60>>2]|0;if(c|0){d=g+64|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[g+56>>2]|0;if(c|0)iOb(c);c=f[g+48>>2]|0;if(c|0)iOb(c);sOb(g)}while((b|0)!=0);a=k+12|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)sOb(b);sOb(k);return l|0}function ccb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=X(h,1540483477)|0;e=(X(e>>>24^e,1540483477)|0)^1866966612;e=X(e>>>13^e,1540483477)|0;e=e>>>15^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=e&d;else if(e>>>0<g>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function dcb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;g=a+24|0;b[g>>0]=0;h=a+25|0;b[h>>0]=0;i=a+26|0;b[i>>0]=0;j=a+28|0;f[j>>2]=0;k=a+32|0;f[k>>2]=-1;if(!((d&4194304|0)==0&(b[c+226>>0]|0)==3)){b[h>>0]=0;k=(d&32768|0)==0&e&1;b[i>>0]=k;return}b[g>>0]=1;if(!(d&2097152)){b[h>>0]=0;f[a+12>>2]=f[c+284>>2];d=f[c+260>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a>>2]=d}f[a+16>>2]=f[c+288>>2];d=f[c+268>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a+4>>2]=d}f[a+20>>2]=f[c+292>>2];d=f[c+276>>2]|0;if(!d){k=1;b[i>>0]=k;return}f[j>>2]=32768;f[k>>2]=-8388609;f[a+8>>2]=d;k=1;b[i>>0]=k;return}else{b[h>>0]=1;n[a+12>>2]=1.0;d=f[c+236>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a>>2]=d}n[a+16>>2]=1.0;d=f[c+244>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a+4>>2]=d}n[a+20>>2]=1.0;d=f[c+252>>2]|0;if(!d){k=0;b[i>>0]=k;return}f[j>>2]=32768;f[k>>2]=-8388609;f[a+8>>2]=d;k=0;b[i>>0]=k;return}}function ecb(a,c,d,e,g,h,i,j,k,l,m,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;r=w;f[r>>2]=g;s=g;if(!k){u=w;return}t=c&255;if(!((1<<t&(e&255)|0)!=0&i>0.0)){u=w;return}v=q+6e4|0;f[d+8>>2]=j;f[d+12>>2]=k;j=d+28|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];n[d+40>>2]=i;h=d+24|0;j=(f[h>>2]&768|0)==512;do if(!l){if(!(i<1.0|m))if(!(c<<24>>24==1&o<<24>>24==2)){e=g+215|0;q=b[e>>0]|0;if(q&2){tIa(g);q=b[e>>0]|0}if(!(q&4))break}if(j){if(!(f[h>>2]&134217856)){u=w;return}e=fcb(a+184+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);b[a+500>>0]=1;u=w;return}if(o<<24>>24!=1)if(!(c<<24>>24==1&o<<24>>24==2)){e=fcb(a+64+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);b[a+500>>0]=1;u=w;return}e=a+488|0;q=f[e>>2]|0;if(q>>>0<(f[a+492>>2]|0)>>>0){j=q+60|0;do{f[q>>2]=0;q=q+4|0}while((q|0)<(j|0));v=(f[e>>2]|0)+60|0;f[e>>2]=v;e=v}else{hcb(a+484|0);e=f[e>>2]|0}f[e+-60>>2]=s;f[e+-56>>2]=a+64+(t*20|0);q=e+-52|0;j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[e+-8>>2]=6e4;b[e+-4>>0]=0;b[e+-3>>0]=p;u=w;return}while(0);if(!j){e=fcb(a+4+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);u=w;return}if(!(f[h>>2]&134217856)){u=w;return}e=fcb(a+124+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);u=w;return}function fcb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(28)|0;f[i+8>>2]=j;h=i+12|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;icb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function gcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+4|0;j=f[a>>2]|0;k=(f[i>>2]|0)-j|0;d=(k|0)/44|0;c=d+1|0;if(c>>>0>97612893)AMb(a);l=a+8|0;g=((f[l>>2]|0)-j|0)/44|0;h=g<<1;c=g>>>0<48806446?(h>>>0<c>>>0?c:h):97612893;do if(!c)e=0;else if(c>>>0>97612893)vd();else{e=pOb(c*44|0)|0;break}while(0);h=e+(d*44|0)|0;g=e+(c*44|0)|0;e=h;c=b;d=e+44|0;do{f[e>>2]=f[c>>2];e=e+4|0;c=c+4|0}while((e|0)<(d|0));c=h+(((k|0)/-44|0)*44|0)|0;if((k|0)>0)bQb(c|0,j|0,k|0)|0;f[a>>2]=c;f[i>>2]=h+44;f[l>>2]=g;if(!j)return;sOb(j);return}function hcb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=a+4|0;h=f[a>>2]|0;i=(f[g>>2]|0)-h|0;c=(i|0)/60|0;b=c+1|0;if(b>>>0>71582788)AMb(a);j=a+8|0;k=((f[j>>2]|0)-h|0)/60|0;e=k<<1;b=k>>>0<35791394?(e>>>0<b>>>0?b:e):71582788;do if(!b)d=0;else if(b>>>0>71582788)vd();else{d=pOb(b*60|0)|0;break}while(0);e=d+(c*60|0)|0;d=d+(b*60|0)|0;b=e;c=b+60|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(c|0));b=e+(((i|0)/-60|0)*60|0)|0;if((i|0)>0)bQb(b|0,h|0,i|0)|0;f[a>>2]=b;f[g>>2]=e+60;f[j>>2]=d;if(!h)return;sOb(h);return}function icb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){jcb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;jcb(a,b);return}function jcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function kcb(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,x,y,z){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;n=+n;o=o|0;p=p|0;q=q|0;r=r|0;s=+s;t=t|0;u=u|0;v=v|0;w=w|0;x=x|0;y=y|0;z=z|0;var A=0;A=f[d+24>>2]|0;if(A&x|0)return;A=(A&16512|0)==128?c+381|0:c+384|0;ecb(a,0,d,e,g,h,i,j,k,v,w,y,b[A>>0]|0,z);ecb(a,1,d,e,l,m,n,o,p,v,w,y,b[A+1>>0]|0,z);ecb(a,2,d,e,q,r,s,t,u,v,w,y,b[A+2>>0]|0,z);return}function lcb(a,c,d,e,g,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0,q=0.0,r=0.0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;x=0;T=u;u=u+2096|0;Q=f[(d+196|0)>>2]&134217727|j;if(Q&k|0){u=T;return}R=dLa(d)|0;S=b[d+192>>0]|0;f[(T+228|0)>>2]=0;f[(T+228|0)+4>>2]=0;f[(T+228|0)+8>>2]=0;w=f[R+24>>2]|0;f[(T+216|0)>>2]=w;y=f[R+28>>2]|0;z=(T+216|0)+4|0;f[z>>2]=y;j=f[R+32>>2]|0;f[((T+216|0)+8|0)>>2]=j;if(!g){P=0;g=w}else{if(w>>>0>e>>>0){p=0;o=e;v=T+216|0;x=6}else{f[(T+216|0)>>2]=0;if((e-w|0)>>>0<y>>>0){p=1;o=e-w|0;v=z;x=6}else{f[z>>2]=0;if(((e-w|0)-y|0)>>>0<j>>>0){p=2;o=(e-w|0)-y|0;v=(T+216|0)+8|0;x=6}else f[((T+216|0)+8|0)>>2]=0}}if((x|0)==6){P=(T+228|0)+(p<<2)|0;f[P>>2]=(f[P>>2]|0)+o;f[v>>2]=(f[v>>2]|0)-o;do{j=(T+216|0)+(p<<2)|0;o=f[j>>2]|0;if(g>>>0<o>>>0){f[j>>2]=g;g=0}else g=g-o|0;p=p+1|0}while((p|0)!=3)}g=f[(T+216|0)>>2]|0;if(!g)g=0;else{P=f[(T+228|0)>>2]|0;f[(T+228|0)>>2]=P-((P>>>0)%3|0);f[(T+216|0)>>2]=g+((P>>>0)%3|0)|0;g=g+((P>>>0)%3|0)|0}y=f[((T+228|0)+4|0)>>2]|0;O=(f[z>>2]|0)+y|0;f[((T+228|0)+4|0)>>2]=y&-2;f[z>>2]=O-(y&-2)|0;P=y&-2;y=O-(y&-2)|0}if(!(f[(d+196|0)>>2]&8388608)){n[(T+180|0)>>2]=-1.0;n[(T+180|0)+4>>2]=-1.0;n[(T+180|0)+8>>2]=-1.0;n[(T+180|0)+12>>2]=-1.0;n[(T+180|0)+16>>2]=-1.0;n[(T+180|0)+20>>2]=-1.0;q=-1.0;r=-1.0;t=-1.0}else{O=f[(d+104|0)>>2]|0;N=f[O+332>>2]|0;M=f[O+336>>2]|0;f[(T+180|0)>>2]=f[O+328>>2];f[(T+180|0)+4>>2]=N;f[(T+180|0)+8>>2]=M;M=f[(d+104|0)>>2]|0;N=f[M+344>>2]|0;O=f[M+348>>2]|0;f[(T+180|0)+12>>2]=f[M+340>>2];f[(T+180|0)+16>>2]=N;f[(T+180|0)+20>>2]=O;O=f[(d+104|0)>>2]|0;q=+n[O+352>>2];r=+n[O+356>>2];t=+n[O+360>>2]}n[(T+180|0)+24>>2]=q;n[(T+180|0)+28>>2]=r;n[(T+180|0)+32>>2]=t;B=f[d+180>>2]|0;f[(T+168|0)>>2]=B;A=f[d+184>>2]|0;f[((T+168|0)+4|0)>>2]=A;O=f[d+188>>2]|0;f[((T+168|0)+8|0)>>2]=O;j=f[(d+12|0)>>2]|0;if(!j){fKa(d,0);j=f[(d+12|0)>>2]|0}o=f[(d+20|0)>>2]|0;if(!o){fKa(d,1);o=f[(d+20|0)>>2]|0}p=f[(d+28|0)>>2]|0;if(!p){fKa(d,2);p=f[(d+28|0)>>2]|0}v=f[(R+52|0)>>2]|0;f[(T+132|0)>>2]=0;f[(T+132|0)+4>>2]=0;f[(T+132|0)+8>>2]=0;b[((T+132|0)+24|0)>>0]=0;L=(T+132|0)+25|0;b[L>>0]=0;b[((T+132|0)+26|0)>>0]=0;M=(T+132|0)+28|0;f[M>>2]=0;N=(T+132|0)+32|0;f[N>>2]=-1;do if((Q&4194304|0)==0&(b[(c+226|0)>>0]|0)==3){b[((T+132|0)+24|0)>>0]=1;if(!(Q&2097152)){b[L>>0]=0;f[(T+132|0)+12>>2]=f[c+284>>2];v=f[c+260>>2]|0;if(!v){v=0;w=-1;x=0}else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)>>2]=v;w=-8388609;x=32768}f[(T+132|0)+16>>2]=f[c+288>>2];e=f[c+268>>2]|0;if(!e)e=0;else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+4>>2]=e;w=-8388609;x=32768}f[(T+132|0)+20>>2]=f[c+292>>2];z=f[c+276>>2]|0;if(!z){C=1;J=1;K=0;break}f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+8>>2]=z;C=1;x=32768;w=-8388609;J=1;K=z;break}else{b[L>>0]=1;n[(T+132|0)+12>>2]=1.0;v=f[c+236>>2]|0;if(!v){v=0;w=-1;x=0}else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)>>2]=v;w=-8388609;x=32768}n[(T+132|0)+16>>2]=1.0;e=f[c+244>>2]|0;if(!e)e=0;else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+4>>2]=e;w=-8388609;x=32768}n[(T+132|0)+20>>2]=1.0;z=f[c+252>>2]|0;if(!z){C=0;J=1;K=0;break}f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+8>>2]=z;C=0;x=32768;w=-8388609;J=1;K=z;break}}else{b[L>>0]=0;C=(Q&32768|0)==0&(v&32768|0)!=0&1;x=0;w=-1;J=0;K=0;e=0;v=0}while(0);b[((T+132|0)+26|0)>>0]=C;z=f[(d+200|0)>>2]|0;F=h[(d+200|0)+4>>0]|0;C=ZPb(z|0,F&255|0,3)|0;E=ZPb(z|0,F&255|0,6)|0;F=ZPb(z|0,F&255|0,9)|0;I=1;if(I){I=0;if(0==0?((C|z|E|F)&7|0)==0:0){E=x|Q;C=E&w;if(!(J<<24>>24))w=O;else{B=f[(T+132|0)+12>>2]|0;f[(T+168|0)>>2]=B;A=f[(T+132|0)+16>>2]|0;f[((T+168|0)+4|0)>>2]=A;w=f[(T+132|0)+20>>2]|0;f[((T+168|0)+8|0)>>2]=w}x=dLa(d)|0;f[(T+284|0)>>2]=x;f[(T+284|0)+4>>2]=d;f[(T+284|0)+8>>2]=0;f[(T+284|0)+12>>2]=0;f[(T+284|0)+16>>2]=1;f[(T+284|0)+20>>2]=0;n[(T+284|0)+40>>2]=1.0;f[(T+284|0)+24>>2]=C;x=(b[L>>0]|0)!=0;z=(b[((T+132|0)+26|0)>>0]|0)!=0;if(!(C&k)){q=(f[s>>2]=B,+n[s>>2]);r=(f[s>>2]=A,+n[s>>2]);t=(f[s>>2]=w,+n[s>>2]);O=f[((T+216|0)+8|0)>>2]|0;J=(f[(T+228|0)+8>>2]|0)+(f[R+44>>2]|0)|0;P=P+(f[R+40>>2]|0)|0;k=(E&16512|0)==128?c+381|0:c+384|0;ecb(a,0,T+284|0,S&7&((S&255)>>>3&7|i),(v|0)==0?j:v,T+180|0,q,(f[(T+228|0)>>2]|0)+(f[R+36>>2]|0)|0,g,x,z,l,b[k>>0]|0,m);ecb(a,1,T+284|0,S&7&((S&255)>>>3&7|i),(e|0)==0?o:e,(T+180|0)+12|0,r,P,y,x,z,l,b[k+1>>0]|0,m);ecb(a,2,T+284|0,S&7&((S&255)>>>3&7|i),(K|0)==0?p:K,(T+180|0)+24|0,t,J,O,x,z,l,b[k+2>>0]|0,m)}}else I=1}f[T+352>>2]=a;f[T+360>>2]=c;f[T+368>>2]=d;f[T+392>>2]=i;f[T+416>>2]=l;f[T+424>>2]=m;f[T+928>>2]=Q;f[T+1024>>2]=R;f[T+1080>>2]=S;f[T+1928>>2]=L;f[T+1944>>2]=M;f[T+1952>>2]=N;f[T+2008>>2]=I;f[T+2016>>2]=0;f[T+2020>>2]=0;cgb(T);G=f[T+2016>>2]|0;D=f[T+2020>>2]|0;H=+n[T+2020>>2];f[T+2016>>2]=0;f[T+2020>>2]=0;if((G|0)==5)return}function mcb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=a+8|0;d=f[i>>2]|0;k=a+12|0;g=f[k>>2]|0;e=g+d|0;n=f[c>>2]|0;if(e>>>0<=n>>>0){j=a+16|0;do if(!(b[j>>0]|0)){f[i>>2]=e;d=f[a>>2]|0;o=d+12|0;f[a>>2]=o;if((o|0)==(f[a+4>>2]|0)){g=~e;d=1;o=10;break}g=f[d+16>>2]|0;if((g|0)==(e|0)){g=f[d+20>>2]|0;d=0;o=10;break}else{g=g-e|0;d=1;o=10;break}}else{h=f[a>>2]|0;if((h|0)!=(f[a+4>>2]|0)){f[i>>2]=e;g=f[h+8>>2]|0;d=0;o=10}}while(0);if((o|0)==10){f[k>>2]=g;b[j>>0]=d;d=e}e=d+g|0}m=c+4|0;d=f[m>>2]|0;if(e>>>0<d>>>0)f[m>>2]=e;else e=d;j=a+20|0;i=a+28|0;k=f[i>>2]|0;c=a+32|0;g=f[c>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){l=a+36|0;do if(!(b[l>>0]|0)){f[i>>2]=d;h=f[j>>2]|0;g=h+8|0;f[j>>2]=g;if((g|0)==(f[a+24>>2]|0)){g=~d;h=1;o=23;break}g=f[g>>2]|0;if((g|0)==(d|0)){g=f[h+12>>2]|0;h=0;o=23;break}else{g=g-d|0;h=1;o=23;break}}else{h=f[j>>2]|0;if((h|0)==(f[a+24>>2]|0))d=k;else{f[i>>2]=d;g=f[h+4>>2]|0;h=0;o=23}}while(0);if((o|0)==23){f[c>>2]=g;b[l>>0]=h}d=d+g|0}if(d>>>0<e>>>0){f[m>>2]=d;e=d}i=a+40|0;j=a+48|0;k=f[j>>2]|0;c=a+52|0;g=f[c>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){l=a+56|0;do if(!(b[l>>0]|0)){f[j>>2]=d;h=f[i>>2]|0;o=h+20|0;f[i>>2]=o;if((o|0)==(f[a+44>>2]|0)){g=~d;h=1;o=36;break}g=f[h+32>>2]|0;if((g|0)==(d|0)){g=f[h+36>>2]|0;h=0;o=36;break}else{g=g-d|0;h=1;o=36;break}}else{h=f[i>>2]|0;if((h|0)==(f[a+44>>2]|0))d=k;else{f[j>>2]=d;g=f[h+16>>2]|0;h=0;o=36}}while(0);if((o|0)==36){f[c>>2]=g;b[l>>0]=h}d=d+g|0}if(d>>>0<e>>>0){f[m>>2]=d;e=d}j=a+60|0;i=a+68|0;k=f[i>>2]|0;l=a+72|0;g=f[l>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){c=a+76|0;do if(!(b[c>>0]|0)){f[i>>2]=d;h=f[j>>2]|0;g=h+8|0;f[j>>2]=g;if((g|0)==(f[a+64>>2]|0)){g=~d;h=1;o=49;break}g=f[g>>2]|0;if((g|0)==(d|0)){g=f[h+12>>2]|0;h=0;o=49;break}else{g=g-d|0;h=1;o=49;break}}else{h=f[j>>2]|0;if((h|0)==(f[a+64>>2]|0))d=k;else{f[i>>2]=d;g=f[h+4>>2]|0;h=0;o=49}}while(0);if((o|0)==49){f[l>>2]=g;b[c>>0]=h}d=d+g|0}if(d>>>0>=e>>>0)return;f[m>>2]=d;return}function ncb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0.0,m=0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+80|0;y=A+24|0;z=A+12|0;x=A;s=d;g=f[d+196>>2]&125829117|g&-8388611;q=g|2;if(q&h|0){u=A;return}r=lJa(d)|0;r=f[r>>2]|0;if((g&4194304|0)==0&(b[c+226>>0]|0)==3){if(!(g&2097152)){g=1;m=(f[c+260>>2]|0)==0&(f[c+268>>2]|0)==0;p=c+276|0;k=0;l=+n[c+284>>2];o=+n[c+288>>2]}else{g=0;m=(f[c+236>>2]|0)==0&(f[c+244>>2]|0)==0;p=c+252|0;k=1;l=1.0;o=1.0}w=(m&(f[p>>2]|0)==0?0:32768)|q}else{g=0;k=0;l=+n[d+180>>2];o=+n[d+184>>2];w=q}v=ySa(f[c+64>>2]|0)|0;t=f[v+12>>2]|0;v=f[v+4>>2]|0;q=f[r+44>>2]|0;f[y>>2]=q;f[y+4>>2]=s;f[y+8>>2]=0;f[y+12>>2]=0;f[y+16>>2]=1;f[y+20>>2]=0;f[y+24>>2]=w;n[y+40>>2]=1.0;p=b[d+192>>0]|0;p=p&7&((p&255)>>>3&7|e);n[z>>2]=-1.0;n[z+4>>2]=-1.0;n[z+8>>2]=-1.0;r=f[q+36>>2]|0;s=f[q+24>>2]|0;n[x>>2]=-1.0;n[x+4>>2]=-1.0;n[x+8>>2]=-1.0;m=k<<24>>24!=0;k=g<<24>>24!=0;g=(w&16512|0)==128?c+381|0:c+384|0;if(!(w&h)){h=f[q+28>>2]|0;c=f[q+40>>2]|0;ecb(a,0,y,p,t,z,l,r,s,m,k,i,b[g>>0]|0,j);ecb(a,1,y,p,v,x,o,c,h,m,k,i,b[g+1>>0]|0,j)}u=A;return}function ocb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,o=0,p=0.0,q=0.0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0;X=u;u=u+96|0;U=X+88|0;V=X+76|0;Q=X+40|0;R=X+4|0;S=X;T=d+196|0;l=f[T>>2]|0;k=l&14741655;if(k&h|0){u=X;return}P=dLa(d)|0;w=b[d+192>>0]|0;w=w&7&((w&255)>>>3&7|e);f[Q>>2]=P;f[Q+4>>2]=f[d+108>>2];O=Q+8|0;f[O>>2]=k;h=f[P+52>>2]|0;f[R>>2]=0;f[R+4>>2]=0;f[R+8>>2]=0;e=R+24|0;b[e>>0]=0;x=R+25|0;b[x>>0]=0;y=R+26|0;b[y>>0]=0;t=R+28|0;f[t>>2]=0;v=R+32|0;f[v>>2]=-1;if((l&4194304|0)==0&(b[c+226>>0]|0)==3){b[e>>0]=1;if(!(l&2097152)){b[x>>0]=0;m=f[c+284>>2]|0;f[R+12>>2]=m;h=f[c+260>>2]|0;if(!h){l=-1;h=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R>>2]=h;l=-8388609;h=32768}o=f[c+288>>2]|0;f[R+16>>2]=o;e=f[c+268>>2]|0;if(e){f[t>>2]=32768;f[v>>2]=-8388609;f[R+4>>2]=e;l=-8388609;h=32768}f[R+20>>2]=f[c+292>>2];e=f[c+276>>2]|0;if(!e)e=1;else{f[t>>2]=32768;f[v>>2]=-8388609;f[R+8>>2]=e;l=-8388609;h=32768;e=1}}else{b[x>>0]=1;n[R+12>>2]=1.0;h=f[c+236>>2]|0;if(!h){e=-1;h=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R>>2]=h;e=-8388609;h=32768}n[R+16>>2]=1.0;l=f[c+244>>2]|0;if(l){f[t>>2]=32768;f[v>>2]=-8388609;f[R+4>>2]=l;e=-8388609;h=32768}n[R+20>>2]=1.0;l=f[c+252>>2]|0;if(!l){o=1065353216;m=1065353216;l=e;e=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R+8>>2]=l;o=1065353216;m=1065353216;l=-8388609;h=32768;e=0}}b[y>>0]=e;k=h|k;h=k&l;f[O>>2]=h;f[V>>2]=m;f[V+4>>2]=o;e=R+20|0}else{b[x>>0]=0;b[y>>0]=(l&32768|0)==0&(h&32768|0)!=0&1;h=l&14741655;f[O>>2]=h;f[V>>2]=f[d+180>>2];f[V+4>>2]=f[d+184>>2];e=d+188|0}f[V+8>>2]=f[e>>2];N=((h|g)&768|0)==512;M=(k&16512|0)==128?c+381|0:c+384|0;if(!(k&1))L=6e4;else{f[Q+12>>2]=f[d+144>>2];f[Q+16>>2]=f[d+148>>2];L=2e4}C=w&255;z=Q+20|0;A=Q+24|0;B=Q+28|0;D=Q+32|0;E=d+96|0;F=d;G=a+500|0;H=i<<24>>24==1;I=a+488|0;J=a+492|0;K=a+484|0;w=i<<24>>24==2;i=d+104|0;c=(b[x>>0]|0)==0;g=(b[y>>0]|0)!=0;l=0;v=0;while(1){if(1<<v&C|0)if(f[P+24+(v<<2)>>2]|0){s=+n[V+(v<<2)>>2];if(s>0.0){if(!(f[T>>2]&8388608)){p=-1.0;q=-1.0;r=-1.0}else{y=f[i>>2]|0;p=+n[y+328+(v*12|0)>>2];q=+n[y+328+(v*12|0)+4>>2];r=+n[y+328+(v*12|0)+8>>2]}n[z>>2]=p;n[A>>2]=q;n[B>>2]=r;n[D>>2]=s;o=s<1.0?2e4:L;t=o+j|0;h=f[R+(v<<2)>>2]|0;if(!h){e=d+12+(v<<3)|0;h=f[e>>2]|0;if(!h){fKa(d,l);h=f[e>>2]|0}}f[S>>2]=h;if(!(l<<24>>24)){e=f[E>>2]|0;k=e+120|0;h=b[k>>0]|0;if(h&8){BIa(e);h=b[k>>0]|0}if(h&1)f[O>>2]=f[O>>2]|134217728}do if(c){l=w&l<<24>>24==1;if(!(g|+n[D>>2]<1.0|l)){e=f[S>>2]|0;k=e+215|0;h=b[k>>0]|0;if(h&2){tIa(e);h=b[k>>0]|0}if(!(h&4)){W=40;break}}if(N){if(!(f[O>>2]&128))break;h=pcb(a+424+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}b[G>>0]=1;break}if(H|l){h=f[I>>2]|0;if(h>>>0<(f[J>>2]|0)>>>0){m=h+60|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(m|0));e=(f[I>>2]|0)+60|0;f[I>>2]=e}else{hcb(K);e=f[I>>2]|0}k=b[M+v>>0]|0;f[e+-60>>2]=f[S>>2];f[e+-56>>2]=a+304+(v*20|0);h=e+-52|0;l=Q;m=h+36|0;do{f[h>>2]=f[l>>2];h=h+4|0;l=l+4|0}while((h|0)<(m|0));f[e+-16>>2]=d;f[e+-8>>2]=o;b[e+-4>>0]=1;b[e+-3>>0]=k;break}h=pcb(a+304+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}b[G>>0]=1}else W=40;while(0);do if((W|0)==40){W=0;if(!N){h=pcb(a+244+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}break}if(f[O>>2]&128|0){h=pcb(a+364+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}}}while(0);f[O>>2]=f[O>>2]&-134217729}}h=v+1|0;l=h&255;if((l&255)>=3)break;else v=h&255}u=X;return}function pcb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;k=f[c>>2]|0;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+4|0;m=f[l>>2]|0;o=(m|0)==0;i=k;a:do if(o)c=0;else{h=m+-1|0;d=(h&m|0)==0;if(d)j=p&h;else if(p>>>0<m>>>0)j=p;else j=(p>>>0)%(m>>>0)|0;c=f[(f[a>>2]|0)+(j<<2)>>2]|0;if(!c)c=j;else{if(d){do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&h|0)==(j|0))){c=j;break a}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(j|0)){c=j;break a}}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}}while(0);j=pOb(40)|0;f[j+8>>2]=k;i=j+12|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[j+28>>2]=1.0;b[j+32>>0]=1;f[j+36>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;vcb(a,c>>>0<d>>>0?d:c);c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}else h=m;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=30}}else{f[j>>2]=f[c>>2];q=30}if((q|0)==30)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+12|0;return a|0}function qcb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0.0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;w=scb(a+12|0,b)|0;t=a+4|0;u=f[t>>2]|0;v=(u|0)==0;a:do if(v)c=0;else{i=u+-1|0;h=(i&u|0)==0;if(h)s=i&w;else if(w>>>0<u>>>0)s=w;else s=(w>>>0)%(u>>>0)|0;c=f[(f[a>>2]|0)+(s<<2)>>2]|0;if(!c)c=s;else{c=f[c>>2]|0;if(!c)c=s;else{j=f[b>>2]|0;k=f[b+4>>2]|0;l=f[b+8>>2]|0;m=+n[b+32>>2];o=+n[b+20>>2];p=+n[b+24>>2];q=+n[b+28>>2];d=+n[b+12>>2];e=+n[b+16>>2];g=(l&1|0)==0;r=(l&8388608|0)==0;if(h){if(g){b:while(1){h=f[c+4>>2]|0;if(!((h|0)==(w|0)|(h&i|0)==(s|0))){c=s;break a}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0)){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break b}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}c:while(1){h=f[c+4>>2]|0;if(!((h|0)==(w|0)|(h&i|0)==(s|0))){c=s;break a}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0))if(+n[c+20>>2]==d)if(+n[c+24>>2]==e){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break c}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}if(g){d:while(1){g=f[c+4>>2]|0;if((g|0)!=(w|0)){if(g>>>0>=u>>>0)g=(g>>>0)%(u>>>0)|0;if((g|0)!=(s|0)){c=s;break a}}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0)){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break d}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}e:while(1){g=f[c+4>>2]|0;if((g|0)!=(w|0)){if(g>>>0>=u>>>0)g=(g>>>0)%(u>>>0)|0;if((g|0)!=(s|0)){c=s;break a}}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0))if(+n[c+20>>2]==d)if(+n[c+24>>2]==e){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break e}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}}}while(0);i=pOb(76)|0;h=i+8|0;g=h+36|0;do{f[h>>2]=f[b>>2];h=h+4|0;b=b+4|0}while((h|0)<(g|0));h=i+44|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;f[h+28>>2]=0;f[i+4>>2]=w;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(v|e*+(u>>>0)<d){c=u<<1|(u>>>0<3|(u+-1&u|0)!=0)&1;b=~~+W(+(d/e))>>>0;tcb(a,c>>>0<b>>>0?b:c);c=f[t>>2]|0;b=c+-1|0;if(!(b&c)){g=c;c=b&w;break}if(w>>>0<c>>>0){g=c;c=w}else{g=c;c=(w>>>0)%(c>>>0)|0}}else g=u;while(0);b=(f[a>>2]|0)+(c<<2)|0;c=f[b>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;b=g+-1|0;if(!(b&g))c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;x=74}}else{f[i>>2]=f[c>>2];x=74}if((x|0)==74)f[c>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+44|0;return a|0}function rcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function scb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0;a=X(f[b>>2]|0,1540483477)|0;a=(X(a>>>24^a,1540483477)|0)^1866966612;a=X(a>>>13^a,1540483477)|0;a=a>>>15^a;d=X(f[b+4>>2]|0,1540483477)|0;d=(X(d>>>24^d,1540483477)|0)^1866966612;d=X(d>>>13^d,1540483477)|0;a=(a<<6)+-1640531527+(a>>>2)+(d>>>15^d)^a;d=f[b+8>>2]|0;a=d+-1640531527+(a<<6)+(a>>>2)^a;if(d&1){c=+n[b+12>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+16>>2];a=(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)+(a>>>2)^a}if(!(d&8388608)){d=a;a=b+32|0;c=+n[a>>2];a=c==0.0;b=(n[s>>2]=c,f[s>>2]|0);b=b+-1640531527|0;b=a?-1640531527:b;a=d<<6;e=d>>>2;a=e+a|0;b=a+b|0;b=b^d;return b|0}c=+n[b+20>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+24>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+28>>2];e=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;d=b+32|0;c=+n[d>>2];d=c==0.0;b=(n[s>>2]=c,f[s>>2]|0);b=b+-1640531527|0;b=d?-1640531527:b;d=e<<6;a=e>>>2;d=a+d|0;b=d+b|0;e=b^e;return e|0}function tcb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){ucb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;ucb(a,b);return}function ucb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();w=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=w;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;v=b+-1|0;w=(v&b|0)==0;if(w)c=c&v;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){u=d;b:while(1){c:do if(w){d=e;while(1){t=f[d+4>>2]&v;if((t|0)==(c|0))break c;e=(f[a>>2]|0)+(t<<2)|0;if(!(f[e>>2]|0)){c=t;break b}k=d+12|0;l=d+16|0;m=d+20|0;o=d+24|0;p=d+28|0;q=d+32|0;r=d+36|0;h=f[d>>2]|0;d:do if(!h)e=d;else{j=f[d+8>>2]|0;s=d+40|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break d;if((f[k>>2]|0)!=(f[h+12>>2]|0))break d;i=f[l>>2]|0;if((i|0)!=(f[h+16>>2]|0))break d;if(i&1|0){if(!(+n[m>>2]==+n[h+20>>2]))break d;if(!(+n[o>>2]==+n[h+24>>2]))break d}if(i&8388608|0){if(!(+n[p>>2]==+n[h+28>>2]))break d;if(!(+n[q>>2]==+n[h+32>>2]))break d;if(!(+n[r>>2]==+n[h+36>>2]))break d}if(!(+n[s>>2]==+n[h+40>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{i=h;h=e;e=i}}}while(0);f[u>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(t<<2)>>2]>>2];f[f[(f[a>>2]|0)+(t<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=57;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)t=e;else t=(e>>>0)%(b>>>0)|0;if((t|0)==(c|0))break c;e=(f[a>>2]|0)+(t<<2)|0;if(!(f[e>>2]|0)){c=t;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;o=d+28|0;p=d+32|0;q=d+36|0;h=f[d>>2]|0;e:do if(!h)e=d;else{r=f[d+8>>2]|0;s=d+40|0;e=d;while(1){if((r|0)!=(f[h+8>>2]|0))break e;if((f[j>>2]|0)!=(f[h+12>>2]|0))break e;i=f[k>>2]|0;if((i|0)!=(f[h+16>>2]|0))break e;if(i&1|0){if(!(+n[l>>2]==+n[h+20>>2]))break e;if(!(+n[m>>2]==+n[h+24>>2]))break e}if(i&8388608|0){if(!(+n[o>>2]==+n[h+28>>2]))break e;if(!(+n[p>>2]==+n[h+32>>2]))break e;if(!(+n[q>>2]==+n[h+36>>2]))break e}if(!(+n[s>>2]==+n[h+40>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{i=h;h=e;e=i}}}while(0);f[u>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(t<<2)>>2]>>2];f[f[(f[a>>2]|0)+(t<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=57;break a}}}while(0);e=f[d>>2]|0;if(!e){c=57;break a}else{g=d;u=d}}f[e>>2]=u;e=f[d>>2]|0;if(!e){c=57;break}else g=d}if((c|0)==57)return}function vcb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wcb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wcb(a,b);return}function wcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xcb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;k=p;m=a+484|0;n=a+488|0;l=f[m>>2]|0;o=a+496|0;i=f[o>>2]|0;j=l;if((((f[n>>2]|0)-l|0)/60|0|0)==(i|0)){o=0;u=p;return o|0}h=j+(i*60|0)|0;switch(b[j+(i*60|0)+56>>0]|0){case 0:{e=j+(i*60|0)+8|0;d=f[e>>2]|0;d=(f[d+28>>2]|0)+(f[d+24>>2]|0)+(f[d+32>>2]|0)|0;g=f[j+(i*60|0)+16>>2]|0;if(d>>>0>g>>>0){l=j+(i*60|0)+20|0;d=d-g|0;g=f[l>>2]|0;f[l>>2]=d>>>0<g>>>0?d:g;g=(f[j+(i*60|0)+52>>2]|0)+c|0;h=fcb(f[j+(i*60|0)+4>>2]|0,h)|0;i=b[j+(i*60|0)+57>>0]|0;d=h+12|0;if((f[d>>2]|0)>>>0<g>>>0)f[d>>2]=g;c=h+4|0;d=f[c>>2]|0;if((d|0)==(f[h+8>>2]|0))gcb(h,e);else{g=d+44|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));f[c>>2]=(f[c>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(i&255)}break}case 1:{d=j+(i*60|0)+8|0;l=f[d>>2]|0;if((f[l+32>>2]|0)!=(0-((f[l+24>>2]|0)+(f[l+28>>2]|0))|0)){l=f[j+(i*60|0)+44>>2]|0;e=(f[j+(i*60|0)+52>>2]|0)+c|0;g=pcb(f[j+(i*60|0)+4>>2]|0,h)|0;h=b[j+(i*60|0)+57>>0]|0;f[k>>2]=l;c=qcb(g,d)|0;b[g+20>>0]=0;d=g+24|0;if((f[d>>2]|0)>>>0<e>>>0)f[d>>2]=e;d=c+28|0;if((f[d>>2]|0)>>>0<e>>>0)f[d>>2]=e;d=c+16|0;e=c+20|0;g=f[e>>2]|0;if((f[d>>2]|0)==(g|0))f[a>>2]=(f[a>>2]|0)+(h&255);if((g|0)==(f[c+24>>2]|0))rcb(d,k);else{f[g>>2]=l;f[e>>2]=(f[e>>2]|0)+4}}break}default:{}}l=(f[o>>2]|0)+1|0;f[o>>2]=l;a=f[n>>2]|0;d=f[m>>2]|0;e=a;if(l>>>0<((a-d|0)/60|0)>>>0){o=1;u=p;return o|0}if((e|0)!=(d|0))f[n>>2]=e+(~(((e+-60-d|0)>>>0)/60|0)*60|0);f[o>>2]=0;o=1;u=p;return o|0}function ycb(a){a=a|0;return}function zcb(a){a=a|0;return f[a+28>>2]|0}function Acb(a){a=a|0;return f[a+32>>2]|0}function Bcb(a,b){a=a|0;b=b|0;f[a+28>>2]=b;return}function Ccb(a,b){a=a|0;b=b|0;f[a+32>>2]=b;return}function Dcb(a){a=a|0;return 0}function Ecb(a,b){a=a|0;b=b|0;return}function Fcb(a){a=a|0;return 0.0}function Gcb(a,b){a=a|0;b=+b;return}function Hcb(a){a=a|0;return +(+p[a+16>>3])}function Icb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=a+4|0;d=f[c>>2]|0;if((d|0)==(b|0))return;if(b|0){e=a+24|0;f[e>>2]=(f[e>>2]|0)+1}if(d|0){e=a+24|0;f[e>>2]=(f[e>>2]|0)+-1}f[c>>2]=b;return}function Jcb(a,b){a=a|0;b=b|0;var c=0;if(!b){c=0;return c|0}c=a+4|0;if((f[c>>2]|0)!=(b|0)){c=0;return c|0}f[c>>2]=0;b=a+24|0;c=(f[b>>2]|0)+-1|0;f[b>>2]=c;c=(c|0)==0;return c|0}function Kcb(a){a=a|0;var c=0,d=0,e=0;if((f[a+28>>2]|0)>=1){c=a+44|0;d=b[c>>0]|0;if(d&16){if(!(f[a+4>>2]|0))return;e=a+40|0;f[e>>2]=f[e>>2]|1;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}}gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function Lcb(a){a=a|0;var c=0,d=0,e=0;if(!(f[a+4>>2]|0))return;c=a+44|0;d=b[c>>0]|0;if(d&2)return;e=a+40|0;f[e>>2]=f[e>>2]|16;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}function Mcb(a){a=a|0;var c=0,d=0;if(!(f[a+4>>2]|0))return;c=a+40|0;f[c>>2]=f[c>>2]|8;c=a+44|0;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;d=a+24|0;f[d>>2]=(f[d>>2]|0)+1;Hha(958,a,-1);return}function Ncb(a){a=a|0;var c=0,d=0;if(!(f[a+4>>2]|0))return;c=a+40|0;f[c>>2]=f[c>>2]|4;c=a+44|0;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;d=a+24|0;f[d>>2]=(f[d>>2]|0)+1;Hha(958,a,-1);return}function Ocb(a){a=a|0;var c=0,d=0,e=0;if(!(f[a+4>>2]|0))return;c=a+44|0;d=b[c>>0]|0;if(d&2)return;e=a+40|0;f[e>>2]=f[e>>2]|64;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}function Pcb(a){a=a|0;a=a+44|0;b[a>>0]=b[a>>0]|4;return}function Qcb(a){a=a|0;var c=0,d=0,e=0,g=0;e=a+44|0;d=b[e>>0]|0;if(!(d&4))return;c=d&-5;b[e>>0]=c;if(!(d&8))return;g=a+40|0;f[g>>2]=f[g>>2]|128;if(!(d&1)){b[e>>0]=c|1;c=a+24|0;f[c>>2]=(f[c>>2]|0)+1;Hha(958,a,-1);c=b[e>>0]|0}b[e>>0]=c&-9;return}function Rcb(a,c){a=a|0;c=c|0;var d=0;do if(a){a=c+44|0;d=b[a>>0]|0;b[a>>0]=d&-2;if(!(d&4)){a=c+40|0;d=f[a>>2]|0;f[a>>2]=0;Scb(c,d);break}else{b[a>>0]=d&-10|8;break}}while(0);a=c+24|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if((c|0)==0|(d|0)!=0)return;gh[f[(f[c>>2]|0)+4>>2]&2047](c);return}function Scb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0;i=a+4|0;if((c|0)==0|(f[i>>2]|0)==0)return;h=+Gha();d=a+8|0;if((c&34|0)!=0&(c&128|0)==0){g=+p[d>>3];if(g<h){g=1.0e3/(h-g);p[a+16>>3]=g;ih[f[(f[a>>2]|0)+132>>2]&15](a,g,h)}else e=5}else e=5;if((e|0)==5)ih[f[(f[a>>2]|0)+132>>2]&15](a,0.0,h);p[d>>3]=h;d=(c&1|0)!=0;if(d){e=a+44|0;b[e>>0]=b[e>>0]|2}if(c&2|0){Rg[f[(f[a>>2]|0)+136>>2]&255](a,0)|0;if(d){d=a+40|0;f[d>>2]=f[d>>2]|2;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}d=f[a+28>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|4;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(d){Rg[f[(f[a>>2]|0)+136>>2]&255](a,0)|0;d=a+40|0;f[d>>2]=f[d>>2]|2;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}if(c&4|0){c=a+44|0;b[c>>0]=b[c>>0]&-3;if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,1)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=b[c>>0]|0;if(e&1)return;b[c>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(c&8|0){if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,2)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(c&16|0){if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,3)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(!(c&96)){if(!(c&256))return;lQa((f[i>>2]|0)+12|0);return}if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,4)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}function Tcb(a,c){a=a|0;c=c|0;var d=0;do if(a){a=c+36|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if(!d){a=c+44|0;d=b[a>>0]|0;if(!(d&1))if(!(d&4)){a=c+40|0;d=f[a>>2]|0;f[a>>2]=0;Scb(c,d);break}else{b[a>>0]=d|8;break}}}while(0);a=c+24|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if((c|0)==0|(d|0)!=0)return;gh[f[(f[c>>2]|0)+4>>2]&2047](c);return}function Ucb(a){a=a|0;sOb(a);return}function Vcb(a){a=a|0;return f[a+144>>2]|0}function Wcb(a){a=a|0;return +(+p[a+120>>3])}function Xcb(a){a=a|0;return +(+p[a+128>>3])}function Ycb(a){a=a|0;return +(+p[a+104>>3])}function Zcb(a){a=a|0;return (b[a+156>>0]&1)!=0|0}function _cb(a,b){a=a|0;b=b|0;f[a+140>>2]=b;return}function $cb(a,b){a=a|0;b=b|0;f[a+144>>2]=(b|0)==0?1:b;return}function adb(a,c){a=a|0;c=+c;var d=0.0,e=0,g=0;e=a+120|0;d=+p[e>>3];c=c<0.0?0.0:c;p[e>>3]=c;e=c>0.0;g=a+44|0;b[g>>0]=b[g>>0]&-17|(e&1)<<4&255;if(!(e^d>0.0))return;gh[f[(f[a>>2]|0)+80>>2]&2047](a);return}function bdb(a,b){a=a|0;b=+b;p[a+128>>3]=b<1.0?1.0:b;return}function cdb(a,b){a=a|0;b=+b;hh[f[(f[a>>2]|0)+52>>2]&63](a,b);hh[f[(f[a>>2]|0)+56>>2]&63](a,b);return}function ddb(a,b){a=a|0;b=+b;p[a+104>>3]=b;return}function edb(a,c){a=a|0;c=c|0;a=a+156|0;b[a>>0]=b[a>>0]&-2|c&1;return}function fdb(a){a=a|0;var c=0,d=0;f[a+80>>2]=0;p[a+96>>3]=-1.0;c=f[a+144>>2]|0;d=f[a+136>>2]|0;f[a+148>>2]=c>>>0<d>>>0?d:c;f[a+152>>2]=0;a=a+156|0;b[a>>0]=b[a>>0]&-15;return}function gdb(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0,g=0,h=0;if(!(b>0.0)){g=a+112|0;p[g>>3]=b;g=a+88|0;p[g>>3]=c;return}g=a+80|0;d=f[g>>2]|0;do if(d>>>0>=4){e=d+-1|0;if(!e)d=0;else{d=0;do{h=d;d=d+1|0;p[a+48+(h<<3)>>3]=+p[a+48+(d<<3)>>3]}while((d|0)!=(e|0));d=f[g>>2]|0;if(!d){d=0;break}else d=d+-1|0}d=d>>>0<4?d:4;f[g>>2]=d}while(0);p[a+48+(d<<3)>>3]=b;f[g>>2]=(f[g>>2]|0)+1;h=a+112|0;p[h>>3]=b;h=a+88|0;p[h>>3]=c;return}function hdb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;t=f[a+4>>2]|0;if(!t){t=0;u=v;return t|0}d=f[a+140>>2]|0;if(d|0){t=K8a(t,c,d,0)|0;u=v;return t|0}d=a+120|0;e=+p[d>>3];if(e<=0.0){t=K8a(t,c,0,0)|0;u=v;return t|0}q=a+128|0;n=+p[q>>3];h=+p[(e<n?d:q)>>3];n=+p[(n<e?d:q)>>3];q=a+148|0;r=f[q>>2]|0;a:do switch(c<<24>>24){case 0:case 3:case 2:case 1:{j=a+156|0;o=b[j>>0]|0;k=o&-5;b[j>>0]=k;h=+p[a+112>>3];if(h>0.0){l=a+96|0;e=+p[l>>3];if(e<0.0){m=+p[a+88>>3];p[l>>3]=m}else m=e;d=f[a+80>>2]|0;if(!(o&8)){if((d|0)==4){d=4;i=13}}else if(!d){e=0.0;i=16}else i=13;if((i|0)==13){i=a+48+(d<<3)|0;e=0.0;g=a+48|0;do{e=e+ +p[g>>3];g=g+8|0}while((g|0)!=(i|0));e=e/+(d>>>0);i=16}if((i|0)==16)if(e<n){b[j>>0]=k|2;p[l>>3]=+p[a+88>>3];d=~~(+(r>>>0)*.7)>>>0;i=f[a+144>>2]|0;d=i>>>0>d>>>0?i:d;i=30;break a}b[j>>0]=o&-13;if(h>n){if(o&2){e=+p[a+104>>3];if(!(e>0.0)){d=r;break a}if((o&1)==0?1:!(+p[a+88>>3]-m>=e)){d=r;break a}}if((f[a+152>>2]|0)>>>0>~~(+(r>>>0)*.95)>>>0>>>0){d=r<<1;i=30}else d=r}else d=r}else d=r;break}case 4:{e=+p[a+112>>3];if(e>0.0){d=a+156|0;g=b[d>>0]|0;b[d>>0]=g|8;p[a+96>>3]=-1.0;if(e>h){if((f[a+152>>2]|0)>>>0<=~~(+(r>>>0)*.95)>>>0>>>0){d=r;break a}d=g&4?r+128|0:r<<1;i=30;break a}else{if(!(e<h)){d=r;break a}b[d>>0]=g|14;d=~~(+(r>>>0)*.7)>>>0;i=f[a+144>>2]|0;d=i>>>0>d>>>0?i:d;i=30;break a}}else d=r;break}default:d=r}while(0);if((i|0)==30){f[q>>2]=d;if((d|0)!=(r|0))f[a+80>>2]=0};f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;t=K8a(t,c,d,s)|0;f[a+152>>2]=f[s+8>>2];u=v;return t|0}function idb(a,c,d,e,g,h){a=a|0;c=+c;d=+d;e=e|0;g=g|0;h=h|0;var i=0;i=a+4|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[a+28>>2]=h;f[a+32>>2]=500;f[a+36>>2]=0;f[a+40>>2]=0;i=a+44|0;b[i>>0]=b[i>>0]&-32|16;f[a>>2]=40288;p[a+88>>3]=0.0;p[a+104>>3]=5.0e3;p[a+112>>3]=0.0;p[a+120>>3]=c<1.0?1.0:c;p[a+128>>3]=d<1.0?1.0:d;f[a+136>>2]=g;f[a+140>>2]=0;i=(e|0)==0?1:e;f[a+144>>2]=i;h=a+156|0;e=b[h>>0]|0;f[a+80>>2]=0;p[a+96>>3]=-1.0;f[a+148>>2]=i>>>0<g>>>0?g:i;f[a+152>>2]=0;b[h>>0]=e&-16|1;return}function jdb(a,c){a=a|0;c=c|0;var d=0,e=0;f[a>>2]=c;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;c=Bpb()|0;p[a+16>>3]=c?3.874301910400391e-06:1.1920928955078125e-07;c=a+72|0;d=a+24|0;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));f[c>>2]=-1;b[a+76>>0]=0;e=a+77|0;d=h[e>>0]|h[e+1>>0]<<8;c=a+80|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[a+96>>2]=-1;f[a+100>>2]=-1;f[a+104>>2]=-1;f[a+108>>2]=0;a=d&-4032|15;b[e>>0]=a;b[e+1>>0]=a>>8;return}function kdb(a){a=a|0;var c=0;a=a+77|0;c=(h[a>>0]|h[a+1>>0]<<8)&-3969;b[a>>0]=c;b[a+1>>0]=c>>8;return}function ldb(a){a=a|0;f[a+80>>2]=0;f[a+84>>2]=0;return}function mdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((e&1|0)==(c&1|0))return;e=e&-2|c&1;b[d>>0]=e;b[d+1>>0]=e>>8;if(c)return;ndb(a);return}function ndb(a){a=a|0;var b=0,c=0;f[a+48>>2]=0;c=a+52|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+64>>2]=0;c=a+68|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+24>>2]=0;c=a+28|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+56>>2]=0;c=a+60|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function odb(a){a=a|0;var b=0,c=0;f[a+56>>2]=0;c=a+60|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function pdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>1&1|0))return;e=e&-3|(c&1)<<1&65535;b[d>>0]=e;b[d+1>>0]=e>>8;if(c)return;f[a+56>>2]=0;e=a+60|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+40>>2]=0;a=a+44|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function qdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>2&1|0))return;e=e&-5|(c&1)<<2&65535;b[d>>0]=e;b[d+1>>0]=e>>8;f[a+64>>2]=0;e=a+68|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+24>>2]=0;e=a+28|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+32>>2]=0;a=a+36|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function rdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>3&1|0))return;e=e&-9|(c&1)<<3&65535;b[d>>0]=e;b[d+1>>0]=e>>8;ndb(a);return}function sdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>6&1|0))return;e=e&-65|(c&1)<<6&65535;b[d>>0]=e;b[d+1>>0]=e>>8;ndb(a);return}function tdb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+64|0;d=o+48|0;e=o+44|0;g=o+24|0;m=o+8|0;i=o;f[d>>2]=f[64745];f[e>>2]=f[64746];Lwb(g);n=a+77|0;Nwb(g,(((h[n>>0]|h[n+1>>0]<<8)&65535)>>>6&1|9728)&65535,0);k=f[64758]|0;l=f[64759]|0;f[m>>2]=d;f[m+4>>2]=e;f[m+8>>2]=g;f[m+12>>2]=a;if(!((h[n>>0]|h[n+1>>0]<<8)&4))j=9;else if(dvb()|0){g=a+24|0;udb(m,g,a+48|0,a+64|0);Cub(i,f[g>>2]|0,1,1);g=a+32|0;p=f[i>>2]|0;d=i+4|0;q=f[d>>2]|0;f[i>>2]=0;f[d>>2]=0;f[g>>2]=p;p=a+36|0;e=f[p>>2]|0;f[p>>2]=q;if(e|0){iOb(e);d=f[d>>2]|0;if(d|0)iOb(d)}q=f[g>>2]|0;f[i>>2]=0;d=i+4|0;f[d>>2]=0;Hub(q,1,i);d=f[d>>2]|0;if(d|0)iOb(d)}else j=9;if((j|0)==9){d=a+24|0;udb(m,d,a+48|0,0);d=f[d>>2]|0;e=f[a+28>>2]|0;if(e|0)gOb(e);f[a+32>>2]=d;q=a+36|0;d=f[q>>2]|0;f[q>>2]=e;if(d|0)iOb(d)}if((h[n>>0]|h[n+1>>0]<<8)&2)if(b[c+500>>0]|0)if(Z8a(f[a>>2]|0)|0)udb(m,a+40|0,a+56|0,0);if((k|0)==(l|0)){dwb(258928,k)|0;u=o;return}else{ewb(258928,k)|0;fwb(258928,l)|0;u=o;return}}function udb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=f[a+12>>2]|0;e=f[b>>2]|0;if(e|0)if(f[e>>2]|0){e=f[c>>2]|0;if(e|0)if(f[e+8>>2]|0)if((f[e+16>>2]|0)==(f[f[a>>2]>>2]|0))if((f[e+20>>2]|0)==(f[f[a+4>>2]>>2]|0)){u=m;return}}xub(k);j=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[b>>2]=j;j=b+4|0;g=f[j>>2]|0;f[j>>2]=i;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[b>>2]|0;if(!e)e=0;else e=f[e>>2]|0;dwb(258928,e)|0;Twb(k);j=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[c>>2]=j;j=c+4|0;g=f[j>>2]|0;f[j>>2]=i;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}i=a+4|0;j=a+8|0;axb(f[c>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[i>>2]>>2]|0,f[j>>2]|0);Gub(f[b>>2]|0,0,c,3553,0);if(d|0){Twb(k);e=f[k>>2]|0;g=k+4|0;c=f[g>>2]|0;f[k>>2]=0;f[g>>2]=0;f[d>>2]=e;k=d+4|0;e=f[k>>2]|0;f[k>>2]=c;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}axb(f[d>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[i>>2]>>2]|0,f[j>>2]|0);Gub(f[b>>2]|0,1,d,3553,0)}l=l+77|0;if((h[l>>0]|h[l+1>>0]<<8)&8)Jub(f[b>>2]|0,0,1,1)|0;Vd(17664);u=m;return}function vdb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0,i=0.0,j=0.0;h=u;u=u+48|0;e=h;a=f[a>>2]|0;g=+p[a+304>>3];switch(b[a+312>>0]|0){case 5:{if(CEa(f[a+64>>2]|0,e)|0){j=+p[e+24>>3]-+p[e>>3];i=+p[e+32>>3]-+p[e+8>>3];d=+p[e+40>>3]-+p[e+16>>3];d=j*j+(i*i+d*d)}else{j=+p[c+208>>3];d=+p[c+216>>3];d=j*j+d*d}j=g*+L(+d);u=h;return +j}case 4:{j=g*+(f[64746]|0);u=h;return +j}case 1:{Kha(e);j=g*(+(f[e+4>>2]|0)/+p[e+16>>3]);u=h;return +j}case 3:{j=g*+(f[64745]|0);u=h;return +j}default:{j=g;u=h;return +j}}return 0.0}function wdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+64|0;D=G;k=b+4|0;i=f[k>>2]|0;h=f[b>>2]|0;F=i-h>>2;e=F*12|0;F=F*48|0;E=a+4|0;g=f[E>>2]|0;a=(f[a+8>>2]|0)-g>>2;if(e>>>0>a>>>0){Sqa(E,e-a|0);j=b;C=E;e=f[E>>2]|0;a=f[b>>2]|0;i=f[k>>2]|0}else{j=b;C=E;e=g;a=h}if((a|0)!=(i|0))while(1){g=f[a>>2]|0;b=f[g+96>>2]|0;z=e;A=b;B=z+48|0;do{f[z>>2]=f[A>>2];z=z+4|0;A=A+4|0}while((z|0)<(B|0));n[e+12>>2]=+n[b+48>>2]+ +n[g+156>>2];n[e+28>>2]=+n[b+52>>2]+ +n[g+160>>2];n[e+44>>2]=+n[b+56>>2]+ +n[g+164>>2];a=a+4|0;if((a|0)==(i|0))break;else e=e+48|0}a=f[j>>2]|0;g=f[a>>2]|0;e=f[g+196>>2]|0;a:do if(e&33554456|0){h=f[k>>2]|0;if((a|0)!=(h|0)){i=D+4|0;j=D+8|0;k=D+12|0;l=D+16|0;m=D+20|0;o=D+24|0;p=D+28|0;q=D+32|0;r=D+36|0;s=D+40|0;t=D+44|0;v=D+48|0;w=D+52|0;x=D+56|0;y=D+60|0;b=f[C>>2]|0;while(1){C=f[g+96>>2]|0;f[D>>2]=f[C>>2];f[i>>2]=f[C+4>>2];f[j>>2]=f[C+8>>2];f[k>>2]=f[C+12>>2];f[l>>2]=f[C+16>>2];f[m>>2]=f[C+20>>2];f[o>>2]=f[C+24>>2];f[p>>2]=f[C+28>>2];f[q>>2]=f[C+32>>2];f[r>>2]=f[C+36>>2];f[s>>2]=f[C+40>>2];f[t>>2]=f[C+44>>2];f[v>>2]=f[C+48>>2];f[w>>2]=f[C+52>>2];f[x>>2]=f[C+56>>2];f[y>>2]=f[C+60>>2];if(e&8){PAa(d,D);e=f[g+196>>2]|0}if(e&16|0)NAa(d,D,f[64745]|0,f[64746]|0);z=b;A=D;B=z+48|0;do{f[z>>2]=f[A>>2];z=z+4|0;A=A+4|0}while((z|0)<(B|0));f[b+12>>2]=f[v>>2];f[b+28>>2]=f[w>>2];f[b+44>>2]=f[x>>2];a=a+4|0;if((a|0)==(h|0))break a;g=f[a>>2]|0;b=b+48|0;e=f[g+196>>2]|0}}}while(0);e=f[c>>2]|0;if(!e){iub(D,34962);a=f[D>>2]|0;e=D+4|0;d=f[e>>2]|0;f[D>>2]=0;f[e>>2]=0;f[c>>2]=a;D=c+4|0;a=f[D>>2]|0;f[D>>2]=d;if(a|0){iOb(a);a=f[e>>2]|0;if(a|0)iOb(a)}e=f[c>>2]|0}a=f[E>>2]|0;if((f[e+8>>2]|0)>>>0<F>>>0){nub(e,F,a,35048);u=G;return}else{oub(e,0,F,a);u=G;return}}function xdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0;x=u;u=u+64|0;t=x+32|0;v=x;j=f[(f[a>>2]|0)+64>>2]|0;s=d+384|0;f[s>>2]=0;j=YRa(j)|0;e=f[j>>2]|0;j=f[j+4>>2]|0;a=f[s>>2]|0;if(!((e|0)==(j|0)|a>>>0>5)){k=t+8|0;l=t+16|0;m=t+24|0;o=v+8|0;q=v+16|0;r=v+24|0;do{h=f[e>>2]|0;g=f[e+4>>2]|0;if((h|0)!=(g|0)){a=g-h>>5;i=a>>>0<4;a=i?a:4;if(!a){a=0;w=6}else{g=0;while(1){p[t>>3]=+p[h+(g<<5)>>3];p[k>>3]=+p[h+(g<<5)+8>>3];p[l>>3]=+p[h+(g<<5)+16>>3];p[m>>3]=+p[h+(g<<5)+24>>3];Zib(v,t,b,c);A=+p[o>>3];z=+p[q>>3];y=+p[r>>3];n[d>>2]=+p[v>>3];n[d+4>>2]=A;n[d+8>>2]=z;n[d+12>>2]=y;d=d+16|0;g=g+1|0;if(g>>>0>=a>>>0)break;h=f[e>>2]|0}if(i)w=6}if((w|0)==6){w=0;i=X(a,-4)|0;dQb(d|0,0,64-(a<<4)|0)|0;d=d+64+(i<<2)|0}a=(f[s>>2]|0)+1|0;f[s>>2]=a}e=e+12|0}while(!((e|0)==(j|0)|a>>>0>5))}if(a>>>0>=6){u=x;return}dQb(d|0,0,384-(a<<6)|0)|0;u=x;return}function ydb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+144|0;i=l;j=l+128|0;k=EAa(b)|0;LAa(k,i);h=b+80|0;g=R9a(f[a>>2]|0)|0;g=g>>>0<4?g:4;d=c+48|0;f[d>>2]=g;if(!g){u=l;return}e=j+4|0;g=j+8|0;b=0;do{jeb(j,S9a(f[a>>2]|0,b)|0,k,i,h);n=c+(b*12|0)|0;m=f[j>>2]|0;f[j>>2]=f[n>>2];f[n>>2]=m;n=f[e>>2]|0;m=c+(b*12|0)+4|0;f[e>>2]=f[m>>2];f[m>>2]=n;f[c+(b*12|0)+8>>2]=f[g>>2];b=b+1|0}while(b>>>0<(f[d>>2]|0)>>>0);u=l;return}function zdb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0;e=f[a+40>>2]|0;if(!e)e=0;else e=f[e>>2]|0;s=(f[64758]|0)==(e|0)?a+84|0:a+80|0;if((f[s>>2]|0)==(c|0)){c=f[a+108>>2]|0;uwb(258928,514,c|f[64788],c)|0;c=0;return c|0}t=f[64793]|0;u=f[64794]|0;v=f[64787]|0;w=f[64790]|0;x=f[64788]|0;y=f[64791]|0;z=f[64789]|0;A=f[64792]|0;uwb(258928,519,255,0)|0;B=f[64795]|0;C=f[64796]|0;D=f[64797]|0;E=f[64798]|0;F=f[64799]|0;G=f[64800]|0;H=f[64770]|0;I=b[259206]|0;Hwb(258928,0)|0;J=b[259205]|0;Gwb(258928,0)|0;K=b[259052]|0;kwb(258928,0)|0;L=b[259048]|0;M=b[259049]|0;N=b[259050]|0;O=b[259051]|0;jwb(258928,0,0,0,0)|0;P=f[64756]|0;bwb(258928,f[f[a+88>>2]>>2]|0)|0;r=a+96|0;Q=f[r>>2]|0;re(Q|0);R=f[64754]|0;q=a+100|0;nf(f[q>>2]|0,1,0,d|0);e=c+24|0;k=c+28|0;a:do if((f[e>>2]|0)==(f[k>>2]|0)){xwb(258928,64)|0;nwb(258928,255)|0;Vd(1024);n=64;e=0;g=2;l=a+104|0}else{xwb(258928,192)|0;nwb(258928,0)|0;Vd(1024);xwb(258928,64)|0;Awb(258928,7680,7681,7681)|0;l=f[e>>2]|0;j=l+20|0;if(!(f[j>>2]|0)){Mpb(l);if(!(f[j>>2]|0)){e=0;g=2;i=a+104|0}else h=9}else h=9;if((h|0)==9){e=l+33|0;g=f[q>>2]|0;if(!(b[e>>0]|0))nf(g|0,1,0,d|0);else nf(g|0,1,0,40428);g=b[e>>0]|0;e=f[l+12>>2]|0;i=a+104|0;h=f[i>>2]|0;if(!e)nf(h|0,1,0,40428);else nf(h|0,1,0,e|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[j>>2]|0))Mpb(l);le(4,0,f[l+28>>2]|0);e=1}p=f[k>>2]|0;n=64;o=128;j=1;h=l;while(1){while(1){l=h+36|0;if((l|0)==(p|0)){l=i;break a}m=h+56|0;if(f[m>>2]|0)break;Mpb(l);if(!(f[m>>2]|0))h=l;else break}xwb(258928,o)|0;if(!j)Vd(1024);j=h+69|0;k=b[j>>0]|0;if(k<<24>>24!=g<<24>>24){g=f[q>>2]|0;if(!(k<<24>>24))nf(g|0,1,0,d|0);else nf(g|0,1,0,40428);g=b[j>>0]|0}j=f[h+48>>2]|0;k=f[i>>2]|0;if(!j)nf(k|0,1,0,40428);else nf(k|0,1,0,j|0);uwb(258928,514,255,n)|0;Yvb(258928,f[f[m>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[m>>2]|0))Mpb(l);le(4,0,f[h+64>>2]|0);m=o;j=0;e=e+1|0;h=l;o=n;n=m}}while(0);k=c+68|0;do if((f[c>>2]|0)!=(f[c+4>>2]|0)){if(g<<24>>24)nf(f[q>>2]|0,1,0,d|0);xwb(258928,n)|0;uwb(258928,519,255,0)|0;Awb(258928,7680,0,0)|0;if(b[k>>0]&1)hqb(c);g=c+44|0;if(f[g>>2]|0){nf(f[l>>2]|0,1,0,40428);Yvb(258928,f[f[g>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(b[k>>0]&1)hqb(c);le(4,0,f[c+60>>2]|0);e=e+1|0;g=0;break}g=f[c>>2]|0;j=g+20|0;if(!(f[j>>2]|0)){Mpb(g);if(!(f[j>>2]|0)){g=0;break}g=f[c>>2]|0}h=f[g+12>>2]|0;i=f[l>>2]|0;if(!h)nf(i|0,1,0,40428);else nf(i|0,1,0,h|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[g+20>>2]|0))Mpb(g);le(4,0,f[g+28>>2]|0);e=e+1|0;g=0}while(0);h=c+12|0;do if((f[h>>2]|0)!=(f[c+16>>2]|0)){if(g<<24>>24!=1)nf(f[q>>2]|0,1,0,40428);xwb(258928,n)|0;uwb(258928,519,255,0)|0;Awb(258928,7680,0,0)|0;if(b[k>>0]&1)hqb(c);g=c+52|0;if(f[g>>2]|0){nf(f[l>>2]|0,1,0,40428);Yvb(258928,f[f[g>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(b[k>>0]&1)hqb(c);le(4,0,f[c+64>>2]|0);e=e+1|0;break}g=f[h>>2]|0;j=g+20|0;if(!(f[j>>2]|0)){Mpb(g);if(!(f[j>>2]|0))break;g=f[h>>2]|0}i=f[g+12>>2]|0;h=f[l>>2]|0;if(!i)nf(h|0,1,0,40428);else nf(h|0,1,0,i|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[g+20>>2]|0))Mpb(g);le(4,0,f[g+28>>2]|0);e=e+1|0}while(0);Yvb(258928,R)|0;ke(Q|0);bwb(258928,P)|0;jwb(258928,L<<24>>24!=0,M<<24>>24!=0,N<<24>>24!=0,O<<24>>24!=0)|0;kwb(258928,K<<24>>24!=0)|0;Gwb(258928,J<<24>>24!=0)|0;Hwb(258928,I<<24>>24!=0)|0;nwb(258928,H)|0;if((B|0)==(E|0)&(C|0)==(F|0)&(D|0)==(G|0))Awb(258928,B,C,D)|0;else{Bwb(258928,B,C,D)|0;Cwb(258928,E,F,G)|0}if((v|0)==(w|0)&(x|0)==(y|0)&(z|0)==(A|0))uwb(258928,v,x,z)|0;else{vwb(258928,v,x,z)|0;wwb(258928,w,y,A)|0}if((t|0)==(u|0))xwb(258928,t)|0;else{ywb(258928,t)|0;zwb(258928,u)|0}uwb(258928,514,f[64788]|n,n)|0;f[s>>2]=c;f[a+108>>2]=n;c=e;return c|0}function Adb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0;d=1.0-+p[a+16>>3];n[b>>2]=+p[(f[a>>2]|0)+112>>3]*d;n[c>>2]=+p[(f[a>>2]|0)+120>>3]*d;return}function Bdb(a,c,d,e,g,i,k,l,m,o,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;k=+k;l=+l;m=m|0;o=o|0;q=q|0;var r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0;D=0;E=u;u=u+14848|0;b[(E+13706|0)>>0]=c;n[(E+13680|0)>>2]=k;n[(E+13676|0)>>2]=l;f[(E+13672|0)>>2]=m;if(!(f[(a+88|0)>>2]|0)){f[(E+256|0)>>2]=40500;f[(E+256|0)+4>>2]=162;f[((E+256|0)+16|0)>>2]=E+256|0;Evb(E+13688|0,198014,198053,E+256|0,1);c=f[(E+13688|0)>>2]|0;C=f[((E+13688|0)+4|0)>>2]|0;f[(E+13688|0)>>2]=0;f[((E+13688|0)+4|0)>>2]=0;f[(a+88|0)>>2]=c;c=f[(a+92|0)>>2]|0;f[(a+92|0)>>2]=C;if(c|0){iOb(c);c=f[((E+13688|0)+4|0)>>2]|0;if(c|0)iOb(c)}c=f[((E+256|0)+16|0)>>2]|0;if((E+256|0|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);C=Jvb(f[(a+88|0)>>2]|0,240539)|0;f[a+96>>2]=C;C=Kvb(f[(a+88|0)>>2]|0,240548)|0;f[a+100>>2]=C;C=Kvb(f[(a+88|0)>>2]|0,198092)|0;f[a+104>>2]=C}r=f[64758]|0;s=f[64759]|0;t=f[64743]|0;v=f[64744]|0;w=f[64745]|0;x=f[64746]|0;k=+n[64765];l=+n[64766];y=+n[64767];z=+n[64768];A=f[64793]|0;B=f[64794]|0;xwb(258928,255)|0;C=f[64770]|0;nwb(258928,0)|0;if((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&1){tdb(a,e);m=f[a+48>>2]|0;Tvb(258928,0,0,f[m+16>>2]|0,f[m+20>>2]|0)|0}if((b[(E+13706|0)>>0]|0)==1)mwb(258928,0.0,0.0,0.0,1.0)|0;else mwb(258928,0.0,0.0,0.0,0.0)|0;do if((d&255)<2){d=h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8;b[(a+77|0)>>0]=d&-3969;b[(a+77|0)+1>>0]=(d&-3969)>>8;if(d&1)dwb(258928,f[f[a+24>>2]>>2]|0)|0;Vd(17664);c=f[a+40>>2]|0;if(c|0){dwb(258928,f[c>>2]|0)|0;Vd(17664)}f[a+80>>2]=0;f[a+84>>2]=0}else if(d<<24>>24==2){c=f[64793]|0;m=f[64794]|0;xwb(258928,15)|0;if((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&1)dwb(258928,f[f[a+24>>2]>>2]|0)|0;Vd(1024);d=f[a+40>>2]|0;if(d|0){dwb(258928,f[d>>2]|0)|0;Vd(1024)}d=(h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&-129;b[(a+77|0)>>0]=d;b[(a+77|0)+1>>0]=d>>8;if((c|0)==(m|0)){xwb(258928,c)|0;break}else{ywb(258928,c)|0;zwb(258928,m)|0;break}}while(0);if(f[e>>2]|0){if((f[(a+72|0)>>2]|0)!=(o|0)){f[(a+72|0)>>2]=o;b[(a+76|0)>>0]=1-(h[(a+76|0)>>0]|0)}f[(E+13688|0)>>2]=0;f[(E+256|0)>>2]=0;f[(E+13668|0)>>2]=0;f[(E+13664|0)>>2]=0;o=EAa(g)|0;J=+p[o>>3];p[(E+128|0)>>3]=J;F=+p[o+8>>3];p[((E+128|0)+8|0)>>3]=F;L=+p[o+16>>3];p[((E+128|0)+16|0)>>3]=L;p[(E+128|0)+24>>3]=+p[o+24>>3];G=+p[o+32>>3];p[((E+128|0)+32|0)>>3]=G;I=+p[o+40>>3];p[((E+128|0)+40|0)>>3]=I;K=+p[o+48>>3];p[((E+128|0)+48|0)>>3]=K;p[(E+128|0)+56>>3]=+p[o+56>>3];N=+p[o+64>>3];p[((E+128|0)+64|0)>>3]=N;M=+p[o+72>>3];p[((E+128|0)+72|0)>>3]=M;O=+p[o+80>>3];p[((E+128|0)+80|0)>>3]=O;p[(E+128|0)+88>>3]=+p[o+88>>3];p[(E+128|0)+96>>3]=+p[o+96>>3];p[(E+128|0)+104>>3]=+p[o+104>>3];p[(E+128|0)+112>>3]=+p[o+112>>3];p[(E+128|0)+120>>3]=+p[o+120>>3];H=1.0/(J*(I*O-K*M)+(L*(G*M-I*N)+F*(K*N-G*O)));p[(E+56|0)>>3]=(I*O-K*M)*H;p[(E+56|0)+8>>3]=(K*N-G*O)*H;p[(E+56|0)+16>>3]=(G*M-I*N)*H;p[(E+56|0)+24>>3]=(L*M-F*O)*H;p[(E+56|0)+32>>3]=(J*O-L*N)*H;p[(E+56|0)+40>>3]=(F*N-J*M)*H;p[(E+56|0)+48>>3]=(F*K-L*I)*H;p[(E+56|0)+56>>3]=(L*G-J*K)*H;p[(E+56|0)+64>>3]=(J*I-F*G)*H;o=FAa(g)|0;f[(E+13600|0)>>2]=f[o>>2];f[(E+13600|0)+4>>2]=f[o+4>>2];f[(E+13600|0)+8>>2]=f[o+8>>2];f[(E+13600|0)+12>>2]=f[o+12>>2];f[(E+13600|0)+16>>2]=f[o+16>>2];f[(E+13600|0)+20>>2]=f[o+20>>2];f[(E+13600|0)+24>>2]=f[o+24>>2];f[(E+13600|0)+28>>2]=f[o+28>>2];f[(E+13600|0)+32>>2]=f[o+32>>2];f[(E+13600|0)+36>>2]=f[o+36>>2];f[(E+13600|0)+40>>2]=f[o+40>>2];f[(E+13600|0)+44>>2]=f[o+44>>2];f[(E+13600|0)+48>>2]=f[o+48>>2];f[(E+13600|0)+52>>2]=f[o+52>>2];f[(E+13600|0)+56>>2]=f[o+56>>2];f[(E+13600|0)+60>>2]=f[o+60>>2];o=HAa(g,f[64745]|0,f[64746]|0)|0;n[(E+13536|0)>>2]=+p[o>>3];n[(E+13536|0)+4>>2]=+p[o+8>>3];n[(E+13536|0)+8>>2]=+p[o+16>>3];n[(E+13536|0)+12>>2]=+p[o+24>>3];n[(E+13536|0)+16>>2]=+p[o+32>>3];n[(E+13536|0)+20>>2]=+p[o+40>>3];n[(E+13536|0)+24>>2]=+p[o+48>>3];n[(E+13536|0)+28>>2]=+p[o+56>>3];n[(E+13536|0)+32>>2]=+p[o+64>>3];n[(E+13536|0)+36>>2]=+p[o+72>>3];n[(E+13536|0)+40>>2]=+p[o+80>>3];n[(E+13536|0)+44>>2]=+p[o+88>>3];n[(E+13536|0)+48>>2]=+p[o+96>>3];n[(E+13536|0)+52>>2]=+p[o+104>>3];n[(E+13536|0)+56>>2]=+p[o+112>>3];n[(E+13536|0)+60>>2]=+p[o+120>>3];o=JAa(g,f[64745]|0,f[64746]|0)|0;n[(E+13472|0)>>2]=+p[o>>3];n[(E+13472|0)+4>>2]=+p[o+8>>3];n[(E+13472|0)+8>>2]=+p[o+16>>3];n[(E+13472|0)+12>>2]=+p[o+24>>3];n[(E+13472|0)+16>>2]=+p[o+32>>3];n[(E+13472|0)+20>>2]=+p[o+40>>3];n[(E+13472|0)+24>>2]=+p[o+48>>3];n[(E+13472|0)+28>>2]=+p[o+56>>3];n[(E+13472|0)+32>>2]=+p[o+64>>3];n[(E+13472|0)+36>>2]=+p[o+72>>3];n[(E+13472|0)+40>>2]=+p[o+80>>3];n[(E+13472|0)+44>>2]=+p[o+88>>3];n[(E+13472|0)+48>>2]=+p[o+96>>3];n[(E+13472|0)+52>>2]=+p[o+104>>3];n[(E+13472|0)+56>>2]=+p[o+112>>3];n[(E+13472|0)+60>>2]=+p[o+120>>3];o=f[a>>2]|0;H=+p[a+16>>3];G=+p[o+112>>3]*(1.0-H);n[(E+13468|0)>>2]=H+G;F=(1.0-H)*+p[o+120>>3];n[(E+13464|0)>>2]=H+F;n[(E+13460|0)>>2]=G;n[(E+13456|0)>>2]=F;F=+vdb(a,g);n[(E+13452|0)>>2]=F;o=f[a>>2]|0;b[(E+13705|0)>>0]=b[o+226>>0]|0;f[(E+1152|0)>>2]=g;f[(E+1152|0)+12292>>2]=(j[(o+230|0)>>1]|j[(o+230|0)+2>>1]<<16)<<6&8192^8192;o=(G9a(o)|0)&1;b[((E+1152|0)+12296|0)>>0]=b[((E+1152|0)+12296|0)>>0]&-2|o;o=f[a>>2]|0;f[(E+1144|0)>>2]=(j[(o+230|0)>>1]|j[(o+230|0)+2>>1]<<16)<<6&8192^8192;o=(G9a(o)|0)&1;b[(E+1144|0)+4>>0]=o;f[(E+756|0)+384>>2]=0;f[(E+704|0)+48>>2]=0;if(!((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&32))xdb(a,E+128|0,E+56|0,E+756|0);ydb(a,g,E+704|0);if(+p[i>>3]==0.0)if(+p[i+8>>3]==0.0)if(+p[i+16>>3]==0.0){f[(E+688|0)>>2]=0;f[(E+688|0)+4>>2]=0;f[(E+688|0)+8>>2]=0;f[(E+688|0)+12>>2]=0}else D=37;else D=37;else D=37;f[E+13728>>2]=a;f[E+13752>>2]=e;f[E+13760>>2]=g;f[E+13768>>2]=i;f[E+13808>>2]=q;f[E+14736>>2]=D;f[E+14744>>2]=0;f[E+14748>>2]=0;dgb(E)}nwb(258928,C)|0;if((A|0)==(B|0))xwb(258928,A)|0;else{ywb(258928,A)|0;zwb(258928,B)|0}mwb(258928,k,l,y,z)|0;Tvb(258928,t,v,w,x)|0;if((r|0)==(s|0)){dwb(258928,r)|0;u=E;return}else{ewb(258928,r)|0;fwb(258928,s)|0;u=E;return}}function Cdb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0,C=0,E=0,F=0,I=0,J=0,K=0.0;I=0;J=u;u=u+1776|0;F=f[a+8>>2]|0;z=+n[64781];A=+n[64782];B=b[259208]|0;do{j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){if(!(b[f[a>>2]>>0]|0))if(!(b[f[(a+4|0)>>2]>>0]|0)){g=0;i=0;break}swb(258928,1.0,0.0)|0;Iwb(258928,1)|0;Ewb(258928,f[64788]&-49)|0;r=f[a+12>>2]|0;v=f[a+16>>2]|0;w=f[(a+20|0)>>2]|0;g=f[a+24>>2]|0;i=f[a+28>>2]|0;y=f[f[a+32>>2]>>2]|0;x=f[f[a+36>>2]>>2]|0;f[(J+104|0)>>2]=f[F>>2];f[(J+104|0)+4>>2]=r;f[(J+104|0)+8>>2]=v;f[(J+104|0)+12>>2]=w;f[(J+104|0)+16>>2]=g;f[(J+104|0)+20>>2]=i;f[(J+104|0)+24>>2]=y;f[(J+104|0)+28>>2]=x;f[(J+104|0)+32>>2]=0;x=(b[f[a>>2]>>0]|0)==0;y=(b[f[(a+4|0)>>2]>>0]|0)!=0;i=f[c+8>>2]|0;f[(J+100|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){r=0;k=0;g=i;while(1){q=g+12|0;l=g+16|0;i=1;if(i){i=0;if((f[q>>2]|0)==(f[l>>2]|0)){m=k;o=r}else i=1}if(i)if(1){j=f[g+8>>2]|0;f[(J+64|0)>>2]=f[(j+152|0)>>2];f[(J+64|0)+4>>2]=f[(j+152|0)+4>>2];f[(J+64|0)+8>>2]=f[(j+152|0)+8>>2];f[(J+64|0)+12>>2]=f[(j+152|0)+12>>2];i=eIa(j,f[f[(a+44|0)>>2]>>2]|0,b[f[(a+48|0)>>2]>>0]|0,0)|0;g=f[i>>2]|0;f[(J+48|0)>>2]=g;i=f[i+4>>2]|0;f[((J+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(J+48|0)>>2]|0}if(!g){lIa(J,j,f[f[(a+44|0)>>2]>>2]|0,b[f[(a+48|0)>>2]>>0]|0,0,f[(a+52|0)>>2]|0,f[(a+56|0)>>2]|0,b[f[(a+60|0)>>2]>>0]|0,x&y,(f[(f[(a+20|0)>>2]|0)+384>>2]|0)!=0,f[(a+64|0)>>2]|0);g=f[J>>2]|0;w=f[(J+4|0)>>2]|0;f[J>>2]=0;f[(J+4|0)>>2]=0;f[(J+48|0)>>2]=g;i=f[((J+48|0)+4|0)>>2]|0;f[((J+48|0)+4|0)>>2]=w;if(i){iOb(i);g=f[(J+4|0)>>2]|0;if(g|0)iOb(g);g=f[(J+48|0)>>2]|0}if(!g){t=k;s=r}else{C=g;I=17}}else{C=g;I=17}if((I|0)==17){I=0;g=f[C+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;Pdb(J+104|0,J+48|0,j);w=f[l>>2]|0;i=f[q>>2]|0;j=((w-i|0)/44|0)+r|0;g=1;if(g){g=0;if((w|0)==(i|0)){t=k;s=j}else g=1}if(g)if(1){v=i;do{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;o=f[g>>2]|0;m=f[(f[v>>2]|0)+52>>2]|0;Gwb(258928,(y^(x^1))&(m&4|0)==0)|0;if(m&3|0){l=x&y^(b[f[(a+68|0)>>2]>>0]|0)!=0;i=f[o+96>>2]|0;g=b[(i+120|0)>>0]|0;if(g&8){BIa(i);g=b[(i+120|0)>>0]|0}lwb(258928,(m&1|0)!=0^(l^(g&1)!=0)?2304:2305)|0}t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+72|0)>>2]>>2],+n[f[(a+76|0)>>2]>>2])|0;else{K=+p[(F+16|0)>>3];rwb(258928,K+(1.0-K)*+n[o+144>>2],K+(1.0-K)*+n[o+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else j=(zdb(F,f[o+108>>2]|0,f[(a+80|0)>>2]|0)|0)+j|0;g=f[t>>2]|0;if(g&134217856){g=h[(F+77|0)>>0]|h[(F+77|0)+1>>0]<<8|128;b[(F+77|0)>>0]=g;b[(F+77|0)+1>>0]=g>>8;g=f[t>>2]|0}l=Gdb(f[(a+84|0)>>2]|0,(g&128|0)!=0,(g&134217728|0)!=0,(g&16384|0)!=0,e)|0;g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[J>>2]=g;f[(J+4|0)>>2]=f[g+52>>2]&56;f[(J+44|0)>>2]=0;break}else{s=!(+n[v+28>>2]>=0.0);f[J>>2]=g;g=f[g+52>>2]|0;f[(J+4|0)>>2]=g&56;f[(J+44|0)>>2]=0;if(s)break;else{E=g;I=42;break}}else{f[J>>2]=g;E=f[g+52>>2]|0;f[(J+4|0)>>2]=E&56;f[(J+44|0)>>2]=0;I=42}while(0);if((I|0)==42){I=0;f[(J+4|0)>>2]=E&24}Hdb(f[(a+88|0)>>2]|0,J+48|0,v,56,J+64|0,f[(a+20|0)>>2]|0);Idb(J,J+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(4,f[v+8>>2]|0,i|0);else oe(4,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;Gwb(258928,0)|0;g=f[t>>2]|0;i=f[64788]|0;do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0;g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(4,f[v+8>>2]|0,g|0);else oe(4,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(J+44|0)>>2]|0;if(i|0){g=J+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(J+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));t=k;s=j}}g=f[((J+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=t;o=s}Jdb(J+100|0,c,f[f[(a+40|0)>>2]>>2]|0);g=f[(J+100|0)>>2]|0;if(!g){k=m;l=o;break}else{r=o;k=m}}}g=k;i=l}}while(0);f[J+192>>2]=a;f[J+208>>2]=d;f[J+216>>2]=e;f[J+408>>2]=g;f[J+432>>2]=i;n[J+576>>2]=z;n[J+584>>2]=A;f[J+616>>2]=B;f[J+1560>>2]=F;f[J+1624>>2]=I;f[J+1696>>2]=0;f[J+1700>>2]=0;egb(J);G=f[J+1696>>2]|0;D=f[J+1700>>2]|0;H=+n[J+1700>>2];f[J+1696>>2]=0;f[J+1700>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Ddb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0.0;L=0;M=u;u=u+1888|0;K=f[a+4>>2]|0;z=f[64778]|0;B=b[259052]|0;C=b[259048]|0;E=b[259049]|0;F=b[259050]|0;I=b[259051]|0;j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){Ewb(258928,f[64788]&-49|32)|0;qwb(258928,515)|0;if((b[f[a>>2]>>0]|0)==1){kwb(258928,0)|0;jwb(258928,0,0,0,0)|0}j=f[a+8>>2]|0;q=f[a+12>>2]|0;r=f[(a+16|0)>>2]|0;s=f[a+20>>2]|0;w=f[a+24>>2]|0;g=f[f[a+28>>2]>>2]|0;i=f[f[a+32>>2]>>2]|0;f[(M+104|0)>>2]=f[K>>2];f[(M+104|0)+4>>2]=j;f[(M+104|0)+8>>2]=q;f[(M+104|0)+12>>2]=r;f[(M+104|0)+16>>2]=s;f[(M+104|0)+20>>2]=w;f[(M+104|0)+24>>2]=g;f[(M+104|0)+28>>2]=i;f[((M+104|0)+32|0)>>2]=0;i=f[c+8>>2]|0;f[(M+100|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){s=0;k=0;g=i;while(1){r=g+12|0;q=g+16|0;i=1;if(i){i=0;if((f[r>>2]|0)==(f[q>>2]|0)){m=k;o=s}else i=1}if(i)if(1){l=f[g+8>>2]|0;f[(M+64|0)>>2]=f[(l+152|0)>>2];f[(M+64|0)+4>>2]=f[(l+152|0)+4>>2];f[(M+64|0)+8>>2]=f[(l+152|0)+8>>2];f[(M+64|0)+12>>2]=f[(l+152|0)+12>>2];i=fIa(l,f[f[(a+40|0)>>2]>>2]|0,0)|0;g=f[i>>2]|0;f[(M+48|0)>>2]=g;i=f[i+4>>2]|0;f[((M+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(M+48|0)>>2]|0}if(!g){mIa(M,l,f[f[(a+40|0)>>2]>>2]|0,0,(f[(f[(a+16|0)>>2]|0)+384>>2]|0)!=0,f[(a+44|0)>>2]|0);g=f[M>>2]|0;w=f[(M+4|0)>>2]|0;f[M>>2]=0;f[(M+4|0)>>2]=0;f[(M+48|0)>>2]=g;i=f[((M+48|0)+4|0)>>2]|0;f[((M+48|0)+4|0)>>2]=w;if(i){iOb(i);g=f[(M+4|0)>>2]|0;if(g|0)iOb(g);g=f[(M+48|0)>>2]|0}if(!g){v=k;t=s}else{A=g;L=17}}else{A=g;L=17}if((L|0)==17){L=0;g=f[A+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;switch(b[l+214>>0]|0){case 2:{y=a+48|0;L=21;break}case 3:{y=a+52|0;L=21;break}default:x=1.0}if((L|0)==21){L=0;x=+n[f[y>>2]>>2]}Fdb(M+104|0,M+48|0,l);i=f[(M+48|0)>>2]|0;j=f[i+136>>2]|0;if((j|0)>-1){g=f[l+80>>2]|0;if(!g)g=0;else g=f[g+8>>2]|0;Uvb(258928,f[((M+104|0)+32|0)>>2]|0)|0;Vvb(258928,g)|0;w=f[((M+104|0)+32|0)>>2]|0;f[((M+104|0)+32|0)>>2]=w+1;df(j|0,w|0)}g=f[i+140>>2]|0;if((g|0)>-1)bf(g|0,+(x/+n[l+200>>2]));w=f[q>>2]|0;i=f[r>>2]|0;j=((w-i|0)/44|0)+s|0;g=1;if(g){g=0;if((w|0)==(i|0)){v=k;t=j}else g=1}if(g)if(1){v=i;do{t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+56|0)>>2]>>2],+n[f[(a+60|0)>>2]>>2])|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;s=f[g>>2]|0;N=1.0-+p[(K+16|0)>>3];rwb(258928,N*+n[s+144>>2],N*+n[s+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;j=(zdb(K,f[(f[g>>2]|0)+108>>2]|0,f[(a+64|0)>>2]|0)|0)+j|0}if(f[t>>2]&134217856|0){s=h[(K+77|0)>>0]|h[(K+77|0)+1>>0]<<8|128;b[(K+77|0)>>0]=s;b[(K+77|0)+1>>0]=s>>8}if((b[f[(a+68|0)>>2]>>0]|0)==2){l=f[t>>2]|0;Ewb(258928,f[64788]|(l&128)>>>6|(l&134217728)>>>24|32)|0;xwb(258928,((l&128&255)>>>6|(l&134217728|0?40:32))&255)|0;Awb(258928,7680,7680,7681)|0;l=1}else{l=f[t>>2]|0;l=Gdb(f[(a+76|0)>>2]|0,(l&128|0)!=0,(l&134217728|0)!=0,(l&16384|0)!=0,e)|0}g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[M>>2]=g;f[(M+4|0)>>2]=f[g+52>>2]&448;f[(M+44|0)>>2]=0;break}else{s=!(+n[v+28>>2]>=0.0);f[M>>2]=g;g=f[g+52>>2]|0;f[(M+4|0)>>2]=g&448;f[(M+44|0)>>2]=0;if(s)break;else{J=g;L=53;break}}else{f[M>>2]=g;J=f[g+52>>2]|0;f[(M+4|0)>>2]=J&448;f[(M+44|0)>>2]=0;L=53}while(0);if((L|0)==53){L=0;f[(M+4|0)>>2]=J&192}Hdb(f[(a+80|0)>>2]|0,M+48|0,v,448,M+64|0,f[(a+16|0)>>2]|0);Idb(M,M+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(1,f[v+8>>2]|0,i|0);else oe(1,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;g=f[t>>2]|0;i=f[64788]|0;if((b[f[(a+68|0)>>2]>>0]|0)==2){do if((g&134234240|0)==134217856){Ewb(258928,i|21)|0;xwb(258928,21)|0}else{if((g&16512|0)==128){Ewb(258928,i|17)|0;xwb(258928,17)|0;break}if(!(g&134217728)){Ewb(258928,i|16)|0;xwb(258928,16)|0;break}else{Ewb(258928,i|20)|0;xwb(258928,20)|0;break}}while(0);Awb(258928,7680,7681,7681)|0}else{do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0}g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(1,f[v+8>>2]|0,g|0);else oe(1,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(M+44|0)>>2]|0;if(i|0){g=M+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(M+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));v=k;t=j}}g=f[((M+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=v;o=t}Jdb(M+100|0,c,f[f[(a+36|0)>>2]>>2]|0);g=f[(M+100|0)>>2]|0;if(!g){k=m;l=o;break}else{s=o;k=m}}}g=k;i=l}f[M+192>>2]=a;f[M+208>>2]=d;f[M+216>>2]=e;f[M+408>>2]=g;f[M+432>>2]=i;f[M+576>>2]=z;f[M+608>>2]=B;f[M+640>>2]=C;f[M+672>>2]=E;f[M+712>>2]=F;f[M+744>>2]=I;f[M+1672>>2]=K;f[M+1728>>2]=L;f[M+1800>>2]=0;f[M+1804>>2]=0;fgb(M);G=f[M+1800>>2]|0;D=f[M+1804>>2]|0;H=+n[M+1804>>2];f[M+1800>>2]=0;f[M+1804>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Edb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0;A=0;B=u;u=u+1696|0;z=f[a+4>>2]|0;j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){Ewb(258928,f[64788]&-49|16)|0;i=f[f[a>>2]>>2]|0;C=f[a+8>>2]|0;j=f[a+12>>2]|0;q=f[(a+16|0)>>2]|0;r=f[a+20>>2]|0;v=f[a+24>>2]|0;w=f[f[a+28>>2]>>2]|0;g=f[f[a+32>>2]>>2]|0;f[(B+112|0)>>2]=f[z>>2];f[(B+112|0)+4>>2]=C;f[(B+112|0)+8>>2]=j;f[(B+112|0)+12>>2]=q;f[(B+112|0)+16>>2]=r;f[(B+112|0)+20>>2]=v;f[(B+112|0)+24>>2]=w;f[(B+112|0)+28>>2]=g;f[(B+112|0)+32>>2]=0;f[((B+112|0)+36|0)>>2]=i;i=f[c+8>>2]|0;f[(B+104|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){r=0;k=0;g=i;while(1){q=g+12|0;l=g+16|0;i=1;if(i){i=0;if((f[q>>2]|0)==(f[l>>2]|0)){m=k;o=r}else i=1}if(i)if(1){j=f[g+8>>2]|0;f[(B+64|0)>>2]=f[(j+152|0)>>2];f[(B+64|0)+4>>2]=f[(j+152|0)+4>>2];f[(B+64|0)+8>>2]=f[(j+152|0)+8>>2];f[(B+64|0)+12>>2]=f[(j+152|0)+12>>2];i=gIa(j,f[f[(a+40|0)>>2]>>2]|0,0)|0;g=f[i>>2]|0;f[(B+48|0)>>2]=g;i=f[i+4>>2]|0;f[((B+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(B+48|0)>>2]|0}if(!g){nIa(B,j,f[f[(a+40|0)>>2]>>2]|0,0,b[f[(a+44|0)>>2]>>0]|0,b[f[(a+48|0)>>2]>>0]|0,(f[(f[(a+16|0)>>2]|0)+384>>2]|0)!=0,f[(a+52|0)>>2]|0);g=f[B>>2]|0;C=f[(B+4|0)>>2]|0;f[B>>2]=0;f[(B+4|0)>>2]=0;f[(B+48|0)>>2]=g;i=f[((B+48|0)+4|0)>>2]|0;f[((B+48|0)+4|0)>>2]=C;if(i){iOb(i);g=f[(B+4|0)>>2]|0;if(g|0)iOb(g);g=f[(B+48|0)>>2]|0}if(!g){t=k;s=r}else{x=g;A=15}}else{x=g;A=15}if((A|0)==15){A=0;g=f[x+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;Fdb(B+112|0,B+48|0,j);g=f[(f[(B+48|0)>>2]|0)+132>>2]|0;if((g|0)>-1)bf(g|0,+(+n[((B+112|0)+36|0)>>2]));w=f[l>>2]|0;i=f[q>>2]|0;j=((w-i|0)/44|0)+r|0;g=1;if(g){g=0;if((w|0)==(i|0)){t=k;s=j}else g=1}if(g)if(1){v=i;do{t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+56|0)>>2]>>2],+n[f[(a+60|0)>>2]>>2])|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;C=f[g>>2]|0;E=1.0-+p[(z+16|0)>>3];rwb(258928,E*+n[C+144>>2],E*+n[C+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;j=(zdb(z,f[(f[g>>2]|0)+108>>2]|0,f[(a+64|0)>>2]|0)|0)+j|0}g=f[t>>2]|0;if(g&134217856){g=h[(z+77|0)>>0]|h[(z+77|0)+1>>0]<<8|128;b[(z+77|0)>>0]=g;b[(z+77|0)+1>>0]=g>>8;g=f[t>>2]|0}l=Gdb(f[(a+68|0)>>2]|0,(g&128|0)!=0,(g&134217728|0)!=0,(g&16384|0)!=0,e)|0;g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[B>>2]=g;f[(B+4|0)>>2]=f[g+52>>2]&3584;f[(B+44|0)>>2]=0;break}else{C=!(+n[v+28>>2]>=0.0);f[B>>2]=g;g=f[g+52>>2]|0;f[(B+4|0)>>2]=g&3584;f[(B+44|0)>>2]=0;if(C)break;else{y=g;A=41;break}}else{f[B>>2]=g;y=f[g+52>>2]|0;f[(B+4|0)>>2]=y&3584;f[(B+44|0)>>2]=0;A=41}while(0);if((A|0)==41){A=0;f[(B+4|0)>>2]=y&1536}Hdb(f[(a+72|0)>>2]|0,B+48|0,v,3584,B+64|0,f[(a+16|0)>>2]|0);Idb(B,B+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(0,f[v+8>>2]|0,i|0);else oe(0,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;g=f[t>>2]|0;i=f[64788]|0;do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0;g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(0,f[v+8>>2]|0,g|0);else oe(0,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(B+44|0)>>2]|0;if(i|0){g=B+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(B+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));t=k;s=j}}g=f[((B+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=t;o=s}Jdb(B+104|0,c,f[f[(a+36|0)>>2]>>2]|0);g=f[(B+104|0)>>2]|0;if(!g){k=m;l=o;break}else{r=o;k=m}}}g=k;i=l}f[B+192>>2]=a;f[B+208>>2]=d;f[B+216>>2]=e;f[B+400>>2]=g;f[B+424>>2]=i;f[B+1496>>2]=z;f[B+1552>>2]=A;f[B+1624>>2]=0;f[B+1628>>2]=0;ggb(B);G=f[B+1624>>2]|0;D=f[B+1628>>2]|0;H=+n[B+1628>>2];f[B+1624>>2]=0;f[B+1628>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Fdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0;h=f[b>>2]|0;f[a+32>>2]=0;b=f[h+36>>2]|0;if((b|0)>-1)nf(b|0,1,0,f[a+8>>2]|0);b=f[h+40>>2]|0;if((b|0)>-1)nf(b|0,1,0,f[a+4>>2]|0);b=f[h+128>>2]|0;if((b|0)>-1)bf(b|0,+(+(f[64746]|0)));b=f[h+60>>2]|0;if((b|0)>-1)df(b|0,+n[(f[a+8>>2]|0)+44>>2]==0.0|0);b=f[h+96>>2]|0;if((b|0)>-1)jf(b|0,1,K9a(f[a>>2]|0)|0);e=a+16|0;if(f[(f[e>>2]|0)+48>>2]|0){d=0;do{g=S9a(f[a>>2]|0,d)|0;b=f[h+36+(d+33<<2)>>2]|0;if((b|0)>-1)jf(b|0,1,(f[e>>2]|0)+(d*12|0)|0);b=f[h+36+(d+37<<2)>>2]|0;if((b|0)>-1)jf(b|0,1,g+12|0);d=d+1|0}while(d>>>0<(f[(f[e>>2]|0)+48>>2]|0)>>>0)}b=f[h+108>>2]|0;if((b|0)>-1)lf(b|0,24,f[a+12>>2]|0);b=f[h+144>>2]|0;if((b|0)>-1)lf(b|0,1,f[a+20>>2]|0);b=f[h+148>>2]|0;if((b|0)>-1)ef(b|0,+(+n[a+24>>2]),+(+n[a+28>>2]));b=f[h+80>>2]|0;if((b|0)>-1){g=f[a>>2]|0;i=+hIa(c,g+216|0,g+208|0);g=f[a>>2]|0;ef(b|0,+i,+(+iIa(c,g+216|0,g+208|0)))}b=f[h+84>>2]|0;if((b|0)>-1)jf(b|0,1,c+168|0);b=f[h+112>>2]|0;if((b|0)>-1){a=f[a>>2]|0;bf(b|0,+(+jIa(c,a+216|0,a+208|0)))}b=f[h+160>>2]|0;if((b|0)<=-1)return;ef(b|0,+(+n[c+192>>2]),+(+n[c+196>>2]));return}function Gdb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;if(g){if(c&d){Ewb(258928,f[64788]|10)|0;xwb(258928,10)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(c){Ewb(258928,f[64788]|2)|0;xwb(258928,2)|0;Awb(258928,7680,7680,7681)|0;if(e){e=0;return e|0}e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(d){Ewb(258928,f[64788]|8)|0;xwb(258928,8)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}else{Awb(258928,7680,7680,7680)|0;e=0;return e|0}}else{xwb(258928,f[f[a+4>>2]>>2]|0)|0;g=f[64788]&245;if(c&d){Ewb(258928,g|10)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(c){Ewb(258928,g|2)|0;Awb(258928,7680,7680,7681)|0;if(e){e=0;return e|0}e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(d){Ewb(258928,g|8)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}else{Ewb(258928,g)|0;Awb(258928,7680,7680,7681)|0;e=0;return e|0}}return 0}function Hdb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;I=u;u=u+112|0;G=I+40|0;i=I;H=f[c>>2]|0;c=f[H+64>>2]|0;if((c|0)>-1){if(!(b[a+12296>>0]&1))j=(f[(f[d>>2]|0)+52>>2]&4096|0)==0;else j=1;df(c|0,j&1|0)}c=f[H+68>>2]|0;if((c|0)>-1)df(c|0,(f[(f[d>>2]|0)+52>>2]&3|0)==0|0);c=f[H+72>>2]|0;do if((c|0)>-1){j=f[d+24>>2]|0;if(j&8388608|0){k=+n[d+28>>2];if(k>=0.0){kf(c|0,+k,+(+n[d+32>>2]),+(+n[d+36>>2]),+(+n[g+12>>2]));break}}if(!(j&32768))if(e&2336&f[(f[d>>2]|0)+52>>2]|0){kf(c|0,1.0,1.0,1.0,+(+n[g+12>>2]));break}lf(c|0,1,g|0)}while(0);c=f[H+76>>2]|0;if((c|0)>-1)bf(c|0,+(+n[d+40>>2]));c=f[H+88>>2]|0;if((c|0)>-1)bf(c|0,+((f[a+12292>>2]|f[d+24>>2])&8192|0?0.0:1.0));l=H+44|0;F=d+16|0;e=d+4|0;m=f[(f[((f[F>>2]|0)>>>0>1?f[e>>2]|0:e)>>2]|0)+96>>2]|0;do if((f[l>>2]|0)>-1){if(b[m+120>>0]&4)AIa(m);e=m+76|0;j=d+24|0;g=Odb(f[j>>2]|0,f[a>>2]|0,m,G)|0;j=f[j>>2]|0;c=f[a>>2]|0;if(!(j&33554456))i=e;else{f[i>>2]=f[e>>2];f[i+4>>2]=f[m+80>>2];f[i+8>>2]=f[m+84>>2];f[i+12>>2]=f[m+88>>2];f[i+16>>2]=f[m+92>>2];f[i+20>>2]=f[m+96>>2];f[i+24>>2]=f[m+100>>2];f[i+28>>2]=f[m+104>>2];f[i+32>>2]=f[m+108>>2];if(j&8)QAa(c,i)}c=f[l>>2]|0;if((c|0)>-1)nf(c|0,1,0,g|0);c=f[H+48>>2]|0;if((c|0)>-1)mf(c|0,1,0,i|0)}else{j=m+120|0;c=b[j>>0]|0;if(c&16){CIa(m);c=b[j>>0]|0}j=(c&2)!=0;c=f[H+56>>2]|0;if((c|0)>-1)gf(c|0,0,(j?f[F>>2]|0:0)|0);D=f[H+52>>2]|0;if((D|0)>-1){E=a+4|0;c=f[F>>2]|0;C=c>>>0>1?f[e>>2]|0:e;if(!j){if(!c)c=0;else{e=d+24|0;i=0;j=E;while(1){c=Odb(f[e>>2]|0,f[a>>2]|0,f[(f[C+(i<<2)>>2]|0)+96>>2]|0,G)|0;g=j;m=c;o=g+48|0;do{f[g>>2]=f[m>>2];g=g+4|0;m=m+4|0}while((g|0)<(o|0));f[j+12>>2]=f[c+48>>2];f[j+28>>2]=f[c+52>>2];f[j+44>>2]=f[c+56>>2];i=i+1|0;c=f[F>>2]|0;if(i>>>0>=c>>>0)break;else j=j+48|0}c=c*3|0}lf(((f[d+20>>2]|0)*3|0)+D|0,c|0,E|0);break}if(!c)c=0;else{s=d+24|0;t=i+4|0;v=i+8|0;w=i+12|0;x=i+16|0;y=i+20|0;z=i+24|0;A=i+28|0;B=i+32|0;p=a+4+(c*12<<2)|0;q=0;r=E;while(1){j=f[(f[C+(q<<2)>>2]|0)+96>>2]|0;if(b[j+120>>0]&4)AIa(j);c=j+76|0;l=Odb(f[s>>2]|0,f[a>>2]|0,j,G)|0;e=f[s>>2]|0;g=f[a>>2]|0;if(e&33554456){f[i>>2]=f[c>>2];f[t>>2]=f[j+80>>2];f[v>>2]=f[j+84>>2];f[w>>2]=f[j+88>>2];f[x>>2]=f[j+92>>2];f[y>>2]=f[j+96>>2];f[z>>2]=f[j+100>>2];f[A>>2]=f[j+104>>2];f[B>>2]=f[j+108>>2];if(!(e&8))c=i;else{QAa(g,i);c=i}}g=r;m=l;o=g+48|0;do{f[g>>2]=f[m>>2];g=g+4|0;m=m+4|0}while((g|0)<(o|0));f[r+12>>2]=f[l+48>>2];f[r+28>>2]=f[l+52>>2];f[r+44>>2]=f[l+56>>2];f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];o=p+16|0;m=c+12|0;f[o>>2]=f[m>>2];f[o+4>>2]=f[m+4>>2];f[o+8>>2]=f[m+8>>2];o=p+32|0;c=c+24|0;f[o>>2]=f[c>>2];f[o+4>>2]=f[c+4>>2];f[o+8>>2]=f[c+8>>2];q=q+1|0;c=f[F>>2]|0;if(q>>>0>=c>>>0)break;else{p=p+48|0;r=r+48|0}}c=c*6|0}lf(((f[d+20>>2]|0)*3|0)+D|0,c|0,E|0)}}while(0);c=f[H+100>>2]|0;do if((c|0)>-1){if((f[F>>2]|0)>>>0<=1)if(!(f[d+24>>2]&32)){jf(c|0,1,(f[d+4>>2]|0)+156|0);break}hf(c|0,0.0,0.0,0.0)}while(0);c=f[H+104>>2]|0;if((c|0)<=-1){u=I;return}df(c|0,((f[d+24>>2]&2|0)==0?f[h+384>>2]|0:0)|0);u=I;return}function Idb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;Ndb(a,c);d=f[c>>2]|0;e=f[d+8>>2]|0;a:do if((e|0)>-1){g=f[a>>2]|0;c=f[g>>2]|0;g=f[g+4>>2]|0;b:do if((c|0)!=(g|0)){while(1){if((f[c+12>>2]|0)==2)break;c=c+28|0;if((c|0)==(g|0))break b}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(e|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(e|0);g=a+44|0;f[a+8+(f[g>>2]<<2)>>2]=e;f[g>>2]=(f[g>>2]|0)+1;break a}while(0);pf(e|0,0.0)}while(0);d=f[d+32>>2]|0;if((d|0)<=-1)return;e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;c:do if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==8)break;c=c+28|0;if((c|0)==(e|0))break c}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);g=a+44|0;f[a+8+(f[g>>2]<<2)>>2]=d;f[g>>2]=(f[g>>2]|0)+1;return}while(0);pf(d|0,0.0);return}function Jdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[a>>2]|0;if((f[l+24>>2]|0)>>>0>c>>>0){f[a>>2]=f[l>>2];return}f[a>>2]=f[l>>2];j=f[b+4>>2]|0;a=f[l+4>>2]|0;g=j+-1|0;h=(g&j|0)==0;if(h)i=g&a;else if(a>>>0<j>>>0)i=a;else i=(a>>>0)%(j>>>0)|0;c=(f[b>>2]|0)+(i<<2)|0;k=f[c>>2]|0;while(1){a=f[k>>2]|0;if((a|0)==(l|0))break;else k=a}if((k|0)==(b+8|0))e=15;else{a=f[k+4>>2]|0;if(h)a=a&g;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)==(i|0))d=l;else e=15}do if((e|0)==15){a=f[l>>2]|0;if(a|0){a=f[a+4>>2]|0;if(h)a=a&g;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)==(i|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;a=c;if(c){c=f[c+4>>2]|0;if(h)c=c&g;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(i|0)){f[(f[b>>2]|0)+(c<<2)>>2]=k;a=f[l>>2]|0}}f[k>>2]=a;f[d>>2]=0;b=b+12|0;f[b>>2]=(f[b>>2]|0)+-1;if(!l)return;a=f[l+12>>2]|0;if(a|0){c=l+16|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-44-a|0)>>>0)/44|0)*44|0);sOb(a)}sOb(l);return}function Kdb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0;k=f[c>>2]|0;i=f[k+64>>2]|0;if((i|0)>-1){if(!(b[a+4>>0]|0))c=(f[(f[d>>2]|0)+52>>2]|0)>>>12&1^1;else c=1;df(i|0,c|0)}c=f[k+68>>2]|0;if((c|0)>-1)df(c|0,(f[(f[d>>2]|0)+52>>2]&3|0)==0|0);c=f[k+88>>2]|0;if((c|0)>-1)bf(c|0,+((f[a>>2]|f[d+8>>2])&8192|0?0.0:1.0));c=f[k+72>>2]|0;do if((c|0)>-1){i=f[d+8>>2]|0;if(i&8388608|0){j=+n[d+20>>2];if(j>=0.0){kf(c|0,+j,+(+n[d+24>>2]),+(+n[d+28>>2]),+(+n[g+12>>2]));break}}if(!(i&32768))if(e&2336&f[(f[d>>2]|0)+52>>2]|0){kf(c|0,1.0,1.0,1.0,+(+n[g+12>>2]));break}lf(c|0,1,g|0)}while(0);c=f[k+76>>2]|0;if((c|0)>-1)bf(c|0,+(+n[d+32>>2]));c=f[k+104>>2]|0;if((c|0)<=-1)return;df(c|0,((f[d+8>>2]&2|0)==0?f[h+384>>2]|0:0)|0);return}function Ldb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;Ndb(a,b);Yvb(258928,f[f[a+48>>2]>>2]|0)|0;e=f[b>>2]|0;g=f[e+20>>2]|0;d=a+52|0;f[d>>2]=g;c=a+56|0;f[c>>2]=f[e+24>>2];b=a+60|0;f[b>>2]=f[e+28>>2];sf(g|0,4,5126,0,48,0);re(g|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;g=f[c>>2]|0;sf(g|0,4,5126,0,48,16);re(g|0);f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;g=f[b>>2]|0;sf(g|0,4,5126,0,48,32);re(g|0);f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;rf(f[d>>2]|0,1);rf(f[c>>2]|0,1);rf(f[b>>2]|0,1);return}function Mdb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+60>>2]|0;if(b|0){c=k+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[k+56>>2]|0;if(b|0)iOb(b);b=f[k+48>>2]|0;if(b|0)iOb(b);sOb(k);return l|0}function Ndb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;g=f[c>>2]|0;d=f[g>>2]|0;a:do if((d|0)>-1){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if(!(f[c+12>>2]|0))break;c=c+28|0;if((c|0)==(e|0))break a}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1}}while(0);d=f[g+4>>2]|0;b:do if((d|0)>-1){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==1)break;c=c+28|0;if((c|0)==(e|0))break b}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1}}while(0);d=f[g+12>>2]|0;c:do if((d|0)>-1){d:do if(f[a+4>>2]&2336|0){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==3)break;c=c+28|0;if((c|0)==(e|0))break d}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1;break c}}while(0);qf(d|0,1.0,1.0,1.0,1.0)}while(0);d=f[g+16>>2]|0;if((d|0)<=-1)return;e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)==(e|0))return;while(1){if((f[c+12>>2]|0)==4)break;c=c+28|0;if((c|0)==(e|0)){i=23;break}}if((i|0)==23)return;Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);i=a+44|0;f[a+8+(f[i>>2]<<2)>>2]=d;f[i>>2]=(f[i>>2]|0)+1;return}function Odb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(!(a&33554456)){d=c;return d|0}f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];f[d+24>>2]=f[c+24>>2];f[d+28>>2]=f[c+28>>2];f[d+32>>2]=f[c+32>>2];f[d+36>>2]=f[c+36>>2];f[d+40>>2]=f[c+40>>2];f[d+44>>2]=f[c+44>>2];f[d+48>>2]=f[c+48>>2];f[d+52>>2]=f[c+52>>2];f[d+56>>2]=f[c+56>>2];f[d+60>>2]=f[c+60>>2];if(a&8|0)PAa(b,d);if(a&16|0)NAa(b,d,f[64745]|0,f[64746]|0);if(!(a&33554432))return d|0;RAa(b,d,f[64745]|0,f[64746]|0);return d|0}function Pdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;Fdb(a,b,c);e=f[b>>2]|0;d=f[e+92>>2]|0;if((d|0)>-1){b=f[c+88>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;b=f[g>>2]|0;f[g>>2]=b+1;df(d|0,b|0)}d=f[e+116>>2]|0;if((d|0)>-1){b=f[a>>2]|0;b=kIa(c,b+216|0,b+208|0)|0;b=f[b>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;h=a+32|0;Uvb(258928,f[h>>2]|0)|0;Vvb(258928,b)|0;g=f[h>>2]|0;f[h>>2]=g+1;df(d|0,g|0)}d=f[e+152>>2]|0;if((d|0)>-1){b=f[c+128>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}d=f[e+156>>2]|0;if((d|0)>-1){b=f[c+136>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}d=f[e+164>>2]|0;if((d|0)>-1){b=f[c+144>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}b=f[e+120>>2]|0;if((b|0)>-1)hf(b|0,+(+n[c+96>>2]),+(+n[c+104>>2]),+(+n[c+112>>2]));b=f[e+124>>2]|0;if((b|0)<=-1)return;hf(b|0,+(+n[c+100>>2]),+(+n[c+108>>2]),+(+n[c+116>>2]));return}function Qdb(a){a=a|0;return}function Rdb(a){a=a|0;sOb(a);return}function Sdb(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=40500;f[b+4>>2]=f[a+4>>2];return b|0}function Tdb(a,b){a=a|0;b=b|0;f[b>>2]=40500;f[b+4>>2]=f[a+4>>2];return}function Udb(a){a=a|0;return}function Vdb(a){a=a|0;sOb(a);return}function Wdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return Sg[f[a+4>>2]&255](f[b>>2]|0,f[c>>2]|0,f[d>>2]|0)|0}function Xdb(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==198107?a+4|0:0)|0}function Ydb(a){a=a|0;return 15584}function Zdb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0;j=u;u=u+32|0;k=j;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;f[k+20>>2]=0;f[k+24>>2]=0;f[k+28>>2]=0;Bdb(a,b,c,d,e,k,0.0,0.0,g,h,i);u=j;return}function _db(){f[64688]=0;f[64689]=0;return}function $db(){var a=0;a=f[64688]|0;if(a|0)return a|0;a=pOb(24)|0;f[a>>2]=34962;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=4194304;f[a+16>>2]=262144;f[a+20>>2]=0;f[64688]=a;return a|0}function aeb(){var a=0;a=f[64689]|0;if(a|0)return a|0;a=pOb(24)|0;f[a>>2]=34963;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=4194304;f[a+16>>2]=262144;f[a+20>>2]=0;f[64689]=a;return a|0}function beb(){var a=0,b=0;a=f[64688]|0;f[64688]=0;if(a|0){b=f[a+8>>2]|0;if(b|0)iOb(b);sOb(a)}a=f[64689]|0;f[64689]=0;if(!a)return;b=f[a+8>>2]|0;if(b|0)iOb(b);sOb(a);return}function ceb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;f[a>>2]=b;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=c;f[a+16>>2]=d;f[a+20>>2]=0;return}function deb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;l=n;if(!(Apb()|0))if(!(Bpb()|0)){m=a+20|0;j=e+-1+(f[m>>2]|0)&0-e;k=a+4|0;i=f[k>>2]|0;h=i;if(!i){e=a+12|0;i=e;e=f[e>>2]|0}else{i=j+b|0;g=a+12|0;e=f[g>>2]|0;if(i>>>0>e>>>0)i=g;else{g=f[a+8>>2]|0;if(g|0)gOb(g);f[c>>2]=h;c=c+4|0;e=f[c>>2]|0;f[c>>2]=g;if(e|0)iOb(e);f[d>>2]=j;f[m>>2]=i;u=n;return}}do if(e>>>0>=b>>>0){if(e>>>0>j>>>0&(j+b|0)>>>0>e>>>0)if((e-j|0)>>>0>(f[a+16>>2]|0)>>>0)break;iub(l,f[a>>2]|0);h=f[l>>2]|0;g=l+4|0;j=f[g>>2]|0;f[l>>2]=0;f[g>>2]=0;f[k>>2]=h;h=a+8|0;e=f[h>>2]|0;f[h>>2]=j;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}nub(f[k>>2]|0,f[i>>2]|0,0,35044);e=f[k>>2]|0;g=f[h>>2]|0;if(g|0)gOb(g);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=g;if(e|0)iOb(e);f[d>>2]=0;f[m>>2]=b;u=n;return}while(0);iub(l,f[a>>2]|0);nub(f[l>>2]|0,b,0,35044);e=f[l>>2]|0;g=l+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=h;if(e|0)iOb(e);f[d>>2]=0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}iub(l,f[a>>2]|0);nub(f[l>>2]|0,b,0,35044);e=f[l>>2]|0;g=l+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=h;if(e|0)iOb(e);f[d>>2]=0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}function eeb(a){a=a|0;var b=0;b=a+48|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(b|0));return}function feb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+16|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];b=a+32|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];return}function geb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+16|0;f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];f[b+12>>2]=f[d+12>>2];b=a+32|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];return}function heb(a){a=a|0;if(+n[a+28>>2]<1.0){a=1;return a|0}a=+n[a+44>>2]<1.0;return a|0}function ieb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0;y=u;u=u+112|0;s=y+88|0;x=y+72|0;m=y+24|0;l=y;j=+n[a+28>>2];C=+n[a+16>>2]*j;A=j*+n[a+20>>2];e=j*+n[a+24>>2];n[s>>2]=C;t=s+4|0;n[t>>2]=A;v=s+8|0;n[v>>2]=e;w=s+12|0;n[w>>2]=j;g=+n[a+44>>2];B=+n[a+32>>2]*g;z=g*+n[a+36>>2];h=g*+n[a+40>>2];n[x>>2]=B;o=x+4|0;n[o>>2]=z;p=x+8|0;n[p>>2]=h;q=x+12|0;n[q>>2]=g;if(C==B&A==z){if(!(e==h&j==g))r=3}else r=3;do if((r|0)==3){if(!(f[a>>2]|0)){i=l+16|0;f[l>>2]=40500;f[l+4>>2]=162;f[i>>2]=l;Evb(m,198423,198462,l,1);k=f[m>>2]|0;c=m+4|0;D=f[c>>2]|0;f[m>>2]=0;f[c>>2]=0;f[a>>2]=k;k=a+4|0;d=f[k>>2]|0;f[k>>2]=D;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[i>>2]|0;if((l|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[a>>2]|0;if(!c)break;D=Jvb(c,198501)|0;f[a+56>>2]=D;D=Kvb(f[a>>2]|0,198520)|0;f[a+48>>2]=D;D=Kvb(f[a>>2]|0,198532)|0;f[a+52>>2]=D;if(!(f[a>>2]|0))break}k=a+8|0;if(!(f[k>>2]|0)){c=m;d=40536;i=c+48|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(i|0));iub(l,34962);D=f[l>>2]|0;d=l+4|0;i=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[k>>2]=D;D=a+12|0;c=f[D>>2]|0;f[D>>2]=i;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}nub(f[k>>2]|0,48,m,35044)}}while(0);e=+n[s>>2];if(e==+n[x>>2])if(+n[t>>2]==+n[o>>2])if(+n[v>>2]==+n[p>>2]){if(!(+n[w>>2]==+n[q>>2]))r=22}else r=22;else r=22;else r=22;if((r|0)==22){c=f[a>>2]|0;if(c|0){d=a+8|0;if(f[d>>2]|0){D=f[64756]|0;bwb(258928,f[c>>2]|0)|0;w=f[64754]|0;Yvb(258928,f[f[d>>2]>>2]|0)|0;v=b[259206]|0;Hwb(258928,0)|0;t=b[259052]|0;kwb(258928,0)|0;r=a+56|0;sf(f[r>>2]|0,3,5126,0,0,0);r=f[r>>2]|0;re(r|0);lf(f[a+48>>2]|0,1,s|0);lf(f[a+52>>2]|0,1,x|0);le(6,0,4);ke(r|0);kwb(258928,t<<24>>24!=0)|0;Hwb(258928,v<<24>>24!=0)|0;Yvb(258928,w)|0;bwb(258928,D)|0;u=y;return}}}z=+n[64765];A=+n[64766];B=+n[64767];C=+n[64768];mwb(258928,e,+n[t>>2],+n[v>>2],+n[w>>2])|0;Vd(16384);mwb(258928,z,A,B,C)|0;u=y;return}function jeb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0;q=u;u=u+288|0;k=q+272|0;l=q+136|0;m=q;o=c+25|0;do if((b[o>>0]|0)==1){p[k>>3]=1.0e-12;if(PUa(g,k)|0){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];u=q;return}else{if((b[o>>0]|0)!=1)break;f[l>>2]=d;f[l+4>>2]=g;d=l+8|0;yAa(d,l)|0;f[m>>2]=d;f[m+4>>2]=e;d=m+8|0;yAa(d,m)|0;break}}while(0);s=+n[c>>2];r=+n[c+4>>2];j=+n[c+8>>2];h=s*+p[d>>3]+r*+p[d+32>>3]+j*+p[d+64>>3];i=s*+p[d+8>>3]+r*+p[d+40>>3]+j*+p[d+72>>3];j=s*+p[d+16>>3]+r*+p[d+48>>3]+j*+p[d+80>>3];if(!(b[c+24>>0]|0)){n[a>>2]=h;n[a+4>>2]=i;n[a+8>>2]=j;u=q;return}else{r=i+ +p[d+104>>3];s=j+ +p[d+112>>3];n[a>>2]=h+ +p[d+96>>3];n[a+4>>2]=r;n[a+8>>2]=s;u=q;return}}function keb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;c=g;f[c>>2]=b;d=a+4|0;e=f[d>>2]|0;if((e|0)==(f[a+8>>2]|0)){rcb(a,c);u=g;return 1}else{f[e>>2]=b;f[d>>2]=(f[d>>2]|0)+4;u=g;return 1}return 0}function leb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=f[a>>2]|0;d=a+4|0;e=f[d>>2]|0;if((c|0)==(e|0)){g=0;return g|0}else a=c;while(1){if((f[a>>2]|0)==(b|0))break;a=a+4|0;if((a|0)==(e|0)){a=0;g=6;break}}if((g|0)==6)return a|0;if((a|0)==(e|0)){g=0;return g|0}b=e+-4|0;g=f[b>>2]|0;f[b>>2]=f[a>>2];f[a>>2]=g;f[d>>2]=(f[d>>2]|0)+-4;g=1;return g|0}function meb(a,c){a=a|0;c=c|0;b[a+812>>0]=c&1;return}function neb(a,b){a=a|0;b=b|0;bR(a+16|0,b)|0;return}function oeb(a,c,d,e,f,g,h,i,j,k){a=a|0;c=c|0;d=+d;e=e|0;f=+f;g=g|0;h=+h;i=i|0;j=+j;k=k|0;b[a+768>>0]=c;p[a+776>>3]=d;p[a+784>>3]=f;p[a+792>>3]=h;p[a+800>>3]=j;b[a+808>>0]=e;b[a+809>>0]=g;b[a+810>>0]=i;b[a+811>>0]=k;return}function peb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+32|0;m=r;h=+p[c+792>>3];i=b[c+810>>0]|0;k=+p[c+800>>3];e=b[c+811>>0]|0;n=a+8|0;o=a+12|0;Kha(m);if(i<<24>>24==1)g=+(f[64745]|0);else g=+(f[m>>2]|0)/+p[m+8>>3];d=~~(h*g);f[n>>2]=d;if(e<<24>>24==1)g=+(f[64746]|0);else g=+(f[m+4>>2]|0)/+p[m+16>>3];j=~~(k*g);f[o>>2]=j;if(i<<24>>24==2){e=n;g=h;d=j;q=9}else if(e<<24>>24==2){e=o;g=k;q=9}if((q|0)==9)f[e>>2]=~~(g*+(d|0));g=+p[c+776>>3];e=b[c+808>>0]|0;k=+p[c+784>>3];j=b[c+809>>0]|0;l=a+4|0;Kha(m);if(e<<24>>24==1)h=+(f[64745]|0);else h=+(f[m>>2]|0)/+p[m+8>>3];d=~~(g*h);f[a>>2]=d;if(j<<24>>24==1)h=+(f[64746]|0);else h=+(f[m+4>>2]|0)/+p[m+16>>3];i=~~(k*h);f[l>>2]=i;if(e<<24>>24==2){e=a;d=i;q=18}else if(j<<24>>24==2){e=l;g=k;q=18}if((q|0)==18)f[e>>2]=~~(g*+(d|0));e=b[c+768>>0]|0;switch(e<<24>>24){case 6:case 3:case 2:{d=(f[64745]|0)-(f[a>>2]|0)-(f[n>>2]|0)|0;q=22;break}case 7:case 4:case 8:{d=(((f[64745]|0)-(f[n>>2]|0)|0)/2|0)+(f[a>>2]|0)|0;q=22;break}case 0:{q=23;break}case 5:{q=24;break}default:{u=r;return}}a:do if((q|0)==22){f[a>>2]=d;switch(e<<24>>24){case 4:case 3:case 0:{q=23;break a}case 6:case 5:case 8:{q=24;break a}default:{}}u=r;return}while(0);if((q|0)==23)d=(f[64746]|0)-(f[l>>2]|0)-(f[o>>2]|0)|0;else if((q|0)==24)d=(((f[64746]|0)-(f[o>>2]|0)|0)/2|0)+(f[l>>2]|0)|0;f[l>>2]=d;u=r;return}function qeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0;c=u;u=u+16|0;d=c;g=1.0/+(f[64745]|0);e=1.0/+(f[64746]|0);peb(d,b);p[a>>3]=g*+(f[d>>2]|0);p[a+8>>3]=e*+(f[d+4>>2]|0);p[a+16>>3]=g*+(f[d+8>>2]|0);p[a+24>>3]=e*+(f[d+12>>2]|0);u=c;return}function reb(a){a=a|0;var b=0,c=0,d=0;b=a+36|0;c=a;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[b>>2]=-1;f[a+40>>2]=-1;return}function seb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);d=a+12|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);b=f[a>>2]|0;if(!b)return;d=a+4|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{e=c+-76|0;f[d>>2]=e;teb(e);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function teb(a){a=a|0;var b=0,c=0,d=0;b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+56>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function ueb(a){a=a|0;var b=0,c=0,d=0,e=0;c=f[a>>2]|0;d=a+4|0;b=f[d>>2]|0;if((b|0)!=(c|0))do{e=b+-76|0;f[d>>2]=e;teb(e);b=f[d>>2]|0}while((b|0)!=(c|0));veb(a);e=a+12|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)tOb(b);f[a+16>>2]=0;f[a+20>>2]=0;e=a+24|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;iOb(b);return}function veb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=a+8|0;k=f[a>>2]|0;j=a+4|0;h=f[j>>2]|0;e=h-k|0;g=(e|0)/76|0;b=k;d=h;if((((f[i>>2]|0)-k|0)/76|0)>>>0<=g>>>0)return;do if(!e)c=0;else if(g>>>0>56512727)vd();else{c=pOb(e)|0;break}while(0);c=c+(g*76|0)|0;g=c;if((d|0)==(b|0)){e=g;d=h}else{e=g;do{d=d+-76|0;web(c+-76|0,d);c=e+-76|0;e=c}while((d|0)!=(b|0));d=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=e;f[j>>2]=g;f[i>>2]=g;c=d;if((b|0)!=(c|0))do{b=b+-76|0;teb(b)}while((b|0)!=(c|0));if(!d)return;sOb(d);return}function web(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[b>>2];j=b+4|0;f[g>>2]=f[j>>2];g=b+8|0;f[a+8>>2]=f[g>>2];f[g>>2]=0;f[j>>2]=0;f[b>>2]=0;j=a+12|0;g=b+12|0;f[j>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[j>>2]=f[g>>2];j=b+16|0;f[e>>2]=f[j>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=a+24|0;j=b+24|0;f[g>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[g>>2]=f[j>>2];g=b+28|0;f[e>>2]=f[g>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=a+36|0;g=b+36|0;f[j>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[j>>2]=f[g>>2];j=b+40|0;f[e>>2]=f[j>>2];e=b+44|0;f[a+44>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=b+48|0;j=f[g>>2]|0;f[g>>2]=0;g=b+52|0;e=f[g>>2]|0;f[g>>2]=0;f[a+48>>2]=j;f[a+52>>2]=e;g=a+56|0;h=b+56|0;c=f[h>>2]|0;f[g>>2]=c;i=b+60|0;d=f[i>>2]|0;f[a+60>>2]=d;f[a+64>>2]=f[b+64>>2];if(!d){h=a+68|0;i=b+68|0;j=f[i>>2]|0;f[h>>2]=j;h=a+72|0;j=b+72|0;g=f[j>>2]|0;f[h>>2]=g;f[i>>2]=0;f[j>>2]=0;return}c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0;h=a+68|0;i=b+68|0;j=f[i>>2]|0;f[h>>2]=j;h=a+72|0;j=b+72|0;g=f[j>>2]|0;f[h>>2]=g;f[i>>2]=0;f[j>>2]=0;return}function xeb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a>>2]|0;c=a+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);b=f[a+12>>2]|0;c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+24>>2]|0;c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+36>>2]|0;c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);e=a+60|0;if(!(f[e>>2]|0))return;c=a+56|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;d=f[a+52>>2]|0;if(d|0){c=a+48|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function yeb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0.0;ha=u;u=u+64|0;ca=ha+56|0;da=ha+52|0;ea=ha+16|0;fa=ha;ba=ha+48|0;aa=IAa(e)|0;A=+p[aa>>3];B=+p[aa+8>>3];C=+p[aa+16>>3];D=+p[aa+24>>3];E=+p[aa+32>>3];F=+p[aa+40>>3];G=+p[aa+48>>3];H=+p[aa+56>>3];I=+p[aa+64>>3];J=+p[aa+72>>3];K=+p[aa+80>>3];L=+p[aa+88>>3];M=+p[aa+96>>3];N=+p[aa+104>>3];O=+p[aa+112>>3];P=+p[aa+120>>3];f[da>>2]=0;if(!d){u=ha;return}Q=ea+8|0;R=ea+16|0;S=ea+24|0;T=+(g|0);U=+(h|0);V=fa+8|0;W=a+4|0;X=ca+4|0;Y=ca+4|0;Z=a+8|0;_=ca+4|0;$=g+-1|0;aa=h+-1|0;e=0;do{ia=+p[c+(e*24|0)>>3];q=+p[c+(e*24|0)+8>>3];o=+p[c+(e*24|0)+16>>3];k=M+(A*ia+E*q+I*o);p[ea>>3]=k;l=N+(B*ia+F*q+J*o);p[Q>>3]=l;m=O+(C*ia+G*q+K*o);p[R>>3]=m;o=P+(D*ia+H*q+L*o);p[S>>3]=o;q=-o;if(!(k>o|k<q))if(!(l>o|l<q))if(!(m>o|m<q)){q=(k/o*.5+.5)*T;ia=(l/o*.5+.5)*U;p[fa>>3]=q;p[V>>3]=ia;i=~~(q+-.5);j=~~(ia+-.5);r=~~(q+.5);s=~~(ia+.5);if((r|0)>=0)if((j|0)<(h|0)&((i|0)<(g|0)&(s|0)>-1)){z=(i|0)>0?i:0;w=(j|0)>0?j:0;y=($|0)<(r|0)?$:r;x=(aa|0)<(s|0)?aa:s;if((z|0)<=(y|0)&(w|0)<=(x|0)){e=f[a>>2]|0;a:do if((f[W>>2]|0)==(e|0))s=0;else{i=0;while(1){t=e+(i*76|0)+48|0;j=0;v=w;b:while(1){s=z;while(1){f[ca>>2]=s;f[X>>2]=v;r=zeb(t,ca)|0;if(r){r=b[r+16>>0]|0;if((r&255)>31)break b;else j=(r&255)>(j&255)?r:j}if((s|0)<(y|0))s=s+1|0;else break}if((v|0)<(x|0))v=v+1|0;else{ga=17;break}}if((ga|0)==17){ga=0;if((j&255)<=31)break}i=i+1|0;e=f[a>>2]|0;if(i>>>0>=(((f[W>>2]|0)-e|0)/76|0)>>>0){s=i;break a}}s=j&255;f[ba>>2]=1<<s;s=s+1&255;e=e+(i*76|0)+48|0;j=w;while(1){r=z;while(1){f[ca>>2]=r;f[Y>>2]=j;v=Aeb(e,ca)|0;b[v>>0]=s;if((r|0)<(y|0))r=r+1|0;else break}if((j|0)<(x|0))j=j+1|0;else{s=i;break}}}while(0);i=f[W>>2]|0;v=f[a>>2]|0;r=i;e=v;if((s|0)==((i-v|0)/76|0|0)){if((f[Z>>2]|0)>>>0>r>>>0){j=r+64|0;e=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(e|0));n[j>>2]=1.0;iub(r+68|0,34962);f[W>>2]=(f[W>>2]|0)+76}else Beb(a);j=(f[W>>2]|0)+-28|0;e=w;while(1){i=z;while(1){f[ca>>2]=i;f[_>>2]=e;w=Aeb(j,ca)|0;b[w>>0]=1;if((i|0)<(y|0))i=i+1|0;else break}if((e|0)<(x|0))e=e+1|0;else break}f[ba>>2]=1;j=f[a>>2]|0}else j=e;e=j+(s*76|0)+4|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+8>>2]|0)>>>0){f[i>>2]=f[da>>2];f[e>>2]=i+4}else q7a(j+(s*76|0)|0,da);e=j+(s*76|0)+16|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+20>>2]|0)>>>0){p[i>>3]=+p[fa>>3];p[i+8>>3]=+p[V>>3];f[e>>2]=i+16}else Ceb(j+(s*76|0)+12|0,fa);f[ca>>2]=ea;e=j+(s*76|0)+28|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+32>>2]|0)>>>0){n[i>>2]=+p[ea>>3];z=f[ca>>2]|0;n[i+4>>2]=+p[z+8>>3];n[i+8>>2]=+p[z+16>>3];n[i+12>>2]=+p[z+24>>3];f[e>>2]=i+16}else Deb(j+(s*76|0)+24|0,ca);e=j+(s*76|0)+40|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+44>>2]|0)>>>0){f[i>>2]=f[ba>>2];f[e>>2]=i+4}else q7a(j+(s*76|0)+36|0,ba);e=f[da>>2]|0}}}e=e+1|0;f[da>>2]=e}while(e>>>0<d>>>0);u=ha;return}function zeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=(k<<6)+-1640531527+(k>>>2)+i^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(e|0)==(c|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((e|0)==(b|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Aeb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=(k<<6)+-1640531527+(k>>>2)+m^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;f[k+8>>2]=f[c>>2];f[k+12>>2]=m;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;Eeb(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function Beb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+4|0;b=f[a>>2]|0;i=((f[k>>2]|0)-b|0)/76|0;c=i+1|0;if(c>>>0>56512727)AMb(a);l=a+8|0;j=((f[l>>2]|0)-b|0)/76|0;b=j<<1;b=j>>>0<28256363?(b>>>0<c>>>0?c:b):56512727;do if(!b)h=0;else if(b>>>0>56512727)vd();else{h=pOb(b*76|0)|0;break}while(0);c=h+(i*76|0)|0;d=c;j=h+(b*76|0)|0;b=h+(i*76|0)+64|0;e=c;g=e+76|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[b>>2]=1.0;iub(h+(i*76|0)+68|0,34962);g=c+76|0;e=f[a>>2]|0;b=f[k>>2]|0;if((b|0)==(e|0)){c=d;d=e;b=e}else{do{b=b+-76|0;web(c+-76|0,b);c=d+-76|0;d=c}while((b|0)!=(e|0));c=d;d=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=c;f[k>>2]=g;f[l>>2]=j;c=d;if((b|0)!=(c|0))do{b=b+-76|0;teb(b)}while((b|0)!=(c|0));if(!d)return;sOb(d);return}function Ceb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;p[c>>3]=+p[b>>3];p[g+(h<<4)+8>>3]=+p[b+8>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;while(1){h=d;d=d+-16|0;p[e+-16>>3]=+p[d>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-16|0}c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function Deb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;b=f[b>>2]|0;n[c>>2]=+p[b>>3];n[g+(h<<4)+4>>2]=+p[b+8>>3];n[g+(h<<4)+8>>2]=+p[b+16>>3];n[g+(h<<4)+12>>2]=+p[b+24>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;o=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[o+-12>>2];f[h+-8>>2]=f[o+-8>>2];f[h+-4>>2]=f[o+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function Eeb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Feb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Feb(a,b);return}function Feb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Geb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;b=f[a>>2]|0;k=f[a+4>>2]|0;if((b|0)==(k|0))return;do{j=f[b+68>>2]|0;Yvb(258928,f[j>>2]|0)|0;e=b+24|0;g=b+28|0;a=f[g>>2]|0;c=f[e>>2]|0;h=b+36|0;i=b+40|0;d=a-c+(f[i>>2]|0)-(f[h>>2]|0)|0;if((f[j+8>>2]|0)>>>0<d>>>0){nub(j,d,0,35040);c=f[e>>2]|0;a=f[g>>2]|0}oub(j,0,a-c|0,c);h=f[h>>2]|0;oub(j,(f[g>>2]|0)-(f[e>>2]|0)|0,(f[i>>2]|0)-h|0,h);b=b+76|0}while((b|0)!=(k|0));return}function Heb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;c=i+24|0;g=i;h=a+28|0;b=f[h>>2]|0;if(b|0)if(f[b>>2]|0){u=i;return}e=g+16|0;f[g>>2]=40500;f[g+4>>2]=162;f[e>>2]=g;Evb(c,198544,198588,g,1);b=f[c>>2]|0;d=c+4|0;j=f[d>>2]|0;f[c>>2]=0;f[d>>2]=0;f[h>>2]=b;c=a+32|0;b=f[c>>2]|0;f[c>>2]=j;if(b|0){iOb(b);b=f[d>>2]|0;if(b|0)iOb(b)}b=f[e>>2]|0;if((g|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[h>>2]|0,198632)|0;f[a+40>>2]=j;j=Jvb(f[h>>2]|0,198640)|0;f[a+36>>2]=j;u=i;return}function Ieb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;k=k|0;var l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,Y=0,Z=0,_=0.0,$=0.0;Z=u;u=u+32|0;Y=Z;f[a>>2]=0;W=a+4|0;f[W>>2]=0;f[a+8>>2]=0;if(!e){u=Z;return}l=f[j+4>>2]|0;if((f[j+8>>2]|0)==(l|0)){u=Z;return}U=uub(l)|0;V=vub(f[j+4>>2]|0)|0;if((U|0)<1|(V|0)<1){u=Z;return}o=X(V,U)|0;q=c+16|0;if(o>>>0>(f[q>>2]|0)>>>0){r=c+12|0;l=f[r>>2]|0;f[r>>2]=0;if(!l){l=1;m=0}else{tOb(l);m=f[r>>2]|0;l=(m|0)==0}f[q>>2]=o;T=qOb(o>>>0>1073741823?-1:o<<2)|0;f[r>>2]=T;if(!l)tOb(m)}S=f[64758]|0;T=f[64759]|0;o=c+20|0;if(!(Kub(j,o)|0)){Cub(Y,j,0,1);R=f[Y>>2]|0;l=Y+4|0;O=f[l>>2]|0;f[Y>>2]=0;f[l>>2]=0;f[o>>2]=R;R=c+24|0;m=f[R>>2]|0;f[R>>2]=O;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}}dwb(258928,f[f[o>>2]>>2]|0)|0;Bhb(Y,k,U,V);Gub(f[o>>2]|0,0,Y,3553,0);R=f[64754]|0;l=f[c>>2]|0;o=c+4|0;m=f[o>>2]|0;if((l|0)!=(m|0))do{xeb(l);l=l+76|0}while((l|0)!=(m|0));yeb(c,d,e,g,U,V);Geb(c);Heb(c);H=f[64756]|0;bwb(258928,f[f[c+28>>2]>>2]|0)|0;I=f[64773]|0;J=f[64775]|0;K=f[64774]|0;L=f[64776]|0;pwb(258928,1,1)|0;M=b[259204]|0;Fwb(258928,1)|0;N=b[259206]|0;Hwb(258928,1)|0;O=b[259052]|0;kwb(258928,0)|0;P=+n[64779];Q=+n[64780];rwb(258928,h,i)|0;E=f[64778]|0;qwb(258928,515)|0;h=+n[64765];i=+n[64766];F=+n[64767];G=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;l=f[c>>2]|0;B=f[o>>2]|0;a:do if((l|0)!=(B|0)){C=c+36|0;D=c+40|0;x=c+12|0;y=U+-1|0;z=V+-1|0;A=a+8|0;do{m=l+4|0;if((f[l>>2]|0)==(f[m>>2]|0))break a;Vd(16384);Yvb(258928,f[f[l+68>>2]>>2]|0)|0;sf(f[C>>2]|0,4,5126,0,0,0);sf(f[D>>2]|0,4,5121,1,0,0+((f[l+28>>2]|0)-(f[l+24>>2]|0))|0);v=f[C>>2]|0;re(v|0);w=f[D>>2]|0;re(w|0);le(0,0,(f[m>>2]|0)-(f[l>>2]|0)>>2|0);Qe(0,0,U|0,V|0,6408,5121,f[x>>2]|0);c=(f[m>>2]|0)-(f[l>>2]|0)>>2;if(c|0){s=l+12|0;t=l+36|0;g=0;do{e=f[x>>2]|0;o=f[s>>2]|0;$=+p[o+(g<<4)>>3];m=~~($+-.5);_=+p[o+(g<<4)+8>>3];o=~~(_+-.5);q=~~($+.5);r=~~(_+.5);b:do if((q|0)>=0)if((V|0)>(o|0)&((U|0)>(m|0)&(r|0)>-1)){d=(m|0)>0?m:0;m=(o|0)>0?o:0;k=(y|0)<(q|0)?y:q;r=(z|0)<(r|0)?z:r;j=f[(f[t>>2]|0)+(g<<2)>>2]|0;if(!((d|0)>(k|0)|(m|0)>(r|0))){c:while(1){q=X(m,U)|0;o=d;while(1){if(f[e+(o+q<<2)>>2]&j|0)break c;if((o|0)<(k|0))o=o+1|0;else break}if((m|0)<(r|0))m=m+1|0;else break b}m=(f[l>>2]|0)+(g<<2)|0;o=f[W>>2]|0;if(o>>>0<(f[A>>2]|0)>>>0){f[o>>2]=f[m>>2];f[W>>2]=o+4;break}else{Jeb(a,m);break}}}while(0);g=g+1|0}while((g|0)!=(c|0))}ke(w|0);ke(v|0);l=l+76|0}while((l|0)!=(B|0))}while(0);mwb(258928,h,i,F,G)|0;qwb(258928,E)|0;rwb(258928,P,Q)|0;kwb(258928,O<<24>>24!=0)|0;Hwb(258928,N<<24>>24!=0)|0;Fwb(258928,M<<24>>24!=0)|0;owb(258928,I,J,K,L)|0;bwb(258928,H)|0;Yvb(258928,R)|0;Ghb(Y);if((S|0)==(T|0)){dwb(258928,S)|0;u=Z;return}else{ewb(258928,S)|0;fwb(258928,T)|0;u=Z;return}}function Jeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Keb(a){a=a|0;var c=0,d=0,e=0;c=a+64|0;d=a;e=d+64|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.06499999761581421;n[a+68>>2]=1.0;n[a+72>>2]=2.0000000949949026e-03;n[a+76>>2]=1.0;f[a+80>>2]=9;f[a+84>>2]=7;n[a+88>>2]=2.0;n[a+92>>2]=.06499999761581421;n[a+96>>2]=.8500000238418579;f[a+100>>2]=3;e=a+172|0;b[e>>0]=b[e>>0]&-8|4;return}function Leb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+352|0;x=A+136|0;y=A;p=A+336|0;z=A+176|0;s=A+324|0;v=A+160|0;t=A+312|0;g=a+172|0;e=b[g>>0]|0;if(((e&255)>>>1&1|0)!=(c&1|0)){e=(c&1)<<1&255|e&-7|4;b[g>>0]=e}if((e&1|0)!=(d&1|0)){e=e&-6|d&1|4;b[g>>0]=e}if(!(e&4)){u=A;return}b[g>>0]=e&-5;k=a+80|0;j=f[k>>2]|0;j=j>>>0>2?j+-2|0:1;w=f[64756]|0;i=a+24|0;if(!(f[i>>2]|0)){h=y+16|0;f[y>>2]=40500;f[y+4>>2]=162;f[h>>2]=y;Evb(x,237430,200175,y,1);o=f[x>>2]|0;e=x+4|0;m=f[e>>2]|0;f[x>>2]=0;f[e>>2]=0;f[i>>2]=o;o=a+28|0;g=f[o>>2]|0;f[o>>2]=m;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[h>>2]|0;if((y|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);o=Jvb(f[i>>2]|0,237506)|0;f[a+104>>2]=o;bwb(258928,f[f[i>>2]>>2]|0)|0;kf(Kvb(f[i>>2]|0,240573)|0,1.0,1.0,1.0,1.0)}l=y+4|0;f[y>>2]=15100;m=y+56|0;f[m>>2]=15120;tEb(y+56|0,l);f[y+128>>2]=0;f[y+132>>2]=-1;f[y>>2]=39656;f[y+56>>2]=39676;xEb(l);f[l>>2]=39692;o=y+36|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[y+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(l,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(HEb(m3a(HEb(m3a(y,198651,25)|0,c)|0,198677,26)|0,d)|0,198704,20)|0;j=m3a(KEb(m3a(KEb(i,f[k>>2]|0)|0,198725,25)|0,j)|0,198751,21)|0;i=a+76|0;j=HEb(j,+n[i>>2]!=1.0)|0;b[x>>0]=10;m3a(j,x,1)|0;l3a(z,l);fhb(p,z);j=x+16|0;c=pOb(16)|0;f[c>>2]=40592;k=c+4|0;f[k>>2]=f[p>>2];f[k+4>>2]=f[p+4>>2];f[k+8>>2]=f[p+8>>2];f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;f[j>>2]=c;if((b[z+11>>0]|0)<0)sOb(f[z>>2]|0);Evb(z,198773,198813,x,1);h=a+32|0;p=f[z>>2]|0;e=z+4|0;c=f[e>>2]|0;f[z>>2]=0;f[e>>2]=0;f[h>>2]=p;p=a+36|0;g=f[p>>2]|0;f[p>>2]=c;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,200134)|0,0);df(Kvb(f[h>>2]|0,198849)|0,1);e=f[h>>2]|0;if(d)df(Kvb(e,199723)|0,2);else df(Kvb(e,200539)|0,2);p=Jvb(f[h>>2]|0,237506)|0;f[a+108>>2]=p;p=Kvb(f[h>>2]|0,199960)|0;f[a+112>>2]=p;p=Kvb(f[h>>2]|0,198857)|0;f[a+116>>2]=p;p=Kvb(f[h>>2]|0,198878)|0;f[a+120>>2]=p;p=Kvb(f[h>>2]|0,198887)|0;f[a+124>>2]=p;p=Kvb(f[h>>2]|0,199362)|0;f[a+128>>2]=p;if(+n[i>>2]!=1.0)e=Kvb(f[h>>2]|0,198894)|0;else e=-1;f[a+132>>2]=e;e=f[j>>2]|0;if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[y>>2]=39656;f[m>>2]=39676;f[l>>2]=39692;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);oDb(l);kEb(y,39752);jDb(m);m=a+84|0;e=f[m>>2]|0;f[y>>2]=0;o=y+4|0;f[o>>2]=0;f[y+8>>2]=0;do if(!e){q=0;r=0}else if(e>>>0>1073741823)AMb(y);else{p=e<<2;q=pOb(p)|0;f[y>>2]=q;r=q+(e<<2)|0;f[y+8>>2]=r;dQb(q|0,0,p|0)|0;f[o>>2]=r;break}while(0);_gb(r-q>>2,q);j=z+4|0;f[z>>2]=15100;k=z+56|0;f[k>>2]=15120;tEb(z+56|0,j);f[z+128>>2]=0;f[z+132>>2]=-1;f[z>>2]=39656;f[z+56>>2]=39676;xEb(j);f[j>>2]=39692;l=z+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[z+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(j,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(z,199879,38)|0;i=m3a(KEb(i,f[m>>2]|0)|0,200858,19)|0;i=HEb(m3a(KEb(i,(f[m>>2]|0)>>>1)|0,198677,26)|0,d)|0;b[x>>0]=10;m3a(i,x,1)|0;l3a(v,j);fhb(s,v);i=x+16|0;r=pOb(16)|0;f[r>>2]=40592;q=r+4|0;f[q>>2]=f[s>>2];f[q+4>>2]=f[s+4>>2];f[q+8>>2]=f[s+8>>2];f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[i>>2]=r;if((b[v+11>>0]|0)<0)sOb(f[v>>2]|0);Evb(v,237430,198905,x,1);h=a+40|0;s=f[v>>2]|0;e=v+4|0;r=f[e>>2]|0;f[v>>2]=0;f[e>>2]=0;f[h>>2]=s;s=a+44|0;g=f[s>>2]|0;f[s>>2]=r;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);s=Kvb(f[h>>2]|0,200935)|0;e=f[y>>2]|0;cf(s|0,(f[o>>2]|0)-e>>2|0,e|0);e=Jvb(f[h>>2]|0,237506)|0;f[a+136>>2]=e;e=Kvb(f[h>>2]|0,199960)|0;f[a+140>>2]=e;e=Kvb(f[h>>2]|0,199977)|0;f[a+144>>2]=e;e=Kvb(f[h>>2]|0,200924)|0;f[a+148>>2]=e;e=f[i>>2]|0;if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[z>>2]=39656;f[k>>2]=39676;f[j>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(j);kEb(z,39752);jDb(k);j=z+4|0;f[z>>2]=15100;k=z+56|0;f[k>>2]=15120;tEb(z+56|0,j);f[z+128>>2]=0;f[z+132>>2]=-1;f[z>>2]=39656;f[z+56>>2]=39676;xEb(j);f[j>>2]=39692;l=z+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[z+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(j,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(z,199993,38)|0;i=m3a(KEb(i,f[m>>2]|0)|0,200858,19)|0;i=HEb(m3a(KEb(i,(f[m>>2]|0)>>>1)|0,198677,26)|0,d)|0;b[x>>0]=10;m3a(i,x,1)|0;l3a(v,j);fhb(t,v);i=x+16|0;d=pOb(16)|0;f[d>>2]=40592;s=d+4|0;f[s>>2]=f[t>>2];f[s+4>>2]=f[t+4>>2];f[s+8>>2]=f[t+8>>2];f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[i>>2]=d;if((b[v+11>>0]|0)<0)sOb(f[v>>2]|0);Evb(v,237430,198905,x,1);h=a+48|0;e=f[v>>2]|0;g=v+4|0;t=f[g>>2]|0;f[v>>2]=0;f[g>>2]=0;f[h>>2]=e;v=a+52|0;e=f[v>>2]|0;f[v>>2]=t;do if(e|0){iOb(e);e=f[g>>2]|0;if(!e)break;iOb(e)}while(0);bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);v=Kvb(f[h>>2]|0,200935)|0;e=f[y>>2]|0;cf(v|0,(f[o>>2]|0)-e>>2|0,e|0);e=Jvb(f[h>>2]|0,237506)|0;f[a+152>>2]=e;e=Kvb(f[h>>2]|0,199960)|0;f[a+156>>2]=e;e=Kvb(f[h>>2]|0,199977)|0;f[a+160>>2]=e;e=Kvb(f[h>>2]|0,200924)|0;f[a+164>>2]=e;e=Kvb(f[h>>2]|0,200032)|0;f[a+168>>2]=e;e=f[i>>2]|0;do if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else{if(!e)break;gh[f[(f[e>>2]|0)+20>>2]&2047](e)}while(0);f[z>>2]=39656;f[k>>2]=39676;f[j>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(j);kEb(z,39752);jDb(k);e=f[y>>2]|0;if(e|0){g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}bwb(258928,w)|0;u=A;return}function Meb(a){a=a|0;f[a>>2]=40592;a=a+4|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function Neb(a){a=a|0;var c=0;f[a>>2]=40592;c=a+4|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function Oeb(a){a=a|0;var b=0;b=pOb(16)|0;f[b>>2]=40592;xOb(b+4|0,a+4|0);return b|0}function Peb(a,b){a=a|0;b=b|0;f[b>>2]=40592;xOb(b+4|0,a+4|0);return}function Qeb(a){a=a|0;a=a+4|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function Reb(a){a=a|0;var c=0;c=a+4|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function Seb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return ghb(a+4|0,f[b>>2]|0,f[c>>2]|0,f[d>>2]|0)|0}function Teb(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==198946?a+4|0:0)|0}function Ueb(a){a=a|0;return 15632}function Veb(a){a=a|0;return +(+n[a+64>>2])}function Web(a,b){a=a|0;b=+b;if(!(b>0.0))return;n[a+64>>2]=b;return}function Xeb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=0.0;f[a+68>>2]=f[(b>0.0?e:d)>>2];u=c;return}function Yeb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=0.0;f[a+72>>2]=f[(b>0.0?e:d)>>2];u=c;return}function Zeb(a,c){a=a|0;c=+c;var d=0,e=0,g=0.0;d=c>0.0?(n[s>>2]=c,f[s>>2]|0):0;e=a+76|0;g=+n[e>>2];c=(f[s>>2]=d,+n[s>>2]);if(g==c)return;if(c==1.0^g==1.0){a=a+172|0;b[a>>0]=b[a>>0]|4}f[e>>2]=d;return}function _eb(a,c){a=a|0;c=c|0;var d=0;c=c>>>0>1?c:1;d=a+80|0;if((f[d>>2]|0)==(c|0))return;f[d>>2]=c;a=a+172|0;b[a>>0]=b[a>>0]|4;return}function $eb(a,c){a=a|0;c=c|0;var d=0;c=c|1;d=a+84|0;if((f[d>>2]|0)==(c|0))return;f[d>>2]=c;a=a+172|0;b[a>>0]=b[a>>0]|4;return}function afb(a,b){a=a|0;b=+b;n[a+88>>2]=b;return}function bfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+92>>2]=b;return}function cfb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;g=c+4|0;d=c+8|0;e=c;n[g>>2]=b;n[d>>2]=0.0;n[e>>2]=1.0;e=b<1.0?g:e;f[a+96>>2]=f[(+n[e>>2]>0.0?e:d)>>2];u=c;return}function dfb(a,b){a=a|0;b=b|0;var c=0;b=b>>>0<10?b:10;c=a+100|0;if((f[c>>2]|0)==(b|0))return;f[c>>2]=b;f[a+56>>2]=0;a=a+60|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;iOb(b);return}function efb(a){a=a|0;var b=0,c=0;f[a+8>>2]=0;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+16>>2]=0;c=a+20|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ffb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0;ba=u;u=u+336|0;_=ba+304|0;$=ba+284|0;aa=ba+264|0;Y=ba+200|0;Z=ba+136|0;k=ba;if(d)if(!(f[(f[c>>2]|0)+72>>2]|0)){W=1;d=4}else d=3;else d=3;if((d|0)==3)if(Xub()|0){W=0;d=4}do if((d|0)==4)if(avb()|0){if(!(dvb()|0))if(!(evb()|0))break;U=a+68|0;if(+n[U>>2]<=0.0){u=ba;return}X=a+96|0;if(+n[X>>2]<=0.0){u=ba;return}j=f[c>>2]|0;if(!j){u=ba;return}if(W)d=f[j+4>>2]|0;else d=j+64|0;V=d+8|0;if(!(f[V>>2]|0)){u=ba;return}if(W|e){d=0;e=0}else{T=f[j+4>>2]|0;d=T;if((f[j+8>>2]|0)==(T|0)){d=0;e=0}else{j=f[d+32>>2]|0;d=f[d+36>>2]|0;e=d;if(!d)d=j;else{gOb(d);d=j}}}T=d;R=(d|0)!=0;Leb(a,W,R);S=a+56|0;if(!(f[S>>2]|0)){Zgb(_,f[a+100>>2]|0);Q=f[_>>2]|0;d=_+4|0;P=f[d>>2]|0;f[_>>2]=0;f[d>>2]=0;f[S>>2]=Q;Q=a+60|0;j=f[Q>>2]|0;f[Q>>2]=P;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Q=f[V>>2]|0;Bhb(_,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=f[V>>2]|0;Bhb($,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=f[V>>2]|0;Bhb(aa,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=a+8|0;if(!(Kub(f[c>>2]|0,Q)|0)){Cub(Y,f[c>>2]|0,0,1);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[Q>>2]=P;P=a+12|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Gub(f[Q>>2]|0,0,$,3553,0);if(!R){i=a+16|0;if(!(Kub(f[c>>2]|0,i)|0)){Cub(Y,f[c>>2]|0,0,1);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[i>>2]=P;P=a+20|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Gub(f[i>>2]|0,0,aa,3553,0)}d=f[a>>2]|0;if(!d){Xgb(Y);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[a>>2]=P;P=a+4|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}d=f[a>>2]|0}P=f[64754]|0;Yvb(258928,f[d>>2]|0)|0;C=f[64756]|0;D=f[64747]|0;nvb(Y);E=b[259206]|0;Hwb(258928,0)|0;F=b[259052]|0;kwb(258928,0)|0;G=b[259204]|0;Fwb(258928,0)|0;H=f[64773]|0;I=f[64775]|0;J=f[64774]|0;K=f[64776]|0;pwb(258928,1,771)|0;L=+n[64765];M=+n[64766];N=+n[64767];O=+n[64768];LAa(GAa(g)|0,k);n[Z>>2]=+p[k>>3];n[Z+4>>2]=+p[k+8>>3];n[Z+8>>2]=+p[k+16>>3];n[Z+12>>2]=+p[k+24>>3];n[Z+16>>2]=+p[k+32>>3];n[Z+20>>2]=+p[k+40>>3];n[Z+24>>2]=+p[k+48>>3];n[Z+28>>2]=+p[k+56>>3];n[Z+32>>2]=+p[k+64>>3];n[Z+36>>2]=+p[k+72>>3];n[Z+40>>2]=+p[k+80>>3];n[Z+44>>2]=+p[k+88>>3];n[Z+48>>2]=+p[k+96>>3];n[Z+52>>2]=+p[k+104>>3];n[Z+56>>2]=+p[k+112>>3];n[Z+60>>2]=+p[k+120>>3];s=f[V>>2]|0;r=f[s+16>>2]|0;t=1.0/+(r|0);s=f[s+20>>2]|0;v=1.0/+(s|0);w=f[64758]|0;x=f[64759]|0;y=f[64743]|0;z=f[64744]|0;A=f[64745]|0;B=f[64746]|0;Tvb(258928,0,0,r,s)|0;do if(!R){dwb(258928,f[f[a+16>>2]>>2]|0)|0;mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);bwb(258928,f[f[a+24>>2]>>2]|0)|0;d=f[64795]|0;j=f[64796]|0;i=f[64797]|0;c=f[64798]|0;k=f[64799]|0;g=f[64800]|0;Awb(258928,7680,7680,7680)|0;l=f[64787]|0;m=f[64790]|0;o=f[64788]|0;q=f[64791]|0;r=f[64789]|0;s=f[64792]|0;uwb(258928,517,0,h)|0;h=b[259212]|0;Kwb(258928,1)|0;Ygb(f[a+104>>2]|0);Kwb(258928,h<<24>>24!=0)|0;if((l|0)==(m|0)&(o|0)==(q|0)&(r|0)==(s|0))uwb(258928,l,o,r)|0;else{vwb(258928,l,o,r)|0;wwb(258928,m,q,s)|0}if((d|0)==(c|0)&(j|0)==(k|0)&(i|0)==(g|0)){Awb(258928,d,j,i)|0;break}else{Bwb(258928,d,j,i)|0;Cwb(258928,c,k,g)|0;break}}while(0);bwb(258928,f[f[a+32>>2]>>2]|0)|0;i=Hhb(_)|0;dwb(258928,f[f[i>>2]>>2]|0)|0;mwb(258928,1.0,0.0,0.0,0.0)|0;Vd(16384);i=f[64778]|0;qwb(258928,516)|0;c=b[259206]|0;Hwb(258928,W)|0;nf(f[a+112>>2]|0,1,0,Z|0);W=f[V>>2]|0;d=f[S>>2]|0;ef(f[a+116>>2]|0,+(+(f[W+16>>2]|0)/+(f[d+16>>2]|0)),+(+(f[W+20>>2]|0)/+(f[d+20>>2]|0)));bf(f[a+120>>2]|0,+(+n[a+64>>2]));bf(f[a+124>>2]|0,+(+n[a+72>>2]*2.0));bf(f[a+128>>2]|0,+(+n[U>>2]*2.0));d=f[a+132>>2]|0;if((d|0)>-1)bf(d|0,+(+n[a+76>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[V>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[S>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;if(R)Vvb(258928,f[T+8>>2]|0)|0;else Vvb(258928,f[(f[aa>>2]|0)+8>>2]|0)|0;Ygb(f[a+108>>2]|0);bwb(258928,f[f[a+40>>2]>>2]|0)|0;dwb(258928,f[f[Q>>2]>>2]|0)|0;Vd(16384);Hwb(258928,1)|0;nf(f[a+140>>2]|0,1,0,Z|0);d=a+92|0;bf(f[a+144>>2]|0,+(+n[d>>2]));j=a+88|0;ef(f[a+148>>2]|0,+(t*+n[j>>2]),0.0);Uvb(258928,0)|0;Vvb(258928,f[(f[_>>2]|0)+8>>2]|0)|0;Ygb(f[a+136>>2]|0);Hwb(258928,c<<24>>24!=0)|0;qwb(258928,i)|0;Tvb(258928,y,z,A,B)|0;if((w|0)==(x|0))dwb(258928,w)|0;else{ewb(258928,w)|0;fwb(258928,x)|0}bwb(258928,f[f[a+48>>2]>>2]|0)|0;Fwb(258928,1)|0;nf(f[a+156>>2]|0,1,0,Z|0);bf(f[a+160>>2]|0,+(+n[d>>2]));bf(f[a+168>>2]|0,+(+n[X>>2]));ef(f[a+164>>2]|0,0.0,+(v*+n[j>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[$>>2]|0)+8>>2]|0)|0;Ygb(f[a+152>>2]|0);mwb(258928,L,M,N,O)|0;owb(258928,H,I,J,K)|0;Fwb(258928,G<<24>>24!=0)|0;kwb(258928,F<<24>>24!=0)|0;Hwb(258928,E<<24>>24!=0)|0;ovb(Y);Uvb(258928,D)|0;bwb(258928,C)|0;Yvb(258928,P)|0;Ghb(aa);Ghb($);Ghb(_);if(!e){u=ba;return}iOb(e);u=ba;return}while(0);f[a+8>>2]=0;aa=a+12|0;d=f[aa>>2]|0;f[aa>>2]=0;if(d|0)iOb(d);f[a+16>>2]=0;a=a+20|0;d=f[a>>2]|0;f[a>>2]=0;if(!d){u=ba;return}iOb(d);u=ba;return}function gfb(a){a=a|0;var b=0,c=0,d=0,e=0;b=a+20|0;c=a+72|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.75;n[a+76>>2]=.10000000149011612;n[a+80>>2]=1.0;hfb(b,5);e=f[b>>2]|0;f[e+48>>2]=1056964608;f[e+64>>2]=5;f[e+120>>2]=1056964608;f[e+136>>2]=5;f[e+192>>2]=1056964608;f[e+208>>2]=9;f[e+264>>2]=1065353216;f[e+280>>2]=9;f[e+336>>2]=1073741824;f[e+352>>2]=11;return}function hfb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;l=a+8|0;h=f[l>>2]|0;m=a+4|0;d=f[m>>2]|0;if(((h-d|0)/72|0)>>>0>=c>>>0){do{h=d;i=h+72|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));Chb(d);Chb(d+20|0);f[d+40>>2]=0;f[d+44>>2]=0;n[d+48>>2]=1.0;n[d+52>>2]=1.0;f[d+64>>2]=9;b[d+68>>0]=0;d=(f[m>>2]|0)+72|0;f[m>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/72|0;d=g+c|0;if(d>>>0>59652323)AMb(a);j=(h-e|0)/72|0;k=j<<1;d=j>>>0<29826161?(k>>>0<d>>>0?d:k):59652323;do if(!d)i=0;else if(d>>>0>59652323)vd();else{i=pOb(d*72|0)|0;break}while(0);j=i+(g*72|0)|0;e=j;g=i+(d*72|0)|0;k=e;d=j;do{h=d;i=h+72|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));Chb(d);Chb(d+20|0);f[d+40>>2]=0;f[d+44>>2]=0;n[d+48>>2]=1.0;n[d+52>>2]=1.0;f[d+64>>2]=9;b[d+68>>0]=0;d=k+72|0;k=d;c=c+-1|0}while((c|0)!=0);i=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(i|0)){c=e;h=i;d=i}else{c=j;do{h=d;d=d+-72|0;Dhb(c+-72|0,d);Dhb(c+-52|0,h+-52|0);o=h+-32|0;f[c+-32>>2]=f[o>>2];j=h+-28|0;f[c+-28>>2]=f[j>>2];f[o>>2]=0;f[j>>2]=0;j=c+-24|0;h=h+-24|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];b[j+20>>0]=b[h+20>>0]|0;c=e+-72|0;e=c}while((d|0)!=(i|0));c=e;h=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=c;f[m>>2]=k;f[l>>2]=g;e=h;if((d|0)!=(e|0))do{c=f[d+-28>>2]|0;if(c|0)iOb(c);Ghb(d+-52|0);d=d+-72|0;Ghb(d)}while((d|0)!=(e|0));if(!h)return;sOb(h);return}function ifb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+72|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function jfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+76|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function kfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+80|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function lfb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;e=a+20|0;h=a+24|0;d=f[h>>2]|0;c=f[e>>2]|0;g=(d-c|0)/72|0;if((g|0)==(b|0)){h=0;return h|0}if(g>>>0<b>>>0)hfb(e,b-g|0);else if(g>>>0>b>>>0){e=c+(b*72|0)|0;if((e|0)!=(d|0))do{c=d+-72|0;f[h>>2]=c;b=f[d+-28>>2]|0;if(b|0)iOb(b);Ghb(d+-52|0);Ghb(c);d=f[h>>2]|0}while((d|0)!=(e|0))}f[a+40>>2]=0;h=a+44|0;c=f[h>>2]|0;f[h>>2]=0;if(!c){h=1;return h|0}iOb(c);h=1;return h|0}function mfb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0;e=f[a+20>>2]|0;if((((f[a+24>>2]|0)-e|0)/72|0)>>>0<=b>>>0){e=0;return e|0}d=c>0.0?(n[s>>2]=c,f[s>>2]|0):0;a=e+(b*72|0)+48|0;if(+n[a>>2]==(f[s>>2]=d,+n[s>>2])){e=0;return e|0}f[a>>2]=d;e=1;return e|0}function nfb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=f[a+24>>2]|0;d=f[a+20>>2]|0;a=d;e=g;if(((g-d|0)/72|0)>>>0<=b>>>0){g=0;return g|0}d=c|1;c=a+(b*72|0)+64|0;if((f[c>>2]|0)==(d|0)){g=0;return g|0}f[c>>2]=d;if((a|0)==(e|0)){g=1;return g|0}do{f[a+40>>2]=0;g=a+44|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);a=a+72|0}while((a|0)!=(e|0));a=1;return a|0}function ofb(a,c,d,e){a=a|0;c=c|0;d=+d;e=e|0;var g=0,h=0;if(d<=0.0){e=0;return e|0}h=f[a+20>>2]|0;g=h;if((((f[a+24>>2]|0)-h|0)/72|0)>>>0<=c>>>0){e=0;return e|0}h=g+(c*72|0)+52|0;a=g+(c*72|0)+68|0;if(+n[h>>2]==d)if((b[a>>0]|0)==e<<24>>24){e=0;return e|0}n[h>>2]=d;b[a>>0]=e;e=1;return e|0}function pfb(a){a=a|0;return}function qfb(a){a=a|0;if((f[a+20>>2]|0)==(f[a+24>>2]|0)){a=1;return a|0}a=+n[a+80>>2]<=0.0;return a|0}function rfb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;L=u;u=u+288|0;F=L+24|0;G=L;H=L+232|0;I=L+96|0;j=L+268|0;E=L+32|0;B=L+256|0;C=L+244|0;K=f[64756]|0;l=a+20|0;m=a+24|0;d=f[m>>2]|0;c=f[l>>2]|0;D=(d-c|0)/72|0;J=f[64733]|0;D=J>>>0<D>>>0?J:D;f[H>>2]=0;J=H+4|0;f[J>>2]=0;f[H+8>>2]=0;k=a+32|0;if(!(f[k>>2]|0)){c=f[c+64>>2]|0;if(!c){c=0;d=0}else{Sqa(H,c);c=f[H>>2]|0;d=f[J>>2]|0}_gb(d-c>>2,c);g=I+4|0;f[I>>2]=15100;h=I+56|0;f[h>>2]=15120;tEb(I+56|0,g);f[I+128>>2]=0;f[I+132>>2]=-1;f[I>>2]=39656;f[I+56>>2]=39676;xEb(g);f[g>>2]=39692;i=I+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[I+52>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(g,G);if((b[G+11>>0]|0)<0)sOb(f[G>>2]|0);e=m3a(I,200838,19)|0;e=m3a(KEb(e,f[(f[l>>2]|0)+64>>2]|0)|0,200858,19)|0;e=m3a(KEb(e,(f[(f[l>>2]|0)+64>>2]|0)>>>1)|0,199129,25)|0;b[G>>0]=10;m3a(e,G,1)|0;l3a(E,g);fhb(j,E);e=G+16|0;A=pOb(16)|0;f[A>>2]=40592;z=A+4|0;f[z>>2]=f[j>>2];f[z+4>>2]=f[j+4>>2];f[z+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[e>>2]=A;if((b[E+11>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199155,G,1);A=f[E>>2]|0;c=E+4|0;z=f[c>>2]|0;f[E>>2]=0;f[c>>2]=0;f[k>>2]=A;A=a+36|0;d=f[A>>2]|0;f[A>>2]=z;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}A=Jvb(f[k>>2]|0,237506)|0;f[a+48>>2]=A;A=Kvb(f[k>>2]|0,200924)|0;f[a+52>>2]=A;A=Kvb(f[k>>2]|0,199199)|0;f[a+56>>2]=A;A=Kvb(f[k>>2]|0,199216)|0;f[a+60>>2]=A;bwb(258928,f[f[k>>2]>>2]|0)|0;df(Kvb(f[k>>2]|0,201322)|0,0);A=Kvb(f[k>>2]|0,200935)|0;c=f[H>>2]|0;cf(A|0,(f[J>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((G|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[I>>2]=39656;f[h>>2]=39676;f[g>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(g);kEb(I,39752);jDb(h);c=f[l>>2]|0;d=f[m>>2]|0}if((c|0)!=(d|0)){n=I+56|0;o=I+4|0;p=I+56|0;q=I+56|0;r=I+128|0;s=I+132|0;t=I+36|0;v=I+52|0;w=G+11|0;x=G+16|0;y=E+11|0;z=E+4|0;A=t+11|0;do{m=c+40|0;if(!(f[m>>2]|0)){l=c+64|0;h=f[l>>2]|0;e=f[J>>2]|0;g=f[H>>2]|0;i=e-g>>2;j=g;k=e;if(h>>>0>i>>>0){Sqa(H,h-i|0);g=f[H>>2]|0;e=f[J>>2]|0}else if(h>>>0<i>>>0){h=j+(h<<2)|0;if((h|0)!=(k|0)){e=k+(~((k+-4-h|0)>>>2)<<2)|0;f[J>>2]=e}}_gb(e-g>>2,g);f[I>>2]=15100;f[p>>2]=15120;tEb(q,o);f[r>>2]=0;f[s>>2]=-1;f[I>>2]=39656;f[n>>2]=39676;xEb(o);f[o>>2]=39692;f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[t+12>>2]=0;f[v>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(o,G);if((b[w>>0]|0)<0)sOb(f[G>>2]|0);k=m3a(I,200838,19)|0;k=m3a(KEb(k,f[l>>2]|0)|0,200858,19)|0;l=m3a(KEb(k,(f[l>>2]|0)>>>1)|0,199244,25)|0;b[G>>0]=10;m3a(l,G,1)|0;l3a(E,o);fhb(B,E);l=pOb(16)|0;f[l>>2]=40592;k=l+4|0;f[k>>2]=f[B>>2];f[k+4>>2]=f[B+4>>2];f[k+8>>2]=f[B+8>>2];f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[x>>2]=l;if((b[y>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199155,G,1);l=f[E>>2]|0;k=f[z>>2]|0;f[E>>2]=0;f[z>>2]=0;f[m>>2]=l;l=c+44|0;e=f[l>>2]|0;f[l>>2]=k;if(e|0){iOb(e);e=f[z>>2]|0;if(e|0)iOb(e)}e=Jvb(f[m>>2]|0,237506)|0;f[c+56>>2]=e;e=Kvb(f[m>>2]|0,200924)|0;f[c+60>>2]=e;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,201322)|0,0);m=Kvb(f[m>>2]|0,200935)|0;e=f[H>>2]|0;cf(m|0,(f[J>>2]|0)-e>>2|0,e|0);e=f[x>>2]|0;if((G|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[I>>2]=39656;f[p>>2]=39676;f[o>>2]=39692;if((b[A>>0]|0)<0)sOb(f[t>>2]|0);oDb(o);kEb(I,39752);jDb(p)}c=c+72|0}while((c|0)!=(d|0))}h=a+40|0;if(!(f[h>>2]|0)){i=I+4|0;f[I>>2]=15100;j=I+56|0;f[j>>2]=15120;tEb(I+56|0,i);f[I+128>>2]=0;f[I+132>>2]=-1;f[I>>2]=39656;f[I+56>>2]=39676;xEb(i);f[i>>2]=39692;k=I+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[I+52>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(i,G);if((b[G+11>>0]|0)<0)sOb(f[G>>2]|0);m3a(KEb(m3a(I,199270,23)|0,D)|0,199294,18)|0;e=(D|0)==0;if(!e){c=0;do{B=KEb(m3a(KEb(m3a(I,199374,10)|0,c)|0,199385,9)|0,c)|0;b[G>>0]=41;m3a(B,G,1)|0;c=c+1|0}while(c>>>0<D>>>0)}b[G>>0]=10;m3a(I,G,1)|0;l3a(E,i);fhb(C,E);g=G+16|0;B=pOb(16)|0;f[B>>2]=40592;A=B+4|0;f[A>>2]=f[C>>2];f[A+4>>2]=f[C+4>>2];f[A+8>>2]=f[C+8>>2];f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;f[g>>2]=B;if((b[E+11>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199313,G,1);C=f[E>>2]|0;c=E+4|0;B=f[c>>2]|0;f[E>>2]=0;f[c>>2]=0;f[h>>2]=C;C=a+44|0;d=f[C>>2]|0;f[C>>2]=B;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}C=Jvb(f[h>>2]|0,237506)|0;f[a+64>>2]=C;C=Kvb(f[h>>2]|0,199362)|0;f[a+68>>2]=C;bwb(258928,f[f[h>>2]>>2]|0)|0;if(!e){c=0;do{f[F>>2]=c;XAb(E,64,199395,F)|0;df(Kvb(f[h>>2]|0,E)|0,c|0);c=c+1|0}while(c>>>0<D>>>0)}c=f[g>>2]|0;if((G|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[I>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(I,39752);jDb(j)}c=f[H>>2]|0;if(!c){bwb(258928,K)|0;u=L;return}d=f[J>>2]|0;if((d|0)!=(c|0))f[J>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);bwb(258928,K)|0;u=L;return}function sfb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;i=a+20|0;e=f[i>>2]|0;g=((f[a+24>>2]|0)-e|0)/72|0;a=f[64733]|0;g=a>>>0<g>>>0?a:g;if(!g){u=j;return}a=0;while(1){b=b>>>1;b=(b|0)==0?1:b;c=c>>>1;c=(c|0)==0?1:c;Bhb(h,d,b,c);Ehb(e+(a*72|0)|0,h)|0;Ghb(h);Bhb(h,d,b,c);Ehb(e+(a*72|0)+20|0,h)|0;Ghb(h);a=a+1|0;if(a>>>0>=g>>>0)break;e=f[i>>2]|0}u=j;return}function tfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+80|0;C=F+8|0;D=F;E=a+20|0;e=a+24|0;if((f[E>>2]|0)==(f[e>>2]|0)){u=F;return}B=a+80|0;if(+n[B>>2]<=0.0){u=F;return}rfb(a);A=f[c>>2]|0;sfb(a,f[A+16>>2]|0,f[A+20>>2]|0,d);A=a+20|0;z=((f[e>>2]|0)-(f[A>>2]|0)|0)/72|0;d=f[64733]|0;z=d>>>0<z>>>0?d:z;d=f[a>>2]|0;if(!d){Xgb(C);y=f[C>>2]|0;d=C+4|0;x=f[d>>2]|0;f[C>>2]=0;f[d>>2]=0;f[a>>2]=y;y=a+4|0;e=f[y>>2]|0;f[y>>2]=x;if(e|0){iOb(e);d=f[d>>2]|0;if(d|0)iOb(d)}d=f[a>>2]|0}y=f[64754]|0;Yvb(258928,f[d>>2]|0)|0;t=f[64756]|0;v=f[64747]|0;nvb(C);w=b[259206]|0;Hwb(258928,0)|0;x=b[259052]|0;kwb(258928,0)|0;k=b[259204]|0;Fwb(258928,0)|0;l=f[64758]|0;m=f[64759]|0;o=f[64743]|0;p=f[64744]|0;q=f[64745]|0;r=f[64746]|0;bwb(258928,f[f[a+32>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;bf(f[a+56>>2]|0,+(+n[a+72>>2]));bf(f[a+60>>2]|0,+(+n[a+76>>2]));s=f[A>>2]|0;i=f[a+52>>2]|0;j=f[a+48>>2]|0;h=Hhb(s)|0;dwb(258928,f[f[h>>2]>>2]|0)|0;h=f[s>>2]|0;Tvb(258928,0,0,f[h+16>>2]|0,f[h+20>>2]|0)|0;h=f[s>>2]|0;g=+$gb(+n[s+52>>2],b[s+68>>0]|0,+(f[h+16>>2]|0),+(f[h+20>>2]|0));ef(i|0,+(g/+(f[(f[s>>2]|0)+16>>2]|0)),0.0);Ygb(j);Vvb(258928,f[(f[s>>2]|0)+8>>2]|0)|0;s=(z|0)==0;if(!s){h=0;do{j=f[A>>2]|0;d=j+(h*72|0)|0;bwb(258928,f[f[j+(h*72|0)+40>>2]>>2]|0)|0;i=j+(h*72|0)+60|0;if(!h){d=j+(h*72|0)+56|0;e=j+(h*72|0)+52|0;c=j+(h*72|0)+68|0}else{I=f[i>>2]|0;G=j+(h*72|0)+56|0;H=f[G>>2]|0;e=Hhb(d)|0;dwb(258928,f[f[e>>2]>>2]|0)|0;e=f[d>>2]|0;Tvb(258928,0,0,f[e+16>>2]|0,f[e+20>>2]|0)|0;e=j+(h*72|0)+52|0;c=j+(h*72|0)+68|0;J=f[d>>2]|0;g=+$gb(+n[e>>2],b[c>>0]|0,+(f[J+16>>2]|0),+(f[J+20>>2]|0));ef(I|0,+(g/+(f[(f[d>>2]|0)+16>>2]|0)),0.0);Ygb(H);Vvb(258928,f[(f[d>>2]|0)+8>>2]|0)|0;d=G}H=f[i>>2]|0;I=f[d>>2]|0;J=j+(h*72|0)+20|0;G=Hhb(J)|0;dwb(258928,f[f[G>>2]>>2]|0)|0;G=f[J>>2]|0;Tvb(258928,0,0,f[G+16>>2]|0,f[G+20>>2]|0)|0;G=f[J>>2]|0;g=+$gb(+n[e>>2],b[c>>0]|0,+(f[G+16>>2]|0),+(f[G+20>>2]|0));ef(H|0,0.0,+(g/+(f[(f[J>>2]|0)+20>>2]|0)));Ygb(I);Vvb(258928,f[(f[J>>2]|0)+8>>2]|0)|0;h=h+1|0}while(h>>>0<z>>>0)}Tvb(258928,o,p,q,r)|0;if((l|0)==(m|0))dwb(258928,l)|0;else{ewb(258928,l)|0;fwb(258928,m)|0}Fwb(258928,k<<24>>24!=0)|0;bwb(258928,f[f[a+40>>2]>>2]|0)|0;if(!s){d=0;do{Uvb(258928,d)|0;Vvb(258928,f[(f[(f[A>>2]|0)+(d*72|0)+20>>2]|0)+8>>2]|0)|0;d=d+1|0}while(d>>>0<z>>>0)}i=a+8|0;c=f[i>>2]|0;j=a+12|0;d=f[j>>2]|0;e=c;if((d|0)!=(c|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}h=a+16|0;if((f[h>>2]|0)-e>>2>>>0<z>>>0){if(z>>>0>1073741823)vd();d=d-e|0;e=pOb(z<<2)|0;if((d|0)>0)bQb(e|0,c|0,d|0)|0;f[i>>2]=e;f[j>>2]=e+(d>>2<<2);f[h>>2]=e+(z<<2);if(c|0)sOb(c)}if(!s){d=0;do{g=+n[(f[A>>2]|0)+(d*72|0)+48>>2]*+n[B>>2];n[D>>2]=g;e=f[j>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){n[e>>2]=g;f[j>>2]=e+4}else LB(i,D);d=d+1|0}while(d>>>0<z>>>0)}J=f[i>>2]|0;cf(f[a+68>>2]|0,(f[j>>2]|0)-J>>2|0,J|0);Ygb(f[a+64>>2]|0);kwb(258928,x<<24>>24!=0)|0;Hwb(258928,w<<24>>24!=0)|0;ovb(C);Uvb(258928,v)|0;bwb(258928,t)|0;Yvb(258928,y)|0;if(s){u=F;return}else d=0;do{J=f[E>>2]|0;Fhb(J+(d*72|0)|0);Fhb(J+(d*72|0)+20|0);d=d+1|0}while(d>>>0<z>>>0);u=F;return}function ufb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];b=a+12|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];c=a+24|0;f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];return}function vfb(a){a=a|0;return}function wfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+44|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,199405,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+48|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+52>>2]=j;j=Kvb(f[g>>2]|0,199449)|0;f[a+56>>2]=j;j=Kvb(f[g>>2]|0,199462)|0;f[a+60>>2]=j;j=Kvb(f[g>>2]|0,199476)|0;f[a+64>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,199490)|0,0);df(Kvb(f[g>>2]|0,199499)|0,1);bwb(258928,j)|0;u=h;return}function xfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;j=u;u=u+64|0;i=j;wfb(a);h=a+36|0;e=f[h>>2]|0;if(!e){Xgb(i);k=f[i>>2]|0;g=i+4|0;l=f[g>>2]|0;f[i>>2]=0;f[g>>2]=0;f[h>>2]=k;k=a+40|0;e=f[k>>2]|0;f[k>>2]=l;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}e=f[h>>2]|0}l=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;k=f[64756]|0;bwb(258928,f[f[a+44>>2]>>2]|0)|0;h=f[64747]|0;nvb(i);g=b[259206]|0;Hwb(258928,0)|0;e=b[259052]|0;kwb(258928,0)|0;p=f[64773]|0;o=f[64775]|0;n=f[64774]|0;m=f[64776]|0;pwb(258928,1,771)|0;q=b[259204]|0;Fwb(258928,1)|0;Uvb(258928,0)|0;Vvb(258928,f[c+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[d+8>>2]|0)|0;jf(f[a+56>>2]|0,1,a|0);jf(f[a+60>>2]|0,1,a+12|0);jf(f[a+64>>2]|0,1,a+24|0);Ygb(f[a+52>>2]|0);Fwb(258928,q<<24>>24!=0)|0;owb(258928,p,o,n,m)|0;kwb(258928,e<<24>>24!=0)|0;Hwb(258928,g<<24>>24!=0)|0;ovb(i);Uvb(258928,h)|0;bwb(258928,k)|0;Yvb(258928,l)|0;u=j;return}function yfb(a){a=a|0;f[a+20>>2]=0;f[a+24>>2]=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function zfb(a){a=a|0;return}function Afb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;g=i+24|0;h=i;if(b){e=a+8|0;if(f[e>>2]|0){u=i;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,199508,h,1);b=f[g>>2]|0;c=g+4|0;j=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=b;g=a+12|0;b=f[g>>2]|0;f[g>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[e>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,237525)|0,0);df(Kvb(f[e>>2]|0,237534)|0,1);df(Kvb(f[e>>2]|0,200549)|0,2);df(Kvb(f[e>>2]|0,200564)|0,3);bwb(258928,j)|0;u=i;return}else{e=a+20|0;if(f[e>>2]|0){u=i;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200142,h,1);j=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=j;j=a+24|0;b=f[j>>2]|0;f[j>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=Jvb(f[e>>2]|0,237506)|0;f[a+28>>2]=k;k=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,k)|0;u=i;return}}function Bfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+64|0;r=s;e=f[d>>2]|0;if(!e)h=0;else h=(f[e+72>>2]|0)!=0;Afb(a,h);q=h?a+8|0:a+20|0;e=f[a>>2]|0;if(!e){Xgb(r);p=f[r>>2]|0;e=r+4|0;o=f[e>>2]|0;f[r>>2]=0;f[e>>2]=0;f[a>>2]=p;p=a+4|0;g=f[p>>2]|0;f[p>>2]=o;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[a>>2]|0}p=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;g=f[64756]|0;bwb(258928,f[f[q>>2]>>2]|0)|0;a=f[64747]|0;nvb(r);i=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;n=f[64776]|0;pwb(258928,1,771)|0;o=b[259204]|0;Fwb(258928,1)|0;if(h){Uvb(258928,3)|0;e=f[(f[d>>2]|0)+72>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Uvb(258928,2)|0;e=f[(f[c>>2]|0)+72>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Uvb(258928,1)|0;e=f[(f[(f[d>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;e=c}else e=c;Uvb(258928,0)|0;e=f[(f[(f[e>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Ygb(f[q+8>>2]|0);Fwb(258928,o<<24>>24!=0)|0;owb(258928,k,l,m,n)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;ovb(r);Uvb(258928,a)|0;bwb(258928,g)|0;Yvb(258928,p)|0;u=s;return}function Cfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,200142,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function Dfb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+16|0;d=g;if(!(f[a>>2]|0)){Xgb(d);h=f[d>>2]|0;e=d+4|0;i=f[e>>2]|0;f[d>>2]=0;f[e>>2]=0;f[a>>2]=h;h=a+4|0;d=f[h>>2]|0;f[h>>2]=i;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}}Cfb(a);i=b[259206]|0;Hwb(258928,0)|0;h=b[259052]|0;kwb(258928,0)|0;e=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;d=f[64756]|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;j=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[c+8>>2]|0)|0;Ygb(f[a+16>>2]|0);Vvb(258928,j)|0;bwb(258928,d)|0;Yvb(258928,e)|0;kwb(258928,h<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;u=g;return}function Efb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+224|0;k=v+208|0;r=v+72|0;s=v;h=v+60|0;t=v+48|0;i=v+36|0;j=v+24|0;l=c&255;m=a+(d*144|0)+(l*36|0)|0;if(f[m>>2]|0){u=v;return m|0}n=f[64756]|0;o=r+4|0;f[r>>2]=15100;p=r+56|0;f[p>>2]=15120;tEb(r+56|0,o);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(o);f[o>>2]=39692;q=r+36|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[r+52>>2]=16;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;k3a(o,k);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);if(l&1|0)m3a(r,199547,22)|0;if(l&2|0)m3a(r,199570,22)|0;switch(d|0){case 0:{l3a(t,o);fhb(h,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[g>>2]=c;Evb(k,237430,199593,s,1);c=f[k>>2]|0;e=k+4|0;j=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=j;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,200828)|0,0);break}case 2:{m3a(r,199705,17)|0;l3a(t,o);fhb(j,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[j>>2];f[e+4>>2]=f[j+4>>2];f[e+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[g>>2]=c;Evb(k,237430,199648,s,1);c=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+288+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=i;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0);df(Kvb(f[m>>2]|0,237534)|0,1);break}default:{l3a(t,o);fhb(i,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[g>>2]=c;Evb(k,237430,199648,s,1);c=f[k>>2]|0;e=k+4|0;j=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+(d*144|0)+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=j;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0)}}df(Kvb(f[m>>2]|0,199723)|0,2);t=Jvb(f[m>>2]|0,237506)|0;f[a+(d*144|0)+(l*36|0)+8>>2]=t;t=Kvb(f[m>>2]|0,199733)|0;f[a+(d*144|0)+(l*36|0)+16>>2]=t;t=Kvb(f[m>>2]|0,199960)|0;f[a+(d*144|0)+(l*36|0)+12>>2]=t;t=Kvb(f[m>>2]|0,199740)|0;f[a+(d*144|0)+(l*36|0)+20>>2]=t;t=Kvb(f[m>>2]|0,199765)|0;f[a+(d*144|0)+(l*36|0)+24>>2]=t;t=Kvb(f[m>>2]|0,199784)|0;f[a+(d*144|0)+(l*36|0)+28>>2]=t;t=Kvb(f[m>>2]|0,199815)|0;f[a+(d*144|0)+(l*36|0)+32>>2]=t;f[r>>2]=39656;f[p>>2]=39676;f[o>>2]=39692;if((b[q+11>>0]|0)<0)sOb(f[q>>2]|0);oDb(o);kEb(r,39752);jDb(p);bwb(258928,n)|0;u=v;return m|0}function Ffb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0;z=u;u=u+288|0;v=z+216|0;w=z+200|0;x=z+136|0;y=z;if(c<<24>>24==0|(avb()|0)^1){u=z;return}t=f[64747]|0;nvb(v);i=d+72|0;do if(!(f[i>>2]|0)){if(!h){c=c&-2;s=0;break}i=f[(f[d+4>>2]|0)+8>>2]|0;if(!i)i=0;else i=f[i+8>>2]|0;Vvb(258928,i)|0;s=0}else{Uvb(258928,0)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;if(!e)s=1;else{i=f[e+72>>2]|0;if(!i)s=1;else{Uvb(258928,1)|0;Vvb(258928,f[i+8>>2]|0)|0;s=2}}}while(0);if((((f[d+8>>2]|0)-(f[d+4>>2]|0)|0)/24|0)>>>0>1){Uvb(258928,2)|0;i=f[(f[d+4>>2]|0)+32>>2]|0;if(!i)i=0;else i=f[i+8>>2]|0;Vvb(258928,i)|0}else c=c&-3;if(c<<24>>24){h=a+432|0;i=f[h>>2]|0;if(!i){Xgb(w);r=f[w>>2]|0;i=w+4|0;q=f[i>>2]|0;f[w>>2]=0;f[i>>2]=0;f[h>>2]=r;r=a+436|0;e=f[r>>2]|0;f[r>>2]=q;if(e|0){iOb(e);i=f[i>>2]|0;if(i|0)iOb(i)}i=f[h>>2]|0;if(!i)i=0;else j=22}else j=22;if((j|0)==22)i=f[i>>2]|0;r=f[64754]|0;Yvb(258928,i)|0;e=f[64756]|0;h=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;o=f[64776]|0;pwb(258928,1,771)|0;q=b[259204]|0;Fwb(258928,1)|0;c=Efb(a,c,s)|0;i=f[c>>2]|0;if(!i)i=0;else i=f[i>>2]|0;bwb(258928,i)|0;s=d+4|0;d=uub(f[s>>2]|0)|0;s=vub(f[s>>2]|0)|0;n[w>>2]=0.0;n[w+4>>2]=1.0/+(s|0);n[w+8>>2]=1.0/+(d|0);n[w+12>>2]=0.0;ff(f[c+16>>2]|0,2,w|0);w=f[c+12>>2]|0;LAa(GAa(g)|0,y);n[x>>2]=+p[y>>3];n[x+4>>2]=+p[y+8>>3];n[x+8>>2]=+p[y+16>>3];n[x+12>>2]=+p[y+24>>3];n[x+16>>2]=+p[y+32>>3];n[x+20>>2]=+p[y+40>>3];n[x+24>>2]=+p[y+48>>3];n[x+28>>2]=+p[y+56>>3];n[x+32>>2]=+p[y+64>>3];n[x+36>>2]=+p[y+72>>3];n[x+40>>2]=+p[y+80>>3];n[x+44>>2]=+p[y+88>>3];n[x+48>>2]=+p[y+96>>3];n[x+52>>2]=+p[y+104>>3];n[x+56>>2]=+p[y+112>>3];n[x+60>>2]=+p[y+120>>3];nf(w|0,1,0,x|0);A=+n[a+456>>2];ef(f[c+20>>2]|0,+A,+(A+ +n[a+460>>2]));A=+n[a+480>>2];B=-+N(+(A*.01745329238474369));ef(f[c+28>>2]|0,+B,+-+N(+((A+ +n[a+484>>2])*.01745329238474369)));y=f[c+24>>2]|0;A=+n[a+452>>2];B=A*+n[a+444>>2];C=A*+n[a+448>>2];n[x>>2]=A*+n[a+440>>2];n[x+4>>2]=B;n[x+8>>2]=C;n[x+12>>2]=A;lf(y|0,1,x|0);y=f[c+32>>2]|0;A=+n[a+476>>2];C=A*+n[a+468>>2];B=A*+n[a+472>>2];n[x>>2]=A*+n[a+464>>2];n[x+4>>2]=C;n[x+8>>2]=B;n[x+12>>2]=A;lf(y|0,1,x|0);Ygb(f[c+8>>2]|0);Fwb(258928,q<<24>>24!=0)|0;owb(258928,k,l,m,o)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,h<<24>>24!=0)|0;bwb(258928,e)|0;Yvb(258928,r)|0}ovb(v);Uvb(258928,t)|0;u=z;return}function Gfb(a,b){a=a|0;b=+b;if(!(b<=0.0)){a=a+456|0;if(+n[a>>2]==b)a=0;else{n[a>>2]=b;a=1}}else a=0;return a|0}function Hfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+460|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function Ifb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+452|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Jfb(a,b){a=a|0;b=b|0;var c=0;c=a+440|0;if(+n[c>>2]==+n[b>>2])if(+n[a+444>>2]==+n[b+4>>2])if(+n[a+448>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Kfb(a,b){a=a|0;b=+b;if(!(b<=0.0)){a=a+480|0;if(+n[a>>2]==b)a=0;else{n[a>>2]=b;a=1}}else a=0;return a|0}function Lfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+484|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function Mfb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+476|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Nfb(a,b){a=a|0;b=b|0;var c=0;c=a+464|0;if(+n[c>>2]==+n[b>>2])if(+n[a+468>>2]==+n[b+4>>2])if(+n[a+472>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Ofb(a){a=a|0;var b=0,c=0,d=0;b=a+48|0;c=a;d=c+48|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[b>>2]=7;n[a+52>>2]=1.0;n[a+56>>2]=.029999999329447746;n[a+60>>2]=2.0;n[a+64>>2]=1.0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+96>>2]=0;f[a+100>>2]=0;return}function Pfb(a){a=a|0;var b=0;f[a+8>>2]=0;b=a+12|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function Qfb(a,b){a=a|0;b=b|0;var c=0;b=(b|0)==0?0:b|1;c=a+48|0;if((f[c>>2]|0)==(b|0))return;f[c>>2]=b;f[a+68>>2]=0;c=a+72|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+96>>2]=0;c=a+100|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;a=a+44|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;iOb(b);return}function Rfb(a,b){a=a|0;b=+b;n[a+52>>2]=b;return}function Sfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+56>>2]=b;return}function Tfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+60>>2]=b;return}function Ufb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;g=c+4|0;d=c+8|0;e=c;n[g>>2]=b;n[d>>2]=0.0;n[e>>2]=1.0;e=b<1.0?g:e;f[a+64>>2]=f[(+n[e>>2]>0.0?e:d)>>2];u=c;return}function Vfb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+224|0;p=t+24|0;q=t;r=t+64|0;k=t+212|0;o=t+48|0;n=t+200|0;s=f[64756]|0;g=a+16|0;if(!(f[g>>2]|0)){e=q+16|0;f[q>>2]=40500;f[q+4>>2]=162;f[e>>2]=q;Evb(p,237430,199833,q,1);m=f[p>>2]|0;c=p+4|0;l=f[c>>2]|0;f[p>>2]=0;f[c>>2]=0;f[g>>2]=m;m=a+20|0;d=f[m>>2]|0;f[m>>2]=l;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[e>>2]|0;if((q|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);m=Jvb(f[g>>2]|0,237506)|0;f[a+124>>2]=m;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0)}g=a+24|0;if(!(f[g>>2]|0)){e=q+16|0;f[q>>2]=40500;f[q+4>>2]=162;f[e>>2]=q;Evb(p,237430,200175,q,1);m=f[p>>2]|0;c=p+4|0;l=f[c>>2]|0;f[p>>2]=0;f[c>>2]=0;f[g>>2]=m;m=a+28|0;d=f[m>>2]|0;f[m>>2]=l;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[e>>2]|0;if((q|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);m=Jvb(f[g>>2]|0,237506)|0;f[a+128>>2]=m;bwb(258928,f[f[g>>2]>>2]|0)|0;kf(Kvb(f[g>>2]|0,240573)|0,0.0,0.0,0.0,1.0)}c=a+68|0;if(!(f[c>>2]|0))Wfb(a,c,0);c=a+96|0;if(!(f[c>>2]|0))Wfb(a,c,1);f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;l=a+48|0;c=f[l>>2]|0;do if(c|0){g=a+32|0;if(!(f[g>>2]|0)){Sqa(q,c);h=f[q>>2]|0;_gb((f[m>>2]|0)-h>>2,h);h=r+4|0;f[r>>2]=15100;i=r+56|0;f[i>>2]=15120;tEb(r+56|0,h);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(h);f[h>>2]=39692;j=r+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[r+52>>2]=16;f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;k3a(h,p);if((b[p+11>>0]|0)<0)sOb(f[p>>2]|0);e=m3a(r,199879,38)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=KEb(e,(f[l>>2]|0)>>>1)|0;b[p>>0]=10;m3a(e,p,1)|0;l3a(o,h);fhb(k,o);e=p+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[e>>2]=d;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);Evb(o,237430,199918,p,1);k=f[o>>2]|0;c=o+4|0;v=f[c>>2]|0;f[o>>2]=0;f[c>>2]=0;f[g>>2]=k;k=a+36|0;d=f[k>>2]|0;f[k>>2]=v;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201322)|0,0);v=Kvb(f[g>>2]|0,200935)|0;c=f[q>>2]|0;cf(v|0,(f[m>>2]|0)-c>>2|0,c|0);c=Jvb(f[g>>2]|0,237506)|0;f[a+132>>2]=c;c=Kvb(f[g>>2]|0,199960)|0;f[a+136>>2]=c;c=Kvb(f[g>>2]|0,199977)|0;f[a+140>>2]=c;c=Kvb(f[g>>2]|0,200924)|0;f[a+144>>2]=c;c=f[e>>2]|0;if((p|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[r>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(r,39752);jDb(i);c=f[l>>2]|0;if(!c)break}j=a+40|0;if(!(f[j>>2]|0)){e=f[q>>2]|0;v=f[m>>2]|0;h=v;d=e;if((e|0)==(v|0)){g=h-d>>2;if(c>>>0>g>>>0){Sqa(q,c-g|0);d=f[q>>2]|0;c=f[m>>2]|0}else if(c>>>0<g>>>0){c=e+(~((-4-(c<<2)|0)>>>2)<<2)|0;f[m>>2]=c}else c=h;_gb(c-d>>2,d)}g=r+4|0;f[r>>2]=15100;h=r+56|0;f[h>>2]=15120;tEb(r+56|0,g);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(g);f[g>>2]=39692;i=r+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[r+52>>2]=16;f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;k3a(g,p);if((b[p+11>>0]|0)<0)sOb(f[p>>2]|0);e=m3a(r,199993,38)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=KEb(e,(f[l>>2]|0)>>>1)|0;b[p>>0]=10;m3a(e,p,1)|0;l3a(o,g);fhb(n,o);e=p+16|0;v=pOb(16)|0;f[v>>2]=40592;l=v+4|0;f[l>>2]=f[n>>2];f[l+4>>2]=f[n+4>>2];f[l+8>>2]=f[n+8>>2];f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;f[e>>2]=v;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);Evb(o,237430,199918,p,1);v=f[o>>2]|0;d=o+4|0;n=f[d>>2]|0;f[o>>2]=0;f[d>>2]=0;f[j>>2]=v;v=a+44|0;c=f[v>>2]|0;f[v>>2]=n;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}bwb(258928,f[f[j>>2]>>2]|0)|0;df(Kvb(f[j>>2]|0,201322)|0,0);v=Kvb(f[j>>2]|0,200935)|0;c=f[q>>2]|0;cf(v|0,(f[m>>2]|0)-c>>2|0,c|0);c=Jvb(f[j>>2]|0,237506)|0;f[a+148>>2]=c;c=Kvb(f[j>>2]|0,199960)|0;f[a+152>>2]=c;c=Kvb(f[j>>2]|0,199977)|0;f[a+156>>2]=c;c=Kvb(f[j>>2]|0,200924)|0;f[a+160>>2]=c;c=Kvb(f[j>>2]|0,200032)|0;f[a+164>>2]=c;c=f[e>>2]|0;if((p|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[r>>2]=39656;f[h>>2]=39676;f[g>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(g);kEb(r,39752);jDb(h)}}while(0);c=f[q>>2]|0;if(!c){bwb(258928,s)|0;u=t;return}d=f[m>>2]|0;if((d|0)!=(c|0))f[m>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);bwb(258928,s)|0;u=t;return}function Wfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+192|0;j=n;k=n+40|0;e=n+176|0;h=n+24|0;l=k+4|0;f[k>>2]=15100;m=k+56|0;f[m>>2]=15120;tEb(k+56|0,l);f[k+128>>2]=0;f[k+132>>2]=-1;f[k>>2]=39656;f[k+56>>2]=39676;xEb(l);f[l>>2]=39692;i=k+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[k+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(l,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);g=m3a(k,200040,16)|0;g=JEb(m3a(JEb(g,(f[a+48>>2]|0)!=0&1)|0,200057,26)|0,d&1)|0;b[j>>0]=10;m3a(g,j,1)|0;l3a(h,l);fhb(e,h);g=j+16|0;d=pOb(16)|0;f[d>>2]=40592;a=d+4|0;f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[g>>2]=d;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);Evb(h,237430,200084,j,1);a=f[h>>2]|0;d=h+4|0;e=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[c>>2]=a;h=c+4|0;a=f[h>>2]|0;f[h>>2]=e;if(a|0){iOb(a);a=f[d>>2]|0;if(a|0)iOb(a)}a=Jvb(f[c>>2]|0,237506)|0;f[c+8>>2]=a;a=Kvb(f[c>>2]|0,199960)|0;f[c+12>>2]=a;a=Kvb(f[c>>2]|0,200121)|0;f[c+16>>2]=a;a=Kvb(f[c>>2]|0,200032)|0;f[c+20>>2]=a;a=Kvb(f[c>>2]|0,199977)|0;f[c+24>>2]=a;bwb(258928,f[f[c>>2]>>2]|0)|0;df(Kvb(f[c>>2]|0,200134)|0,0);a=f[g>>2]|0;if((j|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[k>>2]=39656;f[m>>2]=39676;f[l>>2]=39692;if((b[i+11>>0]|0)>=0){oDb(l);kEb(k,39752);jDb(m);u=n;return}sOb(f[i>>2]|0);oDb(l);kEb(k,39752);jDb(m);u=n;return}function Xfb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0;da=u;u=u+352|0;I=da+336|0;ba=da+272|0;ca=da+248|0;K=da+240|0;$=da+176|0;aa=da;W=da+156|0;X=da+136|0;if(Xub()|0)if(avb()|0){Y=a+64|0;if(+n[Y>>2]<=0.0){u=da;return}h=f[c>>2]|0;if(!h){u=da;return}i=f[h+72>>2]|0;f[I>>2]=i;Z=f[h+76>>2]|0;_=(Z|0)==0;s=i;if(!_)gOb(Z);if(i|0){Vfb(a);h=f[a>>2]|0;if(!h){Xgb(ba);V=f[ba>>2]|0;h=ba+4|0;U=f[h>>2]|0;f[ba>>2]=0;f[h>>2]=0;f[a>>2]=V;V=a+4|0;i=f[V>>2]|0;f[V>>2]=U;if(i|0){iOb(i);h=f[h>>2]|0;if(h|0)iOb(h)}h=f[a>>2]|0}V=f[64754]|0;Yvb(258928,f[h>>2]|0)|0;M=f[64756]|0;N=f[64747]|0;nvb(ba);O=b[259206]|0;Hwb(258928,0)|0;P=b[259052]|0;kwb(258928,0)|0;Q=f[64773]|0;R=f[64775]|0;S=f[64774]|0;T=f[64776]|0;pwb(258928,1,771)|0;U=b[259204]|0;H=(e|0)!=0;J=H?a+96|0:a+68|0;Chb(ca);f[K>>2]=0;L=K+4|0;f[L>>2]=0;do if(H){h=s+16|0;i=s+20|0;Bhb($,g,f[h>>2]|0,f[i>>2]|0);Ehb(ca,$)|0;Ghb($);q=f[ca>>2]|0;o=f[ca+4>>2]|0;r=o;if(!o){f[K>>2]=q;f[L>>2]=r}else{gOb(o);o=f[L>>2]|0;f[K>>2]=q;f[L>>2]=r;if(o|0)iOb(o)}D=Hhb(ca)|0;B=f[64758]|0;C=f[64759]|0;dwb(258928,f[f[D>>2]>>2]|0)|0;D=f[64743]|0;E=f[64744]|0;F=f[64745]|0;G=f[64746]|0;Tvb(258928,0,0,f[h>>2]|0,f[i>>2]|0)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[s+8>>2]|0)|0;Ygb(f[a+124>>2]|0);Vvb(258928,0)|0;r=a+8|0;if(!(Kub(f[c>>2]|0,r)|0)){Cub($,f[c>>2]|0,0,1);A=f[$>>2]|0;o=$+4|0;z=f[o>>2]|0;f[$>>2]=0;f[o>>2]=0;f[r>>2]=A;A=a+12|0;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);o=f[o>>2]|0;if(o|0)iOb(o)}}dwb(258928,f[f[r>>2]>>2]|0)|0;Gub(f[r>>2]|0,0,K,3553,0);bwb(258928,f[f[a+24>>2]>>2]|0)|0;o=f[64795]|0;q=f[64796]|0;r=f[64797]|0;s=f[64798]|0;c=f[64799]|0;t=f[64800]|0;Awb(258928,7680,7680,7680)|0;v=f[64787]|0;w=f[64790]|0;x=f[64788]|0;y=f[64791]|0;z=f[64789]|0;A=f[64792]|0;uwb(258928,514,0,e)|0;e=b[259212]|0;Kwb(258928,1)|0;Ygb(f[a+128>>2]|0);Kwb(258928,e<<24>>24!=0)|0;if((v|0)==(w|0)&(x|0)==(y|0)&(z|0)==(A|0))uwb(258928,v,x,z)|0;else{vwb(258928,v,x,z)|0;wwb(258928,w,y,A)|0}if((o|0)==(s|0)&(q|0)==(c|0)&(r|0)==(t|0))Awb(258928,o,q,r)|0;else{Bwb(258928,o,q,r)|0;Cwb(258928,s,c,t)|0}Tvb(258928,D,E,F,G)|0;if((B|0)==(C|0)){dwb(258928,B)|0;break}else{ewb(258928,B)|0;fwb(258928,C)|0;break}}else{i=s+20|0;h=s+16|0}while(0);bwb(258928,f[f[J>>2]>>2]|0)|0;LAa(GAa(d)|0,aa);n[$>>2]=+p[aa>>3];n[$+4>>2]=+p[aa+8>>3];n[$+8>>2]=+p[aa+16>>3];n[$+12>>2]=+p[aa+24>>3];n[$+16>>2]=+p[aa+32>>3];n[$+20>>2]=+p[aa+40>>3];n[$+24>>2]=+p[aa+48>>3];n[$+28>>2]=+p[aa+56>>3];n[$+32>>2]=+p[aa+64>>3];n[$+36>>2]=+p[aa+72>>3];n[$+40>>2]=+p[aa+80>>3];n[$+44>>2]=+p[aa+88>>3];n[$+48>>2]=+p[aa+96>>3];n[$+52>>2]=+p[aa+104>>3];n[$+56>>2]=+p[aa+112>>3];n[$+60>>2]=+p[aa+120>>3];m=1.0/+(f[i>>2]|0);n[aa>>2]=1.0/+(f[h>>2]|0);r=aa+4|0;n[r>>2]=m;nf(f[J+12>>2]|0,1,0,$|0);ff(f[J+16>>2]|0,1,aa|0);bf(f[J+20>>2]|0,+(+n[Y>>2]));bf(f[J+24>>2]|0,+(+n[a+60>>2]*+n[r>>2]*2.0*6.828428268432617));Uvb(258928,0)|0;Vvb(258928,f[(f[(H?K:I)>>2]|0)+8>>2]|0)|0;if(!(f[a+48>>2]|0)){Fwb(258928,1)|0;Ygb(f[J+8>>2]|0)}else{if(H){Dhb(W,ca);h=f[I>>2]|0}else{h=f[I>>2]|0;Bhb(W,g,f[h+16>>2]|0,f[h+20>>2]|0)}i=h+16|0;h=h+20|0;Bhb(X,g,f[i>>2]|0,f[h>>2]|0);j=+n[64765];k=+n[64766];l=+n[64767];m=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;d=Hhb(X)|0;o=f[64758]|0;q=f[64759]|0;dwb(258928,f[f[d>>2]>>2]|0)|0;d=f[64743]|0;I=f[64744]|0;K=f[64745]|0;g=f[64746]|0;Tvb(258928,0,0,f[i>>2]|0,f[h>>2]|0)|0;Vd(16384);Fwb(258928,0)|0;Ygb(f[J+8>>2]|0);h=Hhb(W)|0;dwb(258928,f[f[h>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+32>>2]>>2]|0)|0;nf(f[a+136>>2]|0,1,0,$|0);h=a+56|0;bf(f[a+140>>2]|0,+(+n[h>>2]));i=a+52|0;ef(f[a+144>>2]|0,+(+n[i>>2]*+n[aa>>2]),0.0);Uvb(258928,0)|0;Vvb(258928,f[(f[X>>2]|0)+8>>2]|0)|0;Ygb(f[a+132>>2]|0);Tvb(258928,d,I,K,g)|0;if((o|0)==(q|0))dwb(258928,o)|0;else{ewb(258928,o)|0;fwb(258928,q)|0}bwb(258928,f[f[a+40>>2]>>2]|0)|0;Fwb(258928,1)|0;nf(f[a+152>>2]|0,1,0,$|0);bf(f[a+156>>2]|0,+(+n[h>>2]));bf(f[a+164>>2]|0,+(+n[Y>>2]));ef(f[a+160>>2]|0,0.0,+(+n[i>>2]*+n[r>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[W>>2]|0)+8>>2]|0)|0;Ygb(f[a+148>>2]|0);mwb(258928,j,k,l,m)|0;Ghb(X);Ghb(W)}h=f[L>>2]|0;if(h|0)iOb(h);Ghb(ca);Fwb(258928,U<<24>>24!=0)|0;owb(258928,Q,R,S,T)|0;kwb(258928,P<<24>>24!=0)|0;Hwb(258928,O<<24>>24!=0)|0;ovb(ba);Uvb(258928,N)|0;bwb(258928,M)|0;Yvb(258928,V)|0}if(!_)iOb(Z);u=da;return}f[a+8>>2]=0;ca=a+12|0;h=f[ca>>2]|0;f[ca>>2]=0;if(!h){u=da;return}iOb(h);u=da;return}function Yfb(a){a=a|0;var b=0;f[a>>2]=0;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function Zfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+24|0;h=j;i=a+16|0;if(f[i>>2]|0){u=j;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200175,h,1);e=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[i>>2]=e;e=a+20|0;b=f[e>>2]|0;f[e>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200142,h,1);e=a+24|0;k=f[g>>2]|0;c=g+4|0;l=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=k;k=a+28|0;b=f[k>>2]|0;f[k>>2]=l;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=Jvb(f[i>>2]|0,237506)|0;f[a+136>>2]=l;l=Jvb(f[e>>2]|0,237506)|0;f[a+144>>2]=l;l=Kvb(f[i>>2]|0,240573)|0;f[a+140>>2]=l;l=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,l)|0;u=j;return}function _fb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+32|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,200214,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+36|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+148>>2]=j;j=Kvb(f[g>>2]|0,200255)|0;f[a+152>>2]=j;j=Kvb(f[g>>2]|0,200272)|0;f[a+156>>2]=j;j=Kvb(f[g>>2]|0,200288)|0;f[a+160>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function $fb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0.0,ha=0.0,ia=0.0;fa=u;u=u+48|0;ea=fa+24|0;ca=fa+16|0;da=fa;l=f[c>>2]|0;if(!l){u=fa;return}if(!(Kub(l,a)|0)){Cub(ea,f[c>>2]|0,0,1);ba=f[ea>>2]|0;l=ea+4|0;aa=f[l>>2]|0;f[ea>>2]=0;f[l>>2]=0;f[a>>2]=ba;ba=a+4|0;m=f[ba>>2]|0;f[ba>>2]=aa;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}}Zfb(a);ba=uub(f[(f[c>>2]|0)+4>>2]|0)|0;Bhb(ea,h,ba,vub(f[(f[c>>2]|0)+4>>2]|0)|0);f[ca>>2]=f[ea>>2];ba=ca+4|0;l=f[ea+4>>2]|0;f[ba>>2]=l;if(l|0)gOb(l);h=a+8|0;l=f[h>>2]|0;if(!l){Xgb(da);aa=f[da>>2]|0;l=da+4|0;$=f[l>>2]|0;f[da>>2]=0;f[l>>2]=0;f[h>>2]=aa;aa=a+12|0;m=f[aa>>2]|0;f[aa>>2]=$;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}l=f[h>>2]|0;if(!l)l=0;else z=14}else z=14;if((z|0)==14)l=f[l>>2]|0;aa=f[64754]|0;Yvb(258928,l)|0;D=f[64756]|0;E=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;F=+n[64765];G=+n[64766];H=+n[64767];I=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;J=b[259206]|0;Hwb(258928,0)|0;K=b[259052]|0;kwb(258928,0)|0;L=f[64795]|0;M=f[64796]|0;N=f[64797]|0;O=f[64798]|0;P=f[64799]|0;Q=f[64800]|0;Awb(258928,7680,7680,7680)|0;R=f[64787]|0;S=f[64790]|0;T=f[64788]|0;U=f[64791]|0;V=f[64789]|0;W=f[64792]|0;X=b[259204]|0;Fwb(258928,0)|0;Y=f[64773]|0;Z=f[64775]|0;_=f[64774]|0;$=f[64776]|0;pwb(258928,1,771)|0;l=f[a>>2]|0;if(!l)l=0;else l=f[l>>2]|0;x=f[64758]|0;y=f[64759]|0;dwb(258928,l)|0;w=f[ca>>2]|0;r=f[64743]|0;s=f[64744]|0;t=f[64745]|0;v=f[64746]|0;Tvb(258928,0,0,f[w+16>>2]|0,f[w+20>>2]|0)|0;Gub(f[a>>2]|0,0,ca,3553,0);w=b[259212]|0;Kwb(258928,1)|0;Vd(16384);C=a+16|0;l=f[C>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;a:do if(i){p=a+72|0;q=a+88|0;do if(+n[p>>2]==+n[q>>2]){m=a+76|0;if(+n[m>>2]==+n[a+92>>2]){o=a+80|0;if(+n[o>>2]==+n[a+96>>2]){l=a+84|0;ga=+n[l>>2];h=ga>0.0;if(!(ga==+n[a+100>>2]))if(h){h=o;z=29;break}else break;if(!h)break a;uwb(258928,517,0,f[g+4>>2]|f[g>>2])|0;B=f[a+140>>2]|0;ga=+n[l>>2];ia=ga*+n[m>>2];ha=ga*+n[o>>2];n[da>>2]=+n[p>>2]*ga;n[da+4>>2]=ia;n[da+8>>2]=ha;n[da+12>>2]=ga;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0);break a}else z=23}else z=23}else z=23;while(0);if((z|0)==23){l=a+84|0;if(+n[l>>2]>0.0){m=a+76|0;h=a+80|0;z=29}}if((z|0)==29){uwb(258928,517,0,f[g>>2]|0)|0;B=f[a+140>>2]|0;ia=+n[l>>2];ga=ia*+n[m>>2];ha=ia*+n[h>>2];n[da>>2]=+n[p>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0)}l=a+100|0;if(+n[l>>2]>0.0){uwb(258928,517,0,f[g+4>>2]|0)|0;B=f[a+140>>2]|0;ia=+n[l>>2];ga=ia*+n[a+92>>2];ha=ia*+n[a+96>>2];n[da>>2]=+n[q>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0)}}while(0);Fwb(258928,1)|0;l=a+52|0;if(+n[l>>2]>0.0){uwb(258928,514,e|d,e)|0;A=a+140|0;B=f[A>>2]|0;ia=+n[l>>2];ga=ia*+n[a+44>>2];ha=ia*+n[a+48>>2];n[da>>2]=+n[a+40>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);B=a+136|0;Ygb(f[B>>2]|0)}else{B=a+136|0;A=a+140|0}uwb(258928,517,0,d)|0;d=f[A>>2]|0;ia=+n[a+68>>2];ga=ia*+n[a+60>>2];ha=ia*+n[a+64>>2];n[da>>2]=+n[a+56>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(d|0,1,da|0);Ygb(f[B>>2]|0);Kwb(258928,w<<24>>24!=0)|0;Tvb(258928,r,s,t,v)|0;if((x|0)==(y|0))dwb(258928,x)|0;else{ewb(258928,x)|0;fwb(258928,y)|0}l=f[a+24>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;l=f[ca>>2]|0;if(!l)l=0;else l=f[l+8>>2]|0;Vvb(258928,l)|0;Ygb(f[a+144>>2]|0);Ffb(j,3,f[c>>2]|0,0,k,1);do if(i){e=a+116|0;if(+n[e>>2]<=0.0)if(+n[a+132>>2]<=0.0)break;_fb(a);Vvb(258928,0)|0;l=f[a>>2]|0;if(!l)l=0;else l=f[l>>2]|0;y=f[64758]|0;z=f[64759]|0;dwb(258928,l)|0;q=f[ca>>2]|0;m=f[64743]|0;h=f[64744]|0;o=f[64745]|0;p=f[64746]|0;Tvb(258928,0,0,f[q+16>>2]|0,f[q+20>>2]|0)|0;q=b[259204]|0;Fwb(258928,0)|0;r=b[259048]|0;s=b[259049]|0;t=b[259050]|0;v=b[259051]|0;Vd(16384);w=b[259212]|0;Kwb(258928,1)|0;l=f[C>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;kf(f[A>>2]|0,1.0,1.0,1.0,1.0);if(+n[e>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[g+8>>2]|0)|0;Ygb(f[B>>2]|0)}x=a+132|0;if(+n[x>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[g+12>>2]|0)|0;Ygb(f[B>>2]|0)}Kwb(258928,w<<24>>24!=0)|0;jwb(258928,r<<24>>24!=0,s<<24>>24!=0,t<<24>>24!=0,v<<24>>24!=0)|0;Fwb(258928,q<<24>>24!=0)|0;Tvb(258928,m,h,o,p)|0;if((y|0)==(z|0))dwb(258928,y)|0;else{ewb(258928,y)|0;fwb(258928,z)|0}l=f[a+32>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;l=f[ca>>2]|0;if(!l)l=0;else l=f[l+8>>2]|0;Vvb(258928,l)|0;g=f[a+152>>2]|0;ia=+n[e>>2];ha=ia*+n[a+108>>2];ga=ia*+n[a+112>>2];n[da>>2]=+n[a+104>>2]*ia;n[da+4>>2]=ha;n[da+8>>2]=ga;n[da+12>>2]=ia;lf(g|0,1,da|0);g=f[a+156>>2]|0;ia=+n[x>>2];ga=ia*+n[a+124>>2];ha=ia*+n[a+128>>2];n[da>>2]=+n[a+120>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(g|0,1,da|0);da=f[ca>>2]|0;ef(f[a+160>>2]|0,+(1.5/+(f[da+16>>2]|0)),+(1.5/+(f[da+20>>2]|0)));Ygb(f[a+148>>2]|0)}while(0);owb(258928,Y,Z,_,$)|0;Fwb(258928,X<<24>>24!=0)|0;if((R|0)==(S|0)&(T|0)==(U|0)&(V|0)==(W|0))uwb(258928,R,T,V)|0;else{vwb(258928,R,T,V)|0;wwb(258928,S,U,W)|0}if((L|0)==(O|0)&(M|0)==(P|0)&(N|0)==(Q|0))Awb(258928,L,M,N)|0;else{Bwb(258928,L,M,N)|0;Cwb(258928,O,P,Q)|0}kwb(258928,K<<24>>24!=0)|0;Hwb(258928,J<<24>>24!=0)|0;mwb(258928,F,G,H,I)|0;Vvb(258928,E)|0;bwb(258928,D)|0;Yvb(258928,aa)|0;l=f[ba>>2]|0;if(l|0)iOb(l);Ghb(ea);u=fa;return}function agb(a){a=a|0;var c=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;b[a+24>>0]=0;b[a+25>>0]=3;b[a+26>>0]=2;n[a+28>>2]=1.0;n[a+32>>2]=1.0;n[a+36>>2]=1.0;n[a+40>>2]=.5;n[a+44>>2]=0.0;n[a+48>>2]=1.0;n[a+52>>2]=0.0;n[a+56>>2]=1.0;n[a+60>>2]=0.0;n[a+64>>2]=1.0;n[a+68>>2]=0.0;n[a+72>>2]=1.0;n[a+76>>2]=0.0;n[a+80>>2]=0.0;n[a+84>>2]=.5;n[a+88>>2]=1.0;n[a+92>>2]=.5;n[a+96>>2]=0.0;n[a+100>>2]=.5;n[a+104>>2]=1.0;n[a+108>>2]=.25;c=a+112|0;f[a+176>>2]=0;f[a+180>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+236>>2]=0;f[a+240>>2]=0;f[a+256>>2]=0;f[a+260>>2]=0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;return}function bgb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=f[a+32>>2]|0;i=f[a+40>>2]|0;j=f[a+640>>2]|0;d=f[a+752>>2]|0;k=f[a+1040>>2]|0;a:{b:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+344|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){c:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break b;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break c;b=f[b>>2]|0;if(!b)break b}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break c}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break b}b=f[b>>2]|0;if(!b)break b}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+344|0,a+8|0)|0}}}while(0);d=f[h+368>>2]|0;d:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+364|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){e:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break d;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break e;b=f[b>>2]|0;if(!b)break d}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break e}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break d}b=f[b>>2]|0;if(!b)break d}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+364|0,a+8|0)|0}}}while(0);d=f[h+388>>2]|0;f:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+384|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){g:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break f;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break g;b=f[b>>2]|0;if(!b)break f}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break g}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break f}b=f[b>>2]|0;if(!b)break f}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+384|0,a+8|0)|0}}}while(0);d=f[h+408>>2]|0;h:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+404|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){i:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break h;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break i;b=f[b>>2]|0;if(!b)break h}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break i}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break h}b=f[b>>2]|0;if(!b)break h}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+404|0,a+8|0)|0}}}while(0);d=f[h+428>>2]|0;j:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+424|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){k:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break j;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break k;b=f[b>>2]|0;if(!b)break j}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break k}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break j}b=f[b>>2]|0;if(!b)break j}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+424|0,a+8|0)|0}}}while(0);d=f[h+448>>2]|0;l:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+444|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){m:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break l;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break m;b=f[b>>2]|0;if(!b)break l}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break m}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break l}b=f[b>>2]|0;if(!b)break l}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+444|0,a+8|0)|0}}}while(0);d=f[h+468>>2]|0;if(!d){u=a;f[a+1048>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+464|0)>>2]|0)+(e<<2)>>2]|0;if(!b){u=a;f[a+1048>>2]=5;break a}b=f[b>>2]|0;if(!b){u=a;f[a+1048>>2]=5;break a}n:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0))){k=229;break}if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0)){g=b;break n}b=f[b>>2]|0;if(!b){k=229;break}}if((k|0)==229){u=a;f[a+1048>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0)){g=b;break n}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){k=229;break}}b=f[b>>2]|0;if(!b){k=229;break}}if((k|0)==229){u=a;f[a+1048>>2]=5;break a}}while(0);f[(a+4|0)>>2]=g;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+464|0,a+8|0)|0;u=a;f[a+1048>>2]=5;break a}f[a+1040>>2]=k}function cgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0;D=f[a+352>>2]|0;E=f[a+360>>2]|0;I=f[a+368>>2]|0;M=f[a+392>>2]|0;Q=f[a+416>>2]|0;R=f[a+424>>2]|0;J=f[a+928>>2]|0;K=f[a+1024>>2]|0;L=f[a+1080>>2]|0;N=f[a+1928>>2]|0;O=f[a+1944>>2]|0;P=f[a+1952>>2]|0;S=f[a+2008>>2]|0;a:{if(S){S=0;if(1){F=dLa(I)|0;f[(a+88|0)>>2]=F;f[(a+88|0)+4>>2]=I;f[(a+88|0)+8>>2]=0;f[(a+88|0)+12>>2]=0;f[(a+88|0)+16>>2]=1;f[(a+88|0)+20>>2]=0;F=(a+88|0)+24|0;n[(a+88|0)+40>>2]=1.0;f[F>>2]=J;C=(J&16512|0)==128?E+381|0:E+384|0;G=(a+248|0)+28|0;H=(a+248|0)+32|0;B=0;z=0;while(1){e=1<<z;do if(e&(L&7&((L&255)>>>3&7|M)&255)|0){A=f[(a+216|0)+(z<<2)>>2]|0;if(A|0){c=I+12+(z<<3)|0;d=f[c>>2]|0;if(!d){fKa(I,B);d=f[c>>2]|0}y=f[K+36+(z<<2)>>2]|0;v=f[(I+200|0)>>2]|0;x=h[(I+200|0)+4>>0]|0;t=ZPb(v|0,x&255|0,3)|0;w=ZPb(v|0,x&255|0,6)|0;x=ZPb(v|0,x&255|0,9)|0;if(!(e&7&(t|v|w|x))){x=f[(a+132|0)+(z<<2)>>2]|0;T=+n[(b[((a+132|0)+24|0)>>0]|0?(a+132|0)+12|0:a+168|0)+(z<<2)>>2];f[F>>2]=(f[O>>2]|J)&f[P>>2];ecb(D,B,a+88|0,L&7&((L&255)>>>3&7|M),(x|0)==0?d:x,(a+180|0)+(z*12|0)|0,T,(f[(a+228|0)+(z<<2)>>2]|0)+y|0,A,(b[N>>0]|0)!=0,(b[((a+132|0)+26|0)>>0]|0)!=0,Q,b[C+z>>0]|0,R);break}w=LKa(I,B)|0;e=IKa(I,B)|0;i=KKa(I,B)|0;j=JKa(I,B)|0;x=f[(a+228|0)+(z<<2)>>2]|0;v=f[w>>2]|0;w=f[w+4>>2]|0;if((v|0)==(w|0)){c=-1;g=1}else{c=f[v+4>>2]|0;if(!c){c=f[v+8>>2]|0;g=0}else g=1}t=f[e>>2]|0;s=f[e+4>>2]|0;if((t|0)==(s|0)){e=-1;q=1}else{e=f[t>>2]|0;if(!e){e=f[t+4>>2]|0;q=0}else q=1}r=f[i>>2]|0;p=f[i+4>>2]|0;if((r|0)==(p|0)){i=-1;m=1}else{i=f[r+12>>2]|0;if(!i){i=f[r+16>>2]|0;m=0}else m=1}o=f[j>>2]|0;l=f[j+4>>2]|0;do if((o|0)==(l|0)){j=-1;k=1}else{j=f[o>>2]|0;if(j|0){k=1;break}j=f[o+4>>2]|0;k=0}while(0);f[a>>2]=v;f[(a+4|0)>>2]=w;f[(a+8|0)>>2]=0;f[(a+12|0)>>2]=c;b[(a+16|0)>>0]=g;b[(a+17|0)>>0]=b[(a+284|0)>>0]|0;b[(a+17|0)+1>>0]=b[(a+284|0)+1>>0]|0;b[(a+17|0)+2>>0]=b[(a+284|0)+2>>0]|0;f[(a+20|0)>>2]=t;f[(a+24|0)>>2]=s;f[(a+28|0)>>2]=0;f[(a+32|0)>>2]=e;b[(a+36|0)>>0]=q;b[(a+37|0)>>0]=b[(a+248|0)>>0]|0;b[(a+37|0)+1>>0]=b[(a+248|0)+1>>0]|0;b[(a+37|0)+2>>0]=b[(a+248|0)+2>>0]|0;f[(a+40|0)>>2]=r;f[(a+44|0)>>2]=p;f[(a+48|0)>>2]=0;f[(a+52|0)>>2]=i;b[(a+56|0)>>0]=m;b[(a+57|0)>>0]=b[(a+240|0)>>0]|0;b[(a+57|0)+1>>0]=b[(a+240|0)+1>>0]|0;b[(a+57|0)+2>>0]=b[(a+240|0)+2>>0]|0;f[(a+60|0)>>2]=o;f[(a+64|0)>>2]=l;f[(a+68|0)>>2]=0;f[(a+72|0)>>2]=j;b[(a+76|0)>>0]=k;b[(a+77|0)>>0]=b[(a+328|0)>>0]|0;b[(a+77|0)+1>>0]=b[(a+328|0)+1>>0]|0;b[(a+77|0)+2>>0]=b[(a+328|0)+2>>0]|0;f[(a+80|0)>>2]=0;e=e>>>0<c>>>0?e:c;e=i>>>0<e>>>0?i:e;e=j>>>0<e>>>0?j:e;f[(a+84|0)>>2]=e;b:do if(A+x|0|0){q=(a+248|0)+(z<<2)|0;r=(a+180|0)+(z*12|0)|0;c=0;while(1){f[F>>2]=J;if(!(g<<24>>24)){p=f[f[a>>2]>>2]|0;f[F>>2]=J|32768;g=J|32768}else{p=d;g=J}if(!(b[(a+36|0)>>0]|0)){g=g|134217728;f[F>>2]=g;i=E+381|0}else i=C;o=b[i+z>>0]|0;if(!(b[(a+56|0)>>0]|0)){g=g|8388608;f[F>>2]=g;w=f[(a+40|0)>>2]|0;f[(a+284|0)>>2]=f[w>>2];f[(a+284|0)+4>>2]=f[w+4>>2];f[(a+284|0)+8>>2]=f[w+8>>2]}else{f[(a+284|0)>>2]=f[r>>2];f[(a+284|0)+4>>2]=f[r+4>>2];f[(a+284|0)+8>>2]=f[r+8>>2]}if(!(b[(a+76|0)>>0]|0)){g=g|2097152;f[F>>2]=g}i=f[(K+52|0)>>2]|0;f[(a+248|0)>>2]=0;f[(a+248|0)+4>>2]=0;f[(a+248|0)+8>>2]=0;b[((a+248|0)+24|0)>>0]=0;b[((a+248|0)+25|0)>>0]=0;b[((a+248|0)+26|0)>>0]=0;f[G>>2]=0;f[H>>2]=-1;do if((g&4194304|0)==0&(b[(E+226|0)>>0]|0)==3){b[((a+248|0)+24|0)>>0]=1;if(!(g&2097152)){b[((a+248|0)+25|0)>>0]=0;f[((a+248|0)+12|0)>>2]=f[(E+284|0)>>2];i=f[(E+260|0)>>2]|0;if(!i){j=-1;k=0}else{f[G>>2]=32768;f[H>>2]=-8388609;f[(a+248|0)>>2]=i;j=-8388609;k=32768}f[((a+248|0)+16|0)>>2]=f[(E+288|0)>>2];i=f[(E+268|0)>>2]|0;if(i){f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+4|0)>>2]=i;j=-8388609;k=32768}f[((a+248|0)+20|0)>>2]=f[(E+292|0)>>2];i=f[(E+276|0)>>2]|0;if(!i){m=1;i=(a+248|0)+12|0;l=0;break}f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+8|0)>>2]=i;m=1;k=32768;j=-8388609;i=(a+248|0)+12|0;l=0;break}else{b[((a+248|0)+25|0)>>0]=1;n[((a+248|0)+12|0)>>2]=1.0;i=f[(E+236|0)>>2]|0;if(!i){j=-1;k=0}else{f[G>>2]=32768;f[H>>2]=-8388609;f[(a+248|0)>>2]=i;j=-8388609;k=32768}n[((a+248|0)+16|0)>>2]=1.0;i=f[(E+244|0)>>2]|0;if(i){f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+4|0)>>2]=i;j=-8388609;k=32768}n[((a+248|0)+20|0)>>2]=1.0;i=f[(E+252|0)>>2]|0;if(!i){m=0;i=(a+248|0)+12|0;l=1;break}f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+8|0)>>2]=i;m=0;k=32768;j=-8388609;i=(a+248|0)+12|0;l=1;break}}else{b[((a+248|0)+25|0)>>0]=0;m=(g&32768|0)==0&(i&32768|0)!=0&1;k=0;j=-1;i=a+168|0;l=0}while(0);b[((a+248|0)+26|0)>>0]=m;f[F>>2]=(k|g)&j;v=f[q>>2]|0;w=x>>>0<c>>>0?c:x;c=e+c|0;c=c>>>0<(A+x|0)>>>0?c:A+x|0;ecb(D,B,a+88|0,L&7&((L&255)>>>3&7|M),(v|0)==0?p:v,a+284|0,+n[i+(z<<2)>>2],w+y|0,(c>>>0<w>>>0?w:c)-w|0,l,m<<24>>24!=0,Q,o,R);c=(f[(a+80|0)>>2]|0)+(f[(a+84|0)>>2]|0)|0;f[(a+80|0)>>2]=c;f[(a+240|0)>>2]=c;f[((a+240|0)+4|0)>>2]=-1;b[(a+284|0)>>0]=b[(a+248|0)>>0]|0;mcb(a,a+240|0,a+284|0);c=f[(a+80|0)>>2]|0;e=(f[((a+240|0)+4|0)>>2]|0)-c|0;f[(a+84|0)>>2]=e;if(c>>>0>=(A+x|0)>>>0)break b;g=b[(a+16|0)>>0]|0}}while(0)}}while(0);c=z+1|0;B=c&255;if((B&255)>=3)break;else z=c&255}}else S=1}u=a;f[a+2016>>2]=5;break a}f[a+2008>>2]=S}function dgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0.0,$=0.0,aa=0.0,ba=0.0;X=f[a+13728>>2]|0;Z=f[a+13752>>2]|0;g=f[a+13760>>2]|0;c=f[a+13768>>2]|0;Y=f[a+13808>>2]|0;W=f[a+14736>>2]|0;if((W|0)==37){Zib(a+24|0,c,a+128|0,a+56|0);_=+p[(a+24|0)+8>>3];u=+p[(a+24|0)+16>>3];v=+p[(a+24|0)+24>>3];n[(a+688|0)>>2]=+p[(a+24|0)>>3];n[(a+688|0)+4>>2]=_;n[(a+688|0)+8>>2]=u;n[(a+688|0)+12>>2]=v}n[(a+24|0)>>2]=1.0;n[(a+684|0)>>2]=1.0;Kha(a);n[(a+24|0)>>2]=+(f[64745]|0)/+(f[a>>2]|0);n[(a+684|0)>>2]=+(f[64746]|0)/+(f[a+4>>2]|0);c=f[X>>2]|0;W=j[(c+230|0)>>1]|j[(c+230|0)+2>>1]<<16;b[a>>0]=W>>>1&1;b[(a+13704|0)>>0]=W&1;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&16){b[(a+13704|0)>>0]=1;b[a>>0]=0}f[(a+680|0)>>2]=(b[(a+13705|0)>>0]|0)==2?42:58;b[(a+13703|0)>>0]=b[c+225>>0]|0;f[(a+672|0)>>2]=a+13703|0;f[(a+672|0)+4>>2]=a+680|0;f[(a+664|0)>>2]=f[c+128>>2];b[(a+13699|0)>>0]=b[c+229>>0]|0;c=aab(c)|0;d=f[X>>2]|0;b[(a+13698|0)>>0]=b[d+312>>0]|0;b[(a+13697|0)>>0]=b[d+313>>0]|0;e=(E9a(d)|0)&1;b[(a+13696|0)>>0]=e;ba=+p[((a+128|0)+40|0)>>3];$=+p[((a+128|0)+80|0)>>3];v=+p[((a+128|0)+72|0)>>3];aa=+p[((a+128|0)+48|0)>>3];u=+p[((a+128|0)+8|0)>>3];_=+p[((a+128|0)+16|0)>>3];if(+p[((a+128|0)+64|0)>>3]*(aa*u-ba*_)+(+p[(a+128|0)>>3]*(ba*$-v*aa)-+p[((a+128|0)+32|0)>>3]*($*u-v*_))<0.0)b[(a+13696|0)>>0]=e^1;f[(a+552|0)>>2]=a+13704|0;f[(a+552|0)+4>>2]=a;f[(a+552|0)+8>>2]=X;f[(a+552|0)+12>>2]=a+13600|0;f[(a+552|0)+16>>2]=a+13536|0;f[(a+552|0)+20>>2]=a+756|0;f[(a+552|0)+24>>2]=a+704|0;f[(a+552|0)+28>>2]=a+688|0;f[(a+552|0)+32>>2]=a+13680|0;f[(a+552|0)+36>>2]=a+13676|0;f[(a+552|0)+40>>2]=a+13672|0;f[(a+552|0)+44>>2]=a+664|0;f[(a+552|0)+48>>2]=a+13706|0;f[(a+552|0)+52>>2]=d+216;f[(a+552|0)+56>>2]=d+208;f[(a+552|0)+60>>2]=a+13699|0;f[(a+552|0)+64>>2]=c;f[(a+552|0)+68>>2]=a+13696|0;f[(a+552|0)+72>>2]=a+13468|0;f[(a+552|0)+76>>2]=a+13464|0;f[(a+552|0)+80>>2]=a+13472|0;f[(a+552|0)+84>>2]=a+672|0;f[(a+552|0)+88>>2]=a+1152|0;f[(a+552|0)+92>>2]=a+13702|0;f[(a+552|0)+96>>2]=g;f[(a+552|0)+100>>2]=a+1144|0;f[(a+552|0)+104>>2]=a+256|0;f[(a+552|0)+108>>2]=a+13688|0;f[(a+440|0)>>2]=a+13706|0;f[(a+440|0)+4>>2]=X;f[(a+440|0)+8>>2]=a+13600|0;f[(a+440|0)+12>>2]=a+13536|0;f[(a+440|0)+16>>2]=a+756|0;f[(a+440|0)+20>>2]=a+704|0;f[(a+440|0)+24>>2]=a+688|0;f[(a+440|0)+28>>2]=a+13680|0;f[(a+440|0)+32>>2]=a+13676|0;f[(a+440|0)+36>>2]=a+13672|0;f[(a+440|0)+40>>2]=a+664|0;f[(a+440|0)+44>>2]=c;f[(a+440|0)+48>>2]=a+24|0;f[(a+440|0)+52>>2]=a+684|0;f[(a+440|0)+56>>2]=a+13460|0;f[(a+440|0)+60>>2]=a+13456|0;f[(a+440|0)+64>>2]=a+13472|0;f[(a+440|0)+68>>2]=a+13705|0;f[(a+440|0)+72>>2]=a+13701|0;f[(a+440|0)+76>>2]=a+672|0;f[(a+440|0)+80>>2]=a+1152|0;f[(a+440|0)+84>>2]=a+13700|0;f[(a+440|0)+88>>2]=a+13702|0;f[(a+440|0)+92>>2]=g;f[(a+440|0)+96>>2]=a+1144|0;f[(a+440|0)+100>>2]=a+13668|0;f[(a+440|0)+104>>2]=a+13688|0;f[(a+344|0)>>2]=a+13452|0;f[(a+344|0)+4>>2]=X;f[(a+344|0)+8>>2]=a+13600|0;f[(a+344|0)+12>>2]=a+13536|0;f[(a+344|0)+16>>2]=a+756|0;f[(a+344|0)+20>>2]=a+704|0;f[(a+344|0)+24>>2]=a+688|0;f[(a+344|0)+28>>2]=a+13680|0;f[(a+344|0)+32>>2]=a+13676|0;f[(a+344|0)+36>>2]=a+13672|0;f[(a+344|0)+40>>2]=a+664|0;f[(a+344|0)+44>>2]=a+13698|0;f[(a+344|0)+48>>2]=a+13697|0;f[(a+344|0)+52>>2]=c;f[(a+344|0)+56>>2]=a+13460|0;f[(a+344|0)+60>>2]=a+13456|0;f[(a+344|0)+64>>2]=a+13472|0;f[(a+344|0)+68>>2]=a+672|0;f[(a+344|0)+72>>2]=a+1152|0;f[(a+344|0)+76>>2]=a+13702|0;f[(a+344|0)+80>>2]=g;f[(a+344|0)+84>>2]=a+1144|0;f[(a+344|0)+88>>2]=a+13664|0;f[(a+344|0)+92>>2]=a+13688|0;d=b[259205]|0;e=b[259206]|0;Hwb(258928,1)|0;g=f[64756]|0;i=f[64754]|0;k=f[64755]|0;l=f[64764]|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;s=f[64747]|0;nvb(a+280|0);t=f[64778]|0;qwb(258928,515)|0;u=+n[64779];v=+n[64780];w=f[64793]|0;x=f[64794]|0;y=f[64795]|0;z=f[64796]|0;A=f[64797]|0;B=f[64798]|0;C=f[64799]|0;D=f[64800]|0;E=f[64787]|0;F=f[64790]|0;G=f[64788]|0;H=f[64791]|0;I=f[64789]|0;J=f[64792]|0;uwb(258928,519,255,0)|0;K=b[259212]|0;Kwb(258928,1)|0;L=b[259052]|0;M=b[259048]|0;N=b[259049]|0;O=b[259050]|0;P=b[259051]|0;Q=b[259204]|0;Fwb(258928,0)|0;R=f[64773]|0;S=f[64775]|0;T=f[64774]|0;U=f[64776]|0;pwb(258928,1,771)|0;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1)dwb(258928,f[f[X+24>>2]>>2]|0)|0;Cdb(a+552|0,Z+4|0,Z+244|0,0)|0;Ddb(a+440|0,Z+24|0,Z+264|0,0)|0;Edb(a+344|0,Z+44|0,Z+284|0,0)|0;W=(b[(a+13706|0)>>0]|0)!=1;V=(f[(X+40|0)>>2]|0)!=0&W;if(V&((b[(a+13705|0)>>0]|0)!=3|(b[(a+13699|0)>>0]|0)!=0)|W^1)c=0;else{Fwb(258928,1)|0;kwb(258928,0)|0;c=1}do if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1){if(V){dwb(258928,f[f[(X+40|0)>>2]>>2]|0)|0;break}if(c)dwb(258928,f[f[X+32>>2]>>2]|0)|0}while(0);W=Cdb(a+552|0,Z+64|0,Z+304|0,c)|0;W=(Ddb(a+440|0,Z+84|0,Z+324|0,c)|0)+W|0;c=Edb(a+344|0,Z+104|0,Z+344|0,c)|0;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1)dwb(258928,f[f[X+24>>2]>>2]|0)|0;jwb(258928,0,0,0,0)|0;kwb(258928,0)|0;Fwb(258928,0)|0;Cdb(a+552|0,Z+124|0,Z+364|0,1)|0;Ddb(a+440|0,Z+144|0,Z+384|0,1)|0;Edb(a+344|0,Z+164|0,Z+404|0,1)|0;if(V)dwb(258928,f[f[(X+40|0)>>2]>>2]|0)|0;Cdb(a+552|0,Z+184|0,Z+424|0,1)|0;Ddb(a+440|0,Z+204|0,Z+444|0,1)|0;Edb(a+344|0,Z+224|0,Z+464|0,1)|0;if(Y|0){f[(Y+8|0)>>2]=(f[(Y+8|0)>>2]|0)+(f[(a+13688|0)>>2]|0);f[(Y+12|0)>>2]=(f[(Y+12|0)>>2]|0)+(((f[(a+256|0)>>2]|0)>>>0)/3|0);f[(Y+16|0)>>2]=(f[(Y+16|0)>>2]|0)+((f[(a+13668|0)>>2]|0)>>>1);f[(Y+20|0)>>2]=(f[(Y+20|0)>>2]|0)+(f[(a+13664|0)>>2]|0)}if((W|0)!=(0-c|0)){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|256;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+256|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|512;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+13668|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|1024;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+13664|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|2048;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}owb(258928,R,S,T,U)|0;Fwb(258928,Q<<24>>24!=0)|0;jwb(258928,M<<24>>24!=0,N<<24>>24!=0,O<<24>>24!=0,P<<24>>24!=0)|0;kwb(258928,L<<24>>24!=0)|0;Kwb(258928,K<<24>>24!=0)|0;if((E|0)==(F|0)&(G|0)==(H|0)&(I|0)==(J|0))uwb(258928,E,G,I)|0;else{vwb(258928,E,G,I)|0;wwb(258928,F,H,J)|0}if((y|0)==(B|0)&(z|0)==(C|0)&(A|0)==(D|0))Awb(258928,y,z,A)|0;else{Bwb(258928,y,z,A)|0;Cwb(258928,B,C,D)|0}if((w|0)==(x|0))xwb(258928,w)|0;else{ywb(258928,w)|0;zwb(258928,x)|0}rwb(258928,u,v)|0;qwb(258928,t)|0;ovb(a+280|0);Uvb(258928,s)|0;jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;lwb(258928,l)|0;Zvb(258928,k)|0;Yvb(258928,i)|0;bwb(258928,g)|0;Hwb(258928,e<<24>>24!=0)|0;Gwb(258928,d<<24>>24!=0)|0}function egb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0;z=f[a+192>>2]|0;D=f[a+208>>2]|0;E=f[a+216>>2]|0;c=f[a+408>>2]|0;i=f[a+432>>2]|0;A=+n[a+576>>2];B=+n[a+584>>2];C=f[a+616>>2]|0;J=f[a+1560>>2]|0;K=f[a+1624>>2]|0;a:{if(!(f[D+12>>2]|0)){H=c;J=i;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}if(!(b[f[z>>2]>>0]|0))if(!(b[f[(z+4|0)>>2]>>0]|0)){H=c;J=i;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}swb(258928,1.0,0.0)|0;Iwb(258928,1)|0;Ewb(258928,f[64788]&-49)|0;w=f[z+12>>2]|0;x=f[z+16>>2]|0;y=f[(z+20|0)>>2]|0;g=f[z+24>>2]|0;j=f[z+28>>2]|0;G=f[f[z+32>>2]>>2]|0;F=f[f[z+36>>2]>>2]|0;f[(a+64|0)>>2]=f[J>>2];f[(a+64|0)+4>>2]=w;f[(a+64|0)+8>>2]=x;f[(a+64|0)+12>>2]=y;f[(a+64|0)+16>>2]=g;f[(a+64|0)+20>>2]=j;f[(a+64|0)+24>>2]=G;f[(a+64|0)+28>>2]=F;f[(a+64|0)+32>>2]=0;F=(b[f[z>>2]>>0]|0)==0;G=(b[f[(z+4|0)>>2]>>0]|0)!=0;j=f[D+8>>2]|0;g=1;if(g){g=0;if(!j){d=c;e=i}else g=1}if(g)if(1){y=c;while(1){x=j;w=1;if(w){w=0;if(!(b[x+32>>0]|0)){e=f[x+8>>2]|0;f[(a+48|0)>>2]=f[(e+152|0)>>2];f[(a+48|0)+4>>2]=f[(e+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(e+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(e+152|0)+12>>2];d=eIa(e,f[f[(z+44|0)>>2]>>2]|0,b[f[(z+48|0)>>2]>>0]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){lIa(a+104|0,e,f[f[(z+44|0)>>2]>>2]|0,b[f[(z+48|0)>>2]>>0]|0,1,f[(z+52|0)>>2]|0,f[(z+56|0)>>2]|0,b[f[(z+60|0)>>2]>>0]|0,F&G,(f[(f[(z+20|0)>>2]|0)+384>>2]|0)!=0,f[(z+64|0)>>2]|0);c=f[(a+104|0)>>2]|0;v=f[((a+104|0)+4|0)>>2]|0;f[(a+104|0)>>2]=0;f[((a+104|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=v;if(d){iOb(d);c=f[((a+104|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){m=y;o=i}else{H=c;K=79}}else{H=c;K=79}if((K|0)==79){K=0;c=f[H+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Pdb(a+64|0,a,e);e=f[x+20>>2]|0;c=1;if(c){c=0;if(!e){m=y;o=i}else c=1}if(c)if(1){l=y;d=i;t=e;while(1){v=t;c=1;if(c){c=0;if((f[(v+60|0)>>2]|0)==(f[(v+64|0)>>2]|0)){r=d;q=l}else c=1}if(c)if(1){d=d+1|0;s=f[(v+8|0)>>2]|0;c=f[(s+52|0)>>2]|0;Gwb(258928,(G^(F^1))&(c&4|0)==0)|0;if(!(c&3))r=v+16|0;else{lwb(258928,(c&1|0)!=0^(F&G^(b[f[(z+68|0)>>2]>>0]|0)!=0^(f[(v+16|0)>>2]&134217728|0)!=0)?2304:2305)|0;r=v+16|0}if(!(f[r>>2]&1))rwb(258928,+n[f[(z+72|0)>>2]>>2],+n[f[(z+76|0)>>2]>>2])|0;else{L=+p[(J+16|0)>>3];rwb(258928,L+(1.0-L)*+n[v+20>>2],L+(1.0-L)*+n[v+24>>2])|0}if(!(f[r>>2]&4096))Dwb(258928,519)|0;else d=(zdb(J,f[v+12>>2]|0,f[(z+80|0)>>2]|0)|0)+d|0;c=f[r>>2]|0;if(c&128){c=h[(J+77|0)>>0]|h[(J+77|0)+1>>0]<<8|128;b[(J+77|0)>>0]=c;b[(J+77|0)+1>>0]=c>>8;c=f[r>>2]|0}k=Gdb(f[(z+84|0)>>2]|0,(c&128|0)!=0,0,(c&16384|0)!=0,E)|0;c=f[(s+12|0)>>2]|0;if(c|0)Zvb(258928,f[c>>2]|0)|0;e=v+44+(h[(J+76|0)>>0]<<3)|0;wdb(J,v+60|0,e,f[(z+96|0)>>2]|0);c=f[r>>2]|0;do if(!(c&32768))if(!(c&8388608)){f[(a+104|0)>>2]=s;f[((a+104|0)+4|0)>>2]=f[(s+52|0)>>2]&56;f[((a+104|0)+44|0)>>2]=0;break}else{q=!(+n[v+28>>2]>=0.0);f[(a+104|0)>>2]=s;c=f[(s+52|0)>>2]|0;f[((a+104|0)+4|0)>>2]=c&56;f[((a+104|0)+44|0)>>2]=0;if(q)break;else{I=c;K=102;break}}else{f[(a+104|0)>>2]=s;I=f[(s+52|0)>>2]|0;f[((a+104|0)+4|0)>>2]=I&56;f[((a+104|0)+44|0)>>2]=0;K=102}while(0);if((K|0)==102){K=0;f[((a+104|0)+4|0)>>2]=I&24}f[((a+104|0)+48|0)>>2]=f[e>>2];Kdb(f[(z+100|0)>>2]|0,a,v+8|0,56,a+48|0,f[(z+20|0)>>2]|0);Ldb(a+104|0,a);c=f[(s+24|0)>>2]|0;g=(f[(v+64|0)>>2]|0)-(f[(v+60|0)>>2]|0)>>2;e=(X(g,c)|0)+l|0;if(!(f[(s+12|0)>>2]|0))me(4,f[s+36>>2]|0,c|0,g|0);else pe(4,c|0,f[s+48>>2]|0,0+(f[s+20>>2]|0)+(f[s+36>>2]<<1)|0,g|0);if(k){k=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;Gwb(258928,0)|0;c=f[64788]|0;if((f[r>>2]&16512|0)==128){Ewb(258928,c|1)|0;xwb(258928,1)|0}else{Ewb(258928,c|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0;c=f[(s+24|0)>>2]|0;g=(f[(v+64|0)>>2]|0)-(f[(v+60|0)>>2]|0)>>2;e=(X(g,c)|0)+e|0;if(!(f[(s+12|0)>>2]|0))me(4,f[s+36>>2]|0,c|0,g|0);else pe(4,c|0,f[s+48>>2]|0,0+(f[s+20>>2]|0)+(f[s+36>>2]<<1)|0,g|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,k<<24>>24!=0)|0;g=d+1|0}else g=d;rf(f[((a+104|0)+52|0)>>2]|0,0);rf(f[((a+104|0)+56|0)>>2]|0,0);rf(f[((a+104|0)+60|0)>>2]|0,0);d=f[((a+104|0)+44|0)>>2]|0;if(d|0){c=(a+104|0)+8|0;do{ke(f[c>>2]|0);c=c+4|0}while((c|0)!=((a+104|0)+8+(d<<2)|0|0))}r=g;q=e}c=t;t=f[t>>2]|0;if((f[v+72>>2]|0)>>>0<=(f[f[(z+40|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];Mdb(x+12|0,a+104|0)|0}if(!t){m=q;o=r;break}else{l=q;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);k=m;l=o}else w=1}if(w)if(1){k=y;l=i}c=j;j=f[j>>2]|0;if((f[x+36>>2]|0)>>>0<=(f[f[(z+40|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];bcb(D,a+104|0)|0}if(!j){d=k;e=l;break}else{y=k;i=l}}}H=d;J=e;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}f[a+1624>>2]=K}function fgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0;y=f[a+192>>2]|0;F=f[a+208>>2]|0;G=f[a+216>>2]|0;c=f[a+408>>2]|0;j=f[a+432>>2]|0;z=f[a+576>>2]|0;A=f[a+608>>2]|0;B=f[a+640>>2]|0;C=f[a+672>>2]|0;D=f[a+712>>2]|0;E=f[a+744>>2]|0;J=f[a+1672>>2]|0;K=f[a+1728>>2]|0;a:{if(!(f[F+12>>2]|0)){G=c;J=j;F=y+100|0;F=f[F>>2]|0;H=f[F>>2]|0;G=H+G|0;f[F>>2]=G;F=y+104|0;F=f[F>>2]|0;G=f[F>>2]|0;G=G+J|0;f[F>>2]=G;F=B<<24>>24!=0;G=C<<24>>24!=0;H=D<<24>>24!=0;I=E<<24>>24!=0;jwb(258928,F,G,H,I)|0;I=A<<24>>24!=0;kwb(258928,I)|0;qwb(258928,z)|0;u=a;f[a+1800>>2]=6;f[a+1804>>2]=J|0;break a}Ewb(258928,f[64788]&-49|32)|0;qwb(258928,515)|0;if((b[f[y>>2]>>0]|0)==1){kwb(258928,0)|0;jwb(258928,0,0,0,0)|0}s=f[y+8>>2]|0;t=f[y+12>>2]|0;v=f[(y+16|0)>>2]|0;w=f[y+20>>2]|0;x=f[y+24>>2]|0;i=f[f[y+28>>2]>>2]|0;k=f[f[y+32>>2]>>2]|0;f[(a+64|0)>>2]=f[J>>2];f[(a+64|0)+4>>2]=s;f[(a+64|0)+8>>2]=t;f[(a+64|0)+12>>2]=v;f[(a+64|0)+16>>2]=w;f[(a+64|0)+20>>2]=x;f[(a+64|0)+24>>2]=i;f[(a+64|0)+28>>2]=k;f[((a+64|0)+32|0)>>2]=0;k=f[F+8>>2]|0;i=1;if(i){i=0;if(!k){d=c;e=j}else i=1}if(i)if(1){x=c;while(1){w=k;v=1;if(v){v=0;if(!(b[w+32>>0]|0)){i=f[w+8>>2]|0;f[(a+48|0)>>2]=f[(i+152|0)>>2];f[(a+48|0)+4>>2]=f[(i+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(i+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(i+152|0)+12>>2];d=fIa(i,f[f[(y+40|0)>>2]>>2]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){mIa(a+104|0,i,f[f[(y+40|0)>>2]>>2]|0,1,(f[(f[(y+16|0)>>2]|0)+384>>2]|0)!=0,f[(y+44|0)>>2]|0);c=f[(a+104|0)>>2]|0;t=f[((a+104|0)+4|0)>>2]|0;f[(a+104|0)>>2]=0;f[((a+104|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=t;if(d){iOb(d);c=f[((a+104|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){o=x;q=j}else{H=c;K=100}}else{H=c;K=100}if((K|0)==100){K=0;c=f[H+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Fdb(a+64|0,a,i);d=f[a>>2]|0;e=f[d+136>>2]|0;if((e|0)>-1){c=f[i+80>>2]|0;if(!c)c=0;else c=f[c+8>>2]|0;Uvb(258928,f[((a+64|0)+32|0)>>2]|0)|0;Vvb(258928,c)|0;t=f[((a+64|0)+32|0)>>2]|0;f[((a+64|0)+32|0)>>2]=t+1;df(e|0,t|0)}c=f[d+140>>2]|0;if((c|0)>-1)bf(c|0,+(1.0/+n[i+200>>2]));e=f[w+20>>2]|0;c=1;if(c){c=0;if(!e){o=x;q=j}else c=1}if(c)if(1){l=x;d=j;s=e;while(1){t=s;c=1;if(c){c=0;if((f[(t+60|0)>>2]|0)==(f[(t+64|0)>>2]|0)){r=d;g=l}else c=1}if(c)if(1){c=d+1|0;r=f[(t+8|0)>>2]|0;if(!(f[(t+16|0)>>2]&1))rwb(258928,+n[f[(y+56|0)>>2]>>2],+n[f[(y+60|0)>>2]>>2])|0;else{L=1.0-+p[(J+16|0)>>3];rwb(258928,L*+n[t+20>>2],L*+n[t+24>>2])|0}if(!(f[(t+16|0)>>2]&4096))Dwb(258928,519)|0;else c=(zdb(J,f[t+12>>2]|0,f[(y+64|0)>>2]|0)|0)+c|0;if(f[(t+16|0)>>2]&128|0){q=h[(J+77|0)>>0]|h[(J+77|0)+1>>0]<<8|128;b[(J+77|0)>>0]=q;b[(J+77|0)+1>>0]=q>>8}if((b[f[(y+68|0)>>2]>>0]|0)==2){i=f[(t+16|0)>>2]&128;Ewb(258928,f[64788]|i>>>6|32)|0;xwb(258928,((i&255)>>>6|32)&255)|0;Awb(258928,7680,7680,7681)|0;i=1}else{i=f[(t+16|0)>>2]|0;i=Gdb(f[(y+76|0)>>2]|0,(i&128|0)!=0,0,(i&16384|0)!=0,G)|0}d=f[(r+12|0)>>2]|0;if(d|0)Zvb(258928,f[d>>2]|0)|0;e=t+44+(h[(J+76|0)>>0]<<3)|0;wdb(J,t+60|0,e,f[(y+92|0)>>2]|0);d=f[(t+16|0)>>2]|0;do if(!(d&32768))if(!(d&8388608)){f[(a+104|0)>>2]=r;f[((a+104|0)+4|0)>>2]=f[r+52>>2]&448;f[((a+104|0)+44|0)>>2]=0;break}else{q=!(+n[t+28>>2]>=0.0);f[(a+104|0)>>2]=r;d=f[r+52>>2]|0;f[((a+104|0)+4|0)>>2]=d&448;f[((a+104|0)+44|0)>>2]=0;if(q)break;else{I=d;K=129;break}}else{f[(a+104|0)>>2]=r;I=f[r+52>>2]|0;f[((a+104|0)+4|0)>>2]=I&448;f[((a+104|0)+44|0)>>2]=0;K=129}while(0);if((K|0)==129){K=0;f[((a+104|0)+4|0)>>2]=I&192}f[((a+104|0)+48|0)>>2]=f[e>>2];Kdb(f[(y+96|0)>>2]|0,a,t+8|0,448,a+48|0,f[(y+16|0)>>2]|0);Ldb(a+104|0,a);d=f[(r+28|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+l|0;if(!(f[(r+12|0)>>2]|0))me(1,f[r+40>>2]|0,d|0,e|0);else pe(1,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+40>>2]<<1)|0,e|0);if(i){i=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;d=(f[(t+16|0)>>2]&16512|0)==128;e=f[64788]|0;if((b[f[(y+68|0)>>2]>>0]|0)==2){if(d){Ewb(258928,e|17)|0;xwb(258928,17)|0}else{Ewb(258928,e|16)|0;xwb(258928,16)|0}Awb(258928,7680,7681,7681)|0}else{if(d){Ewb(258928,e|1)|0;xwb(258928,1)|0}else{Ewb(258928,e|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0}d=f[(r+28|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+g|0;if(!(f[(r+12|0)>>2]|0))me(1,f[r+40>>2]|0,d|0,e|0);else pe(1,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+40>>2]<<1)|0,e|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,i<<24>>24!=0)|0;c=c+1|0}rf(f[((a+104|0)+52|0)>>2]|0,0);rf(f[((a+104|0)+56|0)>>2]|0,0);rf(f[((a+104|0)+60|0)>>2]|0,0);e=f[((a+104|0)+44|0)>>2]|0;if(e|0){d=(a+104|0)+8|0;do{ke(f[d>>2]|0);d=d+4|0}while((d|0)!=((a+104|0)+8+(e<<2)|0|0))}r=c}c=s;s=f[s>>2]|0;if((f[t+72>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];Mdb(w+12|0,a+104|0)|0}if(!s){o=g;q=r;break}else{l=g;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);l=o;m=q}else v=1}if(v)if(1){l=x;m=j}c=k;k=f[k>>2]|0;if((f[w+36>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];bcb(F,a+104|0)|0}if(!k){d=l;e=m;break}else{x=l;j=m}}}G=d;J=e;F=y+100|0;F=f[F>>2]|0;H=f[F>>2]|0;G=H+G|0;f[F>>2]=G;F=y+104|0;F=f[F>>2]|0;G=f[F>>2]|0;G=G+J|0;f[F>>2]=G;F=B<<24>>24!=0;G=C<<24>>24!=0;H=D<<24>>24!=0;I=E<<24>>24!=0;jwb(258928,F,G,H,I)|0;I=A<<24>>24!=0;kwb(258928,I)|0;qwb(258928,z)|0;u=a;f[a+1800>>2]=6;f[a+1804>>2]=J|0;break a}f[a+1728>>2]=K}function ggb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0;y=f[a+192>>2]|0;z=f[a+208>>2]|0;A=f[a+216>>2]|0;c=f[a+400>>2]|0;j=f[a+424>>2]|0;D=f[a+1496>>2]|0;E=f[a+1552>>2]|0;a:{if(!(f[z+12>>2]|0)){B=c;D=j;C=y+88|0;C=f[C>>2]|0;A=f[C>>2]|0;B=A+B|0;f[C>>2]=B;C=y+92|0;C=f[C>>2]|0;B=f[C>>2]|0;B=B+D|0;f[C>>2]=B;u=a;f[a+1624>>2]=6;f[a+1628>>2]=D|0;break a}Ewb(258928,f[64788]&-49|16)|0;k=f[f[y>>2]>>2]|0;F=f[y+8>>2]|0;s=f[y+12>>2]|0;t=f[(y+16|0)>>2]|0;v=f[y+20>>2]|0;w=f[y+24>>2]|0;x=f[f[y+28>>2]>>2]|0;i=f[f[y+32>>2]>>2]|0;f[(a+64|0)>>2]=f[D>>2];f[(a+64|0)+4>>2]=F;f[(a+64|0)+8>>2]=s;f[(a+64|0)+12>>2]=t;f[(a+64|0)+16>>2]=v;f[(a+64|0)+20>>2]=w;f[(a+64|0)+24>>2]=x;f[(a+64|0)+28>>2]=i;f[(a+64|0)+32>>2]=0;f[((a+64|0)+36|0)>>2]=k;k=f[z+8>>2]|0;i=1;if(i){i=0;if(!k){d=c;e=j}else i=1}if(i)if(1){x=c;while(1){w=k;v=1;if(v){v=0;if(!(b[w+32>>0]|0)){e=f[w+8>>2]|0;f[(a+48|0)>>2]=f[(e+152|0)>>2];f[(a+48|0)+4>>2]=f[(e+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(e+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(e+152|0)+12>>2];d=gIa(e,f[f[(y+40|0)>>2]>>2]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){nIa(a+112|0,e,f[f[(y+40|0)>>2]>>2]|0,1,b[f[(y+44|0)>>2]>>0]|0,b[f[(y+48|0)>>2]>>0]|0,(f[(f[(y+16|0)>>2]|0)+384>>2]|0)!=0,f[(y+52|0)>>2]|0);c=f[(a+112|0)>>2]|0;F=f[((a+112|0)+4|0)>>2]|0;f[(a+112|0)>>2]=0;f[((a+112|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=F;if(d){iOb(d);c=f[((a+112|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){o=x;q=j}else{B=c;E=76}}else{B=c;E=76}if((E|0)==76){E=0;c=f[B+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Fdb(a+64|0,a,e);c=f[(f[a>>2]|0)+132>>2]|0;if((c|0)>-1)bf(c|0,+(+n[((a+64|0)+36|0)>>2]));e=f[w+20>>2]|0;c=1;if(c){c=0;if(!e){o=x;q=j}else c=1}if(c)if(1){l=x;d=j;s=e;while(1){t=s;c=1;if(c){c=0;if((f[(t+60|0)>>2]|0)==(f[(t+64|0)>>2]|0)){r=d;g=l}else c=1}if(c)if(1){c=d+1|0;r=f[(t+8|0)>>2]|0;if(!(f[(t+16|0)>>2]&1))rwb(258928,+n[f[(y+56|0)>>2]>>2],+n[f[(y+60|0)>>2]>>2])|0;else{G=1.0-+p[(D+16|0)>>3];rwb(258928,G*+n[t+20>>2],G*+n[t+24>>2])|0}if(!(f[(t+16|0)>>2]&4096))Dwb(258928,519)|0;else c=(zdb(D,f[t+12>>2]|0,f[(y+64|0)>>2]|0)|0)+c|0;d=f[(t+16|0)>>2]|0;if(d&128){d=h[(D+77|0)>>0]|h[(D+77|0)+1>>0]<<8|128;b[(D+77|0)>>0]=d;b[(D+77|0)+1>>0]=d>>8;d=f[(t+16|0)>>2]|0}i=Gdb(f[(y+68|0)>>2]|0,(d&128|0)!=0,0,(d&16384|0)!=0,A)|0;d=f[(r+12|0)>>2]|0;if(d|0)Zvb(258928,f[d>>2]|0)|0;e=t+44+(h[(D+76|0)>>0]<<3)|0;wdb(D,t+60|0,e,f[(y+80|0)>>2]|0);d=f[(t+16|0)>>2]|0;do if(!(d&32768))if(!(d&8388608)){f[(a+112|0)>>2]=r;f[((a+112|0)+4|0)>>2]=f[r+52>>2]&3584;f[((a+112|0)+44|0)>>2]=0;break}else{F=!(+n[t+28>>2]>=0.0);f[(a+112|0)>>2]=r;d=f[r+52>>2]|0;f[((a+112|0)+4|0)>>2]=d&3584;f[((a+112|0)+44|0)>>2]=0;if(F)break;else{C=d;E=98;break}}else{f[(a+112|0)>>2]=r;C=f[r+52>>2]|0;f[((a+112|0)+4|0)>>2]=C&3584;f[((a+112|0)+44|0)>>2]=0;E=98}while(0);if((E|0)==98){E=0;f[((a+112|0)+4|0)>>2]=C&1536}f[((a+112|0)+48|0)>>2]=f[e>>2];Kdb(f[(y+84|0)>>2]|0,a,t+8|0,3584,a+48|0,f[(y+16|0)>>2]|0);Ldb(a+112|0,a);d=f[(r+32|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+l|0;if(!(f[(r+12|0)>>2]|0))me(0,f[r+44>>2]|0,d|0,e|0);else pe(0,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+44>>2]<<1)|0,e|0);if(i){i=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;d=f[64788]|0;if((f[(t+16|0)>>2]&16512|0)==128){Ewb(258928,d|1)|0;xwb(258928,1)|0}else{Ewb(258928,d|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0;d=f[(r+32|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+g|0;if(!(f[(r+12|0)>>2]|0))me(0,f[r+44>>2]|0,d|0,e|0);else pe(0,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+44>>2]<<1)|0,e|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,i<<24>>24!=0)|0;c=c+1|0}rf(f[((a+112|0)+52|0)>>2]|0,0);rf(f[((a+112|0)+56|0)>>2]|0,0);rf(f[((a+112|0)+60|0)>>2]|0,0);e=f[((a+112|0)+44|0)>>2]|0;if(e|0){d=(a+112|0)+8|0;do{ke(f[d>>2]|0);d=d+4|0}while((d|0)!=((a+112|0)+8+(e<<2)|0|0))}r=c}c=s;s=f[s>>2]|0;if((f[t+72>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+104|0)>>2]=c;f[(a+112|0)>>2]=f[(a+104|0)>>2];Mdb(w+12|0,a+112|0)|0}if(!s){o=g;q=r;break}else{l=g;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);l=o;m=q}else v=1}if(v)if(1){l=x;m=j}c=k;k=f[k>>2]|0;if((f[w+36>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+104|0)>>2]=c;f[(a+112|0)>>2]=f[(a+104|0)>>2];bcb(z,a+112|0)|0}if(!k){d=l;e=m;break}else{x=l;j=m}}}C=d;F=e;D=y+88|0;D=f[D>>2]|0;B=f[D>>2]|0;C=B+C|0;f[D>>2]=C;D=y+92|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+F|0;f[D>>2]=C;u=a;f[a+1624>>2]=6;f[a+1628>>2]=F|0;break a}f[a+1552>>2]=E}
+function O7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;K=0;O=u;u=u+6400|0;f[(O+24|0)>>2]=a;J=(O+24|0)+4|0;f[J>>2]=g;F=(O+24|0)+8|0;f[F>>2]=h;f[(O+24|0)+12>>2]=0;if(!c)K=4;else{l=+n[c>>2];k=+n[c+4>>2];j=+n[c+8>>2];if(l!=0.0|k!=0.0|j!=0.0){t=l<0.0?-l:l;w=k<0.0?-k:k;v=j<0.0?-j:j;y=v>t?2:0;o=t>w;m=v>w;x=f[d+4>>2]|0}else K=4}if((K|0)==4){o=(f[d>>2]|0)+1|0;x=f[d+4>>2]|0;t=+n[(b+(x*12|0)|0)>>2];if((o|0)==2){g=b+(x*12|0)|0;l=0.0;p=0.0;k=0.0;j=t}else{g=b+(x*12|0)|0;l=0.0;p=0.0;k=0.0;h=d+8|0;q=t;while(1){c=f[h>>2]|0;h=h+4|0;v=+n[b+(c*12|0)+4>>2];w=+n[g+4>>2];r=+n[b+(c*12|0)+8>>2];s=+n[g+8>>2];k=k+(v+w)*(r-s);j=+n[(b+(c*12|0)|0)>>2];p=p+(r+s)*(j-q);l=l+(v-w)*(q+j);if((h|0)==(d+(o<<2)|0|0)){g=b+(c*12|0)|0;break}else{g=b+(c*12|0)|0;q=j}}}v=+n[b+(x*12|0)+4>>2];s=+n[g+4>>2];q=+n[b+(x*12|0)+8>>2];r=+n[g+8>>2];w=k+(v+s)*(q-r);k=p+(t-j)*(q+r);l=l+(t+j)*(v-s);j=w<0.0?-w:w;k=k<0.0?-k:k;l=l<0.0?-l:l;a:do if(l<9.999999974752427e-07&(j<9.999999974752427e-07&k<9.999999974752427e-07)){m=b+(x*12|0)|0;h=g;c=d+8|0;q=t;p=s;while(1){if((c|0)==(d+(o<<2)|0|0))break a;g=f[c>>2]|0;l=p;p=+n[m+4>>2];j=r;r=+n[m+8>>2];j=(+n[b+(g*12|0)+4>>2]-p)*(r-j);k=(+n[b+(g*12|0)+8>>2]-r)*(q-+n[h>>2]);w=q;q=+n[(b+(g*12|0)|0)>>2];l=(q-w)*(p-l);j=j<0.0?-j:j;k=k<0.0?-k:k;l=l<0.0?-l:l;if(j>1.000000013351432e-10|k>1.000000013351432e-10|l>1.000000013351432e-10)break;else{h=m;m=b+(g*12|0)|0;c=c+4|0}}}while(0);y=l>j?2:0;o=j>k;m=l>k}y=o?y:m?2:1;f[(O+24|0)+16>>2]=y;z=(O+24|0)+24|0;f[z>>2]=0;A=(O+24|0)+20|0;f[A>>2]=0;h=b+(x*12|0)|0;f[(O+12|0)>>2]=f[h>>2];f[(O+12|0)+4>>2]=f[h+4>>2];f[(O+12|0)+8>>2]=f[h+8>>2];f[O>>2]=f[h>>2];f[O+4>>2]=f[h+4>>2];f[O+8>>2]=f[h+8>>2];h=d;do{o=h+4|0;m=f[h>>2]|0;m=(m|0)>-1?m:0-m|0;c=o;do{g=f[c>>2]|0;c=c+4|0;j=+n[b+(g*12|0)>>2];if(j<+n[(O+12|0)>>2]){B=O+12|0;K=14}else if(j>+n[O>>2]){B=O;K=14}if((K|0)==14){K=0;n[B>>2]=j}j=+n[b+(g*12|0)+4>>2];if(j<+n[((O+12|0)+4|0)>>2]){C=O+12|0;K=17}else if(j>+n[(O+4|0)>>2]){C=O;K=17}if((K|0)==17){K=0;n[C+4>>2]=j}j=+n[b+(g*12|0)+8>>2];if(j<+n[((O+12|0)+8|0)>>2]){E=O+12|0;K=20}else if(j>+n[(O+8|0)>>2]){E=O;K=20}if((K|0)==20){K=0;n[E+8>>2]=j}}while((c|0)!=(o+(m<<2)|0|0));h=h+8+(((m<<2)+-4|0)>>>2<<2)|0}while((h|0)!=(e|0));p=+n[(O+12|0)>>2];q=+n[O>>2];r=+n[((O+12|0)+4|0)>>2];s=+n[(O+4|0)>>2];t=+n[((O+12|0)+8|0)>>2];v=+n[(O+8|0)>>2];j=q-p!=0.0?2.0/(q-p):q-p;k=s-r!=0.0?2.0/(s-r):s-r;l=v-t!=0.0?2.0/(v-t):v-t;w=q-p<s-r?s-r:q-p;w=(w<v-t?v-t:w)*9.999999974752427e-07;b:do{g=1;if(g){g=0;if((d|0)==(e|0)){L=0;M=0;K=450}else g=1}if(g)if(1){C=0;E=0;f[O+80>>2]=a;f[O+88>>2]=b;f[O+112>>2]=e;f[O+152>>2]=I;f[O+216>>2]=C;f[O+240>>2]=E;f[O+280>>2]=d;f[O+488>>2]=y;f[O+520>>2]=L;f[O+528>>2]=N;f[O+1040>>2]=M;f[O+1048>>2]=i;n[O+1904>>2]=j;n[O+1912>>2]=k;n[O+1920>>2]=l;f[O+1944>>2]=J;f[O+2200>>2]=F;f[O+2640>>2]=z;f[O+2648>>2]=A;n[O+3456>>2]=p;n[O+3464>>2]=q;n[O+3504>>2]=r;n[O+3536>>2]=s;n[O+3592>>2]=t;n[O+3632>>2]=v;n[O+3872>>2]=w;f[O+6072>>2]=K;f[O+6176>>2]=0;f[O+6180>>2]=0;sbb(O);L=f[O+520>>2]|0;N=f[O+528>>2]|0;M=f[O+1040>>2]|0;i=f[O+1048>>2]|0;K=f[O+6072>>2]|0;G=f[O+6176>>2]|0;D=f[O+6180>>2]|0;H=+n[O+6180>>2];f[O+6176>>2]=0;f[O+6180>>2]=0;if((G|0)==6)return D|0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break b}}}while(0);if((K|0)==450){g=f[z>>2]|0;if(!g){N=L;i=M}else{do{N=g;g=f[g>>2]|0;$zb(N)}while((g|0)!=0);f[z>>2]=g;N=L;i=M}}if(i|0)do{h=i;i=f[i>>2]|0;g=f[(h+8|0)>>2]|0;if(g|0)do{f[(h+8|0)>>2]=f[g>>2];$zb(g);g=f[(h+8|0)>>2]|0}while((g|0)!=0);$zb(h)}while((i|0)!=0);g=f[A>>2]|0;if(g|0){do{c=g;g=f[g>>2]|0;i=f[(c+4|0)>>2]|0;h=f[i+24>>2]|0;if(h){$zb(h);i=f[(c+4|0)>>2]|0}$zb(i);$zb(c)}while((g|0)!=0);f[A>>2]=g}N=N^1;u=O;return N|0}function P7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;e=c-b|0;a:do if(e>>>0>=2){u=c+-1|0;v=a+(u<<2)|0;w=a+(c<<2)|0;t=d;d=e;while(1){if((t|0)==0|d>>>0<33)break;d=a+(b<<2)|0;e=f[d>>2]|0;j=a+((b+c|0)>>>1<<2)|0;h=f[j>>2]|0;m=+n[(f[e+4>>2]|0)+20>>2];o=+n[(f[h+4>>2]|0)+20>>2];if(m==o){s=f[e+20>>2]|0;g=f[h+20>>2]|0;g=(s|0)==(g|0)?0:(s|0)<(g|0)?-1:1}else g=m<o?-1:1;i=f[v>>2]|0;p=+n[(f[i+4>>2]|0)+20>>2];if(m==p){s=f[e+20>>2]|0;e=f[i+20>>2]|0;e=(s|0)==(e|0)?0:(s|0)<(e|0)?-1:1}else e=m<p?-1:1;e=(e|0)<0;do if((g|0)<0){if(!e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)==(d|0)){d=v;break}else d=(e|0)<(d|0)?-1:1}d=(d|0)<0?j:v}else{if(e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)!=(d|0)){d=(e|0)<(d|0)?-1:1;x=31}}else x=31;if((x|0)==31){x=0;if((d|0)<0){d=v;break}}d=j}while(0);s=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=s;s=u;d=b;e=b;g=u;b:while(1){r=d;while(1){c:do if(e>>>0<c>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+20>>2];i=i+20|0;while(1){h=f[a+(e<<2)>>2]|0;p=+n[(f[h+4>>2]|0)+20>>2];d=p<m?-1:1;if(p==m){d=f[h+20>>2]|0;h=f[i>>2]|0;if((d|0)==(h|0)){q=e;break c}else d=(d|0)<(h|0)?-1:1}if((d|0)>=0){q=e;break c}e=e+1|0;if(e>>>0>=c>>>0){q=e;break}}}else q=e;while(0);d:do if(g>>>0>b>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+20>>2];i=i+20|0;do{e=f[a+(g<<2)>>2]|0;p=+n[(f[e+4>>2]|0)+20>>2];d=m<p?-1:1;if(m==p){h=f[i>>2]|0;d=f[e+20>>2]|0;if((h|0)==(d|0))break d;else d=(h|0)<(d|0)?-1:1}if((d|0)>=0)break d;g=g+-1|0}while(g>>>0>b>>>0)}while(0);if(q>>>0>=g>>>0)break b;e=a+(q<<2)|0;l=a+(g<<2)|0;i=f[e>>2]|0;f[e>>2]=f[l>>2];f[l>>2]=i;d=f[e>>2]|0;h=f[w>>2]|0;m=+n[(f[h+4>>2]|0)+20>>2];j=d;k=i;if(+n[(f[d+4>>2]|0)+20>>2]==m)if((f[d+20>>2]|0)==(f[h+20>>2]|0)){d=a+(r<<2)|0;if((r|0)==(q|0))i=k;else{k=f[d>>2]|0;f[d>>2]=j;f[e>>2]=k;k=f[w>>2]|0;i=f[l>>2]|0;h=k;m=+n[(f[k+4>>2]|0)+20>>2]}d=r+1|0;e=q+1|0;k=i}else{d=r;e=q}else{d=r;e=q}if(!(+n[(f[k+4>>2]|0)+20>>2]==m)){r=d;continue}if((f[k+20>>2]|0)==(f[h+20>>2]|0))break;else r=d}h=a+(s<<2)|0;if((g|0)!=(s|0)){f[l>>2]=f[h>>2];f[h>>2]=i}s=s+-1|0;g=g+-1|0}d=a+(q<<2)|0;if((q|0)!=(c|0)){l=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=l}if(q>>>0>r>>>0){e=q+-1|0;e:do if(b>>>0<r>>>0){d=b;while(1){if(e>>>0<r>>>0)break e;g=a+(d<<2)|0;h=a+(e<<2)|0;if((d|0)!=(e|0)){l=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=l}d=d+1|0;e=e+-1|0;if(d>>>0>=r>>>0){d=e;break}}}else d=e;while(0);P7a(a,b,d,t+-1|0)}b=q+1|0;f:do if(u>>>0>s>>>0){d=u;while(1){if(b>>>0>s>>>0)break;e=a+(b<<2)|0;g=a+(d<<2)|0;if((b|0)!=(d|0)){r=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=r}d=d+-1|0;b=b+1|0;if(d>>>0<=s>>>0)break f}b=d+1|0}while(0);d=c-b|0;if(d>>>0<2)break a;else t=t+-1|0}d=b+1|0;if(d>>>0>c>>>0)return;do{g:do if(d>>>0>b>>>0){i=d;h=f[a+(d<<2)>>2]|0;do{k=i;i=i+-1|0;j=a+(i<<2)|0;g=f[j>>2]|0;k=a+(k<<2)|0;o=+n[(f[g+4>>2]|0)+20>>2];p=+n[(f[h+4>>2]|0)+20>>2];e=o<p?-1:1;l=g;if(o==p){g=f[g+20>>2]|0;e=f[h+20>>2]|0;if((g|0)==(e|0))break g;else e=(g|0)<(e|0)?-1:1}if((e|0)<=0)break g;h=f[k>>2]|0;f[k>>2]=l;f[j>>2]=h}while(i>>>0>b>>>0)}while(0);d=d+1|0}while(d>>>0<=c>>>0);return}while(0);if(b>>>0>=c>>>0)return;j=a+(b<<2)|0;d=f[j>>2]|0;g=a+(c<<2)|0;e=f[g>>2]|0;o=+n[(f[d+4>>2]|0)+20>>2];p=+n[(f[e+4>>2]|0)+20>>2];b=o<p?-1:1;h=d;i=e;if(o==p){d=f[d+20>>2]|0;b=f[e+20>>2]|0;if((d|0)==(b|0))return;else b=(d|0)<(b|0)?-1:1}if((b|0)<=0)return;f[j>>2]=i;f[g>>2]=h;return}function Q7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;var g=0.0,h=0.0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;I=u;u=u+32|0;z=I;G=f[b+16>>2]|0;E=b+12|0;F=f[E>>2]|0;D=f[c+16>>2]|0;B=c+12|0;C=f[B>>2]|0;if((F|0)==(C|0)|((G|0)==(D|0)|((F|0)==0|(C|0)==0))){u=I;return}if((f[G+12>>2]|0)==(f[D+12>>2]|0)){u=I;return}b=f[F+12>>2]|0;c=f[C+12>>2]|0;if((b|0)==(c|0)){u=I;return}w=+n[G+16>>2];x=+n[F+16>>2]-w;p=+n[G+20>>2];q=+n[F+20>>2]-p;g=+n[C+16>>2];h=+n[C+20>>2];if(x*(h-p)<q*(g-w)){u=I;return}m=+n[D+16>>2];l=g-m;o=+n[D+20>>2];g=h-o;m=m-w;o=o-p;h=q*l-x*g;if(h>-1.000000013351432e-10&h<1.000000013351432e-10){u=I;return}y=1.0/h;A=(l*o-m*g)*y;y=(x*o-q*m)*y;if(A<d|y<e){u=I;return}if((b|0)<0){if(A>1.0){u=I;return}}else if(A>=.9999989867210388){u=I;return}if((c|0)<0){if(y>1.0){u=I;return}}else if(y>=.9999989867210388){u=I;return}p=p+A*q;b=a+24|0;c=f[b>>2]|0;a:do if(!c)c=0;else while(1){if(p<=+n[(f[c+4>>2]|0)+20>>2]+9.999999974752427e-07)break a;b=f[c>>2]|0;if(!b){b=c;c=0;break}else{v=c;c=b;b=v}}while(0);r=F+12|0;s=C+12|0;b:do if(c){while(1){i=f[c+4>>2]|0;g=+n[i+20>>2];if(p<=g+9.999999974752427e-07)break b;if((f[c+20>>2]|0)!=5)break b;i=f[i+12>>2]|0;j=f[r>>2]|0;if((i|0)==(j|0))break b;k=f[s>>2]|0;if((i|0)==(k|0))break b;if((f[(f[c+12>>2]|0)+12>>2]|0)==(k|0))if(g==p?(f[(f[c+16>>2]|0)+12>>2]|0)==(j|0):0)break;b=f[c>>2]|0;if(!b){b=c;break b}else{v=c;c=b;b=v}}u=I;return}while(0);o=+n[G>>2];n[z>>2]=o+A*(+n[F>>2]-o);o=+n[G+4>>2];n[z+4>>2]=o+A*(+n[F+4>>2]-o);o=+n[G+8>>2];n[z+8>>2]=o+A*(+n[F+8>>2]-o);o=w+A*x;n[z+16>>2]=o;n[z+20>>2]=p;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,28)|0;f[j+20>>2]=5;k=j+8|0;f[k>>2]=0;r=j+4|0;f[r>>2]=0;s=f[a>>2]|0;i=a+12|0;J=f[i>>2]|0;c=J+-1|0;f[i>>2]=c;i=f[a+16>>2]|0;t=a+20|0;v=f[s>>2]|0;v=Rg[f[f[v>>2]>>2]&255](v,28)|0;if((J|0)>0){J=z+(c*12|0)|0;f[v>>2]=f[J>>2];f[v+4>>2]=f[J+4>>2];f[v+8>>2]=f[J+8>>2]}else{f[v>>2]=f[z>>2];f[v+4>>2]=f[z+4>>2];f[v+8>>2]=f[z+8>>2]}f[v+12>>2]=c;g=+n[v>>2];m=+n[v+4>>2];l=+n[v+8>>2];switch(i|0){case 0:{h=l;g=m;H=31;break}case 1:{h=g;g=l;H=31;break}case 2:{h=m;H=31;break}default:{c=v+16|0;i=v+20|0}}if((H|0)==31){c=v+16|0;n[c>>2]=g;i=v+20|0;n[i>>2]=h}f[v+24>>2]=0;J=f[s>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=v;f[J>>2]=f[t>>2];f[t>>2]=J;n[c>>2]=o;n[i>>2]=p;f[k>>2]=v;f[r>>2]=v;f[j>>2]=f[b>>2];f[b>>2]=j;f[j+12>>2]=f[B>>2];f[j+16>>2]=f[E>>2];J=f[r>>2]|0;f[B>>2]=J;f[E>>2]=J;J=f[f[a>>2]>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,40)|0;f[(f[r>>2]|0)+24>>2]=J;V7a(J,0,G,F,A);V7a(J,1,D,C,y);u=I;return}function R7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+n[a+20>>2];k=+n[c+20>>2];f=l-k;if((f<0.0?-f:f)<9.999999974752427e-07){f=+n[a+16>>2];h=+n[c+16>>2];if(f<h){e=1;return e|0}if(!(f==h)){e=0;return e|0}g=(+n[b+16>>2]-f)*(+n[d+20>>2]-k);f=(+n[d+16>>2]-h)*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}else return g<f+9.999999974752427e-07&e|0}g=+n[d+20>>2];i=l-g;j=+n[a+16>>2];if((i<0.0?-i:i)<9.999999974752427e-07){f=+n[d+16>>2];if(j<f){e=1;return e|0}if(!(j==f)){e=0;return e|0}g=(g-k)*(+n[b+16>>2]-j);f=(f-+n[c+16>>2])*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}e=g<f+9.999999974752427e-07&e;return e|0}i=+n[c+16>>2];h=(j-i)/f;i=+n[d+16>>2]-i;f=g-k;g=i/f;if(h<g+-9.999999974752427e-07){e=1;return e|0}if(h<g+9.999999974752427e-07){g=f*(+n[b+16>>2]-j);f=i*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}if(g<f+9.999999974752427e-07&e){e=1;return e|0}}e=0;return e|0}function S7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0;w=c+8|0;x=c+4|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+12|0;r=d+24|0;s=d+16|0;t=d+20|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+20>>2];m=f[g+4>>2]|0;k=+n[m+20>>2];if(j!=k){z=+n[l+16>>2];if(!((j-k)*(+n[s>>2]-z)>=(z-+n[m+16>>2])*(+n[t>>2]-j)))y=8;else break}else{j=+n[m+16>>2];k=+n[l+16>>2];if(j>k)break;if(j==k)$zb(a);else y=8}if((y|0)==8){y=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);else $h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){y=28;break}}g=f[x>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+16>>2]!=+n[m+16>>2])y=18;else if(+n[l+20>>2]!=+n[m+20>>2])y=18;do if((y|0)==18){y=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);break}else{$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[x>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){y=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=g+4|0;m=f[o>>2]|0;f[w>>2]=f[m+8>>2];m=f[m+4>>2]|0;f[x>>2]=m;f[m>>2]=c;$zb(f[o>>2]|0);$zb(g);g=f[x>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((y|0)==28)return}function T7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0.0;w=c+8|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+12|0;r=d+24|0;s=d+16|0;t=d+20|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+20>>2];m=f[g+4>>2]|0;k=+n[m+20>>2];if(j!=k){y=+n[l+16>>2];if(!((j-k)*(+n[s>>2]-y)<=(y-+n[m+16>>2])*(+n[t>>2]-j)))x=8;else break}else{j=+n[m+16>>2];k=+n[l+16>>2];if(j<k)break;if(j==k)$zb(a);else x=8}if((x|0)==8){x=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);else $h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){x=28;break}}g=f[c>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+16>>2]!=+n[m+16>>2])x=18;else if(+n[l+20>>2]!=+n[m+20>>2])x=18;do if((x|0)==18){x=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);break}else{$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[c>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){x=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=f[g>>2]|0;f[w>>2]=f[o+8>>2];o=f[o>>2]|0;f[c>>2]=o;f[o+4>>2]=c;$zb(f[g>>2]|0);$zb(g);g=f[c>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((x|0)==28)return}function U7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0,r=0.0,s=0,t=0.0,v=0,w=0,x=0;w=u;u=u+32|0;h=w;e=+n[b+20>>2];i=+n[c+20>>2];if(e==i){u=w;return c|0}s=d+4|0;p=+n[(f[s>>2]|0)+20>>2];t=(p-e)/(i-e);r=+n[b>>2];n[h>>2]=r+t*(+n[c>>2]-r);r=+n[b+4>>2];n[h+4>>2]=r+t*(+n[c+4>>2]-r);r=+n[b+8>>2];n[h+8>>2]=r+t*(+n[c+8>>2]-r);r=+n[b+16>>2];r=r+t*(+n[c+16>>2]-r);n[h+16>>2]=r;n[h+20>>2]=p;m=f[a>>2]|0;j=a+12|0;x=f[j>>2]|0;g=x+-1|0;f[j>>2]=g;j=f[a+16>>2]|0;o=a+20|0;v=f[m>>2]|0;v=Rg[f[f[v>>2]>>2]&255](v,28)|0;if((x|0)>0){x=h+(g*12|0)|0;f[v>>2]=f[x>>2];f[v+4>>2]=f[x+4>>2];f[v+8>>2]=f[x+8>>2]}else{f[v>>2]=f[h>>2];f[v+4>>2]=f[h+4>>2];f[v+8>>2]=f[h+8>>2]}f[v+12>>2]=g;e=+n[v>>2];l=+n[v+4>>2];k=+n[v+8>>2];switch(j|0){case 0:{i=k;e=l;q=9;break}case 1:{i=e;e=k;q=9;break}case 2:{i=l;q=9;break}default:{g=v+16|0;h=v+20|0}}if((q|0)==9){g=v+16|0;n[g>>2]=e;h=v+20|0;n[h>>2]=i}x=v+24|0;f[x>>2]=0;j=f[m>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,8)|0;f[j+4>>2]=v;f[j>>2]=f[o>>2];f[o>>2]=j;n[g>>2]=r;n[h>>2]=p;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,40)|0;f[x>>2]=j;h=f[s>>2]|0;f[j>>2]=h;g=f[d+8>>2]|0;f[j+4>>2]=g;f[j+8>>2]=f[h+12>>2];f[j+12>>2]=f[g+12>>2];if(+n[h>>2]<+n[g>>2]){e=+n[h+16>>2];e=(r-e)/(+n[g+16>>2]-e)}else e=0.0;n[j+16>>2]=e;V7a(j,1,b,c,t);x=v;u=w;return x|0}function V7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;l=f[c+12>>2]|0;m=(l|0)<0;if(m){k=f[c+24>>2]|0;i=f[k+12>>2]|0;h=d+12|0;g=f[h>>2]|0;do if((g|0)>-1&(i|0)==(g|0))o=6;else{if((g|0)<0){j=f[d+24>>2]|0;if((i|0)==(f[j+12>>2]|0)){o=6;break}if((i|0)==(f[j+32>>2]|0)){o=6;break}}f[a+(b*20|0)>>2]=f[k+20>>2];f[a+(b*20|0)+8>>2]=f[k+28>>2];i=k+36|0}while(0);if((o|0)==6){f[a+(b*20|0)>>2]=f[k>>2];f[a+(b*20|0)+8>>2]=f[k+8>>2];i=k+16|0}p=+n[i>>2];e=p+(1.0-p)*e}else{f[a+(b*20|0)>>2]=c;f[a+(b*20|0)+8>>2]=l;g=d+12|0;h=g;g=f[g>>2]|0}if((g|0)>=0){f[a+(b*20|0)+4>>2]=d;f[a+(b*20|0)+12>>2]=f[h>>2];p=e;o=a+(b*20|0)+16|0;n[o>>2]=p;return}h=f[d+24>>2]|0;i=f[h+8>>2]|0;do if((l|0)>-1&(i|0)==(l|0))o=15;else{if(m){g=f[c+24>>2]|0;if((i|0)==(f[g+8>>2]|0)){o=15;break}if((i|0)==(f[g+28>>2]|0)){o=15;break}}f[a+(b*20|0)+4>>2]=f[h+24>>2];f[a+(b*20|0)+12>>2]=f[h+32>>2];g=h+36|0}while(0);if((o|0)==15){f[a+(b*20|0)+4>>2]=f[h+4>>2];f[a+(b*20|0)+12>>2]=f[h+12>>2];g=h+16|0}p=e*+n[g>>2];o=a+(b*20|0)+16|0;n[o>>2]=p;return}function W7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=f[d>>2]|0;if((i|0)<3){h=0;return h|0}if((d+(i<<2)+4|0)==(e|0)){if((i|0)==3){k=f[d+4>>2]|0;l=f[d+8>>2]|0;d=f[d+12>>2]|0;$h[g&3](h,0,b+(k*24|0)|0,b+(l*24|0)|0,b+(d*24|0)|0,k,l,d,0,0,0);h=1;return h|0}if(!((X7a(b,d,e)|0)&1)){a=f[d>>2]|0;j=d+8|0;i=f[d+4>>2]|0;c=f[j>>2]|0;e=a+-2|0;if((a|0)>3){k=a+-4|0;l=k>>>1;a=j;while(1){j=i;i=f[a+(e<<2)>>2]|0;n=b+(c*24|0)|0;m=b+(i*24|0)|0;$h[g&3](h,1,b+(j*24|0)|0,n,m,j,c,i,0,0,0);a=a+4|0;j=c;c=f[a>>2]|0;$h[g&3](h,1,n,b+(c*24|0)|0,m,j,c,i,0,0,0);if((e|0)<=3)break;else e=e+-2|0}e=k&1;a=l+3|0}else a=2;if(!e){n=1;return n|0}n=f[d+(a<<2)+4>>2]|0;$h[g&3](h,1,b+(i*24|0)|0,b+(c*24|0)|0,b+(n*24|0)|0,i,c,n,0,0,0);n=1;return n|0}}n=Y7a(a,b,c,d,e,g,h)|0;return n|0}function X7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0;y=u;u=u+128|0;o=y+64|0;i=o;q=y;d=f[b>>2]|0;if((d|0)!=((c-b>>2)+-1|0)){x=1;u=y;return x|0}if((d|0)==3){x=0;u=y;return x|0}d=b+4|0;l=f[c+-8>>2]|0;n=f[c+-4>>2]|0;b=a+(n*24|0)|0;m=+p[b>>3];k=m-+p[a+(l*24|0)>>3];g=+p[a+(n*24|0)+8>>3]-+p[a+(l*24|0)+8>>3];e=+p[a+(n*24|0)+16>>3]-+p[a+(l*24|0)+16>>3];p[o>>3]=k;l=o+8|0;p[l>>3]=g;n=o+16|0;p[n>>3]=e;a:do if(k==0.0){while(1){if(!(e==0.0&g==0.0))break a;h=f[d>>2]|0;j=a+(h*24|0)|0;d=d+4|0;if((d|0)==(c|0)){b=0;break}k=m;m=+p[j>>3];k=m-k;g=+p[a+(h*24|0)+8>>3]-+p[b+8>>3];e=+p[a+(h*24|0)+16>>3]-+p[b+16>>3];p[o>>3]=k;p[l>>3]=g;p[n>>3]=e;if(!(k==0.0)){b=j;break a}else b=j}u=y;return b|0}while(0);f[o+24>>2]=k==0.0?0:k<0.0?-1:1;f[o+28>>2]=g==0.0?0:g<0.0?-1:1;f[o+32>>2]=e==0.0?0:e<0.0?-1:1;w=o+40|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;f[w+16>>2]=0;f[w+20>>2]=0;w=b;v=d;h=0;t=q;r=0;q=0;while(1){b=f[v>>2]|0;s=w;w=a+(b*24|0)|0;k=+p[a+(b*24|0)+8>>3]-+p[s+8>>3];m=+p[a+(b*24|0)+16>>3]-+p[s+16>>3];b=t;o=t;p[o>>3]=+p[w>>3]-+p[s>>3];p[b+8>>3]=k;p[b+16>>3]=m;m=+p[o>>3];o=m==0.0;b=m<0.0?-1:1;s=t;d=s+24|0;f[d>>2]=o?0:b;if(o){b=f[i+24>>2]|0;f[d>>2]=b}m=+p[s+8>>3];o=m==0.0;d=m<0.0?-1:1;j=s+28|0;f[j>>2]=o?0:d;if(o){d=f[i+28>>2]|0;f[j>>2]=d}g=+p[s+16>>3];n=g==0.0;j=g<0.0?-1:1;l=s+32|0;f[l>>2]=n?0:j;if(n){j=f[i+32>>2]|0;f[l>>2]=j}e=+p[s>>3];if(e!=0.0|o^1|n^1){l=i;h=h+((b|0)!=(f[l+24>>2]|0)&1)|0;b=q+((d|0)!=(f[l+28>>2]|0)&1)|0;d=r+((j|0)!=(f[l+32>>2]|0)&1)|0;z=+p[l+8>>3];B=+p[l+16>>3];k=g*z-m*B;A=+p[l>>3];g=e*B-g*A;e=m*A-e*z;p[s+40>>3]=k;p[s+48>>3]=g;p[s+56>>3]=e;if(e==0.0&(k==0.0&g==0.0))j=t;else if(k*+p[l+40>>3]+g*+p[l+48>>3]+e*+p[l+56>>3]<0.0){b=1;x=19;break}else{j=i;i=t}}else{j=t;d=r;b=q}v=v+4|0;if((v|0)==(c|0))break;else{t=j;r=d;q=b}}if((x|0)==19){u=y;return b|0}x=((d|0)>2|((b|0)>2|(h|0)>2))&1;u=y;return x|0}function Y7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;K=0;O=u;u=u+6400|0;f[(O+48|0)>>2]=a;J=(O+48|0)+4|0;f[J>>2]=g;F=(O+48|0)+8|0;f[F>>2]=h;f[(O+48|0)+12>>2]=0;if(!c)K=4;else{l=+n[c>>2];k=+n[c+4>>2];j=+n[c+8>>2];if(l!=0.0|k!=0.0|j!=0.0){v=l<0.0?-l:l;x=k<0.0?-k:k;w=j<0.0?-j:j;z=v>x?(w>v?2:0):w>x?2:1;m=f[d+4>>2]|0}else K=4}if((K|0)==4){y=(f[d>>2]|0)+1|0;m=f[d+4>>2]|0;v=+p[(b+(m*24|0)|0)>>3];if((y|0)==2){g=b+(m*24|0)|0;l=0.0;q=0.0;k=0.0;j=v}else{g=b+(m*24|0)|0;l=0.0;q=0.0;k=0.0;h=d+8|0;r=v;while(1){c=f[h>>2]|0;h=h+4|0;w=+p[b+(c*24|0)+8>>3];x=+p[g+8>>3];s=+p[b+(c*24|0)+16>>3];t=+p[g+16>>3];k=k+(w+x)*(s-t);j=+p[(b+(c*24|0)|0)>>3];q=q+(s+t)*(j-r);l=l+(w-x)*(r+j);if((h|0)==(d+(y<<2)|0|0)){g=b+(c*24|0)|0;break}else{g=b+(c*24|0)|0;r=j}}}w=+p[b+(m*24|0)+8>>3];t=+p[g+8>>3];r=+p[b+(m*24|0)+16>>3];s=+p[g+16>>3];x=k+(w+t)*(r-s);k=q+(v-j)*(r+s);l=l+(v+j)*(w-t);j=x<0.0?-x:x;k=k<0.0?-k:k;l=l<0.0?-l:l;a:do if(l<9.999999974752427e-07&(j<9.999999974752427e-07&k<9.999999974752427e-07)){o=b+(m*24|0)|0;h=g;c=d+8|0;r=v;q=t;while(1){if((c|0)==(d+(y<<2)|0|0))break a;g=f[c>>2]|0;l=q;q=+p[o+8>>3];j=s;s=+p[o+16>>3];j=(+p[b+(g*24|0)+8>>3]-q)*(s-j);k=(+p[b+(g*24|0)+16>>3]-s)*(r-+p[h>>3]);x=r;r=+p[(b+(g*24|0)|0)>>3];l=(r-x)*(q-l);j=j<0.0?-j:j;k=k<0.0?-k:k;l=l<0.0?-l:l;if(j>1.000000013351432e-10|k>1.000000013351432e-10|l>1.000000013351432e-10)break;else{h=o;o=b+(g*24|0)|0;c=c+4|0}}}while(0);z=j>k?(l>j?2:0):l>k?2:1}f[(O+48|0)+16>>2]=z;y=(O+48|0)+24|0;f[y>>2]=0;A=(O+48|0)+20|0;f[A>>2]=0;h=b+(m*24|0)|0;f[(O+24|0)>>2]=f[h>>2];f[(O+24|0)+4>>2]=f[h+4>>2];f[(O+24|0)+8>>2]=f[h+8>>2];f[(O+24|0)+12>>2]=f[h+12>>2];f[(O+24|0)+16>>2]=f[h+16>>2];f[(O+24|0)+20>>2]=f[h+20>>2];f[O>>2]=f[h>>2];f[O+4>>2]=f[h+4>>2];f[O+8>>2]=f[h+8>>2];f[O+12>>2]=f[h+12>>2];f[O+16>>2]=f[h+16>>2];f[O+20>>2]=f[h+20>>2];h=d;do{o=h+4|0;m=f[h>>2]|0;m=(m|0)>-1?m:0-m|0;c=o;do{g=f[c>>2]|0;c=c+4|0;j=+p[b+(g*24|0)>>3];if(j<+p[(O+24|0)>>3]){B=O+24|0;K=14}else if(j>+p[O>>3]){B=O;K=14}if((K|0)==14){K=0;p[B>>3]=j}j=+p[b+(g*24|0)+8>>3];if(j<+p[((O+24|0)+8|0)>>3]){C=O+24|0;K=17}else if(j>+p[(O+8|0)>>3]){C=O;K=17}if((K|0)==17){K=0;p[C+8>>3]=j}j=+p[b+(g*24|0)+16>>3];if(j<+p[((O+24|0)+16|0)>>3]){E=O+24|0;K=20}else if(j>+p[(O+16|0)>>3]){E=O;K=20}if((K|0)==20){K=0;p[E+16>>3]=j}}while((c|0)!=(o+(m<<2)|0|0));h=h+8+(((m<<2)+-4|0)>>>2<<2)|0}while((h|0)!=(e|0));q=+p[(O+24|0)>>3];r=+p[O>>3];s=+p[((O+24|0)+8|0)>>3];t=+p[(O+8|0)>>3];v=+p[((O+24|0)+16|0)>>3];w=+p[(O+16|0)>>3];j=r-q!=0.0?2.0/(r-q):r-q;k=t-s!=0.0?2.0/(t-s):t-s;l=w-v!=0.0?2.0/(w-v):w-v;x=r-q<t-s?t-s:r-q;x=(x<w-v?w-v:x)*9.999999974752427e-07;b:do{g=1;if(g){g=0;if((d|0)==(e|0)){L=0;M=0;K=450}else g=1}if(g)if(1){C=0;E=0;f[O+96>>2]=a;f[O+104>>2]=b;f[O+128>>2]=e;f[O+168>>2]=I;f[O+232>>2]=C;f[O+256>>2]=E;f[O+296>>2]=d;f[O+528>>2]=L;f[O+536>>2]=N;f[O+688>>2]=z;f[O+1048>>2]=M;f[O+1056>>2]=i;n[O+1896>>2]=j;n[O+1904>>2]=k;n[O+1912>>2]=l;f[O+1936>>2]=J;f[O+2192>>2]=F;f[O+2632>>2]=y;f[O+2640>>2]=A;n[O+3448>>2]=q;n[O+3456>>2]=r;n[O+3496>>2]=s;n[O+3528>>2]=t;n[O+3584>>2]=v;n[O+3616>>2]=w;n[O+3856>>2]=x;f[O+6064>>2]=K;f[O+6168>>2]=0;f[O+6172>>2]=0;xbb(O);L=f[O+528>>2]|0;N=f[O+536>>2]|0;M=f[O+1048>>2]|0;i=f[O+1056>>2]|0;K=f[O+6064>>2]|0;G=f[O+6168>>2]|0;D=f[O+6172>>2]|0;H=+n[O+6172>>2];f[O+6168>>2]=0;f[O+6172>>2]=0;if((G|0)==6)return D|0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 7:break b}}}while(0);if((K|0)==450){g=f[y>>2]|0;if(!g){N=L;i=M}else{do{N=g;g=f[g>>2]|0;$zb(N)}while((g|0)!=0);f[y>>2]=g;N=L;i=M}}if(i|0)do{h=i;i=f[i>>2]|0;g=f[(h+8|0)>>2]|0;if(g|0)do{f[(h+8|0)>>2]=f[g>>2];$zb(g);g=f[(h+8|0)>>2]|0}while((g|0)!=0);$zb(h)}while((i|0)!=0);g=f[A>>2]|0;if(g|0){do{c=g;g=f[g>>2]|0;i=f[(c+4|0)>>2]|0;h=f[i+36>>2]|0;if(h){$zb(h);i=f[(c+4|0)>>2]|0}$zb(i);$zb(c)}while((g|0)!=0);f[A>>2]=g}N=N^1;u=O;return N|0}function Z7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;e=c-b|0;a:do if(e>>>0>=2){u=c+-1|0;v=a+(u<<2)|0;w=a+(c<<2)|0;t=d;d=e;while(1){if((t|0)==0|d>>>0<33)break;d=a+(b<<2)|0;e=f[d>>2]|0;j=a+((b+c|0)>>>1<<2)|0;h=f[j>>2]|0;m=+n[(f[e+4>>2]|0)+32>>2];o=+n[(f[h+4>>2]|0)+32>>2];if(m==o){s=f[e+20>>2]|0;g=f[h+20>>2]|0;g=(s|0)==(g|0)?0:(s|0)<(g|0)?-1:1}else g=m<o?-1:1;i=f[v>>2]|0;p=+n[(f[i+4>>2]|0)+32>>2];if(m==p){s=f[e+20>>2]|0;e=f[i+20>>2]|0;e=(s|0)==(e|0)?0:(s|0)<(e|0)?-1:1}else e=m<p?-1:1;e=(e|0)<0;do if((g|0)<0){if(!e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)==(d|0)){d=v;break}else d=(e|0)<(d|0)?-1:1}d=(d|0)<0?j:v}else{if(e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)!=(d|0)){d=(e|0)<(d|0)?-1:1;x=31}}else x=31;if((x|0)==31){x=0;if((d|0)<0){d=v;break}}d=j}while(0);s=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=s;s=u;d=b;e=b;g=u;b:while(1){r=d;while(1){c:do if(e>>>0<c>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+32>>2];i=i+20|0;while(1){h=f[a+(e<<2)>>2]|0;p=+n[(f[h+4>>2]|0)+32>>2];d=p<m?-1:1;if(p==m){d=f[h+20>>2]|0;h=f[i>>2]|0;if((d|0)==(h|0)){q=e;break c}else d=(d|0)<(h|0)?-1:1}if((d|0)>=0){q=e;break c}e=e+1|0;if(e>>>0>=c>>>0){q=e;break}}}else q=e;while(0);d:do if(g>>>0>b>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+32>>2];i=i+20|0;do{e=f[a+(g<<2)>>2]|0;p=+n[(f[e+4>>2]|0)+32>>2];d=m<p?-1:1;if(m==p){h=f[i>>2]|0;d=f[e+20>>2]|0;if((h|0)==(d|0))break d;else d=(h|0)<(d|0)?-1:1}if((d|0)>=0)break d;g=g+-1|0}while(g>>>0>b>>>0)}while(0);if(q>>>0>=g>>>0)break b;e=a+(q<<2)|0;l=a+(g<<2)|0;i=f[e>>2]|0;f[e>>2]=f[l>>2];f[l>>2]=i;d=f[e>>2]|0;h=f[w>>2]|0;m=+n[(f[h+4>>2]|0)+32>>2];j=d;k=i;if(+n[(f[d+4>>2]|0)+32>>2]==m)if((f[d+20>>2]|0)==(f[h+20>>2]|0)){d=a+(r<<2)|0;if((r|0)==(q|0))i=k;else{k=f[d>>2]|0;f[d>>2]=j;f[e>>2]=k;k=f[w>>2]|0;i=f[l>>2]|0;h=k;m=+n[(f[k+4>>2]|0)+32>>2]}d=r+1|0;e=q+1|0;k=i}else{d=r;e=q}else{d=r;e=q}if(!(+n[(f[k+4>>2]|0)+32>>2]==m)){r=d;continue}if((f[k+20>>2]|0)==(f[h+20>>2]|0))break;else r=d}h=a+(s<<2)|0;if((g|0)!=(s|0)){f[l>>2]=f[h>>2];f[h>>2]=i}s=s+-1|0;g=g+-1|0}d=a+(q<<2)|0;if((q|0)!=(c|0)){l=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=l}if(q>>>0>r>>>0){e=q+-1|0;e:do if(b>>>0<r>>>0){d=b;while(1){if(e>>>0<r>>>0)break e;g=a+(d<<2)|0;h=a+(e<<2)|0;if((d|0)!=(e|0)){l=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=l}d=d+1|0;e=e+-1|0;if(d>>>0>=r>>>0){d=e;break}}}else d=e;while(0);Z7a(a,b,d,t+-1|0)}b=q+1|0;f:do if(u>>>0>s>>>0){d=u;while(1){if(b>>>0>s>>>0)break;e=a+(b<<2)|0;g=a+(d<<2)|0;if((b|0)!=(d|0)){r=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=r}d=d+-1|0;b=b+1|0;if(d>>>0<=s>>>0)break f}b=d+1|0}while(0);d=c-b|0;if(d>>>0<2)break a;else t=t+-1|0}d=b+1|0;if(d>>>0>c>>>0)return;do{g:do if(d>>>0>b>>>0){i=d;h=f[a+(d<<2)>>2]|0;do{k=i;i=i+-1|0;j=a+(i<<2)|0;g=f[j>>2]|0;k=a+(k<<2)|0;o=+n[(f[g+4>>2]|0)+32>>2];p=+n[(f[h+4>>2]|0)+32>>2];e=o<p?-1:1;l=g;if(o==p){g=f[g+20>>2]|0;e=f[h+20>>2]|0;if((g|0)==(e|0))break g;else e=(g|0)<(e|0)?-1:1}if((e|0)<=0)break g;h=f[k>>2]|0;f[k>>2]=l;f[j>>2]=h}while(i>>>0>b>>>0)}while(0);d=d+1|0}while(d>>>0<=c>>>0);return}while(0);if(b>>>0>=c>>>0)return;j=a+(b<<2)|0;d=f[j>>2]|0;g=a+(c<<2)|0;e=f[g>>2]|0;o=+n[(f[d+4>>2]|0)+32>>2];p=+n[(f[e+4>>2]|0)+32>>2];b=o<p?-1:1;h=d;i=e;if(o==p){d=f[d+20>>2]|0;b=f[e+20>>2]|0;if((d|0)==(b|0))return;else b=(d|0)<(b|0)?-1:1}if((b|0)<=0)return;f[j>>2]=i;f[g>>2]=h;return}function _7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;var g=0.0,h=0.0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;J=u;u=u+48|0;A=J;H=f[b+16>>2]|0;F=b+12|0;G=f[F>>2]|0;E=f[c+16>>2]|0;C=c+12|0;D=f[C>>2]|0;if((G|0)==(D|0)|((H|0)==(E|0)|((G|0)==0|(D|0)==0))){u=J;return}if((f[H+24>>2]|0)==(f[E+24>>2]|0)){u=J;return}b=f[G+24>>2]|0;c=f[D+24>>2]|0;if((b|0)==(c|0)){u=J;return}x=+n[H+28>>2];y=+n[G+28>>2]-x;q=+n[H+32>>2];r=+n[G+32>>2]-q;g=+n[D+28>>2];h=+n[D+32>>2];if(y*(h-q)<r*(g-x)){u=J;return}m=+n[E+28>>2];l=g-m;o=+n[E+32>>2];g=h-o;m=m-x;o=o-q;h=r*l-y*g;if(h>-1.000000013351432e-10&h<1.000000013351432e-10){u=J;return}z=1.0/h;B=(l*o-m*g)*z;z=(y*o-r*m)*z;if(B<d|z<e){u=J;return}if((b|0)<0){if(B>1.0){u=J;return}}else if(B>=.9999989867210388){u=J;return}if((c|0)<0){if(z>1.0){u=J;return}}else if(z>=.9999989867210388){u=J;return}q=q+B*r;b=a+24|0;c=f[b>>2]|0;a:do if(!c)c=0;else while(1){if(q<=+n[(f[c+4>>2]|0)+32>>2]+9.999999974752427e-07)break a;b=f[c>>2]|0;if(!b){b=c;c=0;break}else{w=c;c=b;b=w}}while(0);s=G+24|0;t=D+24|0;b:do if(c){while(1){i=f[c+4>>2]|0;g=+n[i+32>>2];if(q<=g+9.999999974752427e-07)break b;if((f[c+20>>2]|0)!=5)break b;i=f[i+24>>2]|0;j=f[s>>2]|0;if((i|0)==(j|0))break b;k=f[t>>2]|0;if((i|0)==(k|0))break b;if((f[(f[c+12>>2]|0)+24>>2]|0)==(k|0))if(g==q?(f[(f[c+16>>2]|0)+24>>2]|0)==(j|0):0)break;b=f[c>>2]|0;if(!b){b=c;break b}else{w=c;c=b;b=w}}u=J;return}while(0);e=+p[H>>3];o=B;p[A>>3]=e+(+p[G>>3]-e)*o;e=+p[H+8>>3];p[A+8>>3]=e+(+p[G+8>>3]-e)*o;e=+p[H+16>>3];p[A+16>>3]=e+(+p[G+16>>3]-e)*o;o=x+B*y;n[A+28>>2]=o;n[A+32>>2]=q;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,28)|0;f[j+20>>2]=5;k=j+8|0;f[k>>2]=0;s=j+4|0;f[s>>2]=0;t=f[a>>2]|0;i=a+12|0;K=f[i>>2]|0;c=K+-1|0;f[i>>2]=c;i=f[a+16>>2]|0;v=a+20|0;w=f[t>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,40)|0;if((K|0)>0){K=A+(c*24|0)|0;f[w>>2]=f[K>>2];f[w+4>>2]=f[K+4>>2];f[w+8>>2]=f[K+8>>2];f[w+12>>2]=f[K+12>>2];f[w+16>>2]=f[K+16>>2];f[w+20>>2]=f[K+20>>2]}else{f[w>>2]=f[A>>2];f[w+4>>2]=f[A+4>>2];f[w+8>>2]=f[A+8>>2];f[w+12>>2]=f[A+12>>2];f[w+16>>2]=f[A+16>>2];f[w+20>>2]=f[A+20>>2]}f[w+24>>2]=c;g=+p[w>>3];m=+p[w+8>>3];l=+p[w+16>>3];switch(i|0){case 0:{h=l;g=m;I=31;break}case 1:{h=g;g=l;I=31;break}case 2:{h=m;I=31;break}default:{c=w+28|0;i=w+32|0}}if((I|0)==31){c=w+28|0;n[c>>2]=g;i=w+32|0;n[i>>2]=h}f[w+36>>2]=0;K=f[t>>2]|0;K=Rg[f[f[K>>2]>>2]&255](K,8)|0;f[K+4>>2]=w;f[K>>2]=f[v>>2];f[v>>2]=K;n[c>>2]=o;n[i>>2]=q;f[k>>2]=w;f[s>>2]=w;f[j>>2]=f[b>>2];f[b>>2]=j;f[j+12>>2]=f[C>>2];f[j+16>>2]=f[F>>2];K=f[s>>2]|0;f[C>>2]=K;f[F>>2]=K;K=f[f[a>>2]>>2]|0;K=Rg[f[f[K>>2]>>2]&255](K,40)|0;f[(f[s>>2]|0)+36>>2]=K;d8a(K,0,H,G,B);d8a(K,1,E,D,z);u=J;return}function $7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+n[a+32>>2];k=+n[c+32>>2];f=l-k;if((f<0.0?-f:f)<9.999999974752427e-07){f=+n[a+28>>2];h=+n[c+28>>2];if(f<h){e=1;return e|0}if(!(f==h)){e=0;return e|0}g=(+n[b+28>>2]-f)*(+n[d+32>>2]-k);f=(+n[d+28>>2]-h)*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}else return g<f+9.999999974752427e-07&e|0}g=+n[d+32>>2];i=l-g;j=+n[a+28>>2];if((i<0.0?-i:i)<9.999999974752427e-07){f=+n[d+28>>2];if(j<f){e=1;return e|0}if(!(j==f)){e=0;return e|0}g=(g-k)*(+n[b+28>>2]-j);f=(f-+n[c+28>>2])*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}e=g<f+9.999999974752427e-07&e;return e|0}i=+n[c+28>>2];h=(j-i)/f;i=+n[d+28>>2]-i;f=g-k;g=i/f;if(h<g+-9.999999974752427e-07){e=1;return e|0}if(h<g+9.999999974752427e-07){g=f*(+n[b+28>>2]-j);f=i*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}if(g<f+9.999999974752427e-07&e){e=1;return e|0}}e=0;return e|0}function a8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0;w=c+8|0;x=c+4|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+24|0;r=d+36|0;s=d+28|0;t=d+32|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+32>>2];m=f[g+4>>2]|0;k=+n[m+32>>2];if(j!=k){z=+n[l+28>>2];if(!((j-k)*(+n[s>>2]-z)>=(z-+n[m+28>>2])*(+n[t>>2]-j)))y=8;else break}else{j=+n[m+28>>2];k=+n[l+28>>2];if(j>k)break;if(j==k)$zb(a);else y=8}if((y|0)==8){y=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);else $h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){y=28;break}}g=f[x>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+28>>2]!=+n[m+28>>2])y=18;else if(+n[l+32>>2]!=+n[m+32>>2])y=18;do if((y|0)==18){y=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);break}else{$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[x>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){y=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=g+4|0;m=f[o>>2]|0;f[w>>2]=f[m+8>>2];m=f[m+4>>2]|0;f[x>>2]=m;f[m>>2]=c;$zb(f[o>>2]|0);$zb(g);g=f[x>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((y|0)==28)return}function b8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0.0;w=c+8|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+24|0;r=d+36|0;s=d+28|0;t=d+32|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+32>>2];m=f[g+4>>2]|0;k=+n[m+32>>2];if(j!=k){y=+n[l+28>>2];if(!((j-k)*(+n[s>>2]-y)<=(y-+n[m+28>>2])*(+n[t>>2]-j)))x=8;else break}else{j=+n[m+28>>2];k=+n[l+28>>2];if(j<k)break;if(j==k)$zb(a);else x=8}if((x|0)==8){x=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);else $h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){x=28;break}}g=f[c>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+28>>2]!=+n[m+28>>2])x=18;else if(+n[l+32>>2]!=+n[m+32>>2])x=18;do if((x|0)==18){x=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);break}else{$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[c>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){x=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=f[g>>2]|0;f[w>>2]=f[o+8>>2];o=f[o>>2]|0;f[c>>2]=o;f[o+4>>2]=c;$zb(f[g>>2]|0);$zb(g);g=f[c>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((x|0)==28)return}function c8a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0,s=0.0,t=0,v=0.0,w=0,x=0,y=0;x=u;u=u+48|0;h=x;e=+n[b+32>>2];i=+n[c+32>>2];if(e==i){u=x;return c|0}t=d+4|0;q=+n[(f[t>>2]|0)+32>>2];v=(q-e)/(i-e);l=+p[b>>3];s=v;p[h>>3]=l+(+p[c>>3]-l)*s;l=+p[b+8>>3];p[h+8>>3]=l+(+p[c+8>>3]-l)*s;l=+p[b+16>>3];p[h+16>>3]=l+(+p[c+16>>3]-l)*s;s=+n[b+28>>2];s=s+v*(+n[c+28>>2]-s);n[h+28>>2]=s;n[h+32>>2]=q;m=f[a>>2]|0;j=a+12|0;y=f[j>>2]|0;g=y+-1|0;f[j>>2]=g;j=f[a+16>>2]|0;o=a+20|0;w=f[m>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,40)|0;if((y|0)>0){y=h+(g*24|0)|0;f[w>>2]=f[y>>2];f[w+4>>2]=f[y+4>>2];f[w+8>>2]=f[y+8>>2];f[w+12>>2]=f[y+12>>2];f[w+16>>2]=f[y+16>>2];f[w+20>>2]=f[y+20>>2]}else{f[w>>2]=f[h>>2];f[w+4>>2]=f[h+4>>2];f[w+8>>2]=f[h+8>>2];f[w+12>>2]=f[h+12>>2];f[w+16>>2]=f[h+16>>2];f[w+20>>2]=f[h+20>>2]}f[w+24>>2]=g;e=+p[w>>3];l=+p[w+8>>3];k=+p[w+16>>3];switch(j|0){case 0:{i=k;e=l;r=9;break}case 1:{i=e;e=k;r=9;break}case 2:{i=l;r=9;break}default:{g=w+28|0;h=w+32|0}}if((r|0)==9){g=w+28|0;n[g>>2]=e;h=w+32|0;n[h>>2]=i}y=w+36|0;f[y>>2]=0;j=f[m>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,8)|0;f[j+4>>2]=w;f[j>>2]=f[o>>2];f[o>>2]=j;n[g>>2]=s;n[h>>2]=q;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,40)|0;f[y>>2]=j;h=f[t>>2]|0;f[j>>2]=h;g=f[d+8>>2]|0;f[j+4>>2]=g;f[j+8>>2]=f[h+24>>2];f[j+12>>2]=f[g+24>>2];if(+p[h>>3]<+p[g>>3]){e=+n[h+28>>2];e=(s-e)/(+n[g+28>>2]-e)}else e=0.0;n[j+16>>2]=e;d8a(j,1,b,c,v);y=w;u=x;return y|0}function d8a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;l=f[c+24>>2]|0;m=(l|0)<0;if(m){k=f[c+36>>2]|0;i=f[k+12>>2]|0;h=d+24|0;g=f[h>>2]|0;do if((g|0)>-1&(i|0)==(g|0))o=6;else{if((g|0)<0){j=f[d+36>>2]|0;if((i|0)==(f[j+12>>2]|0)){o=6;break}if((i|0)==(f[j+32>>2]|0)){o=6;break}}f[a+(b*20|0)>>2]=f[k+20>>2];f[a+(b*20|0)+8>>2]=f[k+28>>2];i=k+36|0}while(0);if((o|0)==6){f[a+(b*20|0)>>2]=f[k>>2];f[a+(b*20|0)+8>>2]=f[k+8>>2];i=k+16|0}p=+n[i>>2];e=p+(1.0-p)*e}else{f[a+(b*20|0)>>2]=c;f[a+(b*20|0)+8>>2]=l;g=d+24|0;h=g;g=f[g>>2]|0}if((g|0)>=0){f[a+(b*20|0)+4>>2]=d;f[a+(b*20|0)+12>>2]=f[h>>2];p=e;o=a+(b*20|0)+16|0;n[o>>2]=p;return}h=f[d+36>>2]|0;i=f[h+8>>2]|0;do if((l|0)>-1&(i|0)==(l|0))o=15;else{if(m){g=f[c+36>>2]|0;if((i|0)==(f[g+8>>2]|0)){o=15;break}if((i|0)==(f[g+28>>2]|0)){o=15;break}}f[a+(b*20|0)+4>>2]=f[h+24>>2];f[a+(b*20|0)+12>>2]=f[h+32>>2];g=h+36|0}while(0);if((o|0)==15){f[a+(b*20|0)+4>>2]=f[h+4>>2];f[a+(b*20|0)+12>>2]=f[h+12>>2];g=h+16|0}p=e*+n[g>>2];o=a+(b*20|0)+16|0;n[o>>2]=p;return}function e8a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;j=h+4|0;i=h;f[j>>2]=40244;f[i>>2]=j;g=J7a(i,a,d,b,b+(c<<2)|0,e,g)|0;u=h;return g|0}function f8a(a,b){a=a|0;b=b|0;return _zb(b)|0}function g8a(a,b){a=a|0;b=b|0;$zb(b);return}function h8a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;j=h+4|0;i=h;f[j>>2]=40244;f[i>>2]=j;g=W7a(i,a,d,b,b+(c<<2)|0,e,g)|0;u=h;return g|0}function i8a(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(808)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=40260;e=d+16|0;f[e>>2]=c;eAa(d+24|0);f[d+776>>2]=0;f[d+780>>2]=0;f[d+784>>2]=0;f[d+788>>2]=-1;c=d+804|0;b[c>>0]=b[c>>0]&-16;f[a>>2]=e;f[a+4>>2]=d;return}function j8a(a){a=a|0;var b=0;f[a>>2]=40260;b=f[a+780>>2]|0;if(b|0)iOb(b);aOb(a);return}function k8a(a){a=a|0;var b=0;f[a>>2]=40260;b=f[a+780>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function l8a(a){a=a|0;a=f[a+780>>2]|0;if(!a)return;iOb(a);return}function m8a(a){a=a|0;sOb(a);return}function n8a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=b;b=f[d+4>>2]|0;c=a+768|0;f[c>>2]=f[d>>2];f[c+4>>2]=b;return}function o8a(a,c){a=a|0;c=c|0;bR(a+8|0,c)|0;c=a+788|0;b[c>>0]=b[c>>0]|1;return}function p8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=a+760|0;c=f[h>>2]|0;d=f[b>>2]|0;e=d;if((c|0)==(d|0)){h=0;return h|0}if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d)if(c)g=7;else c=e;else if(c^(f[d+8>>2]|0)!=0)g=7;else c=e;do if((g|0)==7){c=f[a>>2]|0;if(!c)c=e;else{if((f[c+216>>2]|0)!=(a|0))if((f[c+208>>2]|0)!=(a|0)){c=e;break}C9a(c);c=f[b>>2]|0}}while(0);d=f[b+4>>2]|0;if(d|0)gOb(d);f[h>>2]=c;h=a+764|0;c=f[h>>2]|0;f[h>>2]=d;if(!c){h=1;return h|0}iOb(c);h=1;return h|0}function q8a(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j+8|0;e=j;n[g>>2]=c;n[h>>2]=0.0;n[e>>2]=1.0;e=c<1.0?g:e;h=f[(+n[e>>2]>0.0?e:h)>>2]|0;f[g>>2]=h;g=a+788|0;e=b[g>>0]|0;c=(f[s>>2]=h,+n[s>>2]);do if(!(e&2))i=4;else if(+n[a+776>>2]==c){a=0;u=j;return a|0}else if(+n[a+776>>2]>0.0^c>0.0){i=4;break}else{d=e;break}while(0);do if((i|0)==4){d=f[a>>2]|0;if(!d)d=e;else{if((f[d+216>>2]|0)!=(a|0))if((f[d+208>>2]|0)!=(a|0)){d=e;break}C9a(d);d=b[g>>0]|0}}while(0);f[a+776>>2]=h;b[g>>0]=d|2;a=1;u=j;return a|0}function r8a(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j+8|0;e=j;n[g>>2]=c;n[h>>2]=0.0;n[e>>2]=1.0;e=c<1.0?g:e;h=f[(+n[e>>2]>0.0?e:h)>>2]|0;f[g>>2]=h;g=a+788|0;e=b[g>>0]|0;c=(f[s>>2]=h,+n[s>>2]);do if(!(e&4))i=4;else if(+n[a+780>>2]==c){a=0;u=j;return a|0}else if(+n[a+780>>2]>0.0^c>0.0){i=4;break}else{d=e;break}while(0);do if((i|0)==4){d=f[a>>2]|0;if(!d)d=e;else{if((f[d+216>>2]|0)!=(a|0))if((f[d+208>>2]|0)!=(a|0)){d=e;break}C9a(d);d=b[g>>0]|0}}while(0);f[a+780>>2]=h;b[g>>0]=d|4;a=1;u=j;return a|0}function s8a(a,c){a=a|0;c=+c;var d=0,e=0;d=a+788|0;e=b[d>>0]|0;a=a+784|0;if(e&8)if(+n[a>>2]==c){e=0;return e|0}n[a>>2]=c;b[d>>0]=e|8;e=1;return e|0}function t8a(a){a=a|0;var b=0,c=0;b=a+760|0;if(!(f[b>>2]|0)){a=0;return a|0}f[b>>2]=0;c=a+764|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);b=f[a>>2]|0;if(!b){c=1;return c|0}if((f[b+216>>2]|0)!=(a|0))if((f[b+208>>2]|0)!=(a|0)){c=1;return c|0}C9a(b);c=1;return c|0}function u8a(a,c){a=a|0;c=c|0;var e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+832|0;l=s+72|0;m=s+48|0;o=s+24|0;q=s;r=a+60|0;i=a;k=i+60|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));k=pOb(4280)|0;v8a(k,a);f[r>>2]=k;f[a+64>>2]=f[c>>2];c=f[c+4>>2]|0;f[a+68>>2]=c;if(c|0)gOb(c);g=a+72|0;c=pOb(160)|0;idb(c,13.0,13.0,128,512,200);f[g>>2]=c;c=a+120|0;i=a+80|0;k=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));p[c>>3]=1.0;f[a+128>>2]=0;n[a+132>>2]=.15000000596046448;n[a+136>>2]=.15000000596046448;n[a+140>>2]=.15000000596046448;c=a+208|0;i=a+144|0;k=i+64|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));i8a(c,a);f[a+216>>2]=0;f[a+220>>2]=0;b[a+224>>0]=7;b[a+225>>0]=2;b[a+226>>0]=0;b[a+227>>0]=0;b[a+228>>0]=1;b[a+229>>0]=1;i=a+230|0;k=(j[i>>1]|j[i+2>>1]<<16)&-1048576|389249;d[i>>1]=k;d[i+2>>1]=k>>>16;i=a+236|0;k=i+48|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));b[a+296>>0]=0;p[a+304>>3]=1.0;b[a+312>>0]=0;b[a+313>>0]=0;e=a+360|0;i=a+320|0;k=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));p[e>>3]=1.0;f[a+368>>2]=512;n[a+372>>2]=0.0;n[a+376>>2]=1.0;b[a+380>>0]=1;f[a+388>>2]=0;f[a+392>>2]=0;f[a+396>>2]=0;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+96>>2]&1023](k,a);mdb((f[r>>2]|0)+112|0,0);k=(f[r>>2]|0)+189|0;i=h[k>>0]|h[k+1>>0]<<8|16;b[k>>0]=i;b[k+1>>0]=i>>8;k=(f[r>>2]|0)+189|0;i=h[k>>0]|h[k+1>>0]<<8|32;b[k>>0]=i;b[k+1>>0]=i>>8;k=a+381|0;b[k>>0]=1;b[k+1>>0]=1;b[k+2>>0]=1;b[k+3>>0]=1;b[k+4>>0]=1;b[k+5>>0]=1;n[a+284>>2]=.07500000298023224;n[a+288>>2]=.07500000298023224;n[a+292>>2]=.07500000298023224;a=f[r>>2]|0;kgb(a+2824|0,b[a+2850>>0]|0);a=f[r>>2]|0;k=a+2852|0;a=a+2868|0;f[a>>2]=f[k>>2];f[a+4>>2]=f[k+4>>2];f[a+8>>2]=f[k+8>>2];f[a+12>>2]=f[k+12>>2];a=(f[r>>2]|0)+2900|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;q8a(f[c>>2]|0,.3330000042915344)|0;r8a(f[c>>2]|0,.5)|0;s8a(f[c>>2]|0,12.0)|0;r=f[r>>2]|0;f[q>>2]=14;f[m>>2]=q;w8a(l,r+1884|0,q,262924,m,o);r=(f[l>>2]|0)+24|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;p[m+16>>3]=1.0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;p[q>>3]=0.0;p[q+8>>3]=1.0;p[q+16>>3]=0.0;aAa(l,2,m,o,q,2.0,2.0,0.0);neb(r,l);u=s;return}function v8a(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;jdb(a,c);jdb(a+112|0,c);eAa(a+224|0);e=a+976|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;d[e+12>>1]=0;f[a+992>>2]=1;e=a+1024|0;g=a+996|0;h=g+28|0;do{b[g>>0]=0;g=g+1|0}while((g|0)<(h|0));n[e>>2]=1.0;g=a+1028|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+1044>>2]=1.0;Ihb(a+1048|0,c);f[a+1888>>2]=0;f[a+1892>>2]=0;f[a+1884>>2]=a+1888;c=a+1896|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;eeb(a+1916|0);Fqb(a+1976|0);Fqb(a+2044|0);Fqb(a+2112|0);reb(a+2180|0);yfb(a+2224|0);xhb(a+2256|0);Rgb(a+2260|0);Keb(a+2336|0);sgb(a+2512|0);agb(a+2548|0);agb(a+2824|0);c=a+3152|0;g=a+3100|0;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=.20000000298023224;n[a+3156>>2]=0.0;n[a+3160>>2]=0.0;n[a+3164>>2]=0.0;n[a+3168>>2]=1.0;n[a+3172>>2]=0.0;n[a+3176>>2]=1.0;n[a+3180>>2]=0.0;n[a+3184>>2]=1.0;n[a+3188>>2]=1.0;n[a+3192>>2]=1.0;n[a+3196>>2]=0.0;n[a+3200>>2]=1.0;n[a+3204>>2]=1.0;n[a+3208>>2]=0.0;n[a+3212>>2]=0.0;n[a+3216>>2]=1.0;n[a+3220>>2]=0.0;n[a+3224>>2]=0.0;n[a+3228>>2]=1.0;n[a+3232>>2]=1.0;bhb(a+3264|0);Ofb(a+3284|0);c=a+3452|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;gfb(a+3472|0);n[a+3556>>2]=0.0;n[a+3560>>2]=0.0;n[a+3564>>2]=0.0;n[a+3568>>2]=1.0;n[a+3572>>2]=0.0;n[a+3576>>2]=0.0;n[a+3580>>2]=0.0;n[a+3584>>2]=1.0;c=a+3588|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;c=a+3680|0;g=a+3624|0;h=g+56|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[c>>2]=-1;f[c+4>>2]=-1;f[c+8>>2]=-1;f[c+12>>2]=-1;f[c+16>>2]=-1;n[a+3700>>2]=0.0;n[a+3704>>2]=0.0;n[a+3708>>2]=0.0;n[a+3712>>2]=.6499999761581421;f[a+3716>>2]=5;n[a+3720>>2]=1.0;b[a+3724>>0]=1;f[a+3728>>2]=0;f[a+3732>>2]=0;f[a+3764>>2]=0;f[a+3768>>2]=0;f[a+3800>>2]=0;f[a+3804>>2]=0;f[a+3836>>2]=0;f[a+3840>>2]=0;f[a+3872>>2]=0;f[a+3876>>2]=0;f[a+3908>>2]=0;f[a+3912>>2]=0;f[a+3944>>2]=0;f[a+3948>>2]=0;f[a+3980>>2]=0;f[a+3984>>2]=0;f[a+4016>>2]=0;f[a+4020>>2]=0;f[a+4052>>2]=0;f[a+4056>>2]=0;f[a+4088>>2]=0;f[a+4092>>2]=0;f[a+4124>>2]=0;f[a+4128>>2]=0;g=a+4160|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;n[a+4180>>2]=1.0;n[a+4184>>2]=.05000000074505806;n[a+4188>>2]=.02500000037252903;n[a+4192>>2]=0.0;n[a+4196>>2]=0.0;n[a+4200>>2]=0.0;n[a+4204>>2]=1.0;n[a+4208>>2]=30.0;n[a+4212>>2]=20.0;g=a+4216|0;h=a+4240|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[h>>2]=-1;f[h+4>>2]=-1;f[h+8>>2]=-1;f[h+12>>2]=-1;f[h+16>>2]=-1;n[a+4260>>2]=.6499999761581421;n[a+4264>>2]=10.0;n[a+4268>>2]=1.0;f[a+4272>>2]=9;b[a+4276>>0]=0;return}function w8a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;e=c+4|0;h=f[e>>2]|0;do if(!h){j=e;d=e}else{i=f[d>>2]|0;j=i>>>0>13;k=i>>>0<14;d=c+4|0;e=h;while(1){h=f[e+16>>2]|0;l=h>>>0<14;if(j&l|i>>>0<h>>>0&(j|l)){h=f[e>>2]|0;if(!h){h=5;break}else{d=e;e=h}}else{l=h>>>0>13;if(!(k&l|h>>>0<i>>>0&(k|l))){h=10;break}d=e+4|0;h=f[d>>2]|0;if(!h){h=9;break}else e=h}}if((h|0)==5){j=e;d=e;break}else if((h|0)==9){j=e;break}else if((h|0)==10){j=e;break}}while(0);e=f[d>>2]|0;if(e|0){l=e;c=0;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}i=pOb(1408)|0;f[i+16>>2]=f[f[g>>2]>>2];dQb(i+24|0,0,1384)|0;eAa(i+40|0);b[i+792>>0]=1;e=i+800|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[i+816>>3]=1.0;p[i+824>>3]=1.0;e=i+832|0;f[e>>2]=16843009;b[e+4>>0]=1;e=i+840|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;n[i+860>>2]=1.0;e=i+864|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+880>>2]=1.0;e=i+884|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+900>>2]=1.0;e=i+904|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+920>>2]=1.0;e=i+924|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+940>>2]=1.0;e=i+944|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+960>>2]=1.0;e=i+964|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+980>>2]=1.0;e=i+984|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1e3>>2]=1.0;e=i+1004|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1020>>2]=1.0;e=i+1024|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1040>>2]=1.0;e=i+1044|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1060>>2]=1.0;e=i+1064|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1080>>2]=1.0;e=i+1084|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1100>>2]=1.0;e=i+1104|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1120>>2]=1.0;e=i+1124|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1140>>2]=1.0;e=i+1144|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1160>>2]=1.0;e=i+1164|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1180>>2]=1.0;e=i+1184|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1200>>2]=1.0;e=i+1204|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1220>>2]=1.0;e=i+1224|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1240>>2]=1.0;e=i+1244|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1260>>2]=1.0;e=i+1264|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1280>>2]=1.0;e=i+1284|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1300>>2]=1.0;e=i+1304|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1320>>2]=1.0;e=i+1324|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=i+1344|0;h=e+64|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(h|0));f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=j;f[d>>2]=i;e=f[f[c>>2]>>2]|0;if(!e)e=i;else{f[c>>2]=e;e=f[d>>2]|0}r_a(f[c+4>>2]|0,e);l=c+8|0;f[l>>2]=(f[l>>2]|0)+1;l=i;c=1;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}function x8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=a+72|0;b=f[e>>2]|0;do if(b|0){if(Rg[f[(f[b>>2]|0)+100>>2]&255](b,a)|0){b=f[e>>2]|0;f[e>>2]=0;if(b|0){gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[e>>2]|0;f[e>>2]=0;if(!b)break;gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[e>>2]|0;if(!b)break;oh[f[(f[b>>2]|0)+96>>2]&1023](b,a);b=f[e>>2]|0;c=f[b>>2]|0;if(!(f[a+104>>2]|0)){gh[f[c+128>>2]&2047](b);break}else{gh[f[c+124>>2]&2047](b);break}}}else f[e>>2]=0;f[e>>2]=0}while(0);b=a+60|0;c=f[b>>2]|0;if(c|0){y8a(c);sOb(c)}f[b>>2]=0;b=f[a+388>>2]|0;if(b|0){c=a+392|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}b=f[a+280>>2]|0;if(b|0)iOb(b);b=f[a+272>>2]|0;if(b|0)iOb(b);b=f[a+264>>2]|0;if(b|0)iOb(b);b=f[a+256>>2]|0;if(b|0)iOb(b);b=f[a+248>>2]|0;if(b|0)iOb(b);b=f[a+240>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+212>>2]|0;if(b|0)iOb(b);b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+68>>2]|0;if(b|0)iOb(b);d=a+48|0;b=f[d>>2]|0;if(b|0){e=a+52|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+36|0;b=f[e>>2]|0;if(b|0){d=a+40|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}d=a+24|0;b=f[d>>2]|0;if(b|0){e=a+28|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+12|0;b=f[d>>2]|0;if(b|0){e=a+16|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}b=f[a>>2]|0;if(!b)return;d=a+4|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function y8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+4236>>2]|0;if(b|0)iOb(b);b=f[a+4228>>2]|0;if(b|0)iOb(b);b=f[a+4220>>2]|0;if(b|0)iOb(b);z8a(a+3728|0);b=f[a+3676>>2]|0;if(b|0)iOb(b);b=f[a+3668>>2]|0;if(b|0)iOb(b);b=f[a+3660>>2]|0;if(b|0)iOb(b);b=f[a+3652>>2]|0;if(b|0)iOb(b);b=f[a+3644>>2]|0;if(b|0)iOb(b);b=f[a+3636>>2]|0;if(b|0)iOb(b);b=f[a+3628>>2]|0;if(b|0)iOb(b);b=f[a+3604>>2]|0;if(b|0)iOb(b);b=f[a+3596>>2]|0;if(b|0)iOb(b);A8a(a+3472|0);b=f[a+3464>>2]|0;if(b|0)iOb(b);b=f[a+3456>>2]|0;if(b|0)iOb(b);B8a(a+3284|0);b=f[a+3276>>2]|0;if(b|0)iOb(b);b=f[a+3268>>2]|0;if(b|0)iOb(b);b=f[a+3136>>2]|0;if(b|0)iOb(b);b=f[a+3128>>2]|0;if(b|0)iOb(b);b=f[a+3120>>2]|0;if(b|0)iOb(b);b=f[a+3112>>2]|0;if(b|0)iOb(b);b=f[a+3104>>2]|0;if(b|0)iOb(b);C8a(a+2824|0);C8a(a+2548|0);b=f[a+2540>>2]|0;if(b|0)iOb(b);b=f[a+2532>>2]|0;if(b|0)iOb(b);b=f[a+2524>>2]|0;if(b|0)iOb(b);b=f[a+2516>>2]|0;if(b|0)iOb(b);D8a(a+2336|0);b=f[a+2304>>2]|0;if(b|0)iOb(b);b=f[a+2296>>2]|0;if(b|0)iOb(b);b=f[a+2288>>2]|0;if(b|0)iOb(b);b=f[a+2280>>2]|0;if(b|0)iOb(b);b=f[a+2272>>2]|0;if(b|0)iOb(b);b=f[a+2264>>2]|0;if(b|0)iOb(b);yhb(a+2256|0);b=f[a+2248>>2]|0;if(b|0)iOb(b);b=f[a+2236>>2]|0;if(b|0)iOb(b);b=f[a+2228>>2]|0;if(b|0)iOb(b);seb(a+2180|0);b=f[a+2136>>2]|0;if(b|0){c=a+2140|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+2132>>2]|0;if(b|0)iOb(b);b=f[a+2124>>2]|0;if(b|0)iOb(b);b=f[a+2116>>2]|0;if(b|0)iOb(b);b=f[a+2068>>2]|0;if(b|0){c=a+2072|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+2064>>2]|0;if(b|0)iOb(b);b=f[a+2056>>2]|0;if(b|0)iOb(b);b=f[a+2048>>2]|0;if(b|0)iOb(b);b=f[a+2e3>>2]|0;if(b|0){c=a+2004|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+1996>>2]|0;if(b|0)iOb(b);b=f[a+1988>>2]|0;if(b|0)iOb(b);b=f[a+1980>>2]|0;if(b|0)iOb(b);b=f[a+1928>>2]|0;if(b|0)iOb(b);b=f[a+1920>>2]|0;if(b|0)iOb(b);e=a+1912|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){E8a(b+840|0);F8a(b);sOb(b)}e=a+1908|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){E8a(b+840|0);F8a(b);sOb(b)}d=a+1896|0;b=f[d>>2]|0;if(b|0){e=a+1900|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-120|0;f[e>>2]=g;E8a(g);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}G8a(a+1884|0,f[a+1888>>2]|0);F8a(a+1048|0);b=f[a+1036>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[e+24>>2]|0;if(c|0)jOb(c);c=f[e+8>>2]|0;if(c|0){d=e+12|0;if((f[d>>2]|0)!=(c|0))f[d>>2]=c;sOb(c)}sOb(e)}while((b|0)!=0);g=a+1028|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+1016>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;c=f[d+20>>2]|0;if(c|0)jOb(c);c=f[d+12>>2]|0;if(c|0)iOb(c);sOb(d)}while((b|0)!=0);g=a+1008|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+976>>2]|0;if(!b){g=a+112|0;E8a(g);E8a(a);return}c=a+980|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);g=a+112|0;E8a(g);E8a(a);return}function z8a(a){a=a|0;var b=0;b=f[a+436>>2]|0;if(b|0)iOb(b);b=f[a+400>>2]|0;if(b|0)iOb(b);b=f[a+364>>2]|0;if(b|0)iOb(b);b=f[a+328>>2]|0;if(b|0)iOb(b);b=f[a+292>>2]|0;if(b|0)iOb(b);b=f[a+256>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+184>>2]|0;if(b|0)iOb(b);b=f[a+148>>2]|0;if(b|0)iOb(b);b=f[a+112>>2]|0;if(b|0)iOb(b);b=f[a+76>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function A8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);h=a+20|0;b=f[h>>2]|0;if(b|0){g=a+24|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-72|0;f[g>>2]=d;e=f[c+-28>>2]|0;if(e|0)iOb(e);Ghb(c+-52|0);Ghb(d);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}b=f[a+8>>2]|0;if(b|0){c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function B8a(a){a=a|0;var b=0;b=f[a+100>>2]|0;if(b|0)iOb(b);b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function C8a(a){a=a|0;var b=0;b=f[a+260>>2]|0;if(b|0)iOb(b);b=f[a+240>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+200>>2]|0;if(b|0)iOb(b);b=f[a+180>>2]|0;if(b|0)iOb(b);b=f[a+132>>2]|0;if(b|0)iOb(b);b=f[a+124>>2]|0;if(b|0)iOb(b);b=f[a+116>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function D8a(a){a=a|0;var b=0;b=f[a+60>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function E8a(a){a=a|0;var b=0,c=0;b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);c=f[a+4>>2]|0;if(!c)return;b=a+8|0;a=f[b>>2]|0;if((a|0)!=(c|0))f[b>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c);return}function F8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;H8a(a+324|0);e=a+312|0;b=f[e>>2]|0;if(b|0){g=a+316|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-524|0;f[g>>2]=d;H8a(c+-504|0);c=f[c+-516>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}b=f[a+296>>2]|0;if(b|0){c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+284>>2]|0;if(b|0){c=a+288|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+272>>2]|0;if(!b){h=a+16|0;J8a(h);return}c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);h=a+16|0;J8a(h);return}function G8a(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;G8a(a,f[b>>2]|0);G8a(a,f[b+4>>2]|0);H8a(b+840|0);d=f[b+24>>2]|0;if(d|0){a=b+28|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}sOb(b);return}function H8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+484>>2]|0;if(b|0){c=a+488|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-60-b|0)>>>0)/60|0)*60|0);sOb(b)}g=a+464|0;I8a(g,f[a+472>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+444|0;I8a(g,f[a+452>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+424|0;I8a(g,f[a+432>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+404|0;I8a(g,f[a+412>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+384|0;I8a(g,f[a+392>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+364|0;I8a(g,f[a+372>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+344|0;I8a(g,f[a+352>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+324|0;I8a(g,f[a+332>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+304|0;I8a(g,f[a+312>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+284|0;I8a(g,f[a+292>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+264|0;I8a(g,f[a+272>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+244|0;I8a(g,f[a+252>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+232>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+224|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+212>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+204|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+192>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+184|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+172>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+164|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+152>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+144|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+132>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+124|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+112>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+104|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+92>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+84|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+72>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+64|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+52>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;g=f[c+12>>2]|0;if(g|0){d=c+16|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-44-g|0)>>>0)/44|0)*44|0);sOb(g)}sOb(c)}while((b|0)!=0);g=a+44|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+32>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+24|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+12>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;sOb(b);return}function I8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;if(!b)return;do{h=b;b=f[b>>2]|0;a=f[h+20>>2]|0;if(a|0)do{g=a;a=f[a>>2]|0;e=f[g+60>>2]|0;if(e|0){c=g+64|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g+56>>2]|0;if(c|0)iOb(c);c=f[g+48>>2]|0;if(c|0)iOb(c);sOb(g)}while((a|0)!=0);g=h+12|0;a=f[g>>2]|0;f[g>>2]=0;if(a|0)sOb(a);sOb(h)}while((b|0)!=0);return}function J8a(a){a=a|0;var b=0,c=0,d=0;b=f[a+244>>2]|0;if(b|0){c=a+248|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+228>>2]|0;if(b|0){c=a+232|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+212>>2]|0;if(b|0){c=a+216|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+196>>2]|0;if(b|0){c=a+200|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+180>>2]|0;if(b|0){c=a+184|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+164>>2]|0;if(b|0){c=a+168|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+148>>2]|0;if(b|0){c=a+152|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+132>>2]|0;if(b|0){c=a+136|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+116>>2]|0;if(b|0){c=a+120|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+100>>2]|0;if(b|0){c=a+104|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+84>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+68>>2]|0;if(b|0){c=a+72|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-16-d|0)>>>4)<<4);sOb(d);return}function K8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0;k=u;u=u+48|0;h=k;i=k+36|0;j=k+24|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;L8a(i,a,c,d,h);g=(b[i+1>>0]|0)==0;if(g)se();d=f[a+72>>2]|0;if(d|0){l=+Mg[f[(f[d>>2]|0)+92>>2]&63](d);p[h>>3]=l}if(c<<24>>24==4){c=a+88|0;f[c>>2]=(f[c>>2]|0)+(f[h+8>>2]|0);c=a+92|0;f[c>>2]=(f[c>>2]|0)+(f[h+12>>2]|0);c=a+96|0;f[c>>2]=(f[c>>2]|0)+(f[h+16>>2]|0);c=a+100|0;f[c>>2]=(f[c>>2]|0)+(f[h+20>>2]|0)}else{c=a+80|0;f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];f[c+16>>2]=f[h+16>>2];f[c+20>>2]=f[h+20>>2]}if(e|0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[e+12>>2]=f[h+12>>2];f[e+16>>2]=f[h+16>>2];f[e+20>>2]=f[h+20>>2]}if(g){j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}if((f[a>>2]|0)==(f[a+4>>2]|0)){j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}M8a(j,a,h);h3a(a,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}function L8a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;r=0;t=u;u=u+2848|0;if(c<<24>>24==1)jSa(f[b+64>>2]|0);g=(d|0)==0?-1:d;j=~~+Gha()>>>0;f[(b+108|0)>>2]=(f[(b+108|0)>>2]|0)+1;if(e|0){f[(e+8|0)>>2]=0;f[(e+8|0)+4>>2]=0;f[(e+8|0)+8>>2]=0;f[(e+8|0)+12>>2]=0}k=JAa((f[(b+60|0)>>2]|0)+224|0,f[64745]|0,f[64746]|0)|0;n[(t+1176|0)>>2]=+p[k>>3];n[((t+1176|0)+4|0)>>2]=+p[k+8>>3];n[((t+1176|0)+8|0)>>2]=+p[k+16>>3];n[((t+1176|0)+12|0)>>2]=+p[k+24>>3];n[((t+1176|0)+16|0)>>2]=+p[k+32>>3];n[((t+1176|0)+20|0)>>2]=+p[k+40>>3];n[((t+1176|0)+24|0)>>2]=+p[k+48>>3];n[((t+1176|0)+28|0)>>2]=+p[k+56>>3];n[((t+1176|0)+32|0)>>2]=+p[k+64>>3];n[((t+1176|0)+36|0)>>2]=+p[k+72>>3];n[((t+1176|0)+40|0)>>2]=+p[k+80>>3];n[((t+1176|0)+44|0)>>2]=+p[k+88>>3];n[((t+1176|0)+48|0)>>2]=+p[k+96>>3];n[((t+1176|0)+52|0)>>2]=+p[k+104>>3];n[((t+1176|0)+56|0)>>2]=+p[k+112>>3];n[((t+1176|0)+60|0)>>2]=+p[k+120>>3];f[(t+280|0)>>2]=t+1176|0;f[(t+280|0)+4>>2]=b+144|0;if(N8a(t+280|0)|0){f[(b+144|0)>>2]=f[(t+1176|0)>>2];f[b+148>>2]=f[((t+1176|0)+4|0)>>2];f[b+152>>2]=f[((t+1176|0)+8|0)>>2];f[b+156>>2]=f[((t+1176|0)+12|0)>>2];f[b+160>>2]=f[((t+1176|0)+16|0)>>2];f[b+164>>2]=f[((t+1176|0)+20|0)>>2];f[b+168>>2]=f[((t+1176|0)+24|0)>>2];f[b+172>>2]=f[((t+1176|0)+28|0)>>2];f[b+176>>2]=f[((t+1176|0)+32|0)>>2];f[b+180>>2]=f[((t+1176|0)+36|0)>>2];f[b+184>>2]=f[((t+1176|0)+40|0)>>2];f[b+188>>2]=f[((t+1176|0)+44|0)>>2];f[b+192>>2]=f[((t+1176|0)+48|0)>>2];f[b+196>>2]=f[((t+1176|0)+52|0)>>2];f[b+200>>2]=f[((t+1176|0)+56|0)>>2];f[b+204>>2]=f[((t+1176|0)+60|0)>>2];y2a(b+36|0,(f[(b+60|0)>>2]|0)+224|0);d=1}else d=0;h=f[(b+60|0)>>2]|0;i=f[h+1884>>2]|0;k=1;if(k){k=0;if((i|0)==(h+1888|0|0))l=0;else k=1}f[t+1272>>2]=b;f[t+1280>>2]=c;f[t+1296>>2]=e;f[t+1344>>2]=d;f[t+1352>>2]=l;f[t+1376>>2]=m;f[t+1392>>2]=o;f[t+1408>>2]=g;f[t+1416>>2]=q;f[t+1632>>2]=h;f[t+1640>>2]=i;f[t+1824>>2]=j;f[t+2672>>2]=r;f[t+2680>>2]=k;f[t+2688>>2]=s;f[t+2728>>2]=0;f[t+2732>>2]=0;zbb(t);l=f[t+1352>>2]|0;m=f[t+1376>>2]|0;o=f[t+1392>>2]|0;q=f[t+1416>>2]|0;r=f[t+2672>>2]|0;s=f[t+2688>>2]|0;f[t+1264>>2]=a;f[t+1272>>2]=b;f[t+1280>>2]=c;f[t+1296>>2]=e;f[t+1352>>2]=l;f[t+1376>>2]=m;f[t+1392>>2]=o;f[t+1416>>2]=q;f[t+1824>>2]=j;f[t+2672>>2]=r;f[t+2688>>2]=s;f[t+2720>>2]=0;f[t+2724>>2]=0;ybb(t);G=f[t+2720>>2]|0;D=f[t+2724>>2]|0;H=+n[t+2724>>2];f[t+2720>>2]=0;f[t+2724>>2]=0;if((G|0)==5)return}function M8a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+176|0;o=s+152|0;q=s+16|0;r=s;i=c+60|0;l=f[i>>2]|0;m=l+224|0;g=f[c+388>>2]|0;k=(f[c+392>>2]|0)-g|0;c=(k|0)/24|0;do if(!k){f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0}else{e=l+24|0;if(!(f[e>>2]|0)){f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;break}else{Adb(l,o,q);k=f[i>>2]|0;Ieb(r,k+2180|0,g,c,k+224|0,+n[o>>2],+n[q>>2],f[e>>2]|0,k+2256|0);break}}while(0);i=q+4|0;f[q>>2]=15100;j=q+56|0;f[j>>2]=15120;tEb(q+56|0,i);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(i);f[i>>2]=39692;k=q+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(i,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);c=m3a(m3a(q,197767,9)|0,197777,20)|0;c=m3a(NEb(c,+p[d>>3])|0,197798,19)|0;c=m3a(KEb(c,f[d+8>>2]|0)|0,197818,18)|0;c=m3a(KEb(c,f[d+12>>2]|0)|0,197837,22)|0;c=m3a(KEb(c,f[d+16>>2]|0)|0,197860,15)|0;c=KEb(c,f[d+20>>2]|0)|0;b[o>>0]=125;m3a(c,o,1)|0;c=m3a(q,197876,11)|0;g=c+(f[(f[c>>2]|0)+-12>>2]|0)+4|0;f[g>>2]=f[g>>2]&-261|256;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+8>>2]=17;c=m3a(KEb(c,h[m>>0]|0)|0,246325,2)|0;c=NEb(c,+p[l+256>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+264>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+272>>3])|0,197888,3)|0;c=NEb(c,+p[l+280>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+288>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+296>>3])|0,197888,3)|0;c=NEb(c,+p[l+232>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+240>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+248>>3])|0,246331,2)|0;c=NEb(c,+p[l+432>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+440>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+pAa(m))|0;b[o>>0]=93;m3a(c,o,1)|0;m3a(q,197892,18)|0;c=f[r>>2]|0;g=r+4|0;e=f[g>>2]|0;if((c|0)!=(e|0)){KEb(q,f[c>>2]|0)|0;c=c+4|0;if((c|0)!=(e|0))do{b[o>>0]=44;m3a(q,o,1)|0;KEb(q,f[c>>2]|0)|0;c=c+4|0}while((c|0)!=(e|0))}b[o>>0]=93;m3a(q,o,1)|0;l3a(a,i);f[q>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(q,39752);jDb(j);c=f[r>>2]|0;if(!c){u=s;return}e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);u=s;return}function N8a(a){a=a|0;var b=0;b=f[a>>2]|0;a=f[a+4>>2]|0;if(+n[b>>2]!=+n[a>>2]){b=1;return b|0}if(+n[b+4>>2]!=+n[a+4>>2]){b=1;return b|0}if(+n[b+8>>2]!=+n[a+8>>2]){b=1;return b|0}if(+n[b+12>>2]!=+n[a+12>>2]){b=1;return b|0}if(+n[b+16>>2]!=+n[a+16>>2]){b=1;return b|0}if(+n[b+20>>2]!=+n[a+20>>2]){b=1;return b|0}if(+n[b+24>>2]!=+n[a+24>>2]){b=1;return b|0}if(+n[b+28>>2]!=+n[a+28>>2]){b=1;return b|0}if(+n[b+32>>2]!=+n[a+32>>2]){b=1;return b|0}if(+n[b+36>>2]!=+n[a+36>>2]){b=1;return b|0}if(+n[b+40>>2]!=+n[a+40>>2]){b=1;return b|0}if(+n[b+44>>2]!=+n[a+44>>2]){b=1;return b|0}if(+n[b+48>>2]!=+n[a+48>>2]){b=1;return b|0}if(+n[b+52>>2]!=+n[a+52>>2]){b=1;return b|0}if(+n[b+56>>2]!=+n[a+56>>2]){b=1;return b|0}b=+n[b+60>>2]!=+n[a+60>>2];return b|0}function O8a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0;m=+p[a+344>>3];q=+p[a+352>>3];r=+p[a+360>>3];s=+L(+(m*m+(q*q+r*r)));p[d>>3]=m/s;n=d+8|0;p[n>>3]=q/s;o=d+16|0;p[o>>3]=r/s;t=a+230|0;if((j[t>>1]|j[t+2>>1]<<16)&32768|0){m=+p[b>>3];r=+p[b+24>>3];if(m<=r){l=+p[b+8>>3];s=+p[b+32>>3];if(l<=s){k=+p[b+16>>3];q=+p[b+40>>3];if(k<=q){p[c>>3]=m;b=c+8|0;p[b>>3]=l;a=c+16|0;p[a>>3]=k;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3];i=f*l+e*k;h=g*m+i;i=g*r+i;if(i<h){p[c>>3]=r;p[b>>3]=l;p[a>>3]=k;h=i;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}i=g*m+(f*s+e*k);if(i<h){p[c>>3]=m;p[b>>3]=s;p[a>>3]=k;h=i;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}i=g*r+(f*s+e*k);if(i<h){p[c>>3]=r;p[b>>3]=s;p[a>>3]=k;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else i=h;h=g*m+(f*l+e*q);if(h<i){p[c>>3]=m;p[b>>3]=l;p[a>>3]=q;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else h=i;i=g*r+(f*l+e*q);if(i<h){p[c>>3]=r;p[b>>3]=l;p[a>>3]=q;e=+p[o>>3];g=+p[d>>3];f=+p[n>>3]}else i=h;h=g*m+(f*s+e*q);if(h<i){p[c>>3]=m;p[b>>3]=s;p[a>>3]=q;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else h=i;if(!(g*r+(f*s+e*q)<h))return;p[c>>3]=r;p[b>>3]=s;p[a>>3]=q;return}}}}p[c>>3]=+p[a+320>>3];p[c+8>>3]=+p[a+328>>3];p[c+16>>3]=+p[a+336>>3];return}function P8a(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0.0,z=0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0;N=u;u=u+2048|0;F=N+1296|0;G=N+1272|0;I=N+520|0;J=N+392|0;K=N+264|0;M=N;h=a+230|0;i=j[h>>1]|j[h+2>>1]<<16;if(!(i&2048)){M=0;u=N;return M|0}l=+p[c>>3];k=c+24|0;m=+p[k>>3];if(l<=m){z=c+8|0;o=+p[z>>3];A=c+32|0;q=+p[A>>3];if(o<=q){C=c+16|0;r=+p[C>>3];D=c+40|0;s=+p[D>>3];if(r<=s){H=a+60|0;E=f[H>>2]|0;x=f[E+1908>>2]|0;if(!(i&8192))if(+p[x+952>>3]==l)if(+p[x+960>>3]==o)if(+p[x+968>>3]==r)if(+p[x+976>>3]==m)if(+p[x+984>>3]==q)if(+p[x+992>>3]==s){M=0;u=N;return M|0}p[x+952>>3]=l;p[x+960>>3]=+p[z>>3];p[x+968>>3]=+p[C>>3];p[x+976>>3]=+p[k>>3];p[x+984>>3]=+p[A>>3];p[x+992>>3]=+p[D>>3];x=(j[h>>1]|j[h+2>>1]<<16)&-8193;d[h>>1]=x;d[h+2>>1]=x>>>16;t=+p[k>>3];B=+p[c>>3]*.5+t*.5;p[F>>3]=B;r=+p[A>>3];y=+p[z>>3]*.5+r*.5;p[F+8>>3]=y;s=+p[D>>3];w=+p[C>>3]*.5+s*.5;p[F+16>>3]=w;t=t-B;r=r-y;s=s-w;s=+L(+(t*t+(r*r+s*s)));r=+n[E+3720>>2]*+(((f[E+3716>>2]|0)+-1|0)>>>0);x=a+368|0;r=s+s*(r/(+((f[x>>2]|0)>>>0)-r));s=r*2.0;t=+p[g+8>>3];v=+p[g+16>>3];if(!(t*t+v*v+0.0>=.001)){l=+p[g>>3];m=l;o=0.0;q=-v}else{m=-t;o=v;q=0.0;l=+p[g>>3]}p[G>>3]=q;p[G+8>>3]=o;p[G+16>>3]=m;p[J>>3]=B+l;p[J+8>>3]=y+t;p[J+16>>3]=w+v;aAa(I,1,J,F,G,s,s,1.0/r);c=f[(f[H>>2]|0)+1908>>2]|0;b[c+1e3>>0]=b[I>>0]|0;p[c+1008>>3]=+p[I+8>>3];p[c+1016>>3]=+p[I+16>>3];p[c+1024>>3]=+p[I+24>>3];p[c+1032>>3]=+p[I+32>>3];p[c+1040>>3]=+p[I+40>>3];p[c+1048>>3]=+p[I+48>>3];p[c+1056>>3]=+p[I+56>>3];p[c+1064>>3]=+p[I+64>>3];p[c+1072>>3]=+p[I+72>>3];p[c+1080>>3]=+p[I+80>>3];p[c+1088>>3]=+p[I+88>>3];p[c+1096>>3]=+p[I+96>>3];p[c+1104>>3]=+p[I+104>>3];p[c+1112>>3]=+p[I+112>>3];p[c+1120>>3]=+p[I+120>>3];p[c+1128>>3]=+p[I+128>>3];p[c+1136>>3]=+p[I+136>>3];p[c+1144>>3]=+p[I+144>>3];p[c+1152>>3]=+p[I+152>>3];p[c+1160>>3]=+p[I+160>>3];p[c+1168>>3]=+p[I+168>>3];p[c+1176>>3]=+p[I+176>>3];p[c+1184>>3]=+p[I+184>>3];p[c+1192>>3]=+p[I+192>>3];p[c+1200>>3]=+p[I+200>>3];h=c+1208|0;i=I+208|0;k=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(k|0));p[c+1248>>3]=+p[I+248>>3];p[c+1256>>3]=+p[I+256>>3];p[c+1264>>3]=+p[I+264>>3];p[c+1272>>3]=+p[I+272>>3];p[c+1280>>3]=+p[I+280>>3];p[c+1288>>3]=+p[I+288>>3];p[c+1296>>3]=+p[I+296>>3];p[c+1304>>3]=+p[I+304>>3];p[c+1312>>3]=+p[I+312>>3];p[c+1320>>3]=+p[I+320>>3];p[c+1328>>3]=+p[I+328>>3];p[c+1336>>3]=+p[I+336>>3];p[c+1344>>3]=+p[I+344>>3];p[c+1352>>3]=+p[I+352>>3];p[c+1360>>3]=+p[I+360>>3];p[c+1368>>3]=+p[I+368>>3];f[c+1376>>2]=f[I+376>>2];f[c+1380>>2]=f[I+380>>2];f[c+1384>>2]=f[I+384>>2];f[c+1388>>2]=f[I+388>>2];f[c+1392>>2]=f[I+392>>2];f[c+1396>>2]=f[I+396>>2];f[c+1400>>2]=f[I+400>>2];f[c+1404>>2]=f[I+404>>2];f[c+1408>>2]=f[I+408>>2];f[c+1412>>2]=f[I+412>>2];f[c+1416>>2]=f[I+416>>2];f[c+1420>>2]=f[I+420>>2];f[c+1424>>2]=f[I+424>>2];f[c+1428>>2]=f[I+428>>2];f[c+1432>>2]=f[I+432>>2];f[c+1436>>2]=f[I+436>>2];p[c+1440>>3]=+p[I+440>>3];p[c+1448>>3]=+p[I+448>>3];p[c+1456>>3]=+p[I+456>>3];p[c+1464>>3]=+p[I+464>>3];p[c+1472>>3]=+p[I+472>>3];p[c+1480>>3]=+p[I+480>>3];p[c+1488>>3]=+p[I+488>>3];p[c+1496>>3]=+p[I+496>>3];p[c+1504>>3]=+p[I+504>>3];p[c+1512>>3]=+p[I+512>>3];p[c+1520>>3]=+p[I+520>>3];p[c+1528>>3]=+p[I+528>>3];p[c+1536>>3]=+p[I+536>>3];p[c+1544>>3]=+p[I+544>>3];p[c+1552>>3]=+p[I+552>>3];p[c+1560>>3]=+p[I+560>>3];p[c+1568>>3]=+p[I+568>>3];p[c+1576>>3]=+p[I+576>>3];p[c+1584>>3]=+p[I+584>>3];p[c+1592>>3]=+p[I+592>>3];p[c+1600>>3]=+p[I+600>>3];p[c+1608>>3]=+p[I+608>>3];p[c+1616>>3]=+p[I+616>>3];p[c+1624>>3]=+p[I+624>>3];p[c+1632>>3]=+p[I+632>>3];p[c+1640>>3]=+p[I+640>>3];p[c+1648>>3]=+p[I+648>>3];p[c+1656>>3]=+p[I+656>>3];p[c+1664>>3]=+p[I+664>>3];p[c+1672>>3]=+p[I+672>>3];p[c+1680>>3]=+p[I+680>>3];p[c+1688>>3]=+p[I+688>>3];f[c+1696>>2]=f[I+696>>2];f[c+1700>>2]=f[I+700>>2];f[c+1704>>2]=f[I+704>>2];f[c+1708>>2]=f[I+708>>2];f[c+1712>>2]=f[I+712>>2];f[c+1716>>2]=f[I+716>>2];f[c+1720>>2]=f[I+720>>2];f[c+1724>>2]=f[I+724>>2];f[c+1728>>2]=f[I+728>>2];G=c+1732|0;F=I+732|0;f[G>>2]=f[F>>2];f[G+4>>2]=f[F+4>>2];f[G+8>>2]=f[F+8>>2];b[G+12>>0]=b[F+12>>0]|0;G=f[x>>2]|0;I=JAa(I,G,G)|0;p[J>>3]=+p[I>>3];p[J+8>>3]=+p[I+8>>3];v=+p[I+16>>3];p[J+16>>3]=v;p[J+24>>3]=+p[I+24>>3];p[J+32>>3]=+p[I+32>>3];p[J+40>>3]=+p[I+40>>3];w=+p[I+48>>3];p[J+48>>3]=w;p[J+56>>3]=+p[I+56>>3];p[J+64>>3]=+p[I+64>>3];p[J+72>>3]=+p[I+72>>3];B=+p[I+80>>3];p[J+80>>3]=B;p[J+88>>3]=+p[I+88>>3];p[J+96>>3]=+p[I+96>>3];p[J+104>>3]=+p[I+104>>3];y=+p[I+112>>3];p[J+112>>3]=y;p[J+120>>3]=+p[I+120>>3];B=v*+p[e>>3]+w*+p[e+8>>3]+(y+B*+p[e+16>>3]);p[K>>3]=1.0;I=K+8|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;f[I+24>>2]=0;f[I+28>>2]=0;p[K+40>>3]=1.0;I=K+48|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;f[I+24>>2]=0;f[I+28>>2]=0;p[K+80>>3]=1.0;I=K+88|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;p[K+120>>3]=1.0;p[K+112>>3]=B;LAa(J,M);f[M+128>>2]=K;J=M+136|0;T8a(J,M)|0;K=f[(f[H>>2]|0)+1908>>2]|0;n[K+1752>>2]=+p[J>>3];n[K+1756>>2]=+p[M+144>>3];n[K+1760>>2]=+p[M+152>>3];n[K+1764>>2]=+p[M+160>>3];n[K+1768>>2]=+p[M+168>>3];n[K+1772>>2]=+p[M+176>>3];n[K+1776>>2]=+p[M+184>>3];n[K+1780>>2]=+p[M+192>>3];n[K+1784>>2]=+p[M+200>>3];n[K+1788>>2]=+p[M+208>>3];n[K+1792>>2]=+p[M+216>>3];n[K+1796>>2]=+p[M+224>>3];n[K+1800>>2]=+p[M+232>>3];n[K+1804>>2]=+p[M+240>>3];n[K+1808>>2]=+p[M+248>>3];n[K+1812>>2]=+p[M+256>>3];M=1;u=N;return M|0}}}eAa(F);VQ((f[(f[a+60>>2]|0)+1908>>2]|0)+1e3|0,F)|0;M=1;u=N;return M|0}function Q8a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0;i=u;u=u+192|0;h=i;switch(b[a+380>>0]|0){case 0:{f[e>>2]=f[a+372>>2];f[g>>2]=f[a+376>>2];u=i;return}case 1:{q=+p[c>>3];v=+p[c+8>>3];r=+p[c+16>>3];p[h>>3]=q;p[h+8>>3]=v;p[h+16>>3]=r;t=+p[c+24>>3];p[h+24>>3]=t;p[h+32>>3]=v;p[h+40>>3]=r;s=+p[c+32>>3];p[h+48>>3]=q;p[h+56>>3]=s;p[h+64>>3]=r;p[h+72>>3]=t;p[h+80>>3]=s;p[h+88>>3]=r;o=+p[c+40>>3];p[h+96>>3]=q;p[h+104>>3]=v;p[h+112>>3]=o;p[h+120>>3]=t;p[h+128>>3]=v;p[h+136>>3]=o;p[h+144>>3]=q;p[h+152>>3]=s;p[h+160>>3]=o;p[h+168>>3]=t;p[h+176>>3]=s;p[h+184>>3]=o;o=+p[d>>3];m=+p[d+8>>3];l=+p[d+16>>3];k=+p[d+24>>3];q=q*o;v=v*m;r=r*l+k;j=q+v+r;j=j>0.0?j:0.0;t=t*o;v=t+v+r;j=j<v?v:j;s=s*m;v=q+s+r;j=j<v?v:j;r=t+s+r;j=j<r?r:j;q=q+ +p[h+104>>3]*m+(+p[h+112>>3]*l+k);j=j<q?q:j;q=+p[h+120>>3]*o+ +p[h+128>>3]*m+(+p[h+136>>3]*l+k);j=j<q?q:j;q=+p[h+144>>3]*o+ +p[h+152>>3]*m+(+p[h+160>>3]*l+k);j=j<q?q:j;k=+p[h+168>>3]*o+ +p[h+176>>3]*m+(+p[h+184>>3]*l+k);j=j<k?k:j;n[e>>2]=j*+n[a+372>>2];n[g>>2]=j*+n[a+376>>2];u=i;return}default:{u=i;return}}}function R8a(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;i=n;m=f[a>>2]|0;l=m+226|0;a:do switch(b[l>>0]|0){case 1:{k=f[m+60>>2]|0;qgb(k+2548|0,f[a+4>>2]|0,f[a+8>>2]|0,f[a+12>>2]|0,k+2256|0,(b[f[a+16>>2]>>0]|0)!=0);break}case 2:{k=f[m+60>>2]|0;$fb(k+3100|0,f[a+4>>2]|0,32,16,f[a+12>>2]|0,k+2256|0,(b[f[a+16>>2]>>0]|0)!=0,k+3728|0,k+224|0);break}case 3:{k=m+60|0;c=f[k>>2]|0;g=c+77|0;d=(b[f[a+20>>2]>>0]|0)!=0;if(!((h[g>>0]|h[g+1>>0]<<8)&128)){if(d){ehb(c+3264|0,f[a+4>>2]|0,f[a+8>>2]|0);break a}g=b[259204]|0;Fwb(258928,1)|0;e=(f[k>>2]|0)+3452|0;c=f[f[a+4>>2]>>2]|0;if(!c)c=0;else{d=f[c+4>>2]|0;if((f[c+8>>2]|0)==(d|0))c=0;else c=f[d+8>>2]|0}Dfb(e,c);Fwb(258928,g<<24>>24!=0)|0;break a}if(d){e=b[259204]|0;Fwb(258928,1)|0;g=(f[k>>2]|0)+3452|0;c=f[f[a+8>>2]>>2]|0;if(!c)c=0;else{d=f[c+4>>2]|0;if((f[c+8>>2]|0)==(d|0))c=0;else c=f[d+8>>2]|0}Dfb(g,c);Fwb(258928,e<<24>>24!=0)|0;c=f[k>>2]|0}g=f[a+4>>2]|0;f[i>>2]=0;k=i+4|0;f[k>>2]=0;qgb(c+2824|0,g,i,f[a+12>>2]|0,c+2256|0,(b[f[a+16>>2]>>0]|0)!=0);c=f[k>>2]|0;if(c|0)iOb(c);break}default:Bfb((f[m+60>>2]|0)+2224|0,f[a+4>>2]|0,f[a+8>>2]|0)}while(0);e=m+230|0;if((j[e>>1]|j[e+2>>1]<<16)&16|0)if(b[f[a+24>>2]>>0]|0){k=f[m+60>>2]|0;i=(b[l>>0]|0)==2;ffb(k+2336|0,f[a+4>>2]|0,i,0,k+224|0,i?32:48,k+2256|0)}if((b[l>>0]|0)==2){u=n;return}c=j[e>>1]|j[e+2>>1]<<16;if(c&32)if(b[f[a+28>>2]>>0]|0){c=f[m+60>>2]|0;if(!(b[f[a+24>>2]>>0]|0))d=b[f[a+32>>2]>>0]|0?16:0;else d=16;Xfb(c+3284|0,f[a+4>>2]|0,c+224|0,d,c+2256|0);c=j[e>>1]|j[e+2>>1]<<16}c=c>>>8&3;if(!(c<<24>>24)){u=n;return}if(!(b[f[a+24>>2]>>0]|0))if(!(b[f[a+28>>2]>>0]|0)){u=n;return}m=f[m+60>>2]|0;Ffb(m+3728|0,c,f[f[a+4>>2]>>2]|0,f[f[a+8>>2]>>2]|0,m+224|0,0);u=n;return}function S8a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0;q=u;u=u+96|0;e=q+72|0;k=q;l=f[a>>2]|0;m=l+60|0;ieb((f[m>>2]|0)+1916|0);if(b[f[a+4>>2]>>0]|0){g=f[m>>2]|0;c=f[(f[g+1912>>2]|0)+864>>2]|0;if(c|0){d=f[c+4>>2]|0;if((f[c+8>>2]|0)!=(d|0)){c=f[d+8>>2]|0;if(c|0){i=f[a+8>>2]|0;n[e>>2]=+p[i>>3];n[e+4>>2]=+p[i+8>>3];n[e+8>>2]=+p[i+16>>3];Agb(g+4216|0,e,+p[f[a+12>>2]>>3],c,g+2256|0)}}}}e=a+16|0;Lqb((f[m>>2]|0)+1976|0,f[e>>2]|0,0);g=l+230|0;if((j[g>>1]|j[g+2>>1]<<16)&2048|0)if((b[l+226>>0]|0)!=2){i=f[m>>2]|0;if((f[i+1896>>2]|0)==(f[i+1900>>2]|0))if(!(sSa(f[l+64>>2]|0)|0)){h=f[m>>2]|0;i=f[h+1908>>2]|0;c=f[i+864>>2]|0;if(c|0){d=f[c+4>>2]|0;if((f[c+8>>2]|0)!=(d|0)){c=f[d+8>>2]|0;if(c|0){f[k>>2]=f[e>>2];f[k+4>>2]=i+1752;i=k+8|0;gma(i,k)|0;Igb(h+3624|0,c,i,(b[f[a+20>>2]>>0]|0)!=0)}}}}}if(!((j[g>>1]|j[g+2>>1]<<16)&64))o=18;else if(qfb((f[m>>2]|0)+3472|0)|0)o=18;else if((b[l+226>>0]|0)==2)o=18;else{h=f[64773]|0;i=f[64775]|0;k=f[64774]|0;l=f[64776]|0;g=b[259204]|0;Fwb(258928,1)|0;pwb(258928,1,771)|0;a=a+24|0;Dfb((f[m>>2]|0)+3452|0,f[f[a>>2]>>2]|0);pwb(258928,1,1)|0;e=f[m>>2]|0;tfb(e+3472|0,f[a>>2]|0,e+2256|0);Fhb(f[a>>2]|0);Fwb(258928,g<<24>>24!=0)|0;owb(258928,h,i,k,l)|0}if((o|0)==18)R8a(f[a+28>>2]|0);c=f[m>>2]|0;d=f[c+1896>>2]|0;if((d|0)==(f[c+1900>>2]|0)){u=q;return}xfb(c+3556|0,f[(f[(f[d+24>>2]|0)+4>>2]|0)+8>>2]|0,f[(f[(f[d+144>>2]|0)+4>>2]|0)+8>>2]|0);u=q;return}function T8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;h=b+128|0;r=f[h>>2]|0;u=b+32|0;t=b+64|0;s=b+96|0;p[a>>3]=+p[b>>3]*+p[r>>3]+ +p[u>>3]*+p[r+8>>3]+ +p[t>>3]*+p[r+16>>3]+ +p[s>>3]*+p[r+24>>3];r=f[h>>2]|0;q=b+8|0;o=b+40|0;n=b+72|0;m=b+104|0;p[a+8>>3]=+p[q>>3]*+p[r>>3]+ +p[o>>3]*+p[r+8>>3]+ +p[n>>3]*+p[r+16>>3]+ +p[m>>3]*+p[r+24>>3];r=f[h>>2]|0;l=b+16|0;k=b+48|0;j=b+80|0;i=b+112|0;p[a+16>>3]=+p[l>>3]*+p[r>>3]+ +p[k>>3]*+p[r+8>>3]+ +p[j>>3]*+p[r+16>>3]+ +p[i>>3]*+p[r+24>>3];r=f[h>>2]|0;g=b+24|0;e=b+56|0;d=b+88|0;c=b+120|0;p[a+24>>3]=+p[g>>3]*+p[r>>3]+ +p[e>>3]*+p[r+8>>3]+ +p[d>>3]*+p[r+16>>3]+ +p[c>>3]*+p[r+24>>3];r=f[h>>2]|0;p[a+32>>3]=+p[b>>3]*+p[r+32>>3]+ +p[u>>3]*+p[r+40>>3]+ +p[t>>3]*+p[r+48>>3]+ +p[s>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+40>>3]=+p[q>>3]*+p[r+32>>3]+ +p[o>>3]*+p[r+40>>3]+ +p[n>>3]*+p[r+48>>3]+ +p[m>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+48>>3]=+p[l>>3]*+p[r+32>>3]+ +p[k>>3]*+p[r+40>>3]+ +p[j>>3]*+p[r+48>>3]+ +p[i>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+56>>3]=+p[g>>3]*+p[r+32>>3]+ +p[e>>3]*+p[r+40>>3]+ +p[d>>3]*+p[r+48>>3]+ +p[c>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+64>>3]=+p[b>>3]*+p[r+64>>3]+ +p[u>>3]*+p[r+72>>3]+ +p[t>>3]*+p[r+80>>3]+ +p[s>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+72>>3]=+p[q>>3]*+p[r+64>>3]+ +p[o>>3]*+p[r+72>>3]+ +p[n>>3]*+p[r+80>>3]+ +p[m>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+80>>3]=+p[l>>3]*+p[r+64>>3]+ +p[k>>3]*+p[r+72>>3]+ +p[j>>3]*+p[r+80>>3]+ +p[i>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+88>>3]=+p[g>>3]*+p[r+64>>3]+ +p[e>>3]*+p[r+72>>3]+ +p[d>>3]*+p[r+80>>3]+ +p[c>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+96>>3]=+p[b>>3]*+p[r+96>>3]+ +p[u>>3]*+p[r+104>>3]+ +p[t>>3]*+p[r+112>>3]+ +p[s>>3]*+p[r+120>>3];b=f[h>>2]|0;p[a+104>>3]=+p[q>>3]*+p[b+96>>3]+ +p[o>>3]*+p[b+104>>3]+ +p[n>>3]*+p[b+112>>3]+ +p[m>>3]*+p[b+120>>3];b=f[h>>2]|0;p[a+112>>3]=+p[l>>3]*+p[b+96>>3]+ +p[k>>3]*+p[b+104>>3]+ +p[j>>3]*+p[b+112>>3]+ +p[i>>3]*+p[b+120>>3];b=f[h>>2]|0;p[a+120>>3]=+p[g>>3]*+p[b+96>>3]+ +p[e>>3]*+p[b+104>>3]+ +p[d>>3]*+p[b+112>>3]+ +p[c>>3]*+p[b+120>>3];return a|0}function U8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+60|0;Phb((f[g>>2]|0)+1048|0,c,d,e);h=a+230|0;if(!((j[h>>1]|j[h+2>>1]<<16)&2048))return;if((b[a+226>>0]|0)==2)return;h=f[g>>2]|0;if((f[h+1896>>2]|0)!=(f[h+1900>>2]|0))return;if(sSa(f[a+64>>2]|0)|0)return;Phb(f[(f[g>>2]|0)+1908>>2]|0,c,d,e);return}function V8a(a){a=a|0;a=a+60|0;vib((f[a>>2]|0)+1048|0);ldb(f[a>>2]|0);return}function W8a(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,k=0,l=0;l=u;u=u+752|0;i=l;k=a+230|0;c=(j[k>>1]|j[k+2>>1]<<16)&-655361;d[k>>1]=c;d[k+2>>1]=c>>>16;eAa(i);c=j[k>>1]|j[k+2>>1]<<16;if(!(c&655360)){c=f[a+60>>2]|0;b[c+224>>0]=b[i>>0]|0;p[c+232>>3]=+p[i+8>>3];p[c+240>>3]=+p[i+16>>3];p[c+248>>3]=+p[i+24>>3];p[c+256>>3]=+p[i+32>>3];p[c+264>>3]=+p[i+40>>3];p[c+272>>3]=+p[i+48>>3];p[c+280>>3]=+p[i+56>>3];p[c+288>>3]=+p[i+64>>3];p[c+296>>3]=+p[i+72>>3];p[c+304>>3]=+p[i+80>>3];p[c+312>>3]=+p[i+88>>3];p[c+320>>3]=+p[i+96>>3];p[c+328>>3]=+p[i+104>>3];p[c+336>>3]=+p[i+112>>3];p[c+344>>3]=+p[i+120>>3];p[c+352>>3]=+p[i+128>>3];p[c+360>>3]=+p[i+136>>3];p[c+368>>3]=+p[i+144>>3];p[c+376>>3]=+p[i+152>>3];p[c+384>>3]=+p[i+160>>3];p[c+392>>3]=+p[i+168>>3];p[c+400>>3]=+p[i+176>>3];p[c+408>>3]=+p[i+184>>3];p[c+416>>3]=+p[i+192>>3];p[c+424>>3]=+p[i+200>>3];e=c+432|0;g=i+208|0;h=e+40|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));p[c+472>>3]=+p[i+248>>3];p[c+480>>3]=+p[i+256>>3];p[c+488>>3]=+p[i+264>>3];p[c+496>>3]=+p[i+272>>3];p[c+504>>3]=+p[i+280>>3];p[c+512>>3]=+p[i+288>>3];p[c+520>>3]=+p[i+296>>3];p[c+528>>3]=+p[i+304>>3];p[c+536>>3]=+p[i+312>>3];p[c+544>>3]=+p[i+320>>3];p[c+552>>3]=+p[i+328>>3];p[c+560>>3]=+p[i+336>>3];p[c+568>>3]=+p[i+344>>3];p[c+576>>3]=+p[i+352>>3];p[c+584>>3]=+p[i+360>>3];p[c+592>>3]=+p[i+368>>3];f[c+600>>2]=f[i+376>>2];f[c+604>>2]=f[i+380>>2];f[c+608>>2]=f[i+384>>2];f[c+612>>2]=f[i+388>>2];f[c+616>>2]=f[i+392>>2];f[c+620>>2]=f[i+396>>2];f[c+624>>2]=f[i+400>>2];f[c+628>>2]=f[i+404>>2];f[c+632>>2]=f[i+408>>2];f[c+636>>2]=f[i+412>>2];f[c+640>>2]=f[i+416>>2];f[c+644>>2]=f[i+420>>2];f[c+648>>2]=f[i+424>>2];f[c+652>>2]=f[i+428>>2];f[c+656>>2]=f[i+432>>2];f[c+660>>2]=f[i+436>>2];p[c+664>>3]=+p[i+440>>3];p[c+672>>3]=+p[i+448>>3];p[c+680>>3]=+p[i+456>>3];p[c+688>>3]=+p[i+464>>3];p[c+696>>3]=+p[i+472>>3];p[c+704>>3]=+p[i+480>>3];p[c+712>>3]=+p[i+488>>3];p[c+720>>3]=+p[i+496>>3];p[c+728>>3]=+p[i+504>>3];p[c+736>>3]=+p[i+512>>3];p[c+744>>3]=+p[i+520>>3];p[c+752>>3]=+p[i+528>>3];p[c+760>>3]=+p[i+536>>3];p[c+768>>3]=+p[i+544>>3];p[c+776>>3]=+p[i+552>>3];p[c+784>>3]=+p[i+560>>3];p[c+792>>3]=+p[i+568>>3];p[c+800>>3]=+p[i+576>>3];p[c+808>>3]=+p[i+584>>3];p[c+816>>3]=+p[i+592>>3];p[c+824>>3]=+p[i+600>>3];p[c+832>>3]=+p[i+608>>3];p[c+840>>3]=+p[i+616>>3];p[c+848>>3]=+p[i+624>>3];p[c+856>>3]=+p[i+632>>3];p[c+864>>3]=+p[i+640>>3];p[c+872>>3]=+p[i+648>>3];p[c+880>>3]=+p[i+656>>3];p[c+888>>3]=+p[i+664>>3];p[c+896>>3]=+p[i+672>>3];p[c+904>>3]=+p[i+680>>3];p[c+912>>3]=+p[i+688>>3];f[c+920>>2]=f[i+696>>2];f[c+924>>2]=f[i+700>>2];f[c+928>>2]=f[i+704>>2];f[c+932>>2]=f[i+708>>2];f[c+936>>2]=f[i+712>>2];f[c+940>>2]=f[i+716>>2];f[c+944>>2]=f[i+720>>2];f[c+948>>2]=f[i+724>>2];f[c+952>>2]=f[i+728>>2];c=c+956|0;i=i+732|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];b[c+12>>0]=b[i+12>>0]|0;c=j[k>>1]|j[k+2>>1]<<16}c=c|24576;d[k>>1]=c;d[k+2>>1]=c>>>16;c=f[a+72>>2]|0;if(!c){u=l;return}gh[f[(f[c>>2]|0)+116>>2]&2047](c);u=l;return}function X8a(a,b,c){a=a|0;b=b|0;c=c|0;if(!c){bR((f[a+60>>2]|0)+224|0,b)|0;c=a+230|0;b=j[c>>1]|j[c+2>>1]<<16|131072;d[c>>1]=b;d[c+2>>1]=b>>>16;return}c=a+230|0;if((j[c>>1]|j[c+2>>1]<<16)&655360|0)return;bR((f[a+60>>2]|0)+224|0,b)|0;return}function Y8a(a){a=a|0;var b=0,c=0;b=a+230|0;c=j[b>>1]|j[b+2>>1]<<16|24576;d[b>>1]=c;d[b+2>>1]=c>>>16;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function Z8a(a){a=a|0;if((b[a+226>>0]|0)==3){a=1;return a|0}if((b[a+229>>0]|0)!=1){a=0;return a|0}if(!(Yub()|0)){a=0;return a|0}a=avb()|0;return a|0}function _8a(a){a=a|0;a=f[a+60>>2]|0;return (f[a+1896>>2]|0)!=(f[a+1900>>2]|0)|0}function $8a(a,b){a=a|0;b=b|0;a=a+230|0;b=b&1;b=b<<14|b<<13|(j[a>>1]|j[a+2>>1]<<16)&-24577;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function a9a(a){a=a|0;return (f[a+60>>2]|0)+224|0}function b9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-524289|(b&1)<<19;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function c9a(a,b){a=a|0;b=b|0;b=f[b>>2]|0;if((f[a+236>>2]|0)==(b|0))return 1;if((f[a+244>>2]|0)==(b|0))return 1;if((f[a+252>>2]|0)==(b|0))return 1;if((f[a+260>>2]|0)==(b|0))return 1;if((f[a+268>>2]|0)==(b|0))return 1;else return (f[a+276>>2]|0)==(b|0)|0;return 0}function d9a(a,b){a=a|0;b=b|0;$bb((f[a+60>>2]|0)+1372|0,b);return}function e9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=f9a(b+1028|0,c)|0;f[a>>2]=0;g=a+4|0;f[g>>2]=0;h=e+4|0;b=f[h>>2]|0;do if(!b)f[g>>2]=0;else{b=kOb(b)|0;f[g>>2]=b;if(b|0){d=f[e>>2]|0;f[a>>2]=d;if(!d){iOb(b);break}else{u=j;return}}}while(0);vIa(i,c);b=f[i>>2]|0;c=i+4|0;d=f[c>>2]|0;if(d|0)hOb(d);f[e>>2]=b;b=f[h>>2]|0;f[h>>2]=d;if(b|0)jOb(b);f[a>>2]=f[i>>2];f[g>>2]=f[c>>2];u=j;return}function f9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;v=f[c>>2]|0;i=f[c+4>>2]|0;t=i;u=v;if((v|0)==(i|0))w=0;else{c=0;e=v;do{c=(c<<6)+-1640531527+(c>>>2)+(h[e>>0]|0)^c;e=e+1|0}while((e|0)!=(i|0));w=c}r=a+4|0;e=f[r>>2]|0;s=(e|0)==0;a:do if(s)d=0;else{m=e+-1|0;i=(m&e|0)==0;if(i)p=m&w;else if(w>>>0<e>>>0)p=w;else p=(w>>>0)%(e>>>0)|0;c=f[(f[a>>2]|0)+(p<<2)>>2]|0;if(!c)d=p;else{c=f[c>>2]|0;if(!c)d=p;else{o=t-u|0;if(i){b:while(1){l=f[c+4>>2]|0;if(!((l|0)==(w|0)|(l&m|0)==(p|0))){d=p;break a}z=f[c+12>>2]|0;k=f[c+8>>2]|0;i=k;l=z;c:do if((z-k|0)==(o|0)){if((i|0)==(l|0)){y=45;break b}else k=v;while(1){if((b[i>>0]|0)!=(b[k>>0]|0))break c;i=i+1|0;if((i|0)==(l|0)){y=45;break b}else k=k+1|0}}while(0);c=f[c>>2]|0;if(!c){d=p;break a}}if((y|0)==45){z=c+20|0;return z|0}}else q=c;d:while(1){c=f[q+4>>2]|0;if((c|0)!=(w|0)){if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(p|0)){d=p;break a}}m=f[q+12>>2]|0;z=f[q+8>>2]|0;c=z;k=m;e:do if((m-z|0)==(o|0)){if((c|0)==(k|0)){c=q;y=45;break d}else i=v;while(1){if((b[c>>0]|0)!=(b[i>>0]|0))break e;c=c+1|0;if((c|0)==(k|0)){c=q;y=45;break d}else i=i+1|0}}while(0);q=f[q>>2]|0;if(!q){d=p;break a}}if((y|0)==45){z=c+20|0;return z|0}}}}while(0);m=pOb(28)|0;i=m+8|0;f[i>>2]=0;k=m+12|0;f[k>>2]=0;l=m+16|0;f[l>>2]=0;c=t-u|0;do if(c|0)if((c|0)<0)AMb(i);else{u=pOb(c)|0;f[k>>2]=u;f[i>>2]=u;z=u+c|0;f[l>>2]=z;bQb(u|0,v|0,c|0)|0;f[k>>2]=z;break}while(0);f[m+20>>2]=0;f[m+24>>2]=0;f[m+4>>2]=w;f[m>>2]=0;i=a+12|0;j=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(s|g*+(e>>>0)<j){d=e<<1|(e>>>0<3|(e+-1&e|0)!=0)&1;c=~~+W(+(j/g))>>>0;g9a(a,d>>>0<c>>>0?c:d);d=f[r>>2]|0;c=d+-1|0;if(!(c&d)){e=d;d=c&w;break}if(w>>>0<d>>>0){e=d;d=w}else{e=d;d=(w>>>0)%(d>>>0)|0}}while(0);d=(f[a>>2]|0)+(d<<2)|0;c=f[d>>2]|0;if(!c){z=a+8|0;f[m>>2]=f[z>>2];f[z>>2]=m;f[d>>2]=z;d=f[m>>2]|0;if(d|0){d=f[d+4>>2]|0;c=e+-1|0;if(!(c&e))d=d&c;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;x=(f[a>>2]|0)+(d<<2)|0;y=43}}else{f[m>>2]=f[c>>2];x=c;y=43}if((y|0)==43)f[x>>2]=m;f[i>>2]=(f[i>>2]|0)+1;z=m;z=z+20|0;return z|0}function g9a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){h9a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;h9a(a,b);return}function h9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=a+4|0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[e>>2]=0;return}if(c>>>0>1073741823)vd();r=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=r;if(d|0)sOb(d);f[e>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;q=c+-1|0;r=(q&c|0)==0;if(r)d=d&q;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{h=i;g=e;e=i}a:while(1){p=e;b:while(1){c:do if(r){e=g;while(1){o=f[e+4>>2]&q;if((o|0)==(d|0))break c;g=(f[a>>2]|0)+(o<<2)|0;if(!(f[g>>2]|0)){d=o;break b}i=f[e>>2]|0;d:do if(!i)g=e;else{l=f[e+12>>2]|0;m=f[e+8>>2]|0;n=l-m|0;if((m|0)==(l|0)){g=e;while(1){if((n|0)!=((f[i+12>>2]|0)-(f[i+8>>2]|0)|0))break d;g=f[i>>2]|0;if(!g){g=i;break d}else{m=i;i=g;g=m}}}else g=e;while(1){j=f[i+8>>2]|0;if((n|0)!=((f[i+12>>2]|0)-j|0))break d;k=m;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break d;k=k+1|0;if((k|0)==(l|0))break;else j=j+1|0}g=f[i>>2]|0;if(!g){g=i;break}else{k=i;i=g;g=k}}}while(0);f[p>>2]=f[g>>2];f[g>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=e;e=f[h>>2]|0;if(!e){d=47;break a}}}else{e=g;while(1){g=f[e+4>>2]|0;if(g>>>0<c>>>0)o=g;else o=(g>>>0)%(c>>>0)|0;if((o|0)==(d|0))break c;g=(f[a>>2]|0)+(o<<2)|0;if(!(f[g>>2]|0)){d=o;break b}i=f[e>>2]|0;e:do if(!i)g=e;else{l=f[e+12>>2]|0;m=f[e+8>>2]|0;n=l-m|0;if((m|0)==(l|0)){g=e;while(1){if((n|0)!=((f[i+12>>2]|0)-(f[i+8>>2]|0)|0))break e;g=f[i>>2]|0;if(!g){g=i;break e}else{m=i;i=g;g=m}}}else g=e;while(1){j=f[i+8>>2]|0;if((n|0)!=((f[i+12>>2]|0)-j|0))break e;k=m;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break e;k=k+1|0;if((k|0)==(l|0))break;else j=j+1|0}g=f[i>>2]|0;if(!g){g=i;break}else{k=i;i=g;g=k}}}while(0);f[p>>2]=f[g>>2];f[g>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=e;e=f[h>>2]|0;if(!e){d=47;break a}}}while(0);g=f[e>>2]|0;if(!g){d=47;break a}else{h=e;p=e}}f[g>>2]=p;g=f[e>>2]|0;if(!g){d=47;break}else h=e}if((d|0)==47)return}function i9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;j=l+8|0;e=l;g=b+60|0;h=j9a((f[g>>2]|0)+1008|0,c)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;i=h+4|0;d=f[i>>2]|0;do if(!d)f[k>>2]=0;else{d=kOb(d)|0;f[k>>2]=d;if(d|0){m=f[h>>2]|0;f[a>>2]=m;if(!m){iOb(d);break}else{u=l;return}}}while(0);cIa(j,b,c);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+56>>2]&1023](d)|0;if(d|0){m=f[j>>2]|0;e9a(e,f[g>>2]|0,d);sIa(m,e);d=f[e+4>>2]|0;if(d|0)iOb(d)}d=f[j>>2]|0;b=j+4|0;c=f[b>>2]|0;if(c|0)hOb(c);f[h>>2]=d;d=f[i>>2]|0;f[i>>2]=c;if(d|0)jOb(d);f[a>>2]=f[j>>2];f[k>>2]=f[b>>2];u=l;return}function j9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=k9a(f[b>>2]|0)|0;j=a+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(o>>>0<k>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while(!(l9a(f[c+8>>2]|0,f[b>>2]|0)|0));a=c+16|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while(!(l9a(f[c+8>>2]|0,f[b>>2]|0)|0));a=c+16|0;return a|0}}while(0);m=pOb(24)|0;f[m+8>>2]=f[b>>2];d=f[b+4>>2]|0;f[m+12>>2]=d;if(d|0)gOb(d);f[m+16>>2]=0;f[m+20>>2]=0;f[m+4>>2]=o;f[m>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(l|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(e/g))>>>0;m9a(a,c>>>0<d>>>0?d:c);c=f[j>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(o>>>0<c>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[m>>2]=f[c>>2];f[c>>2]=m;f[d>>2]=c;c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=32}}else{f[m>>2]=f[c>>2];p=32}if((p|0)==32)f[c>>2]=m;f[i>>2]=(f[i>>2]|0)+1;a=m;a=a+16|0;return a|0}function k9a(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,i=0;c=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;if(!c)b=0;else{d=+n[c>>2];b=d==0.0?0:(n[s>>2]=d,f[s>>2]|0);d=+n[c+4>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b;d=+n[c+8>>2];b=(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(b>>>2)^b;d=+n[c+12>>2];b=((b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(b>>>2)^b)+-1640531527|0}c=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;if(!c)i=b;else{i=X(f[c>>2]|0,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;i=(b<<6)+-1640531527+(b>>>2)+(i>>>15^i)^b}b=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;if(!b)b=i;else{e=f[b>>2]|0;g=f[b+4>>2]|0;if((e|0)==(g|0))b=-1640531527;else{c=0;b=e;do{c=(c<<6)+-1640531527+(c>>>2)+(h[b>>0]|0)^c;b=b+1|0}while((b|0)!=(g|0));b=c+-1640531527|0}b=(i>>>2)+(i<<6)+b^i}c=Pg[f[(f[a>>2]|0)+64>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+72>>2]&1023](a)|0;if(c)b=(b<<6)+-1640531527+(b>>>2)+(h[c>>0]|0)^b;c=Pg[f[(f[a>>2]|0)+80>>2]&1023](a)|0;if(c){i=X(f[c>>2]|0,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;b=(b<<6)+-1640531527+(b>>>2)+(i>>>15^i)^b}e=Pg[f[(f[a>>2]|0)+88>>2]&1023](a)|0;if(!e)c=b;else{d=+n[e>>2];c=d==0.0?0:(n[s>>2]=d,f[s>>2]|0);d=+n[e+4>>2];c=(c>>>2)+(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^c;d=+n[e+8>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+12>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+16>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+20>>2];c=(b<<6)+-1640531527+(b>>>2)+((c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c)^b}b=Pg[f[(f[a>>2]|0)+96>>2]&1023](a)|0;if(!b){a=c;return a|0}a=(c<<6)+-1640531527+(c>>>2)+(h[b>>0]|0)^c;return a|0}function l9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}if(!(+n[d+4>>2]==+n[e+4>>2])){c=0;return c|0}if(!(+n[d+8>>2]==+n[e+8>>2])){c=0;return c|0}if(!(+n[d+12>>2]==+n[e+12>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+24>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+32>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+48>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if((f[d>>2]|0)!=(f[e>>2]|0)){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;g=Pg[f[(f[c>>2]|0)+56>>2]&1023](c)|0;a:do if((d|0)!=(g|0)){if(!((d|0)!=0&(g|0)!=0)){c=0;return c|0}j=f[d+4>>2]|0;i=f[d>>2]|0;d=f[g>>2]|0;e=i;h=j;if((j-i|0)!=((f[g+4>>2]|0)-d|0)){j=0;return j|0}if((e|0)!=(h|0)){while(1){if((b[e>>0]|0)!=(b[d>>0]|0)){d=0;break}e=e+1|0;if((e|0)==(h|0))break a;else d=d+1|0}return d|0}}while(0);d=Pg[f[(f[a>>2]|0)+64>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+64>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if(!(+n[d>>2]==+n[e>>2])){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+72>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+72>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if((b[d>>0]|0)!=(b[e>>0]|0)){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+80>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+80>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if((f[d>>2]|0)!=(f[e>>2]|0)){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+88>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+88>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if(!(+n[d>>2]==+n[e>>2])){j=0;return j|0}if(!(+n[d+4>>2]==+n[e+4>>2])){j=0;return j|0}if(!(+n[d+8>>2]==+n[e+8>>2])){j=0;return j|0}if(!(+n[d+12>>2]==+n[e+12>>2])){j=0;return j|0}if(!(+n[d+16>>2]==+n[e+16>>2])){j=0;return j|0}if(!(+n[d+20>>2]==+n[e+20>>2])){j=0;return j|0}}e=Pg[f[(f[a>>2]|0)+96>>2]&1023](a)|0;d=Pg[f[(f[c>>2]|0)+96>>2]&1023](c)|0;if((e|0)==(d|0)){j=1;return j|0}if(!((e|0)!=0&(d|0)!=0)){j=0;return j|0}j=(b[e>>0]|0)==(b[d>>0]|0);return j|0}function m9a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){n9a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;n9a(a,b);return}function n9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}h=f[d>>2]|0;d:do if(!h)e=d;else{j=d+8|0;e=d;i=d;while(1){if(!(l9a(f[j>>2]|0,f[h+8>>2]|0)|0))break d;i=f[i>>2]|0;h=f[i>>2]|0;if(!h){e=i;break}else e=i}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}h=f[d>>2]|0;e:do if(!h)e=d;else{j=d+8|0;e=d;i=d;while(1){if(!(l9a(f[j>>2]|0,f[h+8>>2]|0)|0))break e;i=f[i>>2]|0;h=f[i>>2]|0;if(!h){e=i;break}else e=i}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}}while(0);e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function o9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=f[a+60>>2]|0;k=l+1008|0;m=p9a(k,b)|0;if(!m)return;i=f[l+1012>>2]|0;a=f[m+4>>2]|0;e=i+-1|0;g=(e&i|0)==0;if(g)h=e&a;else if(a>>>0<i>>>0)h=a;else h=(a>>>0)%(i>>>0)|0;b=(f[k>>2]|0)+(h<<2)|0;j=f[b>>2]|0;while(1){a=f[j>>2]|0;if((a|0)==(m|0))break;else j=a}if((j|0)==(l+1016|0))d=15;else{a=f[j+4>>2]|0;if(g)a=a&e;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0))c=m;else d=15}do if((d|0)==15){a=f[m>>2]|0;if(a|0){a=f[a+4>>2]|0;if(g)a=a&e;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0)){c=m;break}}f[b>>2]=0;c=m}while(0);b=f[c>>2]|0;a=b;if(b){b=f[b+4>>2]|0;if(g)b=b&e;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)!=(h|0)){f[(f[k>>2]|0)+(b<<2)>>2]=j;a=f[m>>2]|0}}f[j>>2]=a;f[c>>2]=0;a=l+1020|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[m+20>>2]|0;if(a|0)jOb(a);a=f[m+12>>2]|0;if(a|0)iOb(a);sOb(m);return}function p9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=k9a(f[b>>2]|0)|0;i=f[a+4>>2]|0;if(!i){i=0;return i|0}d=i+-1|0;c=(d&i|0)==0;if(c)g=d&h;else if(h>>>0<i>>>0)g=h;else g=(h>>>0)%(i>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){i=0;return i|0}a=f[a>>2]|0;if(!a){i=0;return i|0}if(c){while(1){j=f[a+4>>2]|0;c=(j|0)==(h|0);if(!(c|(j&d|0)==(g|0))){a=0;c=19;break}if(c)if(l9a(f[a+8>>2]|0,f[b>>2]|0)|0){c=19;break}a=f[a>>2]|0;if(!a){a=0;c=19;break}}if((c|0)==19)return a|0}else e=a;while(1){a=f[e+4>>2]|0;if((a|0)==(h|0)){if(l9a(f[e+8>>2]|0,f[b>>2]|0)|0){a=e;c=19;break}}else{if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)!=(g|0)){a=0;c=19;break}}e=f[e>>2]|0;if(!e){a=0;c=19;break}}if((c|0)==19)return a|0;return 0}function q9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+104>>2]&2047](a);return}function r9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+108>>2]&2047](a);return}function s9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+112>>2]&2047](a);return}function t9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function u9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+120>>2]&2047](a);return}function v9a(a){a=a|0;var b=0,c=0;b=a+230|0;c=j[b>>1]|j[b+2>>1]<<16|24576;d[b>>1]=c;d[b+2>>1]=c>>>16;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+104>>2]&2047](a);return}function w9a(a){a=a|0;var b=0,c=0;c=a+104|0;b=f[c>>2]|0;f[c>>2]=b+1;if(b|0)return;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+124>>2]&2047](a);return}function x9a(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+104|0;d=f[c>>2]|0;if(!d)return;if(b)f[c>>2]=0;else{d=d+-1|0;f[c>>2]=d;if(d|0)return}a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+128>>2]&2047](a);return}function y9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&1)!=0^c))return;b[a>>0]=d^1;return}function z9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&2)!=0^c))return;b[a>>0]=d^2;return}function A9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&4)!=0^c))return;b[a>>0]=d^4;return}function B9a(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;c=b&1;b=a+128|0;if((g&1|0)==(c|0))return;g=g&-2|c;d[e>>1]=g;d[e+2>>1]=g>>>16;f[b>>2]=(f[b>>2]|0)+1;return}function C9a(a){a=a|0;a=a+128|0;f[a>>2]=(f[a>>2]|0)+1;return}function D9a(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;c=b&1;b=a+128|0;if((g>>>1&1|0)==(c|0))return;g=g&-3|c<<1;d[e>>1]=g;d[e+2>>1]=g>>>16;f[b>>2]=(f[b>>2]|0)+1;return}function E9a(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&8|0)!=0|0}function F9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-9|(b&1)<<3;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function G9a(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&4|0)!=0|0}function H9a(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0;e=a+304|0;g=a+312|0;h=b[g>>0]|0;if(+p[e>>3]==c?h<<24>>24==d<<24>>24:0)return;if(h<<24>>24!=d<<24>>24){h=a+128|0;f[h>>2]=(f[h>>2]|0)+1}p[e>>3]=c;b[g>>0]=d;return}function I9a(a,c){a=a|0;c=c|0;var d=0;d=a+313|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1;return}function J9a(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+228|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;e=(b[a+226>>0]|0)==3;c=b[(e?a+296|0:d)>>0]|0;d=a+229|0;if((b[d>>0]|0)!=c<<24>>24){b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1}if(e)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function K9a(a){a=a|0;return a+132|0}function L9a(a,b){a=a|0;b=b|0;a=a+132|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];return}function M9a(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+60>>2]|0;c=f[b+976>>2]|0;d=b+980|0;e=f[d>>2]|0;if((c|0)==(e|0)){e=0;return e|0}f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);f[b+1004>>2]=0;e=a+128|0;f[e>>2]=(f[e>>2]|0)+1;e=1;return e|0}function N9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+60|0;g=f[e>>2]|0;h=g+976|0;i=g+980|0;j=f[i>>2]|0;d=j;if(j-(f[h>>2]|0)>>5>>>0>=4){j=0;return j|0}if((f[g+984>>2]|0)==(d|0))O9a(h,c);else{f[j>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];j=d+12|0;h=c+12|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[i>>2]=(f[i>>2]|0)+32}i=f[e>>2]|0;j=i+1004|0;i=i+996+(f[j>>2]<<1)|0;b[i>>0]=0;b[i+1>>0]=0;f[j>>2]=(f[j>>2]|0)+1;j=a+128|0;f[j>>2]=(f[j>>2]|0)+1;j=1;return j|0}function O9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=c-d>>5;g=i+1|0;l=d;e=c;if(g>>>0>134217727)AMb(a);m=a+8|0;j=(f[m>>2]|0)-d|0;k=j>>4;g=j>>5>>>0<67108863?(k>>>0<g>>>0?g:k):134217727;do if(!g)h=0;else if(g>>>0>134217727)vd();else{h=pOb(g<<5)|0;break}while(0);j=h+(i<<5)|0;d=j;k=h+(g<<5)|0;f[j>>2]=f[b>>2];f[h+(i<<5)+4>>2]=f[b+4>>2];f[h+(i<<5)+8>>2]=f[b+8>>2];g=h+(i<<5)+12|0;i=b+12|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];f[g+12>>2]=f[i+12>>2];f[g+16>>2]=f[i+16>>2];g=j+32|0;if((e|0)!=(l|0)){c=j;do{i=e;e=e+-32|0;f[c+-32>>2]=f[e>>2];f[c+-28>>2]=f[i+-28>>2];f[c+-24>>2]=f[i+-24>>2];j=c+-20|0;i=i+-20|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];c=d+-32|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function P9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=f[a+60>>2]|0;l=n+980|0;e=f[l>>2]|0;g=f[n+976>>2]|0;j=g;d=e;if((e|0)==(g|0)){a=0;return a|0}i=f[c>>2]|0;e=e-g>>5;k=0;while(1){if((f[j+(k<<5)+28>>2]|0)==(i|0))break;c=k+1|0;if(c>>>0<e>>>0)k=c;else{d=0;m=13;break}}if((m|0)==13)return d|0;c=j+(k<<5)|0;i=c+32|0;if((i|0)==(d|0))m=8;else{j=d+-32|0;e=i;g=c;while(1){o=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=o;o=e+4|0;p=f[o>>2]|0;q=g+4|0;f[o>>2]=f[q>>2];f[q>>2]=p;q=e+8|0;p=f[q>>2]|0;o=g+8|0;f[q>>2]=f[o>>2];f[o>>2]=p;o=g+12|0;p=e+12|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];f[o+12>>2]=f[p+12>>2];f[o+16>>2]=f[p+16>>2];e=e+32|0;if((e|0)==(d|0))break;else g=g+32|0}c=c+(((j-i|0)>>>5)+1<<5)|0;d=f[l>>2]|0;if((d|0)!=(c|0))m=8}if((m|0)==8)f[l>>2]=d+(~((d+-32-c|0)>>>5)<<5);c=k<<1>>1;e=c+1|0;g=n+1004|0;d=f[g>>2]|0;if(e>>>0<d>>>0){d=c;while(1){q=n+996+(e<<1)|0;c=n+996+(d<<1)|0;d=h[q>>0]|h[q+1>>0]<<8;b[c>>0]=d;b[c+1>>0]=d>>8;c=e+1|0;d=f[g>>2]|0;if(c>>>0<d>>>0){d=e;e=c}else break}}f[g>>2]=d+-1;q=a+128|0;f[q>>2]=(f[q>>2]|0)+1;q=1;return q|0}function Q9a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;j=f[a+60>>2]|0;i=f[j+976>>2]|0;j=f[j+980>>2]|0;if((i|0)==(j|0)){k=0;return k|0}c=f[c>>2]|0;while(1){if((f[i+28>>2]|0)==(c|0))break;i=i+32|0;if((i|0)==(j|0)){i=0;k=6;break}}if((k|0)==6)return i|0;b[i+24>>0]=d;b[i+25>>0]=e;f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];k=i+12|0;f[k>>2]=f[h>>2];f[k+4>>2]=f[h+4>>2];f[k+8>>2]=f[h+8>>2];k=a+128|0;f[k>>2]=(f[k>>2]|0)+1;k=1;return k|0}function R9a(a){a=a|0;a=f[a+60>>2]|0;return (f[a+980>>2]|0)-(f[a+976>>2]|0)>>5|0}function S9a(a,b){a=a|0;b=b|0;return (f[(f[a+60>>2]|0)+976>>2]|0)+(b<<5)|0}function T9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-129|(b&1)<<7;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function U9a(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,k=0,l=0,m=0,n=0;n=u;u=u+752|0;m=n;g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0)gOb(h);f[a+216>>2]=g;l=a+220|0;g=f[l>>2]|0;f[l>>2]=h;if(g|0)iOb(g);g=a+128|0;f[g>>2]=(f[g>>2]|0)+1;g=f[c>>2]|0;if(!g){u=n;return}l=g+8|0;if(!(b[g+788>>0]&1)){u=n;return}g=a+60|0;c=f[g>>2]|0;b[m>>0]=b[c+224>>0]|0;p[m+8>>3]=+p[c+232>>3];p[m+16>>3]=+p[c+240>>3];p[m+24>>3]=+p[c+248>>3];p[m+32>>3]=+p[c+256>>3];p[m+40>>3]=+p[c+264>>3];p[m+48>>3]=+p[c+272>>3];p[m+56>>3]=+p[c+280>>3];p[m+64>>3]=+p[c+288>>3];p[m+72>>3]=+p[c+296>>3];p[m+80>>3]=+p[c+304>>3];p[m+88>>3]=+p[c+312>>3];p[m+96>>3]=+p[c+320>>3];p[m+104>>3]=+p[c+328>>3];p[m+112>>3]=+p[c+336>>3];p[m+120>>3]=+p[c+344>>3];p[m+128>>3]=+p[c+352>>3];p[m+136>>3]=+p[c+360>>3];p[m+144>>3]=+p[c+368>>3];p[m+152>>3]=+p[c+376>>3];p[m+160>>3]=+p[c+384>>3];p[m+168>>3]=+p[c+392>>3];p[m+176>>3]=+p[c+400>>3];p[m+184>>3]=+p[c+408>>3];p[m+192>>3]=+p[c+416>>3];p[m+200>>3]=+p[c+424>>3];h=m+208|0;i=c+432|0;k=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(k|0));p[m+248>>3]=+p[c+472>>3];p[m+256>>3]=+p[c+480>>3];p[m+264>>3]=+p[c+488>>3];p[m+272>>3]=+p[c+496>>3];p[m+280>>3]=+p[c+504>>3];p[m+288>>3]=+p[c+512>>3];p[m+296>>3]=+p[c+520>>3];p[m+304>>3]=+p[c+528>>3];p[m+312>>3]=+p[c+536>>3];p[m+320>>3]=+p[c+544>>3];p[m+328>>3]=+p[c+552>>3];p[m+336>>3]=+p[c+560>>3];p[m+344>>3]=+p[c+568>>3];p[m+352>>3]=+p[c+576>>3];p[m+360>>3]=+p[c+584>>3];p[m+368>>3]=+p[c+592>>3];f[m+376>>2]=f[c+600>>2];f[m+380>>2]=f[c+604>>2];f[m+384>>2]=f[c+608>>2];f[m+388>>2]=f[c+612>>2];f[m+392>>2]=f[c+616>>2];f[m+396>>2]=f[c+620>>2];f[m+400>>2]=f[c+624>>2];f[m+404>>2]=f[c+628>>2];f[m+408>>2]=f[c+632>>2];f[m+412>>2]=f[c+636>>2];f[m+416>>2]=f[c+640>>2];f[m+420>>2]=f[c+644>>2];f[m+424>>2]=f[c+648>>2];f[m+428>>2]=f[c+652>>2];f[m+432>>2]=f[c+656>>2];f[m+436>>2]=f[c+660>>2];p[m+440>>3]=+p[c+664>>3];p[m+448>>3]=+p[c+672>>3];p[m+456>>3]=+p[c+680>>3];p[m+464>>3]=+p[c+688>>3];p[m+472>>3]=+p[c+696>>3];p[m+480>>3]=+p[c+704>>3];p[m+488>>3]=+p[c+712>>3];p[m+496>>3]=+p[c+720>>3];p[m+504>>3]=+p[c+728>>3];p[m+512>>3]=+p[c+736>>3];p[m+520>>3]=+p[c+744>>3];p[m+528>>3]=+p[c+752>>3];p[m+536>>3]=+p[c+760>>3];p[m+544>>3]=+p[c+768>>3];p[m+552>>3]=+p[c+776>>3];p[m+560>>3]=+p[c+784>>3];p[m+568>>3]=+p[c+792>>3];p[m+576>>3]=+p[c+800>>3];p[m+584>>3]=+p[c+808>>3];p[m+592>>3]=+p[c+816>>3];p[m+600>>3]=+p[c+824>>3];p[m+608>>3]=+p[c+832>>3];p[m+616>>3]=+p[c+840>>3];p[m+624>>3]=+p[c+848>>3];p[m+632>>3]=+p[c+856>>3];p[m+640>>3]=+p[c+864>>3];p[m+648>>3]=+p[c+872>>3];p[m+656>>3]=+p[c+880>>3];p[m+664>>3]=+p[c+888>>3];p[m+672>>3]=+p[c+896>>3];p[m+680>>3]=+p[c+904>>3];p[m+688>>3]=+p[c+912>>3];f[m+696>>2]=f[c+920>>2];f[m+700>>2]=f[c+924>>2];f[m+704>>2]=f[c+928>>2];f[m+708>>2]=f[c+932>>2];f[m+712>>2]=f[c+936>>2];f[m+716>>2]=f[c+940>>2];f[m+720>>2]=f[c+944>>2];f[m+724>>2]=f[c+948>>2];f[m+728>>2]=f[c+952>>2];k=m+732|0;i=c+956|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];b[k+12>>0]=b[i+12>>0]|0;if(e){e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&655360))bR((f[g>>2]|0)+224|0,l)|0}else{bR((f[g>>2]|0)+224|0,l)|0;e=a+230|0;l=j[e>>1]|j[e+2>>1]<<16|131072;d[e>>1]=l;d[e+2>>1]=l>>>16}if(!(gAa((f[g>>2]|0)+224|0,m)|0))y2a(a+48|0,(f[g>>2]|0)+224|0);u=n;return}function V9a(a,b,c){a=a|0;b=+b;c=+c;p[a+112>>3]=b;p[a+120>>3]=c;return}function W9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;d=h+8|0;e=h+4|0;g=h;f[g>>2]=b;if((b+-1|0)>>>0>14){b=0;u=h;return b|0}a=f[a+60>>2]|0;if(c){f[e>>2]=g;X9a(d,a+1884|0,g,262924,e,h+16|0);b=(f[d>>2]|0)+24|0;u=h;return b|0}g=a+1888|0;c=f[g>>2]|0;if(!c){b=0;u=h;return b|0}e=b>>>0<14;a=g;a:while(1){d=c;while(1){i=f[d+16>>2]|0;c=i>>>0>13;if(!(e&c|i>>>0<b>>>0&(e|c)))break;c=f[d+4>>2]|0;if(!c)break a;else d=c}c=f[d>>2]|0;if(!c){a=d;break}else a=d}if((a|0)==(g|0)){i=0;u=h;return i|0}e=b>>>0>13;d=f[a+16>>2]|0;i=d>>>0<14;if(e&i|d>>>0>b>>>0&(e|i)|(a|0)==(g|0)){i=0;u=h;return i|0}i=a+24|0;u=h;return i|0}function X9a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;e=c+4|0;h=f[e>>2]|0;do if(!h){j=e;d=e}else{i=f[d>>2]|0;j=i>>>0>13;k=i>>>0<14;d=c+4|0;e=h;while(1){h=f[e+16>>2]|0;l=h>>>0<14;if(j&l|i>>>0<h>>>0&(j|l)){h=f[e>>2]|0;if(!h){h=5;break}else{d=e;e=h}}else{l=h>>>0>13;if(!(k&l|h>>>0<i>>>0&(k|l))){h=10;break}d=e+4|0;h=f[d>>2]|0;if(!h){h=9;break}else e=h}}if((h|0)==5){j=e;d=e;break}else if((h|0)==9){j=e;break}else if((h|0)==10){j=e;break}}while(0);e=f[d>>2]|0;if(e|0){l=e;c=0;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}i=pOb(1408)|0;f[i+16>>2]=f[f[g>>2]>>2];dQb(i+24|0,0,1384)|0;eAa(i+40|0);b[i+792>>0]=1;e=i+800|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[i+816>>3]=1.0;p[i+824>>3]=1.0;e=i+832|0;f[e>>2]=16843009;b[e+4>>0]=1;e=i+840|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;n[i+860>>2]=1.0;e=i+864|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+880>>2]=1.0;e=i+884|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+900>>2]=1.0;e=i+904|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+920>>2]=1.0;e=i+924|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+940>>2]=1.0;e=i+944|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+960>>2]=1.0;e=i+964|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+980>>2]=1.0;e=i+984|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1e3>>2]=1.0;e=i+1004|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1020>>2]=1.0;e=i+1024|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1040>>2]=1.0;e=i+1044|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1060>>2]=1.0;e=i+1064|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1080>>2]=1.0;e=i+1084|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1100>>2]=1.0;e=i+1104|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1120>>2]=1.0;e=i+1124|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1140>>2]=1.0;e=i+1144|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1160>>2]=1.0;e=i+1164|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1180>>2]=1.0;e=i+1184|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1200>>2]=1.0;e=i+1204|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1220>>2]=1.0;e=i+1224|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1240>>2]=1.0;e=i+1244|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1260>>2]=1.0;e=i+1264|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1280>>2]=1.0;e=i+1284|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1300>>2]=1.0;e=i+1304|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1320>>2]=1.0;e=i+1324|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=i+1344|0;h=e+64|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(h|0));f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=j;f[d>>2]=i;e=f[f[c>>2]>>2]|0;if(!e)e=i;else{f[c>>2]=e;e=f[d>>2]|0}r_a(f[c+4>>2]|0,e);l=c+8|0;f[l>>2]=(f[l>>2]|0)+1;l=i;c=1;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}function Y9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k+4|0;j=k;if((b+-1|0)>>>0>12){j=0;u=k;return j|0}h=a+60|0;a=f[h>>2]|0;g=a+1888|0;c=f[g>>2]|0;if(!c){j=0;u=k;return j|0}else{e=g;d=c}a:while(1){c=d;while(1){d=f[c+16>>2]|0;if(!(d>>>0>13|d>>>0<b>>>0))break;c=f[c+4>>2]|0;if(!c){c=e;break a}}d=f[c>>2]|0;if(!d)break;else e=c}if((c|0)==(g|0)){j=0;u=k;return j|0}d=b>>>0>13;l=f[c+16>>2]|0;e=l>>>0<14;if(d&e|l>>>0>b>>>0&(d|e)){l=0;u=k;return l|0}b=c;if((c|0)==(g|0)){l=0;u=k;return l|0}e=c+24|0;d=f[e>>2]|0;c=c+28|0;if((d|0)!=(f[c>>2]|0)){a=d;do{_Ia(f[a>>2]|0,0)|0;a=f[e>>2]|0}while((a|0)!=(f[c>>2]|0));a=f[h>>2]|0}f[j>>2]=b;f[i>>2]=f[j>>2];Z9a(a+1884|0,i)|0;l=1;u=k;return l|0}function Z9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;b=f[e+4>>2]|0;if(!b){c=e+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(e|0))do{d=f[c>>2]|0;c=d+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(d|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[a>>2]|0)==(e|0))f[a>>2]=b;c=a+8|0;f[c>>2]=(f[c>>2]|0)+-1;n_a(f[a+4>>2]|0,e);H8a(e+840|0);c=f[e+24>>2]|0;if(!c){sOb(e);return b|0}a=e+28|0;d=f[a>>2]|0;if((d|0)!=(c|0))f[a>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);sOb(e);return b|0}function _9a(a){a=a|0;return f[(f[a+60>>2]|0)+1892>>2]|0}function $9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[a+60>>2]|0;a=i+1888|0;i=f[i+1884>>2]|0;if((a|0)==(i|0))return;else d=a;while(1){a=f[d>>2]|0;h=(a|0)==0;if(h){g=d;while(1){e=f[g+8>>2]|0;if((f[e>>2]|0)==(g|0))g=e;else break}}else{e=a;while(1){g=f[e+4>>2]|0;if(!g)break;else e=g}}g=f[e+16>>2]|0;if(h){e=d;while(1){a=f[e+8>>2]|0;if((f[a>>2]|0)==(e|0))e=a;else break}}else while(1){e=f[a+4>>2]|0;if(!e)break;else a=e}xh[b&127](g,a+24|0,c);a=f[d>>2]|0;if(!a)while(1){a=f[d+8>>2]|0;if((f[a>>2]|0)==(d|0))d=a;else break}else while(1){d=f[a+4>>2]|0;if(!d)break;else a=d}if((a|0)==(i|0))break;else d=a}return}function aab(a){a=a|0;return (f[a+60>>2]|0)+988|0}function bab(a,b){a=a|0;b=b|0;feb((f[a+60>>2]|0)+1916|0,b,b);return}function cab(a,b,c){a=a|0;b=b|0;c=c|0;feb((f[a+60>>2]|0)+1916|0,b,c);return}function dab(a,b,c){a=a|0;b=b|0;c=c|0;geb((f[a+60>>2]|0)+1916|0,b,c);return}function eab(a,b){a=a|0;b=b|0;a=a+60|0;Hqb((f[a>>2]|0)+1976|0,b);Hqb((f[a>>2]|0)+2112|0,b);return}function fab(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+16|0;h=i;a=a+60|0;g=f[a>>2]|0;if(b){Iqb(g+1976|0,d,e);u=i;return}if(c){Iqb(g+2044|0,d,e);e=(f[a>>2]|0)+2044|0;n[h>>2]=0.0;n[h+4>>2]=1.0;n[h+8>>2]=0.0;n[h+12>>2]=.5;Hqb(e,h);u=i;return}else{Iqb(g+2112|0,d,e);u=i;return}}function gab(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=a+226|0;e=b[d>>0]|0;if(c<<24>>24==4?1:e<<24>>24==c<<24>>24)return;switch(e<<24>>24){case 1:{mgb((f[a+60>>2]|0)+2548|0);break}case 2:{Yfb((f[a+60>>2]|0)+3100|0);break}case 3:{mgb((f[a+60>>2]|0)+2824|0);break}default:{}}b[d>>0]=c;g=(b[a+225>>0]|0)==3?2:1;b[a+384>>0]=1;b[a+381>>0]=g;d=a+385|0;b[d>>0]=1;e=a+382|0;b[e>>0]=g;b[a+386>>0]=1;b[a+383>>0]=g;if(c<<24>>24==2){b[d>>0]=2;b[e>>0]=2;c=2}d=c<<24>>24==3;c=b[(d?a+296|0:a+228|0)>>0]|0;e=a+229|0;if((b[e>>0]|0)!=c<<24>>24){b[e>>0]=c;g=a+128|0;f[g>>2]=(f[g>>2]|0)+1}if(d)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function hab(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=b&255;b=c&255;c=f[d>>2]|0;d=f[d+4>>2]|0;if(d|0)gOb(d);f[a+236+(e*24|0)+(b<<3)>>2]=c;a=a+236+(e*24|0)+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=d;if(!b)return;iOb(b);return}function iab(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;h=d+4|0;e=d+8|0;g=d;n[h>>2]=c;n[e>>2]=0.0;n[g>>2]=1.0;g=c<1.0?h:g;f[a+284+((b&255)<<2)>>2]=f[(+n[g>>2]>0.0?g:e)>>2];u=d;return}function jab(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+296|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;e=(b[a+226>>0]|0)==3;c=b[(e?d:a+228|0)>>0]|0;d=a+229|0;if((b[d>>0]|0)!=c<<24>>24){b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1}if(e)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function kab(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+227|0;e=b[d>>0]|0;if(c<<24>>24==2?1:e<<24>>24==c<<24>>24)return;if(e<<24>>24==1)Vgb((f[a+60>>2]|0)+2260|0);b[d>>0]=c;return}function lab(a){a=a|0;return b[(f[a+60>>2]|0)+2332>>0]|0}function mab(a,b){a=a|0;b=b|0;Sgb((f[a+60>>2]|0)+2260|0,b);return}function nab(a,c){a=a|0;c=c|0;var d=0,e=0;switch(c<<24>>24){case 0:{c=2;d=4;break}case 1:{c=3;d=4;break}case 2:return;default:c=b[a+225>>0]|0}if((d|0)==4)b[a+225>>0]=c;e=c<<24>>24==3?2:1;b[a+384>>0]=1;b[a+381>>0]=e;c=a+385|0;b[c>>0]=1;d=a+382|0;b[d>>0]=e;b[a+386>>0]=1;b[a+383>>0]=e;if((b[a+226>>0]|0)!=2)return;b[c>>0]=2;b[d>>0]=2;return}function oab(a,b){a=a|0;b=+b;a=a+60|0;rgb((f[a>>2]|0)+2548|0,b);rgb((f[a>>2]|0)+2824|0,b);return}function pab(a,b){a=a|0;b=b|0;kgb((f[a+60>>2]|0)+2548|0,b);return}function qab(a,b){a=a|0;b=b|0;a=a+60|0;lgb((f[a>>2]|0)+2548|0,b);lgb((f[a>>2]|0)+2824|0,b);return}function rab(a,b){a=a|0;b=b|0;a=a+60|0;jgb((f[a>>2]|0)+2548|0,b);jgb((f[a>>2]|0)+2824|0,b);kgb((f[a>>2]|0)+2824|0,b);return}function sab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+2592|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function tab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2608|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2884|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function uab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2576|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];c=(f[a>>2]|0)+2852|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2868|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function vab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+2624|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function wab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2640|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2916|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function xab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3140|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function yab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3156|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function zab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3172|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Aab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3188|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Bab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3204|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Cab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3220|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Dab(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=b&1;if((e>>>4&1|0)==(g|0))return;g=e&-17|g<<4;d[c>>1]=g;d[c+2>>1]=g>>>16;if(b)return;efb((f[a+60>>2]|0)+2336|0);return}function Eab(a){a=a|0;return +(+Veb((f[a+60>>2]|0)+2336|0))}function Fab(a,b){a=a|0;b=+b;Web((f[a+60>>2]|0)+2336|0,b);return}function Gab(a,b){a=a|0;b=+b;Xeb((f[a+60>>2]|0)+2336|0,b);return}function Hab(a,b){a=a|0;b=+b;Yeb((f[a+60>>2]|0)+2336|0,b);return}function Iab(a,b){a=a|0;b=+b;Zeb((f[a+60>>2]|0)+2336|0,b);return}function Jab(a,b){a=a|0;b=b|0;_eb((f[a+60>>2]|0)+2336|0,b);return}function Kab(a,b){a=a|0;b=b|0;$eb((f[a+60>>2]|0)+2336|0,b);return}function Lab(a,b){a=a|0;b=+b;afb((f[a+60>>2]|0)+2336|0,b);return}function Mab(a,b){a=a|0;b=+b;bfb((f[a+60>>2]|0)+2336|0,b);return}function Nab(a,b){a=a|0;b=+b;cfb((f[a+60>>2]|0)+2336|0,b);return}function Oab(a,b){a=a|0;b=b|0;dfb((f[a+60>>2]|0)+2336|0,b);return}function Pab(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=b&1;if((e>>>5&1|0)==(g|0))return;g=e&-33|g<<5;d[c>>1]=g;d[c+2>>1]=g>>>16;if(b)return;Pfb((f[a+60>>2]|0)+3284|0);return}function Qab(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&32|0)!=0|0}function Rab(a,b){a=a|0;b=b|0;Qfb((f[a+60>>2]|0)+3284|0,b);return}function Sab(a){a=a|0;return f[(f[a+60>>2]|0)+3332>>2]|0}function Tab(a,b){a=a|0;b=+b;Rfb((f[a+60>>2]|0)+3284|0,b);return}function Uab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3336>>2])}function Vab(a,b){a=a|0;b=+b;Sfb((f[a+60>>2]|0)+3284|0,b);return}function Wab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3340>>2])}function Xab(a,b){a=a|0;b=+b;Tfb((f[a+60>>2]|0)+3284|0,b);return}function Yab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3344>>2])}function Zab(a,b){a=a|0;b=+b;Ufb((f[a+60>>2]|0)+3284|0,b);return}function _ab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3348>>2])}function $ab(a,b){a=a|0;b=b|0;var c=0,e=0;a=a+230|0;c=j[a>>1]|j[a+2>>1]<<16;e=b&1;if((c>>>6&1|0)==(e|0)){b=0;return b|0}e=c&-65|e<<6;d[a>>1]=e;d[a+2>>1]=e>>>16;if(b){b=1;return b|0}b=1;return b|0}function abb(a,b){a=a|0;b=+b;if(!(ifb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function bbb(a,b){a=a|0;b=+b;if(!(jfb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function cbb(a,b){a=a|0;b=+b;if(!(kfb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function dbb(a,b){a=a|0;b=b|0;if(!(lfb((f[a+60>>2]|0)+3472|0,b)|0)){b=0;return b|0}b=a+230|0;b=((j[b>>1]|j[b+2>>1]<<16)&64|0)!=0;return b|0}function ebb(a,b,c){a=a|0;b=b|0;c=+c;if(!(mfb((f[a+60>>2]|0)+3472|0,b,c)|0)){b=0;return b|0}b=a+230|0;b=((j[b>>1]|j[b+2>>1]<<16)&64|0)!=0;return b|0}function fbb(a,b,c){a=a|0;b=b|0;c=c|0;if(!(nfb((f[a+60>>2]|0)+3472|0,b,c)|0)){c=0;return c|0}c=a+230|0;c=((j[c>>1]|j[c+2>>1]<<16)&64|0)!=0;return c|0}function gbb(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;if(!(ofb((f[a+60>>2]|0)+3472|0,b,c,d)|0)){d=0;return d|0}d=a+230|0;d=((j[d>>1]|j[d+2>>1]<<16)&64|0)!=0;return d|0}function hbb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;if(!(f[b+12>>2]|0)){i=0;return i|0}if(!(f[c+12>>2]|0)){i=0;return i|0}i=a+60|0;g=f[i>>2]|0;e=f[g+1896>>2]|0;h=g+1900|0;d=f[h>>2]|0;if((e|0)!=(d|0)){do{g=d+-120|0;f[h>>2]=g;E8a(g);d=f[h>>2]|0}while((d|0)!=(e|0));Nhb((f[i>>2]|0)+1048|0);e=f[i>>2]|0;g=e;e=f[e+1900>>2]|0}d=g+1900|0;if(e>>>0<(f[g+1904>>2]|0)>>>0){jdb(e,a);f[d>>2]=(f[d>>2]|0)+120}else ibb(g+1896|0,a);d=f[(f[i>>2]|0)+1900>>2]|0;e=d+-120|0;pdb(e,0);qdb(e,0);e=Jhb((f[i>>2]|0)+1048|0,b)|0;f[d+-8>>2]=e;d=f[i>>2]|0;e=d+1900|0;g=f[e>>2]|0;if(g>>>0<(f[d+1904>>2]|0)>>>0){jdb(g,a);f[e>>2]=(f[e>>2]|0)+120}else ibb(d+1896|0,a);a=f[(f[i>>2]|0)+1900>>2]|0;b=a+-120|0;pdb(b,0);qdb(b,0);i=Jhb((f[i>>2]|0)+1048|0,c)|0;f[a+-8>>2]=i;i=1;return i|0}function ibb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;c=f[a>>2]|0;e=((f[a+4>>2]|0)-c|0)/120|0;d=e+1|0;if(d>>>0>35791394)AMb(a);j=((f[a+8>>2]|0)-c|0)/120|0;c=j<<1;c=j>>>0<17895697?(c>>>0<d>>>0?d:c):35791394;f[h+12>>2]=0;f[h+16>>2]=a+8;do if(!c)g=0;else if(c>>>0>35791394)vd();else{g=pOb(c*120|0)|0;break}while(0);f[h>>2]=g;j=g+(e*120|0)|0;e=h+8|0;d=h+4|0;f[d>>2]=j;f[h+12>>2]=g+(c*120|0);jdb(j,b);f[e>>2]=j+120;jbb(a,h);d=f[d>>2]|0;c=f[e>>2]|0;if((c|0)!=(d|0))do{j=c+-120|0;f[e>>2]=j;E8a(j);c=f[e>>2]|0}while((c|0)!=(d|0));c=f[h>>2]|0;if(!c){u=i;return}sOb(c);u=i;return}function jbb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;g=a+4|0;c=f[g>>2]|0;h=b+4|0;if((c|0)==(e|0)){d=h;c=a;h=f[h>>2]|0;f[c>>2]=h;f[d>>2]=e;e=b+8|0;h=f[g>>2]|0;c=f[e>>2]|0;f[g>>2]=c;f[e>>2]=h;e=a+8|0;h=b+12|0;g=f[e>>2]|0;a=f[h>>2]|0;f[e>>2]=a;f[h>>2]=g;h=f[d>>2]|0;f[b>>2]=h;return}d=f[h>>2]|0;do{i=c;c=c+-120|0;f[d+-120>>2]=f[c>>2];j=d+-116|0;k=i+-116|0;f[j>>2]=0;l=d+-112|0;f[l>>2]=0;f[d+-108>>2]=0;f[j>>2]=f[k>>2];j=i+-112|0;f[l>>2]=f[j>>2];l=i+-108|0;f[d+-108>>2]=f[l>>2];f[l>>2]=0;f[j>>2]=0;f[k>>2]=0;p[d+-104>>3]=+p[i+-104>>3];k=i+-96|0;f[d+-96>>2]=f[k>>2];j=i+-92|0;f[d+-92>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-88|0;f[d+-88>>2]=f[j>>2];k=i+-84|0;f[d+-84>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=i+-80|0;f[d+-80>>2]=f[k>>2];j=i+-76|0;f[d+-76>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-72|0;f[d+-72>>2]=f[j>>2];k=i+-68|0;f[d+-68>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=i+-64|0;f[d+-64>>2]=f[k>>2];j=i+-60|0;f[d+-60>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-56|0;f[d+-56>>2]=f[j>>2];k=i+-52|0;f[d+-52>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=d+-48|0;j=i+-48|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];k=i+-32|0;f[d+-32>>2]=f[k>>2];j=i+-28|0;f[d+-28>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=d+-24|0;k=i+-24|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];f[d+-8>>2]=f[i+-8>>2];d=(f[h>>2]|0)+-120|0;f[h>>2]=d}while((c|0)!=(e|0));l=h;k=a;j=d;i=f[a>>2]|0;f[k>>2]=j;f[l>>2]=i;i=b+8|0;k=f[g>>2]|0;j=f[i>>2]|0;f[g>>2]=j;f[i>>2]=k;i=a+8|0;k=b+12|0;j=f[i>>2]|0;h=f[k>>2]|0;f[i>>2]=h;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function kbb(a){a=a|0;var b=0,c=0,d=0,e=0;b=a+60|0;d=f[b>>2]|0;c=f[d+1896>>2]|0;d=d+1900|0;a=f[d>>2]|0;if((c|0)==(a|0)){d=0;return d|0}do{e=a+-120|0;f[d>>2]=e;E8a(e);a=f[d>>2]|0}while((a|0)!=(c|0));Nhb((f[b>>2]|0)+1048|0);e=1;return e|0}function lbb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;ufb((f[a+60>>2]|0)+3556|0,b,c,d);return}function mbb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0;i=a+230|0;e=j[i>>1]|j[i+2>>1]<<16;g=c&1;if((e>>>11&1|0)==(g|0)){i=0;return i|0}g=e&-2049|g<<11;d[i>>1]=g;d[i+2>>1]=g>>>16;g=a+60|0;h=(f[g>>2]|0)+1908|0;if(c){c=pOb(1816)|0;Ihb(c,a);jdb(c+840|0,a);p[c+952>>3]=1.0;p[c+960>>3]=1.0;p[c+968>>3]=1.0;e=c+976|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;eAa(c+1e3|0);e=f[h>>2]|0;f[h>>2]=c;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]&-8|5;h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]|8;h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]|16;h=f[(f[g>>2]|0)+1908>>2]|0;f[h+828>>2]=86040;rdb(h+840|0,0);pdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,0);qdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,0);sdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,1);h=j[i>>1]|j[i+2>>1]<<16|24576;d[i>>1]=h;d[i+2>>1]=h>>>16;i=1;return i|0}else{e=f[h>>2]|0;f[h>>2]=0;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}Qgb((f[g>>2]|0)+3624|0);i=1;return i|0}return 0}function nbb(a,c){a=a|0;c=c|0;var e=0,g=0.0,h=0,i=0;h=a+230|0;i=j[h>>1]|j[h+2>>1]<<16;if(!(i&32768)){e=a+344|0;g=+p[c>>3]}else{e=a+344|0;g=+p[c>>3];if(+p[e>>3]==g)if(+p[a+352>>3]==+p[c+8>>3])if(+p[a+360>>3]==+p[c+16>>3]){a=0;return a|0}}p[e>>3]=g;p[a+352>>3]=+p[c+8>>3];p[a+360>>3]=+p[c+16>>3];e=i|57344;d[h>>1]=e;d[h+2>>1]=e>>>16;do if(i&2048)if((b[a+226>>0]|0)!=2){i=f[a+60>>2]|0;if((f[i+1896>>2]|0)==(f[i+1900>>2]|0))if(sSa(f[a+64>>2]|0)|0){e=j[h>>1]|j[h+2>>1]<<16;break}else{a=1;return a|0}}while(0);if(!(e&1024)){a=0;return a|0}if((b[a+226>>0]|0)==2){a=0;return a|0}i=f[a+60>>2]|0;if((f[i+1896>>2]|0)!=(f[i+1900>>2]|0)){a=0;return a|0}a=(sSa(f[a+64>>2]|0)|0)^1;return a|0}function obb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;P=f[a+80>>2]|0;Q=f[a+248>>2]|0;R=f[a+272>>2]|0;S=f[a+504>>2]|0;T=f[a+512>>2]|0;U=f[a+968>>2]|0;V=f[a+984>>2]|0;x=f[a+992>>2]|0;W=f[a+1008>>2]|0;y=f[a+1024>>2]|0;X=f[a+1032>>2]|0;B=f[a+1944>>2]|0;C=f[a+2200>>2]|0;D=f[a+4904>>2]|0;N=f[a+4912>>2]|0;M=f[a+4928>>2]|0;L=f[a+4936>>2]|0;O=f[a+6072>>2]|0;Y=f[a+6104>>2]|0;K=f[a+6112>>2]|0;a:{if(Y){Y=0;switch(K|0){case 1:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}i=f[N+8>>2]|0;h=Q;while(1){if((f[h+12>>2]|0)==(i|0))break;h=f[h>>2]|0;if(!h){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}w=N+12|0;n=i;v=h;while(1){o=v+4|0;if(!(f[o>>2]|0)){O=342;break}l=v+20|0;if(!(b[l>>0]|0))S7a(a+24|0,v,n,1);else T7a(a+24|0,v,n,1);u=v+8|0;h=f[u>>2]|0;if(!h)O=354;else if((f[h+4>>2]|0)==(n|0))g=h;else O=354;if((O|0)==354){O=0;g=f[P>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=n;f[g>>2]=f[u>>2];f[u>>2]=g}t=v+16|0;f[t>>2]=n;h=f[o>>2]|0;i=f[h+12>>2]|0;if(!i)i=n;else{e=f[M>>2]|0;h=f[(f[h+8>>2]|0)+4>>2]|0;if(!(R7a(e,f[w>>2]|0,h,i,1)|0))break;i=U7a(a+24|0,h,i,N)|0;h=f[u>>2]|0;do if(!(b[l>>0]|0)){k=f[h+4>>2]|0;h=f[B>>2]|0;j=f[C>>2]|0;if(!(b[D>>0]|0))$h[h&3](j,0,k,i,n,f[k+12>>2]|0,f[i+12>>2]|0,f[n+12>>2]|0,f[k+24>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0);else $h[h&3](j,0,k,n,i,f[k+12>>2]|0,f[n+12>>2]|0,f[i+12>>2]|0,f[k+24>>2]|0,f[n+24>>2]|0,f[i+24>>2]|0);S7a(a+24|0,v,i,1);T7a(a+24|0,f[o>>2]|0,i,1);f[(f[u>>2]|0)+4>>2]=i;f[(f[(f[o>>2]|0)+8>>2]|0)+4>>2]=i}else{if(!h)O=377;else if((f[h+4>>2]|0)==(n|0)){m=h;O=378}else O=377;if((O|0)==377){O=0;h=f[P>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=n;f[h>>2]=f[u>>2];f[u>>2]=h;if(h|0){m=h;O=378}}if((O|0)==378){O=0;if((f[m+4>>2]|0)==(i|0))break}n=f[P>>2]|0;n=Rg[f[f[n>>2]>>2]&255](n,8)|0;f[n+4>>2]=i;f[n>>2]=f[u>>2];f[u>>2]=n}while(0);h=f[o>>2]|0;f[v+12>>2]=f[(h+12|0)>>2];f[t>>2]=f[h+16>>2];f[(h+12|0)>>2]=f[w>>2];j=f[v>>2]|0;if(j){Q7a(a+24|0,v,j,9.999999974752427e-07,9.999999974752427e-07);h=f[o>>2]|0}}if(!h){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else{n=i;v=h}}if((O|0)==342){T7a(a+24|0,v,n,1);e=v+8|0;c=f[e>>2]|0;if(!c)O=345;else if((f[c+4>>2]|0)==(n|0)){p=c;q=f[M>>2]|0;O=346}else O=345;if((O|0)==345){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=n;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[M>>2]|0;if(!d){r=c;O=347}else{p=d;q=c;O=346}}if((O|0)==346){O=0;if((f[p+4>>2]|0)==(q|0))s=q;else{r=q;O=347}}if((O|0)==347){O=0;s=f[P>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=r;f[s>>2]=f[e>>2];f[e>>2]=s;s=r}f[v+16>>2]=s;f[v+12>>2]=f[w>>2];Q7a(a+24|0,v,f[v>>2]|0,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6144>>2]=2;f[a+6148>>2]=8;break a}if(!(b[l>>0]|0)){i=f[g+4>>2]|0;do if((i|0)!=(n|0)){g=f[B>>2]|0;h=f[C>>2]|0;if(!(b[D>>0]|0)){$h[g&3](h,0,i,e,n,f[i+12>>2]|0,f[e+12>>2]|0,f[n+12>>2]|0,f[i+24>>2]|0,f[e+24>>2]|0,f[n+24>>2]|0);break}else{$h[g&3](h,0,i,n,e,f[i+12>>2]|0,f[n+12>>2]|0,f[e+12>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0,f[e+24>>2]|0);break}}while(0);S7a(a+24|0,v,f[M>>2]|0,1);g=f[u>>2]|0;e=f[M>>2]|0}if(!g)O=365;else if((f[g+4>>2]|0)!=(e|0))O=365;if((O|0)==365){O=0;y=f[P>>2]|0;y=Rg[f[f[y>>2]>>2]&255](y,8)|0;f[y+4>>2]=e;f[y>>2]=f[u>>2];f[u>>2]=y}f[t>>2]=e;f[v+12>>2]=f[w>>2];e=f[o>>2]|0;if(e|0)Q7a(a+24|0,e,v,9.999999974752427e-07,0.0);e=f[v>>2]|0;if(!e){x=Q;y=R}else{Q7a(a+24|0,v,e,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 2:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else e=Q;while(1){if((f[e+12>>2]|0)==(L|0))break;e=f[e>>2]|0;if(!e){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}k=N+8|0;m=N+16|0;j=L;l=e;while(1){if(!(f[l>>2]|0)){O=388;break}z=l+20|0;if(!(b[z>>0]|0))S7a(a+24|0,l,j,1);else T7a(a+24|0,l,j,1);J=l+8|0;e=f[J>>2]|0;if(!e)O=400;else if((f[e+4>>2]|0)==(j|0))d=e;else O=400;if((O|0)==400){O=0;d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[J>>2];f[J>>2]=d}I=l+16|0;f[I>>2]=j;e=f[l>>2]|0;g=f[e+12>>2]|0;if(!g)g=j;else{c=f[k>>2]|0;e=f[(f[e+8>>2]|0)+4>>2]|0;if(R7a(c,f[m>>2]|0,e,g,1)|0)break;i=U7a(a+24|0,e,g,N)|0;e=f[J>>2]|0;do if(!(b[z>>0]|0)){if(!e)O=423;else if((f[e+4>>2]|0)==(j|0)){A=e;O=424}else O=423;if((O|0)==423){O=0;e=f[P>>2]|0;e=Rg[f[f[e>>2]>>2]&255](e,8)|0;f[e+4>>2]=j;f[e>>2]=f[J>>2];f[J>>2]=e;if(e|0){A=e;O=424}}if((O|0)==424){O=0;if((f[A+4>>2]|0)==(i|0))break}w=f[P>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,8)|0;f[w+4>>2]=i;f[w>>2]=f[J>>2];f[J>>2]=w}else{h=f[e+4>>2]|0;e=f[B>>2]|0;g=f[C>>2]|0;if(!(b[D>>0]|0))$h[e&3](g,0,h,j,i,f[h+12>>2]|0,f[j+12>>2]|0,f[i+12>>2]|0,f[h+24>>2]|0,f[j+24>>2]|0,f[i+24>>2]|0);else $h[e&3](g,0,h,i,j,f[h+12>>2]|0,f[i+12>>2]|0,f[j+12>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0,f[j+24>>2]|0);T7a(a+24|0,l,i,1);S7a(a+24|0,f[l>>2]|0,i,1);f[(f[J>>2]|0)+4>>2]=i;f[(f[(f[l>>2]|0)+8>>2]|0)+4>>2]=i}while(0);e=f[l>>2]|0;f[l+12>>2]=f[(e+12|0)>>2];f[I>>2]=f[e+16>>2];f[(e+12|0)>>2]=f[m>>2];g=f[l+4>>2]|0;if(!g)g=i;else{Q7a(a+24|0,g,l,9.999999974752427e-07,9.999999974752427e-07);g=i;e=f[l>>2]|0}}if(!e){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else{j=g;l=e}}if((O|0)==388){S7a(a+24|0,l,j,1);e=l+8|0;c=f[e>>2]|0;if(!c)O=391;else if((f[c+4>>2]|0)==(j|0)){E=c;F=f[k>>2]|0;O=392}else O=391;if((O|0)==391){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){G=c;O=393}else{E=d;F=c;O=392}}if((O|0)==392){O=0;if((f[E+4>>2]|0)==(F|0))H=F;else{G=F;O=393}}if((O|0)==393){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=G;f[H>>2]=f[e>>2];f[e>>2]=H;H=G}f[l+16>>2]=H;f[l+12>>2]=f[m>>2];Q7a(a+24|0,f[l+4>>2]|0,l,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6144>>2]=2;f[a+6148>>2]=8;break a}if(b[z>>0]|0){g=f[d+4>>2]|0;do if((g|0)!=(j|0)){e=f[B>>2]|0;d=f[C>>2]|0;if(!(b[D>>0]|0)){$h[e&3](d,0,g,j,c,f[g+12>>2]|0,f[j+12>>2]|0,f[c+12>>2]|0,f[g+24>>2]|0,f[j+24>>2]|0,f[c+24>>2]|0);break}else{$h[e&3](d,0,g,c,j,f[g+12>>2]|0,f[c+12>>2]|0,f[j+12>>2]|0,f[g+24>>2]|0,f[c+24>>2]|0,f[j+24>>2]|0);break}}while(0);T7a(a+24|0,l,f[k>>2]|0,1);d=f[J>>2]|0;c=f[k>>2]|0}if(!d)O=411;else if((f[d+4>>2]|0)!=(c|0))O=411;if((O|0)==411){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=c;f[H>>2]=f[J>>2];f[J>>2]=H}f[I>>2]=c;f[l+12>>2]=f[m>>2];c=f[l+4>>2]|0;if(c|0)Q7a(a+24|0,c,l,9.999999974752427e-07,0.0);c=f[l>>2]|0;if(!c){x=Q;y=R}else{Q7a(a+24|0,l,c,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 5:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else h=Q;while(1){g=h+12|0;if((f[g>>2]|0)==(L|0))break;c=f[h>>2]|0;if(!c){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else h=c}c=(f[h>>2]|0)==0;do if(!(b[h+20>>0]|0)){if(c){T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}S7a(a+24|0,h,L,1);c=f[M>>2]|0;d=h+8|0;e=f[d>>2]|0;if(!e)O=438;else if((f[e+4>>2]|0)!=(c|0))O=438;if((O|0)==438){O=0;M=f[P>>2]|0;M=Rg[f[f[M>>2]>>2]&255](M,8)|0;f[M+4>>2]=c;f[M>>2]=f[d>>2];f[d>>2]=M}f[g>>2]=f[N+12>>2];d=N+8|0;T7a(a+24|0,f[h>>2]|0,f[d>>2]|0,1);c=f[h>>2]|0;d=f[d>>2]|0;e=f[(c+8|0)>>2]|0;if(e|0)if((f[e+4>>2]|0)==(d|0))break;P=f[P>>2]|0;P=Rg[f[f[P>>2]>>2]&255](P,8)|0;f[P+4>>2]=d;f[P>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=P;c=f[h>>2]|0}else{if(c){T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}T7a(a+24|0,h,L,1);P=N+8|0;S7a(a+24|0,f[h>>2]|0,f[P>>2]|0,1);f[(f[h+8>>2]|0)+4>>2]=f[M>>2];f[g>>2]=f[N+12>>2];c=f[h>>2]|0;f[(f[c+8>>2]|0)+4>>2]=f[P>>2]}while(0);f[c+12>>2]=f[N+16>>2];N=h+16|0;c=c+16|0;P=f[N>>2]|0;f[N>>2]=f[c>>2];f[c>>2]=P;c=f[h+4>>2]|0;if(c|0)Q7a(a+24|0,c,h,9.999999974752427e-07,9.999999974752427e-07);c=f[h>>2]|0;d=f[c>>2]|0;if(!d){x=Q;y=R}else{Q7a(a+24|0,c,d,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R}break}default:{T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}}}f[a+504>>2]=S;f[a+512>>2]=T;f[a+968>>2]=U;f[a+984>>2]=V;f[a+992>>2]=x;f[a+1008>>2]=W;f[a+1024>>2]=y;f[a+1032>>2]=X;f[a+6072>>2]=O;f[a+6104>>2]=Y}function pbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;G=f[a+80>>2]|0;v=f[a+352>>2]|0;H=f[a+704>>2]|0;w=f[a+800>>2]|0;c=f[a+880>>2]|0;J=f[a+1624>>2]|0;C=f[a+1944>>2]|0;g=f[a+2032>>2]|0;D=f[a+2200>>2]|0;o=f[a+2248>>2]|0;E=f[a+4904>>2]|0;x=f[a+4912>>2]|0;t=f[a+4928>>2]|0;F=f[a+5856>>2]|0;i=f[a+5864>>2]|0;r=f[a+5880>>2]|0;m=f[a+5904>>2]|0;p=f[a+5912>>2]|0;q=f[a+5944>>2]|0;l=f[a+5968>>2]|0;I=f[a+6072>>2]|0;a:{if((J|0)==(q|0)){if(!(b[c+20>>0]|0)){S7a(a+24|0,c,g,1);h=f[t>>2]|0;i=c+8|0;e=f[i>>2]|0;if(!e)I=223;else if((f[e+4>>2]|0)==(h|0)){j=h;k=e}else I=223;if((I|0)==223){I=0;k=f[G>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=h;f[k>>2]=f[i>>2];f[i>>2]=k;j=f[t>>2]|0}g=c+16|0;f[g>>2]=h;e=f[F>>2]|0;if(+n[j+16>>2]!=+n[e+16>>2]){if(!k)I=227;else if((f[k+4>>2]|0)==(e|0))d=e;else I=227;if((I|0)==227){I=0;d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=e;f[d>>2]=f[i>>2];f[i>>2]=d;d=f[F>>2]|0}f[g>>2]=e}else d=e;f[r>>2]=0;c=f[c>>2]|0;T7a(a+24|0,c,d,1);d=f[F>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)I=231;else if((f[e+4>>2]|0)!=(d|0))I=231;if((I|0)==231){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=J}f[c+16>>2]=d;f[c+12>>2]=0;Q7a(a+24|0,f[(f[c+4>>2]|0)+4>>2]|0,f[c>>2]|0,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=w;f[a+6152>>2]=1;break a}j=c+4|0;k=f[j>>2]|0;T7a(a+24|0,c,l,1);g=f[t>>2]|0;h=f[F>>2]|0;do if(+n[g+16>>2]!=+n[h+16>>2]){i=f[(f[c+8>>2]|0)+4>>2]|0;e=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0)){$h[e&3](d,0,i,g,h,f[i+12>>2]|0,f[g+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0);break}else{$h[e&3](d,0,i,h,g,f[i+12>>2]|0,f[h+12>>2]|0,f[g+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0);break}}while(0);S7a(a+24|0,f[c>>2]|0,f[F>>2]|0,1);e=f[j>>2]|0;if(e|0)f[e>>2]=f[f[c>>2]>>2];d=f[c>>2]|0;g=f[d>>2]|0;if(g|0)f[g+4>>2]=e;g=(w|0)==(c|0)?g:w;e=f[(d+8|0)>>2]|0;if(e){do{f[(d+8|0)>>2]=f[e>>2];$zb(e);e=f[(d+8|0)>>2]|0}while((e|0)!=0);d=f[c>>2]|0}$zb(d);e=c+8|0;d=f[e>>2]|0;if(d|0)do{f[e>>2]=f[d>>2];$zb(d);d=f[e>>2]|0}while((d|0)!=0);$zb(c);if(!k){h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}d=f[k>>2]|0;if(!d){h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}Q7a(a+24|0,k,d,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}i=f[i>>2]|0;d=f[p+12>>2]|0;if(!d){d=p;while(1){g=f[d>>2]|0;d=f[g+12>>2]|0;if(!d)d=g;else break}}else g=p;if(R7a(q,i,f[(f[g+8>>2]|0)+4>>2]|0,d,0)|0){if((f[(f[c+8>>2]|0)+4>>2]|0)==(f[(f[p+8>>2]|0)+4>>2]|0)){f[r>>2]=f[(p+12|0)>>2];f[(p+12|0)>>2]=m;h=H;i=46;e=v;d=w;f[a+6152>>2]=1;break a}d=f[p>>2]|0;if(!d){h=1;i=23;e=v;d=w;f[a+6152>>2]=1;break a}e=f[(d+12|0)>>2]|0;if((q|0)!=(e|0)){h=1;i=23;e=v;d=w;f[a+6152>>2]=1;break a}h=f[(p+12|0)>>2]|0;f[(p+12|0)>>2]=e;f[(d+12|0)>>2]=h;h=H;i=46;e=v;d=w;f[a+6152>>2]=1;break a}do{d=1;if(d)if(!(b[c+20>>0]|0)){S7a(a+24|0,c,o,1);d=f[t>>2]|0;e=c+8|0;g=f[e>>2]|0;if(!g)I=247;else if((f[g+4>>2]|0)!=(d|0))I=247;if((I|0)==247){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[e>>2];f[e>>2]=J}f[c+16>>2]=d;i=f[c>>2]|0;h=U7a(a+24|0,f[(f[(i+8|0)>>2]|0)+4>>2]|0,f[(i+12|0)>>2]|0,x)|0;c=f[(i+4|0)>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)I=250;else if((f[d+4>>2]|0)==(h|0))s=c;else I=250;if((I|0)==250){I=0;s=f[G>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=h;f[s>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=s;s=f[(i+4|0)>>2]|0}f[s+12>>2]=f[(i+12|0)>>2];f[s+16>>2]=f[i+16>>2];c=f[i>>2]|0;d=f[c+12>>2]|0;if((d|0)!=(f[F>>2]|0)){if(!d)do{c=f[f[c>>2]>>2]|0;d=f[c+12>>2]|0}while((d|0)==0);d=U7a(a+24|0,f[(f[c+8>>2]|0)+4>>2]|0,d,x)|0}T7a(a+24|0,i,h,1);g=f[(f[(i+8|0)>>2]|0)+4>>2]|0;c=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[c&3](e,0,g,h,d,f[g+12>>2]|0,f[h+12>>2]|0,f[d+12>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[d+24>>2]|0);h=d;e=0;u=i;break}else{$h[c&3](e,0,g,d,h,f[g+12>>2]|0,f[d+12>>2]|0,f[h+12>>2]|0,f[g+24>>2]|0,f[d+24>>2]|0,f[h+24>>2]|0);h=d;e=0;u=i;break}}else d=1;if(d)if(1){T7a(a+24|0,c,o,1);h=f[c>>2]|0;h=U7a(a+24|0,f[(f[h+8>>2]|0)+4>>2]|0,f[h+12>>2]|0,x)|0;i=f[(f[c+8>>2]|0)+4>>2]|0;g=f[t>>2]|0;d=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[d&3](e,0,i,g,h,f[i+12>>2]|0,f[g+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0);e=v;u=c;break}else{$h[d&3](e,0,i,h,g,f[i+12>>2]|0,f[h+12>>2]|0,f[g+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0);e=v;u=c;break}}}while(0);c=f[u>>2]|0;S7a(a+24|0,c,h,1);j=f[c+12>>2]|0;i=f[c+16>>2]|0;c=f[c>>2]|0;d=f[u+4>>2]|0;if(d|0)f[d>>2]=c;if(c)f[c+4>>2]=d;p=(w|0)==(u|0)?c:w;d=f[u>>2]|0;g=f[(d+8|0)>>2]|0;if(g){do{f[(d+8|0)>>2]=f[g>>2];$zb(g);g=f[(d+8|0)>>2]|0}while((g|0)!=0);d=f[u>>2]|0}$zb(d);g=u+8|0;d=f[g>>2]|0;if(d|0)do{f[g>>2]=f[d>>2];$zb(d);d=f[g>>2]|0}while((d|0)!=0);$zb(u);if((h|0)==(f[F>>2]|0)){h=H;i=47;d=p;f[a+6152>>2]=1;break a}if(!c){h=1;i=23;d=p;c=0;f[a+6152>>2]=1;break a}else{o=i;m=j;l=h}while(1){k=c+12|0;d=f[k>>2]|0;if(!d){h=l;d=o;g=m}else{if((d|0)==(f[F>>2]|0))break;j=c+8|0;h=U7a(a+24|0,f[(f[j>>2]|0)+4>>2]|0,d,x)|0;do if(!(b[c+20>>0]|0)){S7a(a+24|0,c,f[F>>2]|0,1);i=f[(f[j>>2]|0)+4>>2]|0;d=f[C>>2]|0;g=f[D>>2]|0;if(!(b[E>>0]|0))$h[d&3](g,0,i,l,h,f[i+12>>2]|0,f[l+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0);else $h[d&3](g,0,i,h,l,f[i+12>>2]|0,f[h+12>>2]|0,f[l+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0);f[(f[j>>2]|0)+4>>2]=l;if(!e)break;d=(f[c+4>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=e;f[J>>2]=f[d>>2];f[d>>2]=J}else T7a(a+24|0,c,h,1);while(0);g=f[k>>2]|0;f[k>>2]=m;e=c+16|0;d=f[e>>2]|0;f[e>>2]=o;e=l}c=f[c>>2]|0;if(!c){h=1;i=23;d=p;c=0;f[a+6152>>2]=2;f[a+6156>>2]=1;break a}else{o=d;m=g;l=h}}if(b[c+20>>0]|0){T7a(a+24|0,c,d,1);h=f[F>>2]|0;i=c+8|0;d=f[i>>2]|0;do if(!d)I=278;else{if((f[d+4>>2]|0)!=(h|0)){I=278;break}A=c+16|0;f[A>>2]=h;y=d;I=279}while(0);if((I|0)==278){d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[i>>2];f[i>>2]=d;g=c+16|0;f[g>>2]=h;if(!d){B=g;I=280}else{y=d;A=g;I=279}}if((I|0)==279){I=0;if((f[y+4>>2]|0)==(l|0))z=A;else{B=A;I=280}}if((I|0)==280){I=0;z=f[G>>2]|0;z=Rg[f[f[z>>2]>>2]&255](z,8)|0;f[z+4>>2]=l;f[z>>2]=f[i>>2];f[i>>2]=z;z=B}f[k>>2]=m;f[z>>2]=o;h=H;i=47;d=p;f[a+6152>>2]=1;break a}S7a(a+24|0,c,d,1);j=c+8|0;i=f[(f[j>>2]|0)+4>>2]|0;h=f[F>>2]|0;g=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0))$h[g&3](d,0,i,l,h,f[i+12>>2]|0,f[l+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0);else $h[g&3](d,0,i,h,l,f[i+12>>2]|0,f[h+12>>2]|0,f[l+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0);d=f[j>>2]|0;g=f[(d+4|0)>>2]|0;h=c+4|0;do if((g|0)==(f[(f[(f[h>>2]|0)+8>>2]|0)+4>>2]|0))f[(d+4|0)>>2]=l;else{if((d|0)!=0&(g|0)==(l|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=l;f[J>>2]=f[j>>2];f[j>>2]=J}while(0);f[k>>2]=m;f[c+16>>2]=o;if(!e){h=H;i=47;e=0;d=p;f[a+6152>>2]=1;break a}d=(f[h>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0)){h=H;i=47;d=p;f[a+6152>>2]=1;break a}h=f[G>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=e;f[h>>2]=f[d>>2];f[d>>2]=h;h=H;i=47;d=p}f[a+816>>2]=h;f[a+824>>2]=i;f[a+928>>2]=e;f[a+944>>2]=d;f[a+976>>2]=c;f[a+6072>>2]=I}function qbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0;X=f[a+80>>2]|0;z=f[a+248>>2]|0;w=f[a+256>>2]|0;t=f[a+264>>2]|0;Y=f[a+272>>2]|0;Z=f[a+504>>2]|0;_=f[a+968>>2]|0;D=f[a+992>>2]|0;$=f[a+1008>>2]|0;E=f[a+1024>>2]|0;K=f[a+1944>>2]|0;L=f[a+2200>>2]|0;N=f[a+4904>>2]|0;M=f[a+4912>>2]|0;O=f[a+4928>>2]|0;A=f[a+4960>>2]|0;j=f[a+5008>>2]|0;V=f[a+5024>>2]|0;W=f[a+6072>>2]|0;a:{if((W|0)==185){W=0;f[w>>2]=A;f[(A+4|0)>>2]=w;Q7a(a+24|0,w,A,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(f[(A+8|0)>>2]|0)+4>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)W=187;else if((f[e+4>>2]|0)!=(d|0))W=187;if((W|0)==187){W=0;V=f[X>>2]|0;V=Rg[f[f[V>>2]>>2]&255](V,8)|0;f[V+4>>2]=d;f[V>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=V}f[c+16>>2]=d;e=f[M+8>>2]|0;if(!(+n[(f[O>>2]|0)+16>>2]!=+n[e+16>>2])){D=z;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)W=191;else if((f[d+4>>2]|0)==(e|0))g=c;else W=191;if((W|0)==191){W=0;g=f[X>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=e;f[g>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=g;g=f[A>>2]|0}f[c+16>>2]=e;Q7a(a+24|0,A,g,9.999999974752427e-07,9.999999974752427e-07);D=z;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}v=w+4|0;c=f[v>>2]|0;if(!c)y=0;else{Q7a(a+24|0,c,A,9.999999974752427e-07,9.999999974752427e-07);y=f[v>>2]|0}do{u=1;if(u){u=0;if(!(b[w+20>>0]|0)){i=(f[A>>2]|0)+20|0;B=b[(A+20|0)>>0]|0;b[(A+20|0)>>0]=b[i>>0]|0;b[i>>0]=B;i=y+12|0;if(!(f[i>>2]|0)){c=y+4|0;S7a(a+24|0,f[c>>2]|0,f[O>>2]|0,1);d=f[c>>2]|0;e=f[O>>2]|0;g=f[(d+8|0)>>2]|0;if(!g)W=118;else if((f[g+4>>2]|0)==(e|0)){k=d;l=e}else W=118;if((W|0)==118){W=0;k=f[X>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=e;f[k>>2]=f[(d+8|0)>>2];f[(d+8|0)>>2]=k;k=f[c>>2]|0;l=f[O>>2]|0}f[d+16>>2]=e;f[k+12>>2]=f[j>>2];T7a(a+24|0,y,l,1);f[i>>2]=f[V>>2];c=f[c>>2]|0;Q7a(a+24|0,f[c+4>>2]|0,c,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d){do{f[(c+8|0)>>2]=f[d>>2];$zb(d);d=f[(c+8|0)>>2]|0}while((d|0)!=0);c=f[A>>2]|0}$zb(c);c=f[(A+8|0)>>2]|0;if(c|0)do{f[(A+8|0)>>2]=f[c>>2];$zb(c);c=f[(A+8|0)>>2]|0}while((c|0)!=0);$zb(A);B=z;d=y;break}c=y+8|0;e=f[(f[c>>2]|0)+4>>2]|0;g=f[(f[t>>2]|0)+4>>2]|0;T7a(a+24|0,y,f[O>>2]|0,0);S7a(a+24|0,w,f[O>>2]|0,0);d=f[c>>2]|0;do if(!(f[d>>2]|0)){f[d+4>>2]=e;f[y+16>>2]=e;c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d|0)if((f[d+4>>2]|0)==(g|0)){m=g;o=c;break}s=f[X>>2]|0;p=c;q=c+8|0;r=g;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}else{f[(f[A>>2]|0)+8>>2]=d;f[c>>2]=0;s=f[X>>2]|0;p=y;q=c;r=e;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}while(0);if((W|0)==131){W=0;f[s+4>>2]=r;f[s>>2]=f[q>>2];f[q>>2]=s;m=r;o=p}f[o+16>>2]=m;c=f[t>>2]|0;if(!(f[c>>2]|0)){B=f[(A+8|0)>>2]|0;f[B+4>>2]=e;f[(A+16|0)>>2]=e;e=B}else{e=f[(A+8|0)>>2]|0;f[(A+8|0)>>2]=c;f[t>>2]=e;c=e;e=f[(A+8|0)>>2]|0}f[c+4>>2]=g;f[w+16>>2]=g;c=f[v>>2]|0;f[(A+4|0)>>2]=c;f[f[A>>2]>>2]=w;f[c>>2]=A;c=f[A>>2]|0;f[v>>2]=c;d=f[O>>2]|0;if(!e)W=137;else if((f[e+4>>2]|0)==(d|0))x=c;else W=137;if((W|0)==137){W=0;x=f[X>>2]|0;x=Rg[f[f[x>>2]>>2]&255](x,8)|0;f[x+4>>2]=d;f[x>>2]=f[(A+8|0)>>2];f[(A+8|0)>>2]=x;x=f[A>>2]|0}f[(A+16|0)>>2]=d;B=z;d=x}else u=1}if(u)if(1){f[(A+4|0)>>2]=y;if(y|0)f[y>>2]=A;f[f[A>>2]>>2]=w;d=f[A>>2]|0;f[v>>2]=d;B=(z|0)==(w|0)?A:z}}while(0);k=M+8|0;i=f[O>>2]|0;j=d;while(1){c=f[j>>2]|0;d=f[c+12>>2]|0;if(!d){h=i;C=c}else{P=f[k>>2]|0;c=f[(f[c+8>>2]|0)+4>>2]|0;if(R7a(P,f[V>>2]|0,c,d,1)|0)break;h=U7a(a+24|0,c,d,M)|0;g=j+8|0;c=f[g>>2]|0;do if(!(b[j+20>>0]|0)){do if(!c)W=167;else{if((f[c+4>>2]|0)!=(i|0)){W=167;break}F=j+16|0;f[F>>2]=i;H=c;W=168}while(0);if((W|0)==167){W=0;c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=i;f[c>>2]=f[g>>2];f[g>>2]=c;d=j+16|0;f[d>>2]=i;if(!c)G=d;else{F=d;H=c;W=168}}if((W|0)==168){W=0;if((f[H+4>>2]|0)==(h|0)){c=F;break}else G=F}c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=h;f[c>>2]=f[g>>2];f[g>>2]=c;c=G}else{e=f[c+4>>2]|0;c=f[K>>2]|0;d=f[L>>2]|0;if(!(b[N>>0]|0))$h[c&3](d,0,e,i,h,f[e+12>>2]|0,f[i+12>>2]|0,f[h+12>>2]|0,f[e+24>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0);else $h[c&3](d,0,e,h,i,f[e+12>>2]|0,f[h+12>>2]|0,f[i+12>>2]|0,f[e+24>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0);T7a(a+24|0,j,h,1);S7a(a+24|0,f[j>>2]|0,h,1);f[(f[g>>2]|0)+4>>2]=h;f[(f[(f[j>>2]|0)+8>>2]|0)+4>>2]=h;c=j+16|0}while(0);d=f[j>>2]|0;f[j+12>>2]=f[(d+12|0)>>2];f[c>>2]=f[d+16>>2];f[(d+12|0)>>2]=f[V>>2];c=f[j+4>>2]|0;if(!c)C=d;else{Q7a(a+24|0,c,j,9.999999974752427e-07,9.999999974752427e-07);C=f[j>>2]|0}}if(!C){Z=1;_=M;$=B;W=448;f[a+6160>>2]=2;f[a+6164>>2]=3;break a}if(!(f[C>>2]|0)){W=174;break}if(!(b[C+20>>0]|0)){S7a(a+24|0,C,h,1);i=h;j=C;continue}else{T7a(a+24|0,C,h,1);i=h;j=C;continue}}if((W|0)==174){e=C+8|0;c=f[e>>2]|0;if(!c)W=177;else if((f[c+4>>2]|0)==(h|0)){Q=c;R=f[k>>2]|0;W=178}else W=177;if((W|0)==177){d=f[X>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){S=c;W=179}else{Q=d;R=c;W=178}}if((W|0)==178){W=0;if((f[Q+4>>2]|0)==(R|0))T=R;else{S=R;W=179}}if((W|0)==179){W=0;T=f[X>>2]|0;T=Rg[f[f[T>>2]>>2]&255](T,8)|0;f[T+4>>2]=S;f[T>>2]=f[e>>2];f[e>>2]=T;T=S}f[C+16>>2]=T;f[C+12>>2]=f[V>>2];Q7a(a+24|0,f[C+4>>2]|0,C,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}if(!(b[j+20>>0]|0))W=148;else if(+n[(f[O>>2]|0)+16>>2]!=+n[P+16>>2]){g=j+8|0;e=f[(f[g>>2]|0)+4>>2]|0;d=f[K>>2]|0;c=f[L>>2]|0;if(!(b[N>>0]|0))$h[d&3](c,0,e,i,P,f[e+12>>2]|0,f[i+12>>2]|0,f[P+12>>2]|0,f[e+24>>2]|0,f[i+24>>2]|0,f[P+24>>2]|0);else $h[d&3](c,0,e,P,i,f[e+12>>2]|0,f[P+12>>2]|0,f[i+12>>2]|0,f[e+24>>2]|0,f[P+24>>2]|0,f[i+24>>2]|0);T7a(a+24|0,j,f[k>>2]|0,1);J=g;I=f[g>>2]|0}else W=148;if((W|0)==148){W=0;c=j+8|0;d=f[c>>2]|0;if(!d)W=150;else if((f[d+4>>2]|0)==(i|0))U=d;else W=150;if((W|0)==150){W=0;U=f[X>>2]|0;U=Rg[f[f[U>>2]>>2]&255](U,8)|0;f[U+4>>2]=i;f[U>>2]=f[c>>2];f[c>>2]=U}f[j+16>>2]=i;J=c;I=U}c=f[k>>2]|0;if(!I)W=154;else if((f[I+4>>2]|0)!=(c|0))W=154;if((W|0)==154){W=0;X=f[X>>2]|0;X=Rg[f[f[X>>2]>>2]&255](X,8)|0;f[X+4>>2]=c;f[X>>2]=f[J>>2];f[J>>2]=X}f[j+16>>2]=c;f[j+12>>2]=f[V>>2];c=f[j+4>>2]|0;if(c|0)Q7a(a+24|0,c,j,9.999999974752427e-07,9.999999974752427e-07);c=f[j>>2]|0;if(!c){D=B;E=Y}else{Q7a(a+24|0,j,c,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y}f[a+6160>>2]=1;break a}f[a+504>>2]=Z;f[a+968>>2]=_;f[a+992>>2]=D;f[a+1008>>2]=$;f[a+1024>>2]=E;f[a+6072>>2]=W}function rbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0;T=f[a+80>>2]|0;v=f[a+248>>2]|0;z=f[a+272>>2]|0;K=f[a+504>>2]|0;L=f[a+512>>2]|0;M=f[a+816>>2]|0;N=f[a+824>>2]|0;O=f[a+944>>2]|0;P=f[a+968>>2]|0;Q=f[a+984>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;S=f[a+1032>>2]|0;C=f[a+1944>>2]|0;E=f[a+2200>>2]|0;F=f[a+4904>>2]|0;I=f[a+4912>>2]|0;J=f[a+4928>>2]|0;w=f[a+4936>>2]|0;U=f[a+6072>>2]|0;V=f[a+6104>>2]|0;q=f[a+6112>>2]|0;a:{if(V){V=0;switch(q|0){case 3:{m=f[T>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,24)|0;h=f[T>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,24)|0;f[m>>2]=h;f[h+4>>2]=m;f[h>>2]=0;f[(m+4|0)>>2]=0;f[(f[m>>2]|0)+8>>2]=0;f[(m+8|0)>>2]=0;h=f[J>>2]|0;i=f[T>>2]|0;i=Rg[f[f[i>>2]>>2]&255](i,8)|0;f[i+4>>2]=h;f[i>>2]=f[(m+8|0)>>2];f[(m+8|0)>>2]=i;f[(m+16|0)>>2]=h;h=I+12|0;i=f[h>>2]|0;f[m+12>>2]=i;j=I+16|0;e=f[m>>2]|0;f[e+12>>2]=f[j>>2];b[(m+20|0)>>0]=1;b[e+20>>0]=0;if(!v){c=f[J>>2]|0;d=f[(e+8|0)>>2]|0;if(!d)U=101;else if((f[d+4>>2]|0)==(c|0))k=c;else U=101;if((U|0)==101){U=0;k=f[T>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=c;f[k>>2]=f[(e+8|0)>>2];f[(e+8|0)>>2]=k;k=f[J>>2]|0}f[e+16>>2]=c;e=f[I+8>>2]|0;if(!(+n[k+16>>2]!=+n[e+16>>2])){A=m;B=z;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}c=f[m>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)U=105;else if((f[d+4>>2]|0)==(e|0))l=c;else U=105;if((U|0)==105){U=0;l=f[T>>2]|0;l=Rg[f[f[l>>2]>>2]&255](l,8)|0;f[l+4>>2]=e;f[l>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=l;l=f[m>>2]|0}f[c+16>>2]=e;Q7a(a+24|0,m,l,9.999999974752427e-07,9.999999974752427e-07);A=m;B=z;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}else d=v;while(1){c=f[d+12>>2]|0;if(c|0){g=d+8|0;if(R7a(f[J>>2]|0,i,f[(f[g>>2]|0)+4>>2]|0,c,0)|0)break}c=f[d>>2]|0;if(!c){U=185;break}else d=c}f[a+80>>2]=T;f[a+248>>2]=v;f[a+256>>2]=d;f[a+264>>2]=g;f[a+272>>2]=z;f[a+504>>2]=K;f[a+968>>2]=P;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1944>>2]=C;f[a+2200>>2]=E;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+4960>>2]=m;f[a+5008>>2]=h;f[a+5024>>2]=j;f[a+6072>>2]=U;f[a+6160>>2]=0;f[a+6164>>2]=0;qbb(a);K=f[a+504>>2]|0;P=f[a+968>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;U=f[a+6072>>2]|0;G=f[a+6160>>2]|0;D=f[a+6164>>2]|0;H=+n[a+6164>>2];f[a+6160>>2]=0;f[a+6164>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:{f[a+6168>>2]=2;f[a+6172>>2]=15;break a}case 3:{f[a+6168>>2]=2;f[a+6172>>2]=14;break a}}}default:V=1}}if(V){V=0;switch(q|0){case 0:{if(!v){L=1;Q=I;S=0;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}s=I+8|0;t=I+16|0;u=I+12|0;r=0;p=z;q=v;c=v;d=w;while(1){k=d;i=d;j=d;e=d;g=d;b:while(1){o=c+12|0;d=f[o>>2]|0;if((d|0)==(g|0))break;l=f[s>>2]|0;h=l;m=e;e=k;while(1){if((d|0)!=(h|0))break;f[s>>2]=m;f[J>>2]=l;e=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=e;e=f[o>>2]|0;g=l;if((e|0)==(g|0)){d=e;k=e;j=e;i=e;break b}else{z=l;d=e;h=m;e=g;i=g;j=g;l=m;m=z}}c=f[c>>2]|0;if(!c){L=1;Q=I;S=q;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else{k=e;e=m}}g=d;h=f[c>>2]|0;c:do{d=1;if(d){d=0;if(!h){M=1;N=23;x=r;O=q;y=c}else d=1}if(d)if(1){d=f[h+12>>2]|0;if(!d){e=h;do{e=f[e>>2]|0;d=f[e+12>>2]|0}while(!(d|0))}z=f[s>>2]|0;f[a+80>>2]=T;f[a+352>>2]=r;f[a+704>>2]=p;f[a+800>>2]=q;f[a+816>>2]=M;f[a+824>>2]=N;f[a+880>>2]=c;f[a+928>>2]=x;f[a+944>>2]=O;f[a+976>>2]=y;f[a+1624>>2]=d;f[a+1944>>2]=C;f[a+2032>>2]=k;f[a+2200>>2]=E;f[a+2248>>2]=j;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+5856>>2]=s;f[a+5864>>2]=t;f[a+5880>>2]=o;f[a+5904>>2]=g;f[a+5912>>2]=h;f[a+5944>>2]=z;f[a+5968>>2]=i;f[a+6072>>2]=U;f[a+6152>>2]=0;f[a+6156>>2]=0;pbb(a);M=f[a+816>>2]|0;N=f[a+824>>2]|0;x=f[a+928>>2]|0;O=f[a+944>>2]|0;y=f[a+976>>2]|0;U=f[a+6072>>2]|0;G=f[a+6152>>2]|0;D=f[a+6156>>2]|0;H=+n[a+6156>>2];f[a+6152>>2]=0;f[a+6156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break c}}}while(0);switch(N&63){case 47:{A=O;B=M;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}case 46:break;default:{f[a+6168>>2]=2;f[a+6172>>2]=11;break a}}r=x;p=M;q=O;c=y;d=f[J>>2]|0}}default:V=1}}if(V){V=0;switch(q|0){case 4:{if(!v){L=1;Q=I;S=0;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else p=v;while(1){l=p+12|0;if((f[l>>2]|0)==(w|0))break;c=f[p>>2]|0;if(!c){L=1;Q=I;S=v;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else p=c}if(!(b[p+20>>0]|0))S7a(a+24|0,p,w,1);else T7a(a+24|0,p,w,1);d=f[I+8>>2]|0;m=p+8|0;c=f[m>>2]|0;if(!c)U=315;else if((f[c+4>>2]|0)==(d|0))o=c;else U=315;if((U|0)==315){U=0;o=f[T>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,8)|0;f[o+4>>2]=d;f[o>>2]=f[m>>2];f[m>>2]=o}j=p+16|0;f[j>>2]=d;f[l>>2]=f[I+16>>2];k=p+4|0;d=f[k>>2]|0;d:do if(!d){i=p;d=0}else{c=f[(f[d+8>>2]|0)+4>>2]|0;if((c|0)==(f[o+4>>2]|0))while(1){e=f[l>>2]|0;g=d+12|0;h=f[g>>2]|0;X=+n[c+16>>2];W=+n[c+20>>2];if((+n[e+16>>2]-X)*(+n[h+20>>2]-W)>=(+n[h+16>>2]-X)*(+n[e+20>>2]-W)){i=p;break d}f[l>>2]=h;f[g>>2]=e;c=(f[k>>2]|0)+16|0;B=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=B;c=f[p>>2]|0;if(c|0)Q7a(a+24|0,p,c,0.0,9.999999974752427e-07);d=f[k>>2]|0;if(!d){i=p;d=0;break d}c=f[(f[d+8>>2]|0)+4>>2]|0;if((c|0)!=(f[(f[m>>2]|0)+4>>2]|0)){i=p;break}}else i=p}while(0);c=f[i>>2]|0;if(!c)c=0;else{while(1){d=f[(f[c+8>>2]|0)+4>>2]|0;if((d|0)!=(f[(f[m>>2]|0)+4>>2]|0))break;e=f[l>>2]|0;g=c+12|0;h=f[g>>2]|0;W=+n[d+16>>2];X=+n[d+20>>2];if((+n[e+16>>2]-W)*(+n[h+20>>2]-X)<=(+n[h+16>>2]-W)*(+n[e+20>>2]-X))break;f[l>>2]=h;f[g>>2]=e;c=(f[i>>2]|0)+16|0;B=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=B;c=f[k>>2]|0;if(c|0)Q7a(a+24|0,c,p,0.0,9.999999974752427e-07);c=f[i>>2]|0;if(!c){c=0;break}}d=f[k>>2]|0}if(d){c=+n[(f[(f[m>>2]|0)+4>>2]|0)+16>>2]==+n[(f[(f[d+8>>2]|0)+4>>2]|0)+16>>2];Q7a(a+24|0,d,p,c?-9.999999974752427e-07:9.999999974752427e-07,c?-9.999999974752427e-07:0.0);c=f[i>>2]|0}if(!c){A=v;B=z}else{A=+n[(f[(f[m>>2]|0)+4>>2]|0)+16>>2]==+n[(f[(f[c+8>>2]|0)+4>>2]|0)+16>>2];Q7a(a+24|0,p,c,A?-9.999999974752427e-07:0.0,A?-9.999999974752427e-07:9.999999974752427e-07);A=v;B=z}break}default:V=1}}f[a+80>>2]=T;f[a+248>>2]=v;f[a+272>>2]=z;f[a+504>>2]=K;f[a+512>>2]=L;f[a+968>>2]=P;f[a+984>>2]=Q;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1032>>2]=S;f[a+1944>>2]=C;f[a+2200>>2]=E;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+4936>>2]=w;f[a+6072>>2]=U;f[a+6104>>2]=V;f[a+6112>>2]=q;f[a+6144>>2]=0;f[a+6148>>2]=0;obb(a);K=f[a+504>>2]|0;L=f[a+512>>2]|0;P=f[a+968>>2]|0;Q=f[a+984>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;S=f[a+1032>>2]|0;U=f[a+6072>>2]|0;V=f[a+6104>>2]|0;G=f[a+6144>>2]|0;D=f[a+6148>>2]|0;H=+n[a+6148>>2];f[a+6144>>2]=0;f[a+6148>>2]=0;if((G|0)==1){f[a+6168>>2]=1;break a}if((G|0)==2)switch(D|0){case 13:{f[a+6168>>2]=2;f[a+6172>>2]=14;break a}case 8:{f[a+6168>>2]=2;f[a+6172>>2]=15;break a}}}f[a+504>>2]=K;f[a+512>>2]=L;f[a+816>>2]=M;f[a+824>>2]=N;f[a+944>>2]=O;f[a+968>>2]=P;f[a+984>>2]=Q;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1032>>2]=S;f[a+6072>>2]=U;f[a+6104>>2]=V}function sbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0;pa=f[a+80>>2]|0;K=f[a+88>>2]|0;X=f[a+112>>2]|0;Y=f[a+152>>2]|0;Z=f[a+216>>2]|0;_=f[a+240>>2]|0;$=f[a+280>>2]|0;t=f[a+488>>2]|0;ca=f[a+520>>2]|0;da=f[a+528>>2]|0;na=f[a+1040>>2]|0;oa=f[a+1048>>2]|0;C=+n[a+1904>>2];E=+n[a+1912>>2];F=+n[a+1920>>2];qa=f[a+1944>>2]|0;ra=f[a+2200>>2]|0;sa=f[a+2640>>2]|0;L=f[a+2648>>2]|0;M=+n[a+3456>>2];N=+n[a+3464>>2];O=+n[a+3504>>2];P=+n[a+3536>>2];Q=+n[a+3592>>2];R=+n[a+3632>>2];S=+n[a+3872>>2];ta=f[a+6072>>2]|0;a:{b:while(1){c=$;while(1){r=f[c>>2]|0;r=(r|0)<0?0-r|0:r;s=c+(r<<2)|0;if((r|0)>=3)break;if((s+4|0|0)==(X|0)){d=Z;e=_;break b}else c=s+4|0}g=c+4|0;c=f[g>>2]|0;d=f[pa>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,28)|0;if((c|0)>-1){f[d>>2]=f[(K+(c*12|0)|0)>>2];f[d+4>>2]=f[(K+(c*12|0)|0)+4>>2];f[d+8>>2]=f[(K+(c*12|0)|0)+8>>2]}else{f[d>>2]=f[K>>2];f[d+4>>2]=f[K+4>>2];f[d+8>>2]=f[K+8>>2]}f[d+12>>2]=c;h=C*(+n[d>>2]-(M+N)*.5);i=E*(+n[d+4>>2]-(O+P)*.5);l=F*(+n[d+8>>2]-(Q+R)*.5);switch(t&255&3){case 0:{A=l;I=i;ta=33;break}case 1:{A=h;I=l;ta=33;break}case 2:{A=i;I=h;ta=33;break}default:{}}if((ta|0)==33){ta=0;n[d+16>>2]=I;n[d+20>>2]=A}f[d+24>>2]=0;r=f[pa>>2]|0;r=Rg[f[f[r>>2]>>2]&255](r,8)|0;f[r+4>>2]=d;f[r>>2]=f[L>>2];f[L>>2]=r;r=0;e=_;p=f[sa>>2]|0;while(1){c=f[pa>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,28)|0;f[c>>2]=p;f[sa>>2]=c;q=e+1|0;r=(r|0)==0?c:r;f[(c+8|0)>>2]=d;f[(c+4|0)>>2]=d;k=g+4|0;p=c;do{j=1;if(j){j=0;if(k>>>0>s>>>0){v=d;w=k;x=d;W=d}else j=1}if(j)if(1){while(1){d=f[k>>2]|0;o=f[pa>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,28)|0;if((d|0)>-1){f[o>>2]=f[(K+(d*12|0)|0)>>2];f[o+4>>2]=f[(K+(d*12|0)|0)+4>>2];f[o+8>>2]=f[(K+(d*12|0)|0)+8>>2]}else{f[o>>2]=f[K>>2];f[o+4>>2]=f[K+4>>2];f[o+8>>2]=f[K+8>>2]}f[o+12>>2]=d;h=C*(+n[o>>2]-(M+N)*.5);i=E*(+n[(o+4|0)>>2]-(O+P)*.5);l=F*(+n[(o+8|0)>>2]-(Q+R)*.5);switch(t&255&3){case 0:{B=l;J=i;ta=44;break}case 1:{B=h;J=l;ta=44;break}case 2:{B=i;J=h;ta=44;break}default:{y=o+20|0;z=o+20|0}}if((ta|0)==44){ta=0;n[o+16>>2]=J;n[(o+20|0)>>2]=B;y=o+20|0;z=o+20|0}f[o+24>>2]=0;m=f[pa>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,8)|0;f[m+4>>2]=o;f[m>>2]=f[L>>2];f[L>>2]=m;m=f[(c+4|0)>>2]|0;h=+n[m+20>>2];l=+n[z>>2]-h;if(!((l<0.0?-l:l)<=1.0000000116860974e-07)){d=s-k|0;g=g+8|0;c:do if((d|0)>0){h=+n[o>>2];j=(d>>>2)+1|0;while(1){d=f[g>>2]|0;l=+n[K+(d*12|0)>>2]-h;if(!((l<0.0?-l:l)<=S))break c;l=+n[K+(d*12|0)+4>>2]-+n[(o+4|0)>>2];if(!((l<0.0?-l:l)<=S))break c;l=+n[K+(d*12|0)+8>>2]-+n[(o+8|0)>>2];if(!((l<0.0?-l:l)<=S))break c;g=g+4|0;if((j|0)>2)j=j+-1|0;else break}}while(0);if(g>>>0>s>>>0){ta=59;break}d=f[g>>2]|0;U=f[(c+8|0)>>2]|0;l=+n[K+(d*12|0)>>2]-+n[U>>2];if(!((l<0.0?-l:l)<=S)){ta=58;break}l=+n[K+(d*12|0)+4>>2]-+n[U+4>>2];if(!((l<0.0?-l:l)<=S)){ta=60;break}l=+n[K+(d*12|0)+8>>2]-+n[U+8>>2];if(!((l<0.0?-l:l)<=S)){ta=61;break}else T=U}else{f[(c+8|0)>>2]=o;n[y>>2]=h;g=k;T=o}V=g+4|0;if(V>>>0>s>>>0){ta=62;break}else k=V}if((ta|0)==58){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==59){ta=0;v=o;w=k;x=m;W=f[(c+8|0)>>2]|0;break}else if((ta|0)==60){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==61){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==62){ta=0;v=o;w=V;x=m;W=T;break}}}while(0);g=x;l=+n[x+16>>2]-+n[W+16>>2];if((l<0.0?-l:l)<9.999999974752427e-07){f[(c+8|0)>>2]=g;j=x}else j=W;if(w>>>0>s>>>0)break;else{d=v;e=q;g=w}}if((r|0)==(c|0)){f[sa>>2]=f[c>>2];$zb(c);d=0}else{d=r+4|0;l=+n[j+20>>2]-+n[(f[d>>2]|0)+20>>2];if((l<0.0?-l:l)<9.999999974752428e-08){f[d>>2]=g;s=f[c>>2]|0;f[sa>>2]=s;$zb(c);c=s}else e=q;d=f[r>>2]|0;do{q=c;c=f[c>>2]|0;s=(c|0)==(d|0);r=s?f[sa>>2]|0:c;f[q+12>>2]=f[r+8>>2];f[r+16>>2]=f[q+4>>2]}while(!s);c=f[sa>>2]|0;do{g=c+20|0;f[g>>2]=0;if(+n[(f[c+12>>2]|0)+20>>2]>+n[(f[c+4>>2]|0)+20>>2]){f[g>>2]=1;j=3}else j=2;if(+n[(f[c+16>>2]|0)+20>>2]>+n[(f[c+8>>2]|0)+20>>2])f[g>>2]=j;c=f[c>>2]|0}while((c|0)!=(d|0));c=f[sa>>2]|0;do{g=c+24|0;b[g>>0]=1;j=c+4|0;k=f[j>>2]|0;h=+n[k+16>>2];m=c+8|0;o=f[m>>2]|0;i=+n[o+16>>2];d:do if((h-i<0.0?-(h-i):h-i)<9.999999974752427e-07){p=c+20|0;switch(f[p>>2]|0){case 3:{s=f[c+12>>2]|0;r=f[c+16>>2]|0;if((+n[s+16>>2]-h)*(+n[r+20>>2]-+n[o+20>>2])>(+n[r+16>>2]-i)*(+n[s+20>>2]-+n[k+20>>2])){ta=87;break d}else break d}case 0:{s=f[c+12>>2]|0;r=f[c+16>>2]|0;if((+n[s+16>>2]-h)*(+n[r+20>>2]-+n[o+20>>2])<(+n[r+16>>2]-i)*(+n[s+20>>2]-+n[k+20>>2])){ta=87;break d}else break d}case 2:case 1:{f[p>>2]=4;if(+n[(f[c+12>>2]|0)+20>>2]>+n[(f[c+16>>2]|0)+20>>2]){ta=87;break d}else break d}default:break d}}else if(h>i)ta=87;while(0);if((ta|0)==87){ta=0;b[g>>0]=0;f[m>>2]=k;f[j>>2]=o;q=c+16|0;s=c+12|0;r=f[q>>2]|0;f[q>>2]=f[s>>2];f[s>>2]=r;s=c+20|0;f[s>>2]=f[40212+(f[s>>2]<<2)>>2]}c=f[c>>2]|0}while((c|0)!=(d|0))}if((w|0)==(X|0))break;else{Z=d;_=e;$=w}}e:{c=1;if(c){c=0;if(!e){aa=0;ha=d;ka=0;ta=448}else c=1}if(c)if(1){g=f[pa>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,e<<2)|0;c=g;d=f[sa>>2]|0;while(1){f[c>>2]=d;d=f[d>>2]|0;if(!d)break;else c=c+4|0}d=e+-1|0;P7a(g,0,d,1024);if((d|0)>0){c=0;do{X=c;c=c+1|0;f[f[g+(X<<2)>>2]>>2]=f[g+(c<<2)>>2]}while((c|0)!=(d|0))}f[f[g+(d<<2)>>2]>>2]=0;c=f[g>>2]|0;f[sa>>2]=c;$zb(g);k=(a+24|0)+28|0;b[k>>0]=b[c+24>>0]|0;if(!c){ca=0;na=0;ta=450;f[a+6176>>2]=2;f[a+6180>>2]=8;break a}else{h=-10.0;g=0;j=0}f:while(1){f[sa>>2]=f[c>>2];d=c+4|0;e=f[d>>2]|0;i=+n[(e+20|0)>>2];if(i<h)n[(e+20|0)>>2]=h;else h=i;g:do{W=1;X=f[c+20>>2]|0;f[a+80>>2]=pa;f[a+248>>2]=g;f[a+272>>2]=j;f[a+504>>2]=aa;f[a+512>>2]=ba;f[a+816>>2]=ea;f[a+824>>2]=fa;f[a+944>>2]=ga;f[a+968>>2]=ha;f[a+984>>2]=ia;f[a+992>>2]=ja;f[a+1008>>2]=ka;f[a+1024>>2]=la;f[a+1032>>2]=ma;f[a+1944>>2]=qa;f[a+2200>>2]=ra;f[a+4904>>2]=k;f[a+4912>>2]=c;f[a+4928>>2]=d;f[a+4936>>2]=e;f[a+6072>>2]=ta;f[a+6104>>2]=W;f[a+6112>>2]=X;f[a+6168>>2]=0;f[a+6172>>2]=0;rbb(a);aa=f[a+504>>2]|0;ba=f[a+512>>2]|0;ea=f[a+816>>2]|0;fa=f[a+824>>2]|0;ga=f[a+944>>2]|0;ha=f[a+968>>2]|0;ia=f[a+984>>2]|0;ja=f[a+992>>2]|0;ka=f[a+1008>>2]|0;la=f[a+1024>>2]|0;ma=f[a+1032>>2]|0;ta=f[a+6072>>2]|0;G=f[a+6168>>2]|0;D=f[a+6172>>2]|0;H=+n[a+6172>>2];f[a+6168>>2]=0;f[a+6172>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 15:break g;case 14:break e;case 11:break f}}while(0);$zb(c);c=f[sa>>2]|0;if(!c){da=la;oa=ja;f[a+6176>>2]=2;f[a+6180>>2]=8;break a}else{g=ja;j=la}}if((fa|0)==23){aa=ea;ha=c;ka=ga;ta=448}else{Y=0;u=a;f[a+6176>>2]=6;f[a+6180>>2]=Y|0;break a}}}if((ta|0)==448)if(!ha){ca=aa;na=ka;ta=450;f[a+6176>>2]=1;break a}else{ba=aa;ia=ha;ma=ka}$zb(ia);ca=ba;na=ma;ta=450}f[a+152>>2]=Y;f[a+216>>2]=Z;f[a+240>>2]=_;f[a+280>>2]=$;f[a+520>>2]=ca;f[a+528>>2]=da;f[a+1040>>2]=na;f[a+1048>>2]=oa;f[a+6072>>2]=ta}function tbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;P=f[a+96>>2]|0;Q=f[a+264>>2]|0;R=f[a+288>>2]|0;S=f[a+512>>2]|0;T=f[a+520>>2]|0;U=f[a+976>>2]|0;V=f[a+992>>2]|0;x=f[a+1e3>>2]|0;W=f[a+1016>>2]|0;y=f[a+1032>>2]|0;X=f[a+1040>>2]|0;B=f[a+1936>>2]|0;C=f[a+2192>>2]|0;D=f[a+4896>>2]|0;N=f[a+4912>>2]|0;M=f[a+4920>>2]|0;L=f[a+4928>>2]|0;O=f[a+6064>>2]|0;Y=f[a+6096>>2]|0;K=f[a+6104>>2]|0;a:{if(Y){Y=0;switch(K|0){case 1:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}i=f[N+8>>2]|0;h=Q;while(1){if((f[h+12>>2]|0)==(i|0))break;h=f[h>>2]|0;if(!h){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}w=N+12|0;n=i;v=h;while(1){o=v+4|0;if(!(f[o>>2]|0)){O=342;break}l=v+20|0;if(!(b[l>>0]|0))a8a(a+48|0,v,n,1);else b8a(a+48|0,v,n,1);u=v+8|0;h=f[u>>2]|0;if(!h)O=354;else if((f[h+4>>2]|0)==(n|0))g=h;else O=354;if((O|0)==354){O=0;g=f[P>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=n;f[g>>2]=f[u>>2];f[u>>2]=g}t=v+16|0;f[t>>2]=n;h=f[o>>2]|0;i=f[h+12>>2]|0;if(!i)i=n;else{e=f[M>>2]|0;h=f[(f[h+8>>2]|0)+4>>2]|0;if(!($7a(e,f[w>>2]|0,h,i,1)|0))break;i=c8a(a+48|0,h,i,N)|0;h=f[u>>2]|0;do if(!(b[l>>0]|0)){k=f[h+4>>2]|0;h=f[B>>2]|0;j=f[C>>2]|0;if(!(b[D>>0]|0))$h[h&3](j,0,k,i,n,f[k+24>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0,f[k+36>>2]|0,f[i+36>>2]|0,f[n+36>>2]|0);else $h[h&3](j,0,k,n,i,f[k+24>>2]|0,f[n+24>>2]|0,f[i+24>>2]|0,f[k+36>>2]|0,f[n+36>>2]|0,f[i+36>>2]|0);a8a(a+48|0,v,i,1);b8a(a+48|0,f[o>>2]|0,i,1);f[(f[u>>2]|0)+4>>2]=i;f[(f[(f[o>>2]|0)+8>>2]|0)+4>>2]=i}else{if(!h)O=377;else if((f[h+4>>2]|0)==(n|0)){m=h;O=378}else O=377;if((O|0)==377){O=0;h=f[P>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=n;f[h>>2]=f[u>>2];f[u>>2]=h;if(h|0){m=h;O=378}}if((O|0)==378){O=0;if((f[m+4>>2]|0)==(i|0))break}n=f[P>>2]|0;n=Rg[f[f[n>>2]>>2]&255](n,8)|0;f[n+4>>2]=i;f[n>>2]=f[u>>2];f[u>>2]=n}while(0);h=f[o>>2]|0;f[v+12>>2]=f[(h+12|0)>>2];f[t>>2]=f[h+16>>2];f[(h+12|0)>>2]=f[w>>2];j=f[v>>2]|0;if(j){_7a(a+48|0,v,j,9.999999974752427e-07,9.999999974752427e-07);h=f[o>>2]|0}}if(!h){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else{n=i;v=h}}if((O|0)==342){b8a(a+48|0,v,n,1);e=v+8|0;c=f[e>>2]|0;if(!c)O=345;else if((f[c+4>>2]|0)==(n|0)){p=c;q=f[M>>2]|0;O=346}else O=345;if((O|0)==345){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=n;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[M>>2]|0;if(!d){r=c;O=347}else{p=d;q=c;O=346}}if((O|0)==346){O=0;if((f[p+4>>2]|0)==(q|0))s=q;else{r=q;O=347}}if((O|0)==347){O=0;s=f[P>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=r;f[s>>2]=f[e>>2];f[e>>2]=s;s=r}f[v+16>>2]=s;f[v+12>>2]=f[w>>2];_7a(a+48|0,v,f[v>>2]|0,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6136>>2]=2;f[a+6140>>2]=8;break a}if(!(b[l>>0]|0)){i=f[g+4>>2]|0;do if((i|0)!=(n|0)){g=f[B>>2]|0;h=f[C>>2]|0;if(!(b[D>>0]|0)){$h[g&3](h,0,i,e,n,f[i+24>>2]|0,f[e+24>>2]|0,f[n+24>>2]|0,f[i+36>>2]|0,f[e+36>>2]|0,f[n+36>>2]|0);break}else{$h[g&3](h,0,i,n,e,f[i+24>>2]|0,f[n+24>>2]|0,f[e+24>>2]|0,f[i+36>>2]|0,f[n+36>>2]|0,f[e+36>>2]|0);break}}while(0);a8a(a+48|0,v,f[M>>2]|0,1);g=f[u>>2]|0;e=f[M>>2]|0}if(!g)O=365;else if((f[g+4>>2]|0)!=(e|0))O=365;if((O|0)==365){O=0;y=f[P>>2]|0;y=Rg[f[f[y>>2]>>2]&255](y,8)|0;f[y+4>>2]=e;f[y>>2]=f[u>>2];f[u>>2]=y}f[t>>2]=e;f[v+12>>2]=f[w>>2];e=f[o>>2]|0;if(e|0)_7a(a+48|0,e,v,9.999999974752427e-07,0.0);e=f[v>>2]|0;if(!e){x=Q;y=R}else{_7a(a+48|0,v,e,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 2:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else e=Q;while(1){if((f[e+12>>2]|0)==(L|0))break;e=f[e>>2]|0;if(!e){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}k=N+8|0;m=N+16|0;j=L;l=e;while(1){if(!(f[l>>2]|0)){O=388;break}z=l+20|0;if(!(b[z>>0]|0))a8a(a+48|0,l,j,1);else b8a(a+48|0,l,j,1);J=l+8|0;e=f[J>>2]|0;if(!e)O=400;else if((f[e+4>>2]|0)==(j|0))d=e;else O=400;if((O|0)==400){O=0;d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[J>>2];f[J>>2]=d}I=l+16|0;f[I>>2]=j;e=f[l>>2]|0;g=f[e+12>>2]|0;if(!g)g=j;else{c=f[k>>2]|0;e=f[(f[e+8>>2]|0)+4>>2]|0;if($7a(c,f[m>>2]|0,e,g,1)|0)break;i=c8a(a+48|0,e,g,N)|0;e=f[J>>2]|0;do if(!(b[z>>0]|0)){if(!e)O=423;else if((f[e+4>>2]|0)==(j|0)){A=e;O=424}else O=423;if((O|0)==423){O=0;e=f[P>>2]|0;e=Rg[f[f[e>>2]>>2]&255](e,8)|0;f[e+4>>2]=j;f[e>>2]=f[J>>2];f[J>>2]=e;if(e|0){A=e;O=424}}if((O|0)==424){O=0;if((f[A+4>>2]|0)==(i|0))break}w=f[P>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,8)|0;f[w+4>>2]=i;f[w>>2]=f[J>>2];f[J>>2]=w}else{h=f[e+4>>2]|0;e=f[B>>2]|0;g=f[C>>2]|0;if(!(b[D>>0]|0))$h[e&3](g,0,h,j,i,f[h+24>>2]|0,f[j+24>>2]|0,f[i+24>>2]|0,f[h+36>>2]|0,f[j+36>>2]|0,f[i+36>>2]|0);else $h[e&3](g,0,h,i,j,f[h+24>>2]|0,f[i+24>>2]|0,f[j+24>>2]|0,f[h+36>>2]|0,f[i+36>>2]|0,f[j+36>>2]|0);b8a(a+48|0,l,i,1);a8a(a+48|0,f[l>>2]|0,i,1);f[(f[J>>2]|0)+4>>2]=i;f[(f[(f[l>>2]|0)+8>>2]|0)+4>>2]=i}while(0);e=f[l>>2]|0;f[l+12>>2]=f[(e+12|0)>>2];f[I>>2]=f[e+16>>2];f[(e+12|0)>>2]=f[m>>2];g=f[l+4>>2]|0;if(!g)g=i;else{_7a(a+48|0,g,l,9.999999974752427e-07,9.999999974752427e-07);g=i;e=f[l>>2]|0}}if(!e){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else{j=g;l=e}}if((O|0)==388){a8a(a+48|0,l,j,1);e=l+8|0;c=f[e>>2]|0;if(!c)O=391;else if((f[c+4>>2]|0)==(j|0)){E=c;F=f[k>>2]|0;O=392}else O=391;if((O|0)==391){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){G=c;O=393}else{E=d;F=c;O=392}}if((O|0)==392){O=0;if((f[E+4>>2]|0)==(F|0))H=F;else{G=F;O=393}}if((O|0)==393){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=G;f[H>>2]=f[e>>2];f[e>>2]=H;H=G}f[l+16>>2]=H;f[l+12>>2]=f[m>>2];_7a(a+48|0,f[l+4>>2]|0,l,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6136>>2]=2;f[a+6140>>2]=8;break a}if(b[z>>0]|0){g=f[d+4>>2]|0;do if((g|0)!=(j|0)){e=f[B>>2]|0;d=f[C>>2]|0;if(!(b[D>>0]|0)){$h[e&3](d,0,g,j,c,f[g+24>>2]|0,f[j+24>>2]|0,f[c+24>>2]|0,f[g+36>>2]|0,f[j+36>>2]|0,f[c+36>>2]|0);break}else{$h[e&3](d,0,g,c,j,f[g+24>>2]|0,f[c+24>>2]|0,f[j+24>>2]|0,f[g+36>>2]|0,f[c+36>>2]|0,f[j+36>>2]|0);break}}while(0);b8a(a+48|0,l,f[k>>2]|0,1);d=f[J>>2]|0;c=f[k>>2]|0}if(!d)O=411;else if((f[d+4>>2]|0)!=(c|0))O=411;if((O|0)==411){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=c;f[H>>2]=f[J>>2];f[J>>2]=H}f[I>>2]=c;f[l+12>>2]=f[m>>2];c=f[l+4>>2]|0;if(c|0)_7a(a+48|0,c,l,9.999999974752427e-07,0.0);c=f[l>>2]|0;if(!c){x=Q;y=R}else{_7a(a+48|0,l,c,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 5:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else h=Q;while(1){g=h+12|0;if((f[g>>2]|0)==(L|0))break;c=f[h>>2]|0;if(!c){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else h=c}c=(f[h>>2]|0)==0;do if(!(b[h+20>>0]|0)){if(c){T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}a8a(a+48|0,h,L,1);c=f[M>>2]|0;d=h+8|0;e=f[d>>2]|0;if(!e)O=438;else if((f[e+4>>2]|0)!=(c|0))O=438;if((O|0)==438){O=0;M=f[P>>2]|0;M=Rg[f[f[M>>2]>>2]&255](M,8)|0;f[M+4>>2]=c;f[M>>2]=f[d>>2];f[d>>2]=M}f[g>>2]=f[N+12>>2];d=N+8|0;b8a(a+48|0,f[h>>2]|0,f[d>>2]|0,1);c=f[h>>2]|0;d=f[d>>2]|0;e=f[(c+8|0)>>2]|0;if(e|0)if((f[e+4>>2]|0)==(d|0))break;P=f[P>>2]|0;P=Rg[f[f[P>>2]>>2]&255](P,8)|0;f[P+4>>2]=d;f[P>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=P;c=f[h>>2]|0}else{if(c){T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}b8a(a+48|0,h,L,1);P=N+8|0;a8a(a+48|0,f[h>>2]|0,f[P>>2]|0,1);f[(f[h+8>>2]|0)+4>>2]=f[M>>2];f[g>>2]=f[N+12>>2];c=f[h>>2]|0;f[(f[c+8>>2]|0)+4>>2]=f[P>>2]}while(0);f[c+12>>2]=f[N+16>>2];N=h+16|0;c=c+16|0;P=f[N>>2]|0;f[N>>2]=f[c>>2];f[c>>2]=P;c=f[h+4>>2]|0;if(c|0)_7a(a+48|0,c,h,9.999999974752427e-07,9.999999974752427e-07);c=f[h>>2]|0;d=f[c>>2]|0;if(!d){x=Q;y=R}else{_7a(a+48|0,c,d,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R}break}default:{T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}}}f[a+512>>2]=S;f[a+520>>2]=T;f[a+976>>2]=U;f[a+992>>2]=V;f[a+1e3>>2]=x;f[a+1016>>2]=W;f[a+1032>>2]=y;f[a+1040>>2]=X;f[a+6064>>2]=O;f[a+6096>>2]=Y}function ubb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;G=f[a+96>>2]|0;v=f[a+368>>2]|0;H=f[a+712>>2]|0;w=f[a+808>>2]|0;c=f[a+888>>2]|0;J=f[a+1632>>2]|0;C=f[a+1936>>2]|0;g=f[a+2032>>2]|0;D=f[a+2192>>2]|0;o=f[a+2240>>2]|0;E=f[a+4896>>2]|0;x=f[a+4912>>2]|0;t=f[a+4920>>2]|0;F=f[a+5848>>2]|0;i=f[a+5856>>2]|0;r=f[a+5872>>2]|0;m=f[a+5896>>2]|0;p=f[a+5904>>2]|0;q=f[a+5936>>2]|0;l=f[a+5960>>2]|0;I=f[a+6064>>2]|0;a:{if((J|0)==(q|0)){if(!(b[c+20>>0]|0)){a8a(a+48|0,c,g,1);h=f[t>>2]|0;i=c+8|0;e=f[i>>2]|0;if(!e)I=223;else if((f[e+4>>2]|0)==(h|0)){j=h;k=e}else I=223;if((I|0)==223){I=0;k=f[G>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=h;f[k>>2]=f[i>>2];f[i>>2]=k;j=f[t>>2]|0}g=c+16|0;f[g>>2]=h;e=f[F>>2]|0;if(+n[j+28>>2]!=+n[e+28>>2]){if(!k)I=227;else if((f[k+4>>2]|0)==(e|0))d=e;else I=227;if((I|0)==227){I=0;d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=e;f[d>>2]=f[i>>2];f[i>>2]=d;d=f[F>>2]|0}f[g>>2]=e}else d=e;f[r>>2]=0;c=f[c>>2]|0;b8a(a+48|0,c,d,1);d=f[F>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)I=231;else if((f[e+4>>2]|0)!=(d|0))I=231;if((I|0)==231){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=J}f[c+16>>2]=d;f[c+12>>2]=0;_7a(a+48|0,f[(f[c+4>>2]|0)+4>>2]|0,f[c>>2]|0,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=w;f[a+6144>>2]=1;break a}j=c+4|0;k=f[j>>2]|0;b8a(a+48|0,c,l,1);g=f[t>>2]|0;h=f[F>>2]|0;do if(+n[g+28>>2]!=+n[h+28>>2]){i=f[(f[c+8>>2]|0)+4>>2]|0;e=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0)){$h[e&3](d,0,i,g,h,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0);break}else{$h[e&3](d,0,i,h,g,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[g+36>>2]|0);break}}while(0);a8a(a+48|0,f[c>>2]|0,f[F>>2]|0,1);e=f[j>>2]|0;if(e|0)f[e>>2]=f[f[c>>2]>>2];d=f[c>>2]|0;g=f[d>>2]|0;if(g|0)f[g+4>>2]=e;g=(w|0)==(c|0)?g:w;e=f[(d+8|0)>>2]|0;if(e){do{f[(d+8|0)>>2]=f[e>>2];$zb(e);e=f[(d+8|0)>>2]|0}while((e|0)!=0);d=f[c>>2]|0}$zb(d);e=c+8|0;d=f[e>>2]|0;if(d|0)do{f[e>>2]=f[d>>2];$zb(d);d=f[e>>2]|0}while((d|0)!=0);$zb(c);if(!k){h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}d=f[k>>2]|0;if(!d){h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}_7a(a+48|0,k,d,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}i=f[i>>2]|0;d=f[p+12>>2]|0;if(!d){d=p;while(1){g=f[d>>2]|0;d=f[g+12>>2]|0;if(!d)d=g;else break}}else g=p;if($7a(q,i,f[(f[g+8>>2]|0)+4>>2]|0,d,0)|0){if((f[(f[c+8>>2]|0)+4>>2]|0)==(f[(f[p+8>>2]|0)+4>>2]|0)){f[r>>2]=f[(p+12|0)>>2];f[(p+12|0)>>2]=m;h=H;i=46;e=v;d=w;f[a+6144>>2]=1;break a}d=f[p>>2]|0;if(!d){h=1;i=23;e=v;d=w;f[a+6144>>2]=1;break a}e=f[(d+12|0)>>2]|0;if((q|0)!=(e|0)){h=1;i=23;e=v;d=w;f[a+6144>>2]=1;break a}h=f[(p+12|0)>>2]|0;f[(p+12|0)>>2]=e;f[(d+12|0)>>2]=h;h=H;i=46;e=v;d=w;f[a+6144>>2]=1;break a}do{d=1;if(d)if(!(b[c+20>>0]|0)){a8a(a+48|0,c,o,1);d=f[t>>2]|0;e=c+8|0;g=f[e>>2]|0;if(!g)I=247;else if((f[g+4>>2]|0)!=(d|0))I=247;if((I|0)==247){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[e>>2];f[e>>2]=J}f[c+16>>2]=d;i=f[c>>2]|0;h=c8a(a+48|0,f[(f[(i+8|0)>>2]|0)+4>>2]|0,f[(i+12|0)>>2]|0,x)|0;c=f[(i+4|0)>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)I=250;else if((f[d+4>>2]|0)==(h|0))s=c;else I=250;if((I|0)==250){I=0;s=f[G>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=h;f[s>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=s;s=f[(i+4|0)>>2]|0}f[s+12>>2]=f[(i+12|0)>>2];f[s+16>>2]=f[i+16>>2];c=f[i>>2]|0;d=f[c+12>>2]|0;if((d|0)!=(f[F>>2]|0)){if(!d)do{c=f[f[c>>2]>>2]|0;d=f[c+12>>2]|0}while((d|0)==0);d=c8a(a+48|0,f[(f[c+8>>2]|0)+4>>2]|0,d,x)|0}b8a(a+48|0,i,h,1);g=f[(f[(i+8|0)>>2]|0)+4>>2]|0;c=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[c&3](e,0,g,h,d,f[g+24>>2]|0,f[h+24>>2]|0,f[d+24>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0,f[d+36>>2]|0);h=d;e=0;u=i;break}else{$h[c&3](e,0,g,d,h,f[g+24>>2]|0,f[d+24>>2]|0,f[h+24>>2]|0,f[g+36>>2]|0,f[d+36>>2]|0,f[h+36>>2]|0);h=d;e=0;u=i;break}}else d=1;if(d)if(1){b8a(a+48|0,c,o,1);h=f[c>>2]|0;h=c8a(a+48|0,f[(f[h+8>>2]|0)+4>>2]|0,f[h+12>>2]|0,x)|0;i=f[(f[c+8>>2]|0)+4>>2]|0;g=f[t>>2]|0;d=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[d&3](e,0,i,g,h,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0);e=v;u=c;break}else{$h[d&3](e,0,i,h,g,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[g+36>>2]|0);e=v;u=c;break}}}while(0);c=f[u>>2]|0;a8a(a+48|0,c,h,1);j=f[c+12>>2]|0;i=f[c+16>>2]|0;c=f[c>>2]|0;d=f[u+4>>2]|0;if(d|0)f[d>>2]=c;if(c)f[c+4>>2]=d;p=(w|0)==(u|0)?c:w;d=f[u>>2]|0;g=f[(d+8|0)>>2]|0;if(g){do{f[(d+8|0)>>2]=f[g>>2];$zb(g);g=f[(d+8|0)>>2]|0}while((g|0)!=0);d=f[u>>2]|0}$zb(d);g=u+8|0;d=f[g>>2]|0;if(d|0)do{f[g>>2]=f[d>>2];$zb(d);d=f[g>>2]|0}while((d|0)!=0);$zb(u);if((h|0)==(f[F>>2]|0)){h=H;i=47;d=p;f[a+6144>>2]=1;break a}if(!c){h=1;i=23;d=p;c=0;f[a+6144>>2]=1;break a}else{o=i;m=j;l=h}while(1){k=c+12|0;d=f[k>>2]|0;if(!d){h=l;d=o;g=m}else{if((d|0)==(f[F>>2]|0))break;j=c+8|0;h=c8a(a+48|0,f[(f[j>>2]|0)+4>>2]|0,d,x)|0;do if(!(b[c+20>>0]|0)){a8a(a+48|0,c,f[F>>2]|0,1);i=f[(f[j>>2]|0)+4>>2]|0;d=f[C>>2]|0;g=f[D>>2]|0;if(!(b[E>>0]|0))$h[d&3](g,0,i,l,h,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[l+36>>2]|0,f[h+36>>2]|0);else $h[d&3](g,0,i,h,l,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[l+36>>2]|0);f[(f[j>>2]|0)+4>>2]=l;if(!e)break;d=(f[c+4>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=e;f[J>>2]=f[d>>2];f[d>>2]=J}else b8a(a+48|0,c,h,1);while(0);g=f[k>>2]|0;f[k>>2]=m;e=c+16|0;d=f[e>>2]|0;f[e>>2]=o;e=l}c=f[c>>2]|0;if(!c){h=1;i=23;d=p;c=0;f[a+6144>>2]=2;f[a+6148>>2]=1;break a}else{o=d;m=g;l=h}}if(b[c+20>>0]|0){b8a(a+48|0,c,d,1);h=f[F>>2]|0;i=c+8|0;d=f[i>>2]|0;do if(!d)I=278;else{if((f[d+4>>2]|0)!=(h|0)){I=278;break}A=c+16|0;f[A>>2]=h;y=d;I=279}while(0);if((I|0)==278){d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[i>>2];f[i>>2]=d;g=c+16|0;f[g>>2]=h;if(!d){B=g;I=280}else{y=d;A=g;I=279}}if((I|0)==279){I=0;if((f[y+4>>2]|0)==(l|0))z=A;else{B=A;I=280}}if((I|0)==280){I=0;z=f[G>>2]|0;z=Rg[f[f[z>>2]>>2]&255](z,8)|0;f[z+4>>2]=l;f[z>>2]=f[i>>2];f[i>>2]=z;z=B}f[k>>2]=m;f[z>>2]=o;h=H;i=47;d=p;f[a+6144>>2]=1;break a}a8a(a+48|0,c,d,1);j=c+8|0;i=f[(f[j>>2]|0)+4>>2]|0;h=f[F>>2]|0;g=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0))$h[g&3](d,0,i,l,h,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[l+36>>2]|0,f[h+36>>2]|0);else $h[g&3](d,0,i,h,l,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[l+36>>2]|0);d=f[j>>2]|0;g=f[(d+4|0)>>2]|0;h=c+4|0;do if((g|0)==(f[(f[(f[h>>2]|0)+8>>2]|0)+4>>2]|0))f[(d+4|0)>>2]=l;else{if((d|0)!=0&(g|0)==(l|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=l;f[J>>2]=f[j>>2];f[j>>2]=J}while(0);f[k>>2]=m;f[c+16>>2]=o;if(!e){h=H;i=47;e=0;d=p;f[a+6144>>2]=1;break a}d=(f[h>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0)){h=H;i=47;d=p;f[a+6144>>2]=1;break a}h=f[G>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=e;f[h>>2]=f[d>>2];f[d>>2]=h;h=H;i=47;d=p}f[a+824>>2]=h;f[a+832>>2]=i;f[a+936>>2]=e;f[a+952>>2]=d;f[a+984>>2]=c;f[a+6064>>2]=I}function vbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0;X=f[a+96>>2]|0;z=f[a+264>>2]|0;w=f[a+272>>2]|0;t=f[a+280>>2]|0;Y=f[a+288>>2]|0;Z=f[a+512>>2]|0;_=f[a+976>>2]|0;D=f[a+1e3>>2]|0;$=f[a+1016>>2]|0;E=f[a+1032>>2]|0;K=f[a+1936>>2]|0;L=f[a+2192>>2]|0;N=f[a+4896>>2]|0;M=f[a+4912>>2]|0;O=f[a+4920>>2]|0;A=f[a+4952>>2]|0;j=f[a+5e3>>2]|0;V=f[a+5016>>2]|0;W=f[a+6064>>2]|0;a:{if((W|0)==185){W=0;f[w>>2]=A;f[(A+4|0)>>2]=w;_7a(a+48|0,w,A,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(f[(A+8|0)>>2]|0)+4>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)W=187;else if((f[e+4>>2]|0)!=(d|0))W=187;if((W|0)==187){W=0;V=f[X>>2]|0;V=Rg[f[f[V>>2]>>2]&255](V,8)|0;f[V+4>>2]=d;f[V>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=V}f[c+16>>2]=d;e=f[M+8>>2]|0;if(!(+n[(f[O>>2]|0)+28>>2]!=+n[e+28>>2])){D=z;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)W=191;else if((f[d+4>>2]|0)==(e|0))g=c;else W=191;if((W|0)==191){W=0;g=f[X>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=e;f[g>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=g;g=f[A>>2]|0}f[c+16>>2]=e;_7a(a+48|0,A,g,9.999999974752427e-07,9.999999974752427e-07);D=z;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}v=w+4|0;c=f[v>>2]|0;if(!c)y=0;else{_7a(a+48|0,c,A,9.999999974752427e-07,9.999999974752427e-07);y=f[v>>2]|0}do{u=1;if(u){u=0;if(!(b[w+20>>0]|0)){i=(f[A>>2]|0)+20|0;B=b[(A+20|0)>>0]|0;b[(A+20|0)>>0]=b[i>>0]|0;b[i>>0]=B;i=y+12|0;if(!(f[i>>2]|0)){c=y+4|0;a8a(a+48|0,f[c>>2]|0,f[O>>2]|0,1);d=f[c>>2]|0;e=f[O>>2]|0;g=f[(d+8|0)>>2]|0;if(!g)W=118;else if((f[g+4>>2]|0)==(e|0)){k=d;l=e}else W=118;if((W|0)==118){W=0;k=f[X>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=e;f[k>>2]=f[(d+8|0)>>2];f[(d+8|0)>>2]=k;k=f[c>>2]|0;l=f[O>>2]|0}f[d+16>>2]=e;f[k+12>>2]=f[j>>2];b8a(a+48|0,y,l,1);f[i>>2]=f[V>>2];c=f[c>>2]|0;_7a(a+48|0,f[c+4>>2]|0,c,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d){do{f[(c+8|0)>>2]=f[d>>2];$zb(d);d=f[(c+8|0)>>2]|0}while((d|0)!=0);c=f[A>>2]|0}$zb(c);c=f[(A+8|0)>>2]|0;if(c|0)do{f[(A+8|0)>>2]=f[c>>2];$zb(c);c=f[(A+8|0)>>2]|0}while((c|0)!=0);$zb(A);B=z;d=y;break}c=y+8|0;e=f[(f[c>>2]|0)+4>>2]|0;g=f[(f[t>>2]|0)+4>>2]|0;b8a(a+48|0,y,f[O>>2]|0,0);a8a(a+48|0,w,f[O>>2]|0,0);d=f[c>>2]|0;do if(!(f[d>>2]|0)){f[d+4>>2]=e;f[y+16>>2]=e;c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d|0)if((f[d+4>>2]|0)==(g|0)){m=g;o=c;break}s=f[X>>2]|0;p=c;q=c+8|0;r=g;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}else{f[(f[A>>2]|0)+8>>2]=d;f[c>>2]=0;s=f[X>>2]|0;p=y;q=c;r=e;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}while(0);if((W|0)==131){W=0;f[s+4>>2]=r;f[s>>2]=f[q>>2];f[q>>2]=s;m=r;o=p}f[o+16>>2]=m;c=f[t>>2]|0;if(!(f[c>>2]|0)){B=f[(A+8|0)>>2]|0;f[B+4>>2]=e;f[(A+16|0)>>2]=e;e=B}else{e=f[(A+8|0)>>2]|0;f[(A+8|0)>>2]=c;f[t>>2]=e;c=e;e=f[(A+8|0)>>2]|0}f[c+4>>2]=g;f[w+16>>2]=g;c=f[v>>2]|0;f[(A+4|0)>>2]=c;f[f[A>>2]>>2]=w;f[c>>2]=A;c=f[A>>2]|0;f[v>>2]=c;d=f[O>>2]|0;if(!e)W=137;else if((f[e+4>>2]|0)==(d|0))x=c;else W=137;if((W|0)==137){W=0;x=f[X>>2]|0;x=Rg[f[f[x>>2]>>2]&255](x,8)|0;f[x+4>>2]=d;f[x>>2]=f[(A+8|0)>>2];f[(A+8|0)>>2]=x;x=f[A>>2]|0}f[(A+16|0)>>2]=d;B=z;d=x}else u=1}if(u)if(1){f[(A+4|0)>>2]=y;if(y|0)f[y>>2]=A;f[f[A>>2]>>2]=w;d=f[A>>2]|0;f[v>>2]=d;B=(z|0)==(w|0)?A:z}}while(0);k=M+8|0;i=f[O>>2]|0;j=d;while(1){c=f[j>>2]|0;d=f[c+12>>2]|0;if(!d){h=i;C=c}else{P=f[k>>2]|0;c=f[(f[c+8>>2]|0)+4>>2]|0;if($7a(P,f[V>>2]|0,c,d,1)|0)break;h=c8a(a+48|0,c,d,M)|0;g=j+8|0;c=f[g>>2]|0;do if(!(b[j+20>>0]|0)){do if(!c)W=167;else{if((f[c+4>>2]|0)!=(i|0)){W=167;break}F=j+16|0;f[F>>2]=i;H=c;W=168}while(0);if((W|0)==167){W=0;c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=i;f[c>>2]=f[g>>2];f[g>>2]=c;d=j+16|0;f[d>>2]=i;if(!c)G=d;else{F=d;H=c;W=168}}if((W|0)==168){W=0;if((f[H+4>>2]|0)==(h|0)){c=F;break}else G=F}c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=h;f[c>>2]=f[g>>2];f[g>>2]=c;c=G}else{e=f[c+4>>2]|0;c=f[K>>2]|0;d=f[L>>2]|0;if(!(b[N>>0]|0))$h[c&3](d,0,e,i,h,f[e+24>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[e+36>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0);else $h[c&3](d,0,e,h,i,f[e+24>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0,f[e+36>>2]|0,f[h+36>>2]|0,f[i+36>>2]|0);b8a(a+48|0,j,h,1);a8a(a+48|0,f[j>>2]|0,h,1);f[(f[g>>2]|0)+4>>2]=h;f[(f[(f[j>>2]|0)+8>>2]|0)+4>>2]=h;c=j+16|0}while(0);d=f[j>>2]|0;f[j+12>>2]=f[(d+12|0)>>2];f[c>>2]=f[d+16>>2];f[(d+12|0)>>2]=f[V>>2];c=f[j+4>>2]|0;if(!c)C=d;else{_7a(a+48|0,c,j,9.999999974752427e-07,9.999999974752427e-07);C=f[j>>2]|0}}if(!C){Z=1;_=M;$=B;W=448;f[a+6152>>2]=2;f[a+6156>>2]=3;break a}if(!(f[C>>2]|0)){W=174;break}if(!(b[C+20>>0]|0)){a8a(a+48|0,C,h,1);i=h;j=C;continue}else{b8a(a+48|0,C,h,1);i=h;j=C;continue}}if((W|0)==174){e=C+8|0;c=f[e>>2]|0;if(!c)W=177;else if((f[c+4>>2]|0)==(h|0)){Q=c;R=f[k>>2]|0;W=178}else W=177;if((W|0)==177){d=f[X>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){S=c;W=179}else{Q=d;R=c;W=178}}if((W|0)==178){W=0;if((f[Q+4>>2]|0)==(R|0))T=R;else{S=R;W=179}}if((W|0)==179){W=0;T=f[X>>2]|0;T=Rg[f[f[T>>2]>>2]&255](T,8)|0;f[T+4>>2]=S;f[T>>2]=f[e>>2];f[e>>2]=T;T=S}f[C+16>>2]=T;f[C+12>>2]=f[V>>2];_7a(a+48|0,f[C+4>>2]|0,C,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}if(!(b[j+20>>0]|0))W=148;else if(+n[(f[O>>2]|0)+28>>2]!=+n[P+28>>2]){g=j+8|0;e=f[(f[g>>2]|0)+4>>2]|0;d=f[K>>2]|0;c=f[L>>2]|0;if(!(b[N>>0]|0))$h[d&3](c,0,e,i,P,f[e+24>>2]|0,f[i+24>>2]|0,f[P+24>>2]|0,f[e+36>>2]|0,f[i+36>>2]|0,f[P+36>>2]|0);else $h[d&3](c,0,e,P,i,f[e+24>>2]|0,f[P+24>>2]|0,f[i+24>>2]|0,f[e+36>>2]|0,f[P+36>>2]|0,f[i+36>>2]|0);b8a(a+48|0,j,f[k>>2]|0,1);J=g;I=f[g>>2]|0}else W=148;if((W|0)==148){W=0;c=j+8|0;d=f[c>>2]|0;if(!d)W=150;else if((f[d+4>>2]|0)==(i|0))U=d;else W=150;if((W|0)==150){W=0;U=f[X>>2]|0;U=Rg[f[f[U>>2]>>2]&255](U,8)|0;f[U+4>>2]=i;f[U>>2]=f[c>>2];f[c>>2]=U}f[j+16>>2]=i;J=c;I=U}c=f[k>>2]|0;if(!I)W=154;else if((f[I+4>>2]|0)!=(c|0))W=154;if((W|0)==154){W=0;X=f[X>>2]|0;X=Rg[f[f[X>>2]>>2]&255](X,8)|0;f[X+4>>2]=c;f[X>>2]=f[J>>2];f[J>>2]=X}f[j+16>>2]=c;f[j+12>>2]=f[V>>2];c=f[j+4>>2]|0;if(c|0)_7a(a+48|0,c,j,9.999999974752427e-07,9.999999974752427e-07);c=f[j>>2]|0;if(!c){D=B;E=Y}else{_7a(a+48|0,j,c,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y}f[a+6152>>2]=1;break a}f[a+512>>2]=Z;f[a+976>>2]=_;f[a+1e3>>2]=D;f[a+1016>>2]=$;f[a+1032>>2]=E;f[a+6064>>2]=W}function wbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0.0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0,X=0,Y=0.0,Z=0.0;C=f[a+96>>2]|0;F=+n[a+184>>2];I=f[a+264>>2]|0;J=f[a+288>>2]|0;K=f[a+512>>2]|0;L=f[a+520>>2]|0;M=f[a+536>>2]|0;N=f[a+824>>2]|0;O=f[a+832>>2]|0;P=f[a+952>>2]|0;Q=f[a+976>>2]|0;R=f[a+992>>2]|0;S=f[a+1016>>2]|0;T=f[a+1040>>2]|0;U=f[a+1056>>2]|0;y=f[a+1936>>2]|0;z=f[a+2192>>2]|0;E=f[a+2632>>2]|0;V=+n[a+4136>>2];A=f[a+4896>>2]|0;W=f[a+4912>>2]|0;B=f[a+4920>>2]|0;v=f[a+4928>>2]|0;X=f[a+6064>>2]|0;a:{b:do{r=1;s=f[W+20>>2]|0;if(r){r=0;switch(s|0){case 3:{p=f[C>>2]|0;p=Rg[f[f[p>>2]>>2]&255](p,24)|0;h=f[C>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,24)|0;f[p>>2]=h;f[h+4>>2]=p;f[h>>2]=0;f[(p+4|0)>>2]=0;f[(f[p>>2]|0)+8>>2]=0;f[(p+8|0)>>2]=0;h=f[B>>2]|0;i=f[C>>2]|0;i=Rg[f[f[i>>2]>>2]&255](i,8)|0;f[i+4>>2]=h;f[i>>2]=f[(p+8|0)>>2];f[(p+8|0)>>2]=i;f[(p+16|0)>>2]=h;h=W+12|0;i=f[h>>2]|0;f[p+12>>2]=i;j=W+16|0;e=f[p>>2]|0;f[e+12>>2]=f[j>>2];b[(p+20|0)>>0]=1;b[e+20>>0]=0;if(!I){c=f[B>>2]|0;d=f[(e+8|0)>>2]|0;if(!d)X=101;else if((f[d+4>>2]|0)==(c|0))k=c;else X=101;if((X|0)==101){X=0;k=f[C>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=c;f[k>>2]=f[(e+8|0)>>2];f[(e+8|0)>>2]=k;k=f[B>>2]|0}f[e+16>>2]=c;e=f[W+8>>2]|0;if(!(+n[k+28>>2]!=+n[e+28>>2])){l=p;m=J;break b}c=f[p>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)X=105;else if((f[d+4>>2]|0)==(e|0))o=c;else X=105;if((X|0)==105){X=0;o=f[C>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,8)|0;f[o+4>>2]=e;f[o>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=o;o=f[p>>2]|0}f[c+16>>2]=e;_7a(a+48|0,p,o,9.999999974752427e-07,9.999999974752427e-07);l=p;m=J;break b}else d=I;while(1){c=f[d+12>>2]|0;if(c|0){g=d+8|0;if($7a(f[B>>2]|0,i,f[(f[g>>2]|0)+4>>2]|0,c,0)|0)break}c=f[d>>2]|0;if(!c){X=185;break}else d=c}f[a+96>>2]=C;f[a+264>>2]=I;f[a+272>>2]=d;f[a+280>>2]=g;f[a+288>>2]=J;f[a+512>>2]=K;f[a+976>>2]=Q;f[a+1e3>>2]=l;f[a+1016>>2]=S;f[a+1032>>2]=m;f[a+1936>>2]=y;f[a+2192>>2]=z;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+4952>>2]=p;f[a+5e3>>2]=h;f[a+5016>>2]=j;f[a+6064>>2]=X;f[a+6152>>2]=0;f[a+6156>>2]=0;vbb(a);K=f[a+512>>2]|0;Q=f[a+976>>2]|0;l=f[a+1e3>>2]|0;S=f[a+1016>>2]|0;m=f[a+1032>>2]|0;X=f[a+6064>>2]|0;G=f[a+6152>>2]|0;D=f[a+6156>>2]|0;H=+n[a+6156>>2];f[a+6152>>2]=0;f[a+6156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 3:{f[a+6160>>2]=2;f[a+6164>>2]=11;break a}}}default:r=1}}if(r)switch(s|0){case 0:{if(!I){L=1;R=W;T=0;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}s=W+8|0;t=W+16|0;u=W+12|0;p=0;q=J;r=I;c=I;d=v;while(1){k=d;i=d;j=d;e=d;g=d;c:while(1){o=c+12|0;d=f[o>>2]|0;if((d|0)==(g|0))break;l=f[s>>2]|0;h=l;m=e;e=k;while(1){if((d|0)!=(h|0))break;f[s>>2]=m;f[B>>2]=l;e=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=e;e=f[o>>2]|0;g=l;if((e|0)==(g|0)){d=e;k=e;j=e;i=e;break c}else{v=l;d=e;h=m;e=g;i=g;j=g;l=m;m=v}}c=f[c>>2]|0;if(!c){L=1;R=W;T=r;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}else{k=e;e=m}}g=d;h=f[c>>2]|0;d:do{d=1;if(d){d=0;if(!h){N=1;O=23;w=p;P=r;x=c}else d=1}if(d)if(1){d=f[h+12>>2]|0;if(!d){e=h;do{e=f[e>>2]|0;d=f[e+12>>2]|0}while(!(d|0))}v=f[s>>2]|0;f[a+96>>2]=C;f[a+368>>2]=p;f[a+712>>2]=q;f[a+808>>2]=r;f[a+824>>2]=N;f[a+832>>2]=O;f[a+888>>2]=c;f[a+936>>2]=w;f[a+952>>2]=P;f[a+984>>2]=x;f[a+1632>>2]=d;f[a+1936>>2]=y;f[a+2032>>2]=k;f[a+2192>>2]=z;f[a+2240>>2]=j;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+5848>>2]=s;f[a+5856>>2]=t;f[a+5872>>2]=o;f[a+5896>>2]=g;f[a+5904>>2]=h;f[a+5936>>2]=v;f[a+5960>>2]=i;f[a+6064>>2]=X;f[a+6144>>2]=0;f[a+6148>>2]=0;ubb(a);N=f[a+824>>2]|0;O=f[a+832>>2]|0;w=f[a+936>>2]|0;P=f[a+952>>2]|0;x=f[a+984>>2]|0;X=f[a+6064>>2]|0;G=f[a+6144>>2]|0;D=f[a+6148>>2]|0;H=+n[a+6148>>2];f[a+6144>>2]=0;f[a+6148>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break d}}}while(0);switch(O&63){case 47:{l=P;m=N;break b}case 46:break;default:{f[a+6160>>2]=2;f[a+6164>>2]=8;break a}}p=w;q=N;r=P;c=x;d=f[B>>2]|0}}default:r=1}if(r){r=0;switch(s|0){case 4:{if(!I){L=1;R=W;T=0;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}else c=I;while(1){m=c+12|0;if((f[m>>2]|0)==(v|0))break;c=f[c>>2]|0;if(!c){L=1;R=W;T=I;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}}if(!(b[c+20>>0]|0))a8a(a+48|0,c,v,1);else b8a(a+48|0,c,v,1);e=f[W+8>>2]|0;o=c+8|0;d=f[o>>2]|0;if(!d)X=315;else if((f[d+4>>2]|0)==(e|0))q=d;else X=315;if((X|0)==315){X=0;q=f[C>>2]|0;q=Rg[f[f[q>>2]>>2]&255](q,8)|0;f[q+4>>2]=e;f[q>>2]=f[o>>2];f[o>>2]=q}k=c+16|0;f[k>>2]=e;f[m>>2]=f[W+16>>2];l=c+4|0;e=f[l>>2]|0;e:do if(!e){j=c;e=0}else{d=f[(f[e+8>>2]|0)+4>>2]|0;if((d|0)==(f[q+4>>2]|0))while(1){g=f[m>>2]|0;h=e+12|0;i=f[h>>2]|0;Z=+n[d+28>>2];Y=+n[d+32>>2];if((+n[g+28>>2]-Z)*(+n[i+32>>2]-Y)>=(+n[i+28>>2]-Z)*(+n[g+32>>2]-Y)){j=c;break e}f[m>>2]=i;f[h>>2]=g;d=(f[l>>2]|0)+16|0;x=f[k>>2]|0;f[k>>2]=f[d>>2];f[d>>2]=x;d=f[c>>2]|0;if(d|0)_7a(a+48|0,c,d,0.0,9.999999974752427e-07);e=f[l>>2]|0;if(!e){j=c;e=0;break e}d=f[(f[e+8>>2]|0)+4>>2]|0;if((d|0)!=(f[(f[o>>2]|0)+4>>2]|0)){j=c;break}}else j=c}while(0);d=f[j>>2]|0;if(!d)d=0;else{while(1){e=f[(f[d+8>>2]|0)+4>>2]|0;if((e|0)!=(f[(f[o>>2]|0)+4>>2]|0))break;g=f[m>>2]|0;h=d+12|0;i=f[h>>2]|0;Y=+n[e+28>>2];Z=+n[e+32>>2];if((+n[g+28>>2]-Y)*(+n[i+32>>2]-Z)<=(+n[i+28>>2]-Y)*(+n[g+32>>2]-Z))break;f[m>>2]=i;f[h>>2]=g;d=(f[j>>2]|0)+16|0;x=f[k>>2]|0;f[k>>2]=f[d>>2];f[d>>2]=x;d=f[l>>2]|0;if(d|0)_7a(a+48|0,d,c,0.0,9.999999974752427e-07);d=f[j>>2]|0;if(!d){d=0;break}}e=f[l>>2]|0}if(e){d=+n[(f[(f[o>>2]|0)+4>>2]|0)+28>>2]==+n[(f[(f[e+8>>2]|0)+4>>2]|0)+28>>2];_7a(a+48|0,e,c,d?-9.999999974752427e-07:9.999999974752427e-07,d?-9.999999974752427e-07:0.0);d=f[j>>2]|0}if(!d){l=I;m=J}else{l=+n[(f[(f[o>>2]|0)+4>>2]|0)+28>>2]==+n[(f[(f[d+8>>2]|0)+4>>2]|0)+28>>2];_7a(a+48|0,c,d,l?-9.999999974752427e-07:0.0,l?-9.999999974752427e-07:9.999999974752427e-07);l=I;m=J}break}default:r=1}}f[a+96>>2]=C;f[a+264>>2]=I;f[a+288>>2]=J;f[a+512>>2]=K;f[a+520>>2]=L;f[a+976>>2]=Q;f[a+992>>2]=R;f[a+1e3>>2]=l;f[a+1016>>2]=S;f[a+1032>>2]=m;f[a+1040>>2]=T;f[a+1936>>2]=y;f[a+2192>>2]=z;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+4928>>2]=v;f[a+6064>>2]=X;f[a+6096>>2]=r;f[a+6104>>2]=s;f[a+6136>>2]=0;f[a+6140>>2]=0;tbb(a);K=f[a+512>>2]|0;L=f[a+520>>2]|0;Q=f[a+976>>2]|0;R=f[a+992>>2]|0;l=f[a+1e3>>2]|0;S=f[a+1016>>2]|0;m=f[a+1032>>2]|0;T=f[a+1040>>2]|0;X=f[a+6064>>2]|0;G=f[a+6136>>2]|0;D=f[a+6140>>2]|0;H=+n[a+6140>>2];f[a+6136>>2]=0;f[a+6140>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 13:{f[a+6160>>2]=2;f[a+6164>>2]=11;break a}case 8:break b}}while(0);$zb(W);c=f[E>>2]|0;if(!c){M=m;U=l;f[a+6160>>2]=2;f[a+6164>>2]=12;break a}else{F=V;I=l;J=m;W=c}}n[a+184>>2]=F;f[a+264>>2]=I;f[a+288>>2]=J;f[a+512>>2]=K;f[a+520>>2]=L;f[a+536>>2]=M;f[a+824>>2]=N;f[a+832>>2]=O;f[a+952>>2]=P;f[a+976>>2]=Q;f[a+992>>2]=R;f[a+1016>>2]=S;f[a+1040>>2]=T;f[a+1056>>2]=U;f[a+4912>>2]=W;f[a+6064>>2]=X}function xbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0;oa=f[a+96>>2]|0;L=f[a+104>>2]|0;Y=f[a+128>>2]|0;Z=f[a+168>>2]|0;_=f[a+232>>2]|0;$=f[a+256>>2]|0;aa=f[a+296>>2]|0;da=f[a+528>>2]|0;ea=f[a+536>>2]|0;v=f[a+688>>2]|0;ma=f[a+1048>>2]|0;na=f[a+1056>>2]|0;E=+n[a+1896>>2];F=+n[a+1904>>2];I=+n[a+1912>>2];pa=f[a+1936>>2]|0;qa=f[a+2192>>2]|0;ra=f[a+2632>>2]|0;M=f[a+2640>>2]|0;N=+n[a+3448>>2];O=+n[a+3456>>2];P=+n[a+3496>>2];Q=+n[a+3528>>2];R=+n[a+3584>>2];S=+n[a+3616>>2];T=+n[a+3856>>2];sa=f[a+6064>>2]|0;a:{b:while(1){c=aa;while(1){s=f[c>>2]|0;s=(s|0)<0?0-s|0:s;t=c+(s<<2)|0;if((s|0)>=3)break;if((t+4|0|0)==(Y|0)){d=_;e=$;break b}else c=t+4|0}g=c+4|0;c=f[g>>2]|0;d=f[oa>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,40)|0;if((c|0)>-1){f[d>>2]=f[(L+(c*24|0)|0)>>2];f[d+4>>2]=f[(L+(c*24|0)|0)+4>>2];f[d+8>>2]=f[(L+(c*24|0)|0)+8>>2];f[d+12>>2]=f[(L+(c*24|0)|0)+12>>2];f[d+16>>2]=f[(L+(c*24|0)|0)+16>>2];f[d+20>>2]=f[(L+(c*24|0)|0)+20>>2]}else{f[d>>2]=f[L>>2];f[d+4>>2]=f[L+4>>2];f[d+8>>2]=f[L+8>>2];f[d+12>>2]=f[L+12>>2];f[d+16>>2]=f[L+16>>2];f[d+20>>2]=f[L+20>>2]}f[d+24>>2]=c;h=E*(+p[d>>3]-(N+O)*.5);i=F*(+p[d+8>>3]-(P+Q)*.5);l=I*(+p[d+16>>3]-(R+S)*.5);switch(v|0){case 0:{B=l;J=i;sa=33;break}case 1:{B=h;J=l;sa=33;break}case 2:{B=i;J=h;sa=33;break}default:{}}if((sa|0)==33){sa=0;n[d+28>>2]=J;n[d+32>>2]=B}f[d+36>>2]=0;s=f[oa>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=d;f[s>>2]=f[M>>2];f[M>>2]=s;s=0;e=$;q=f[ra>>2]|0;while(1){c=f[oa>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,28)|0;f[c>>2]=q;f[ra>>2]=c;r=e+1|0;s=(s|0)==0?c:s;f[(c+8|0)>>2]=d;f[(c+4|0)>>2]=d;k=g+4|0;q=c;do{j=1;if(j){j=0;if(k>>>0>t>>>0){w=d;x=k;y=d;X=d}else j=1}if(j)if(1){while(1){d=f[k>>2]|0;o=f[oa>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,40)|0;if((d|0)>-1){f[o>>2]=f[(L+(d*24|0)|0)>>2];f[o+4>>2]=f[(L+(d*24|0)|0)+4>>2];f[o+8>>2]=f[(L+(d*24|0)|0)+8>>2];f[o+12>>2]=f[(L+(d*24|0)|0)+12>>2];f[o+16>>2]=f[(L+(d*24|0)|0)+16>>2];f[o+20>>2]=f[(L+(d*24|0)|0)+20>>2]}else{f[o>>2]=f[L>>2];f[o+4>>2]=f[L+4>>2];f[o+8>>2]=f[L+8>>2];f[o+12>>2]=f[L+12>>2];f[o+16>>2]=f[L+16>>2];f[o+20>>2]=f[L+20>>2]}f[o+24>>2]=d;h=E*(+p[o>>3]-(N+O)*.5);i=F*(+p[(o+8|0)>>3]-(P+Q)*.5);l=I*(+p[(o+16|0)>>3]-(R+S)*.5);switch(v|0){case 0:{C=l;K=i;sa=44;break}case 1:{C=h;K=l;sa=44;break}case 2:{C=i;K=h;sa=44;break}default:{z=o+32|0;A=o+32|0}}if((sa|0)==44){sa=0;n[o+28>>2]=K;n[(o+32|0)>>2]=C;z=o+32|0;A=o+32|0}f[o+36>>2]=0;m=f[oa>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,8)|0;f[m+4>>2]=o;f[m>>2]=f[M>>2];f[M>>2]=m;m=f[(c+4|0)>>2]|0;h=+n[m+32>>2];l=+n[A>>2]-h;if(!((l<0.0?-l:l)<=1.0000000116860974e-07)){d=t-k|0;g=g+8|0;c:do if((d|0)>0){h=+p[o>>3];j=(d>>>2)+1|0;while(1){d=f[g>>2]|0;l=+p[L+(d*24|0)>>3]-h;if(!((l<0.0?-l:l)<=T))break c;l=+p[L+(d*24|0)+8>>3]-+p[(o+8|0)>>3];if(!((l<0.0?-l:l)<=T))break c;l=+p[L+(d*24|0)+16>>3]-+p[(o+16|0)>>3];if(!((l<0.0?-l:l)<=T))break c;g=g+4|0;if((j|0)>2)j=j+-1|0;else break}}while(0);if(g>>>0>t>>>0){sa=59;break}d=f[g>>2]|0;V=f[(c+8|0)>>2]|0;l=+p[L+(d*24|0)>>3]-+p[V>>3];if(!((l<0.0?-l:l)<=T)){sa=58;break}l=+p[L+(d*24|0)+8>>3]-+p[V+8>>3];if(!((l<0.0?-l:l)<=T)){sa=60;break}l=+p[L+(d*24|0)+16>>3]-+p[V+16>>3];if(!((l<0.0?-l:l)<=T)){sa=61;break}else U=V}else{f[(c+8|0)>>2]=o;n[z>>2]=h;g=k;U=o}W=g+4|0;if(W>>>0>t>>>0){sa=62;break}else k=W}if((sa|0)==58){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==59){sa=0;w=o;x=k;y=m;X=f[(c+8|0)>>2]|0;break}else if((sa|0)==60){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==61){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==62){sa=0;w=o;x=W;y=m;X=U;break}}}while(0);g=y;l=+n[y+28>>2]-+n[X+28>>2];if((l<0.0?-l:l)<9.999999974752427e-07){f[(c+8|0)>>2]=g;j=y}else j=X;if(x>>>0>t>>>0)break;else{d=w;e=r;g=x}}if((s|0)==(c|0)){f[ra>>2]=f[c>>2];$zb(c);d=0}else{d=s+4|0;l=+n[j+32>>2]-+n[(f[d>>2]|0)+32>>2];if((l<0.0?-l:l)<9.999999974752428e-08){f[d>>2]=g;t=f[c>>2]|0;f[ra>>2]=t;$zb(c);c=t}else e=r;d=f[s>>2]|0;do{r=c;c=f[c>>2]|0;t=(c|0)==(d|0);s=t?f[ra>>2]|0:c;f[r+12>>2]=f[s+8>>2];f[s+16>>2]=f[r+4>>2]}while(!t);c=f[ra>>2]|0;do{g=c+20|0;f[g>>2]=0;if(+n[(f[c+12>>2]|0)+32>>2]>+n[(f[c+4>>2]|0)+32>>2]){f[g>>2]=1;j=3}else j=2;if(+n[(f[c+16>>2]|0)+32>>2]>+n[(f[c+8>>2]|0)+32>>2])f[g>>2]=j;c=f[c>>2]|0}while((c|0)!=(d|0));c=f[ra>>2]|0;do{g=c+24|0;b[g>>0]=1;j=c+4|0;k=f[j>>2]|0;h=+n[k+28>>2];m=c+8|0;o=f[m>>2]|0;i=+n[o+28>>2];d:do if((h-i<0.0?-(h-i):h-i)<9.999999974752427e-07){q=c+20|0;switch(f[q>>2]|0){case 3:{t=f[c+12>>2]|0;s=f[c+16>>2]|0;if((+n[t+28>>2]-h)*(+n[s+32>>2]-+n[o+32>>2])>(+n[s+28>>2]-i)*(+n[t+32>>2]-+n[k+32>>2])){sa=87;break d}else break d}case 0:{t=f[c+12>>2]|0;s=f[c+16>>2]|0;if((+n[t+28>>2]-h)*(+n[s+32>>2]-+n[o+32>>2])<(+n[s+28>>2]-i)*(+n[t+32>>2]-+n[k+32>>2])){sa=87;break d}else break d}case 2:case 1:{f[q>>2]=4;if(+n[(f[c+12>>2]|0)+32>>2]>+n[(f[c+16>>2]|0)+32>>2]){sa=87;break d}else break d}default:break d}}else if(h>i)sa=87;while(0);if((sa|0)==87){sa=0;b[g>>0]=0;f[m>>2]=k;f[j>>2]=o;r=c+16|0;t=c+12|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;t=c+20|0;f[t>>2]=f[40212+(f[t>>2]<<2)>>2]}c=f[c>>2]|0}while((c|0)!=(d|0))}if((x|0)==(Y|0))break;else{_=d;$=e;aa=x}}e:{c=1;if(c){c=0;if(!e){ba=0;ia=d;ka=0;sa=448}else c=1}if(c)if(1){g=f[oa>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,e<<2)|0;c=g;d=f[ra>>2]|0;while(1){f[c>>2]=d;d=f[d>>2]|0;if(!d)break;else c=c+4|0}d=e+-1|0;Z7a(g,0,d,1024);if((d|0)>0){c=0;do{Y=c;c=c+1|0;f[f[g+(Y<<2)>>2]>>2]=f[g+(c<<2)>>2]}while((c|0)!=(d|0))}f[f[g+(d<<2)>>2]>>2]=0;c=f[g>>2]|0;f[ra>>2]=c;$zb(g);k=(a+48|0)+28|0;b[k>>0]=b[c+24>>0]|0;if(!c){da=0;ma=0;sa=450;f[a+6168>>2]=2;f[a+6172>>2]=7;break a}else{i=-10.0;g=0;j=0}f:while(1){f[ra>>2]=f[c>>2];d=c+4|0;e=f[d>>2]|0;h=+n[(e+32|0)>>2];if(h<i){n[(e+32|0)>>2]=i;h=i}f[a+96>>2]=oa;n[a+184>>2]=i;f[a+264>>2]=g;f[a+288>>2]=j;f[a+512>>2]=ba;f[a+520>>2]=ca;f[a+536>>2]=ea;f[a+824>>2]=fa;f[a+832>>2]=ga;f[a+952>>2]=ha;f[a+976>>2]=ia;f[a+992>>2]=ja;f[a+1016>>2]=ka;f[a+1040>>2]=la;f[a+1056>>2]=na;f[a+1936>>2]=pa;f[a+2192>>2]=qa;f[a+2632>>2]=ra;n[a+4136>>2]=h;f[a+4896>>2]=k;f[a+4912>>2]=c;f[a+4920>>2]=d;f[a+4928>>2]=e;f[a+6064>>2]=sa;f[a+6160>>2]=0;f[a+6164>>2]=0;wbb(a);i=+n[a+184>>2];g=f[a+264>>2]|0;j=f[a+288>>2]|0;ba=f[a+512>>2]|0;ca=f[a+520>>2]|0;ea=f[a+536>>2]|0;fa=f[a+824>>2]|0;ga=f[a+832>>2]|0;ha=f[a+952>>2]|0;ia=f[a+976>>2]|0;ja=f[a+992>>2]|0;ka=f[a+1016>>2]|0;la=f[a+1040>>2]|0;na=f[a+1056>>2]|0;c=f[a+4912>>2]|0;sa=f[a+6064>>2]|0;G=f[a+6160>>2]|0;D=f[a+6164>>2]|0;H=+n[a+6164>>2];f[a+6160>>2]=0;f[a+6164>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break e;case 8:break f;case 12:{f[a+6168>>2]=2;f[a+6172>>2]=7;break a}}}if((ga|0)==23){ba=fa;ia=c;ka=ha;sa=448}else{Z=0;u=a;f[a+6168>>2]=6;f[a+6172>>2]=Z|0;break a}}}if((sa|0)==448)if(!ia){da=ba;ma=ka;sa=450;f[a+6168>>2]=1;break a}else{ca=ba;ja=ia;la=ka}$zb(ja);da=ca;ma=la;sa=450}f[a+168>>2]=Z;f[a+232>>2]=_;f[a+256>>2]=$;f[a+296>>2]=aa;f[a+528>>2]=da;f[a+536>>2]=ea;f[a+1048>>2]=ma;f[a+1056>>2]=na;f[a+6064>>2]=sa}function ybb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0,J=0.0,K=0.0,M=0.0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0.0,X=0.0,Y=0.0;m=f[a+1264>>2]|0;R=f[a+1272>>2]|0;o=f[a+1280>>2]|0;Q=f[a+1296>>2]|0;q=f[a+1352>>2]|0;k=f[a+1376>>2]|0;l=f[a+1392>>2]|0;O=f[a+1416>>2]|0;P=f[a+1824>>2]|0;T=f[a+2672>>2]|0;U=f[a+2688>>2]|0;a:{if(U){U=0;if(1){c=1;if(c){c=0;if((b[(R+226|0)>>0]|0)==2)O=k;else c=1}if(c)if(1){c=f[(R+60|0)>>2]|0;i=1;if(i){i=0;if((f[c+1896>>2]|0)==(f[c+1900>>2]|0)){if(sSa(f[R+64>>2]|0)|0)c=b[(a+1244|0)>>0]|0;else{N=f[(R+60|0)>>2]|0;c=(b[N+224>>0]|0)==0?a+64|0:N+280|0;I=+p[N+256>>3]-+p[c>>3];J=+p[N+264>>3]-+p[c+8>>3];K=+p[N+272>>3]-+p[c+16>>3];M=+L(+(I*I+(J*J+K*K)));M=+p[(a+40|0)>>3]*(I/M)+(J/M*+p[(a+40|0)+8>>3]+K/M*+p[(a+40|0)+16>>3]);p[a>>3]=M;b[(a+1244|0)>>0]=M>0.0&1;c=M>0.0&1}d=1;if(d){d=0;if(!(c<<24>>24))O=k;else d=1}if(d)if(1){c=f[(R+60|0)>>2]|0;b[(a+280|0)>>0]=b[c+224>>0]|0;p[(a+280|0)+8>>3]=+p[c+232>>3];p[(a+280|0)+16>>3]=+p[c+240>>3];p[(a+280|0)+24>>3]=+p[c+248>>3];p[(a+280|0)+32>>3]=+p[c+256>>3];p[(a+280|0)+40>>3]=+p[c+264>>3];p[(a+280|0)+48>>3]=+p[c+272>>3];p[(a+280|0)+56>>3]=+p[c+280>>3];p[(a+280|0)+64>>3]=+p[c+288>>3];p[(a+280|0)+72>>3]=+p[c+296>>3];p[(a+280|0)+80>>3]=+p[c+304>>3];p[(a+280|0)+88>>3]=+p[c+312>>3];p[(a+280|0)+96>>3]=+p[c+320>>3];p[(a+280|0)+104>>3]=+p[c+328>>3];p[(a+280|0)+112>>3]=+p[c+336>>3];p[(a+280|0)+120>>3]=+p[c+344>>3];p[(a+280|0)+128>>3]=+p[c+352>>3];p[(a+280|0)+136>>3]=+p[c+360>>3];p[(a+280|0)+144>>3]=+p[c+368>>3];p[(a+280|0)+152>>3]=+p[c+376>>3];p[(a+280|0)+160>>3]=+p[c+384>>3];p[(a+280|0)+168>>3]=+p[c+392>>3];p[(a+280|0)+176>>3]=+p[c+400>>3];p[(a+280|0)+184>>3]=+p[c+408>>3];p[(a+280|0)+192>>3]=+p[c+416>>3];p[(a+280|0)+200>>3]=+p[c+424>>3];d=(a+280|0)+208|0;e=c+432|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[(a+280|0)+248>>3]=+p[c+472>>3];p[(a+280|0)+256>>3]=+p[c+480>>3];p[(a+280|0)+264>>3]=+p[c+488>>3];p[(a+280|0)+272>>3]=+p[c+496>>3];p[(a+280|0)+280>>3]=+p[c+504>>3];p[(a+280|0)+288>>3]=+p[c+512>>3];p[(a+280|0)+296>>3]=+p[c+520>>3];p[(a+280|0)+304>>3]=+p[c+528>>3];p[(a+280|0)+312>>3]=+p[c+536>>3];p[(a+280|0)+320>>3]=+p[c+544>>3];p[(a+280|0)+328>>3]=+p[c+552>>3];p[(a+280|0)+336>>3]=+p[c+560>>3];p[(a+280|0)+344>>3]=+p[c+568>>3];p[(a+280|0)+352>>3]=+p[c+576>>3];p[(a+280|0)+360>>3]=+p[c+584>>3];p[(a+280|0)+368>>3]=+p[c+592>>3];f[(a+280|0)+376>>2]=f[c+600>>2];f[(a+280|0)+380>>2]=f[c+604>>2];f[(a+280|0)+384>>2]=f[c+608>>2];f[(a+280|0)+388>>2]=f[c+612>>2];f[(a+280|0)+392>>2]=f[c+616>>2];f[(a+280|0)+396>>2]=f[c+620>>2];f[(a+280|0)+400>>2]=f[c+624>>2];f[(a+280|0)+404>>2]=f[c+628>>2];f[(a+280|0)+408>>2]=f[c+632>>2];f[(a+280|0)+412>>2]=f[c+636>>2];f[(a+280|0)+416>>2]=f[c+640>>2];f[(a+280|0)+420>>2]=f[c+644>>2];f[(a+280|0)+424>>2]=f[c+648>>2];f[(a+280|0)+428>>2]=f[c+652>>2];f[(a+280|0)+432>>2]=f[c+656>>2];f[(a+280|0)+436>>2]=f[c+660>>2];p[(a+280|0)+440>>3]=+p[c+664>>3];p[(a+280|0)+448>>3]=+p[c+672>>3];p[(a+280|0)+456>>3]=+p[c+680>>3];p[(a+280|0)+464>>3]=+p[c+688>>3];p[(a+280|0)+472>>3]=+p[c+696>>3];p[(a+280|0)+480>>3]=+p[c+704>>3];p[(a+280|0)+488>>3]=+p[c+712>>3];p[(a+280|0)+496>>3]=+p[c+720>>3];p[(a+280|0)+504>>3]=+p[c+728>>3];p[(a+280|0)+512>>3]=+p[c+736>>3];p[(a+280|0)+520>>3]=+p[c+744>>3];p[(a+280|0)+528>>3]=+p[c+752>>3];p[(a+280|0)+536>>3]=+p[c+760>>3];p[(a+280|0)+544>>3]=+p[c+768>>3];p[(a+280|0)+552>>3]=+p[c+776>>3];p[(a+280|0)+560>>3]=+p[c+784>>3];p[(a+280|0)+568>>3]=+p[c+792>>3];p[(a+280|0)+576>>3]=+p[c+800>>3];p[(a+280|0)+584>>3]=+p[c+808>>3];p[(a+280|0)+592>>3]=+p[c+816>>3];p[(a+280|0)+600>>3]=+p[c+824>>3];p[(a+280|0)+608>>3]=+p[c+832>>3];p[(a+280|0)+616>>3]=+p[c+840>>3];p[(a+280|0)+624>>3]=+p[c+848>>3];p[(a+280|0)+632>>3]=+p[c+856>>3];p[(a+280|0)+640>>3]=+p[c+864>>3];p[(a+280|0)+648>>3]=+p[c+872>>3];p[(a+280|0)+656>>3]=+p[c+880>>3];p[(a+280|0)+664>>3]=+p[c+888>>3];p[(a+280|0)+672>>3]=+p[c+896>>3];p[(a+280|0)+680>>3]=+p[c+904>>3];p[(a+280|0)+688>>3]=+p[c+912>>3];f[(a+280|0)+696>>2]=f[c+920>>2];f[(a+280|0)+700>>2]=f[c+924>>2];f[(a+280|0)+704>>2]=f[c+928>>2];f[(a+280|0)+708>>2]=f[c+932>>2];f[(a+280|0)+712>>2]=f[c+936>>2];f[(a+280|0)+716>>2]=f[c+940>>2];f[(a+280|0)+720>>2]=f[c+944>>2];f[(a+280|0)+724>>2]=f[c+948>>2];f[(a+280|0)+728>>2]=f[c+952>>2];f[((a+280|0)+732|0)>>2]=f[(c+956|0)>>2];f[((a+280|0)+732|0)+4>>2]=f[(c+956|0)+4>>2];f[((a+280|0)+732|0)+8>>2]=f[(c+956|0)+8>>2];b[((a+280|0)+732|0)+12>>0]=b[(c+956|0)+12>>0]|0;Fgb(a+152|0,a+64|0,a+40|0);UAa(a+280|0,a+152|0);H=(o|1)<<24>>24==3?4:o;N=f[(f[(R+60|0)>>2]|0)+1912>>2]|0;O=Rhb(N,H,a+280|0,0,l,0,P)|0;n[(a+152|0)>>2]=0.0;n[(a+1168|0)>>2]=0.0;Q8a(R,a+88|0,a+8|0,a+152|0,a+1168|0);Bdb((f[(f[(R+60|0)>>2]|0)+1912>>2]|0)+840|0,0,H,N+324|0,a+280|0,a+8|0,+n[(a+152|0)>>2],+n[(a+1168|0)>>2],P,f[(R+108|0)>>2]|0,Q);O=k<<24>>24==0?O:k}}else i=1}if(i)if(1)O=k}}else U=1}b[m>>0]=O<<24>>24!=0&1;if(O<<24>>24==1){N=(j[(R+230|0)>>1]|j[(R+230|0)+2>>1]<<16)&65536;b[m+1>>0]=N>>>16;if(!N){u=a;f[a+2720>>2]=5;break a}}else b[m+1>>0]=1;i=f[(R+60|0)>>2]|0;H=h[(i+77|0)>>0]|h[(i+77|0)+1>>0]<<8;b[(a+1168|0)>>0]=(H&65535)>>>7&1;b[(a+1243|0)>>0]=(H&65535)>>>8&1;b[(a+1242|0)>>0]=(H&65535)>>>9&1;b[(a+1241|0)>>0]=(H&65535)>>>10&1;b[(a+1240|0)>>0]=(H&65535)>>>11&1;g=f[(f[(i+24|0)>>2]|0)+4>>2]|0;f[(a+1160|0)>>2]=0;N=(a+1160|0)+4|0;f[N>>2]=0;do if(((H&65535)>>>8&1)<<24>>24){d=f[i+40>>2]|0;e=f[i+44>>2]|0;if(!e){f[(a+1160|0)>>2]=d;f[N>>2]=e;break}gOb(e);c=f[N>>2]|0;f[(a+1160|0)>>2]=d;f[N>>2]=e;if(c|0)iOb(c)}while(0);E=f[64773]|0;F=f[64775]|0;G=f[64774]|0;H=f[64776]|0;pwb(258928,1,771)|0;I=+n[64765];J=+n[64766];K=+n[64767];M=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);zhb((f[(R+60|0)>>2]|0)+2256|0);D=h[R+225>>0]|0;f[(a+1144|0)>>2]=((D&2)>>>1)+1;f[(a+1144|0)+4>>2]=((D&2)<<1)+4;f[(a+1144|0)+8>>2]=2-(D&1);f[(a+1144|0)+12>>2]=((D&1)<<2^4)+4;f[(a+1108|0)>>2]=R;f[(a+1108|0)+4>>2]=i+24|0;f[(a+1108|0)+8>>2]=a+1160|0;f[(a+1108|0)+12>>2]=a+1144|0;f[(a+1108|0)+16>>2]=a+1168|0;f[(a+1108|0)+20>>2]=a+1243|0;f[(a+1108|0)+24>>2]=a+1242|0;f[(a+1108|0)+28>>2]=a+1240|0;f[(a+1108|0)+32>>2]=a+1241|0;Chb(a+1088|0);do if((j[(R+230|0)>>1]|j[(R+230|0)+2>>1]<<16)&64|0)if(!(qfb((f[(R+60|0)>>2]|0)+3472|0)|0))if((b[(R+226|0)>>0]|0)!=2){z=f[(f[(i+24|0)>>2]|0)+4>>2]|0;d=(f[(R+60|0)>>2]|0)+2256|0;c=uub(z)|0;Bhb(a+280|0,d,c,vub(z)|0);Ehb(a+1088|0,a+280|0)|0;Ghb(a+280|0);z=Hhb(a+1088|0)|0;c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[z>>2]>>2]|0)|0;z=f[(a+1088|0)>>2]|0;A=f[64743]|0;B=f[64744]|0;C=f[64745]|0;D=f[64746]|0;Tvb(258928,0,0,f[z+16>>2]|0,f[z+20>>2]|0)|0;Y=+n[64765];X=+n[64766];W=+n[64767];V=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);R8a(a+1108|0);mwb(258928,Y,X,W,V)|0;Tvb(258928,A,B,C,D)|0;if((c|0)==(d|0)){dwb(258928,c)|0;break}else{ewb(258928,c)|0;fwb(258928,d)|0;break}}while(0);f[(a+1056|0)>>2]=R;f[(a+1056|0)+4>>2]=a+1244|0;f[(a+1056|0)+8>>2]=a+40|0;f[(a+1056|0)+12>>2]=a;f[(a+1056|0)+16>>2]=a+1176|0;f[(a+1056|0)+20>>2]=a+1245|0;f[(a+1056|0)+24>>2]=a+1088|0;f[(a+1056|0)+28>>2]=a+1108|0;if(Gqb((f[(R+60|0)>>2]|0)+2112|0)|0){D=(Gqb((f[(R+60|0)>>2]|0)+2044|0)|0)^1;c=(q|0)!=0;if(c|(b[(R+227|0)>>0]|0)==1|D){S=R+227|0;r=c;T=80}else{tgb((f[(R+60|0)>>2]|0)+2512|0);S8a(a+1056|0)}}else{S=R+227|0;r=(q|0)!=0;T=80}if((T|0)==80){x=f[(R+60|0)>>2]|0;w=f[g+8>>2]|0;v=f[w+16>>2]|0;w=f[w+20>>2]|0;Bhb(a+1032|0,x+2256|0,v,w);y=f[64758]|0;z=f[64759]|0;A=f[64743]|0;B=f[64744]|0;C=f[64745]|0;D=f[64746]|0;xgb(x+2512|0,Hhb(a+1032|0)|0);S8a(a+1056|0);wgb(x+2512|0,i+24|0);if(f[(x+2528|0)>>2]|0)ygb(x+2512|0,x+2528|0,a+1032|0);if(!(Gqb((f[(R+60|0)>>2]|0)+2112|0)|0))Lqb((f[(R+60|0)>>2]|0)+2112|0,a+1176|0,1);if(!(Gqb((f[(R+60|0)>>2]|0)+2044|0)|0))Lqb((f[(R+60|0)>>2]|0)+2044|0,a+1176|0,1);do if(r){ugb(x+2512|0,v,w);ygb(x+2512|0,x+2536|0,a+1032|0);m=f[64770]|0;nwb(258928,0)|0;Vd(1280);o=f[64783]|0;q=f[64784]|0;r=f[64785]|0;s=f[64786]|0;t=b[259211]|0;Jwb(258928,1)|0;kdb((f[(R+60|0)>>2]|0)+112|0);c=f[(R+60|0)>>2]|0;d=f[c+1884>>2]|0;if((d|0)!=(c+1888|0|0)){l=0;do{e=d+24|0;do if(b[d+836>>0]|0){if((f[e>>2]|0)==(f[d+28>>2]|0))break;peb(a+280|0,e);i=f[64743]|0;k=f[64744]|0;e=f[64745]|0;g=f[64746]|0;Tvb(258928,f[(a+280|0)>>2]|0,f[((a+280|0)+4|0)>>2]|0,f[((a+280|0)+8|0)>>2]|0,f[((a+280|0)+12|0)>>2]|0)|0;twb(258928,f[(a+280|0)>>2]|0,f[((a+280|0)+4|0)>>2]|0,f[((a+280|0)+8|0)>>2]|0,f[((a+280|0)+12|0)>>2]|0)|0;if(l)Vd(256);Zdb((f[(R+60|0)>>2]|0)+112|0,0,4,d+840|0,d+40|0,P,f[(R+108|0)>>2]|0,Q);Tvb(258928,i,k,e,g)|0;l=1}while(0);e=f[d+4>>2]|0;do if(!e){e=d+8|0;g=f[e>>2]|0;if((f[g>>2]|0)==(d|0)){d=g;break}do{k=f[e>>2]|0;e=k+8|0;d=f[e>>2]|0}while((f[d>>2]|0)!=(k|0))}else{d=e;while(1){e=f[d>>2]|0;if(!e)break;else d=e}}while(0)}while((d|0)!=(c+1888|0|0));c=f[(R+60|0)>>2]|0}Q=c+189|0;Q=((h[Q>>0]|h[Q+1>>0]<<8)&128)==0;Jwb(258928,t<<24>>24!=0)|0;twb(258928,o,q,r,s)|0;nwb(258928,m)|0;if(Q)break;Bhb(a+280|0,x+2256|0,v,w);xgb(x+2512|0,Hhb(a+280|0)|0);f[(a+152|0)>>2]=0;f[((a+152|0)+4|0)>>2]=0;qgb(x+2548|0,x+2536|0,a+152|0,a+1144|0,x+2256|0,1);c=f[((a+152|0)+4|0)>>2]|0;if(c|0)iOb(c);Ehb(a+1032|0,a+280|0)|0;Ghb(a+280|0)}else vgb(x+2512|0);while(0);Tvb(258928,A,B,C,D)|0;if((y|0)==(z|0))dwb(258928,y)|0;else{ewb(258928,y)|0;fwb(258928,z)|0}if((b[S>>0]|0)==1){S=f[(R+60|0)>>2]|0;if(!(Wgb(S+2260|0,a+1032|0,S+2256|0,heb(S+1916|0)|0)|0))T=111}else T=111;if((T|0)==111)Dfb((f[(R+60|0)>>2]|0)+3452|0,f[(a+1032|0)>>2]|0);Ghb(a+1032|0)}Ahb((f[(R+60|0)>>2]|0)+2256|0);Ghb(a+1088|0);mwb(258928,I,J,K,M)|0;owb(258928,E,F,G,H)|0;c=f[N>>2]|0;if(c|0)iOb(c);u=a;f[a+2720>>2]=5;break a}f[a+1416>>2]=O;f[a+2672>>2]=T;f[a+2688>>2]=U}function zbb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0;C=f[a+1272>>2]|0;v=f[a+1280>>2]|0;B=f[a+1296>>2]|0;s=f[a+1344>>2]|0;i=f[a+1352>>2]|0;z=f[a+1376>>2]|0;e=f[a+1392>>2]|0;q=f[a+1408>>2]|0;D=f[a+1416>>2]|0;r=f[a+1632>>2]|0;c=f[a+1640>>2]|0;A=f[a+1824>>2]|0;y=f[a+2672>>2]|0;E=f[a+2680>>2]|0;if(E){E=0;if(1){o=0;while(1){h=c+24|0;l=c+840|0;_bb(l);if(b[c+836>>0]|0){i=c+28|0;if((f[h>>2]|0)!=(f[i>>2]|0)){peb(a+152|0,h);m=c+40|0;g=JAa(m,f[((a+152|0)+8|0)>>2]|0,f[((a+152|0)+12|0)>>2]|0)|0;n[(a+88|0)>>2]=+p[g>>3];n[((a+88|0)+4|0)>>2]=+p[g+8>>3];n[((a+88|0)+8|0)>>2]=+p[g+16>>3];n[((a+88|0)+12|0)>>2]=+p[g+24>>3];n[((a+88|0)+16|0)>>2]=+p[g+32>>3];n[((a+88|0)+20|0)>>2]=+p[g+40>>3];n[((a+88|0)+24|0)>>2]=+p[g+48>>3];n[((a+88|0)+28|0)>>2]=+p[g+56>>3];n[((a+88|0)+32|0)>>2]=+p[g+64>>3];n[((a+88|0)+36|0)>>2]=+p[g+72>>3];n[((a+88|0)+40|0)>>2]=+p[g+80>>3];n[((a+88|0)+44|0)>>2]=+p[g+88>>3];n[((a+88|0)+48|0)>>2]=+p[g+96>>3];n[((a+88|0)+52|0)>>2]=+p[g+104>>3];n[((a+88|0)+56|0)>>2]=+p[g+112>>3];n[((a+88|0)+60|0)>>2]=+p[g+120>>3];g=c+1344|0;f[(a+280|0)>>2]=a+88|0;f[((a+280|0)+4|0)>>2]=g;if(N8a(a+280|0)|0){f[g>>2]=f[(a+88|0)>>2];f[c+1348>>2]=f[((a+88|0)+4|0)>>2];f[c+1352>>2]=f[((a+88|0)+8|0)>>2];f[c+1356>>2]=f[((a+88|0)+12|0)>>2];f[c+1360>>2]=f[((a+88|0)+16|0)>>2];f[c+1364>>2]=f[((a+88|0)+20|0)>>2];f[c+1368>>2]=f[((a+88|0)+24|0)>>2];f[c+1372>>2]=f[((a+88|0)+28|0)>>2];f[c+1376>>2]=f[((a+88|0)+32|0)>>2];f[c+1380>>2]=f[((a+88|0)+36|0)>>2];f[c+1384>>2]=f[((a+88|0)+40|0)>>2];f[c+1388>>2]=f[((a+88|0)+44|0)>>2];f[c+1392>>2]=f[((a+88|0)+48|0)>>2];f[c+1396>>2]=f[((a+88|0)+52|0)>>2];f[c+1400>>2]=f[((a+88|0)+56|0)>>2];f[c+1404>>2]=f[((a+88|0)+60|0)>>2];k=1}else k=0;g=f[h>>2]|0;h=f[i>>2]|0;if((g|0)!=(h|0))do{i=f[g>>2]|0;eLa(i,k,m,f[((a+152|0)+8|0)>>2]|0,f[((a+152|0)+12|0)>>2]|0);lcb(l,C,i,0,0,7,4196130,0,0,A);g=g+4|0}while((g|0)!=(h|0))}}i=(f[l>>2]|0)+o|0;g=f[c+4>>2]|0;if(!g){g=c+8|0;h=f[g>>2]|0;if((f[h>>2]|0)==(c|0))c=h;else do{o=f[g>>2]|0;g=o+8|0;c=f[g>>2]|0}while((f[c>>2]|0)!=(o|0))}else{c=g;while(1){g=f[c>>2]|0;if(!g)break;else c=g}}if((c|0)==(r+1888|0|0))break;else o=i}}else E=1}h=q>>>0>i>>>0?q-i|0:1;c=b[(C+226|0)>>0]|0;if(c<<24>>24==3)y=26;else if((b[C+229>>0]|0)==1)if(Yub()|0)if(avb()|0)y=26;else t=0;else t=0;else t=0;if((y|0)==26){t=f[(C+60|0)>>2]|0;t=(f[t+1896>>2]|0)==(f[t+1900>>2]|0)}l=f[(C+60|0)>>2]|0;l=Rhb(l+1048|0,v,l+224|0,s,h,v<<24>>24==0?0:c<<24>>24==2?2:(t^1)&1,A)|0;g=f[(C+60|0)>>2]|0;Zdb(g,c<<24>>24==2&1,v,g+1372|0,g+224|0,A,f[(C+108|0)>>2]|0,B);g=f[(C+60|0)>>2]|0;k=f[g+1372>>2]|0;k=h-(k>>>0<h>>>0?k:h)|0;c=f[g+1896>>2]|0;h=f[g+1900>>2]|0;a:do if((c|0)!=(h|0))while(1){y=Ohb(g+1048|0,f[c+112>>2]|0)|0;Zdb(c,0,v,y,(f[(C+60|0)>>2]|0)+224|0,A,f[(C+108|0)>>2]|0,B);c=c+120|0;if((c|0)==(h|0))break a;g=f[(C+60|0)>>2]|0}while(0);p[(a+88|0)>>3]=1.0;p[(a+88|0)+8>>3]=1.0;p[(a+88|0)+16>>3]=1.0;c=(a+88|0)+24|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;f[(a+8|0)+12>>2]=0;f[(a+8|0)+16>>2]=0;f[(a+8|0)+20>>2]=0;f[(a+8|0)+24>>2]=0;f[(a+8|0)+28>>2]=0;c=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;if(!(c&2048)){w=c;y=35}else if((b[(C+226|0)>>0]|0)==2){w=c;y=35}else{y=f[(C+60|0)>>2]|0;if((f[y+1896>>2]|0)==(f[y+1900>>2]|0))if(sSa(f[(C+64|0)>>2]|0)|0){w=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;y=35}else{u=C+64|0;y=39}else{w=c;y=35}}if((y|0)==35)if(w&1024|0)if((b[(C+226|0)>>0]|0)!=2){w=f[(C+60|0)>>2]|0;if((f[w+1896>>2]|0)==(f[w+1900>>2]|0))if(!(sSa(f[(C+64|0)>>2]|0)|0)){u=C+64|0;y=39}}if((y|0)==39){CEa(f[u>>2]|0,a+88|0)|0;O8a(C,a+88|0,a+64|0,a+40|0);I=+p[(a+40|0)>>3];H=+p[(a+40|0)+8>>3];G=+p[(a+40|0)+16>>3];F=-(I*+p[(a+64|0)>>3]+(H*+p[(a+64|0)+8>>3]+G*+p[(a+64|0)+16>>3]));p[(a+8|0)>>3]=I;p[((a+8|0)+8|0)>>3]=H;p[((a+8|0)+16|0)>>3]=G;p[((a+8|0)+24|0)>>3]=F}b[(a+1245|0)>>0]=0;if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&2048))y=54;else if((b[(C+226|0)>>0]|0)==2)y=54;else{w=f[(C+60|0)>>2]|0;if((f[w+1896>>2]|0)==(f[w+1900>>2]|0))if(sSa(f[C+64>>2]|0)|0)y=54;else{do if(!k){c=1;e=0}else{if(!(v<<24>>24))if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&4096)){c=1;e=k;break}z=P8a(C,a+88|0,a+64|0,a+40|0)|0;c=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;if(z){d[(C+230|0)>>1]=c|16384;d[(C+230|0)+2>>1]=(c|16384)>>>16;c=c|16384}e=c&16384|0?1:4;g=f[(f[(C+60|0)>>2]|0)+1908>>2]|0;c=Rhb(g,e,g+1e3|0,0,k,0,A)|0;if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&16384)){if(f[(g+324|0)>>2]|0)y=51}else y=51;if((y|0)==51)b[(a+1245|0)>>0]=1;u=f[C+368>>2]|0;v=f[64743]|0;w=f[64744]|0;x=f[64745]|0;z=f[64746]|0;Tvb(258928,0,0,u,u)|0;Zdb((f[(f[(C+60|0)>>2]|0)+1908>>2]|0)+840|0,0,e,g+324|0,g+1e3|0,A,f[(C+108|0)>>2]|0,B);e=(j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&-16385;d[(C+230|0)>>1]=e;d[(C+230|0)+2>>1]=e>>>16;e=f[(g+324|0)>>2]|0;Tvb(258928,v,w,x,z)|0;e=k-(e>>>0<k>>>0?e:k)|0}while(0);z=l<<24>>24==0?c:l;x=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16}else y=54}if((y|0)==54){Qgb((f[(C+60|0)>>2]|0)+3624|0);x=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16|24576;d[(C+230|0)>>1]=x;d[(C+230|0)+2>>1]=x>>>16;z=l;e=k}b[(a+1244|0)>>0]=0;c=1;if(c){c=0;if(!(x&1024))D=z;else c=1}f[a+1352>>2]=i;f[a+1376>>2]=z;f[a+1392>>2]=e;f[a+1416>>2]=D;f[a+2672>>2]=y;f[a+2680>>2]=E;f[a+2688>>2]=c}
+function PBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0,v=0,w=0.0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0,S=0,T=0;R=0;S=u;u=u+2048|0;Vib(S+152|0,f[a>>2]|0,0,c,S+192|0);w=+p[(S+192|0)>>3];z=+p[(S+192|0)+8>>3];A=+p[(S+192|0)+16>>3];B=+p[(S+192|0)+32>>3];C=+p[(S+192|0)+40>>3];D=+p[(S+192|0)+48>>3];E=+p[(S+192|0)+64>>3];F=+p[(S+192|0)+72>>3];G=+p[(S+192|0)+80>>3];H=1.0/(w*(C*G-D*F)+(A*(B*F-C*E)+z*(D*E-B*G)));I=(C*G-D*F)*H;J=(D*E-B*G)*H;K=(B*F-C*E)*H;M=+p[(S+192|0)+96>>3];N=+p[(S+192|0)+104>>3];O=+p[(S+192|0)+112>>3];P=-(N*((w*G-A*E)*H))-M*((A*F-z*G)*H)-O*((z*E-w*F)*H);Q=-(N*((A*B-w*D)*H))-M*((z*D-A*C)*H)-O*((w*C-z*B)*H);d=(f[c+4>>2]|0)+44|0;jEa(S+424|0,f[d>>2]|0);b[(S+508|0)>>0]=(f[(f[d>>2]|0)+52>>2]|0)>>>16&1;d=f[(a+1064|0)>>2]|0;v=f[(a+1068|0)>>2]|0;if((d|0)!=(v|0)){x=(S+368|0)+4|0;y=(S+368|0)+8|0;do{e=f[d>>2]|0;t=f[d+4>>2]|0;a:do if((e|0)!=(t|0)){i=+p[(S+152|0)>>3];j=+p[((S+152|0)+8|0)>>3];k=+p[((S+152|0)+16|0)>>3];l=+p[((S+152|0)+24|0)>>3];g=2;h=e;do{s=+p[h+24>>3]+(i*+p[h>>3]+(j*+p[h+8>>3]+k*+p[h+16>>3]));r=!(s*s>=l)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;h=h+32|0}while((h|0)!=(t|0));if((g|0)==1)while(1){m=+p[e>>3];g=e+8|0;o=+p[g>>3];h=e+16|0;q=+p[h>>3];r=e+24|0;s=+p[r>>3];k=s+(m*i+(o*j+q*k));if(!(k*k>=l)){p[(S+48|0)>>3]=m;p[((S+48|0)+8|0)>>3]=o;p[((S+48|0)+16|0)>>3]=q;p[((S+48|0)+24|0)>>3]=s;p[((S+48|0)+32|0)>>3]=m*-s;p[((S+48|0)+40|0)>>3]=o*-s;p[((S+48|0)+48|0)>>3]=q*-s;l=!(o*o+q*q+0.0>=.001)?-q:0.0;k=!(o*o+q*q+0.0>=.001)?0.0:q;j=!(o*o+q*q+0.0>=.001)?m:-o;s=+L(+(l*l+(k*k+j*j)));p[((S+48|0)+56|0)>>3]=l/s;p[((S+48|0)+64|0)>>3]=k/s;p[((S+48|0)+72|0)>>3]=j/s;p[((S+48|0)+80|0)>>3]=o*(j/s)-q*(k/s);p[((S+48|0)+88|0)>>3]=q*(l/s)-m*(j/s);p[((S+48|0)+96|0)>>3]=m*(k/s)-o*(l/s);rEa(S+408|0,S+424|0);T=uEa(S+408|0)|0;f[(S+384|0)>>2]=S+408|0;f[((S+384|0)+4|0)>>2]=a;f[((S+384|0)+8|0)>>2]=S+192|0;f[((S+384|0)+12|0)>>2]=e;f[((S+384|0)+16|0)>>2]=S+48|0;f[((S+384|0)+20|0)>>2]=S+508|0;b:do if(T)while(1){T=wEa(S+408|0)|0;m=+n[T+4>>2];q=+n[T+8>>2];l=+n[T+12>>2];o=+n[T+16>>2];k=+n[T+20>>2];p[S>>3]=+n[T>>2];p[(S+8|0)>>3]=m;p[(S+16|0)>>3]=q;p[(S+24|0)>>3]=l;p[(S+32|0)>>3]=o;p[(S+40|0)>>3]=k;UBa(S+320|0,S,S+192|0);k=+p[(S+320|0)>>3];o=(+p[((S+320|0)+24|0)>>3]-k)*.5;l=+p[((S+320|0)+8|0)>>3];q=(+p[((S+320|0)+32|0)>>3]-l)*.5;m=+p[((S+320|0)+16|0)>>3];s=(+p[((S+320|0)+40|0)>>3]-m)*.5;m=+p[r>>3]+((k+o)*+p[e>>3]+((l+q)*+p[g>>3]+(m+s)*+p[h>>3]));if(!(m*m>=o*o+(q*q+s*s)))TBa(S+384|0);if(!(uEa(S+408|0)|0))break b;vEa(S+408|0)}else TBa(S+384|0);while(0);n[S>>2]=+p[e>>3];n[(S+4|0)>>2]=+p[g>>3];n[(S+8|0)>>2]=+p[h>>3];VBa(a,S,S+48|0);g=f[(a+1064|0)>>2]|0;if(((f[(a+1068|0)>>2]|0)-g|0)==16){if(((f[g+4>>2]|0)-(f[g>>2]|0)|0)!=32)R=29}else R=29;if((R|0)==29){R=0;WBa(a,d);XBa(a,e,d)}o=+n[S>>2];q=+n[(S+4|0)>>2];s=+n[(S+8|0)>>2];n[(S+368|0)>>2]=o*w+q*z+s*A;n[x>>2]=o*B+q*C+s*D;n[y>>2]=o*E+q*F+s*G;r=f[(a+1144|0)>>2]|0;T=(f[(a+1148|0)>>2]|0)-r|0;f[S+528>>2]=a;n[S+688>>2]=w;f[S+696>>2]=x;f[S+704>>2]=y;n[S+712>>2]=z;n[S+720>>2]=A;n[S+768>>2]=B;n[S+816>>2]=C;n[S+864>>2]=D;n[S+936>>2]=E;n[S+952>>2]=F;n[S+1008>>2]=G;f[S+1112>>2]=r;f[S+1120>>2]=T;n[S+1360>>2]=H;n[S+1368>>2]=I;n[S+1392>>2]=J;n[S+1464>>2]=K;n[S+1920>>2]=M;n[S+1928>>2]=N;n[S+1936>>2]=O;n[S+1944>>2]=P;n[S+1952>>2]=Q;f[S+1976>>2]=R;f[S+1984>>2]=0;f[S+1988>>2]=0;gFa(S);R=f[S+1976>>2]|0}e=e+32|0;if((e|0)==(t|0))break a;i=+p[(S+152|0)>>3];j=+p[((S+152|0)+8|0)>>3];k=+p[((S+152|0)+16|0)>>3];l=+p[((S+152|0)+24|0)>>3]}}while(0);d=d+16|0}while((d|0)!=(v|0))}QBa(a,c);d=f[(S+424|0)+60>>2]|0;if(d|0)RBa(d,(S+424|0)+48|0);d=f[((S+424|0)+48|0)>>2]|0;if(d|0){e=f[((S+424|0)+52|0)>>2]|0;if((e|0)!=(d|0))f[((S+424|0)+52|0)>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}d=f[(S+424|0)+44>>2]|0;if(d|0)SBa(d,(S+424|0)+32|0);d=f[((S+424|0)+32|0)>>2]|0;if(!d){u=S;return}e=f[((S+424|0)+36|0)>>2]|0;if((e|0)!=(d|0))f[((S+424|0)+36|0)>>2]=e+(~((e+-2-d|0)>>>1)<<1);sOb(d);u=S;return}function QBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;if(!(f[a+12>>2]|0)){c=f[a+1216>>2]|0;d=a+1220|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2)}if(!(f[a+4>>2]|0)){c=f[a+1204>>2]|0;d=a+1208|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2)}q=a+1216|0;r=a+1220|0;if((f[q>>2]|0)==(f[r>>2]|0))if((f[a+1204>>2]|0)==(f[a+1208>>2]|0)){u=w;return}s=a+1204|0;LDa(v,f[a>>2]|0,b,q,s);jJa(b,v);U8a(AQa(f[a>>2]|0)|0,b,0,0);p=a+1340|0;j=b;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+1344|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m){c=0;t=25}else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(!d)t=25;else{if(e)while(1){d=f[d>>2]|0;if(!d){t=25;break a}e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0))){t=25;break a}if((f[d+8>>2]|0)==(b|0))break a}do{d=f[d>>2]|0;if(!d){t=25;break a}e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0)){t=25;break a}}}while((f[d+8>>2]|0)!=(b|0))}}while(0);if((t|0)==25){b=pOb(12)|0;f[b+8>>2]=j;f[b+4>>2]=o;f[b>>2]=0;i=a+1352|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[a+1356>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+1348|0;f[b>>2]=f[c>>2];f[c>>2]=b;f[d>>2]=c;c=f[b>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;t=38}}else{f[b>>2]=f[c>>2];t=38}if((t|0)==38)f[c>>2]=b;f[i>>2]=(f[i>>2]|0)+1}c=f[q>>2]|0;d=f[r>>2]|0;if((d|0)!=(c|0))f[r>>2]=d+(~((d+-4-c|0)>>>2)<<2);e=f[s>>2]|0;c=a+1208|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);c=f[v+4>>2]|0;if(c|0)iOb(c);u=w;return}function RBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257280]|0))if(MPb(257280)|0){f[64647]=0;f[64648]=0;f[64649]=0}a=f[64648]|0;if(a>>>0<(f[64649]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64648]=a+12;return}else{VCa(258588,c);return}}function SBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-2-a|0)>>>1)<<1);if(!(b[257272]|0))if(MPb(257272)|0){f[64644]=0;f[64645]=0;f[64646]=0}a=f[64645]|0;if(a>>>0<(f[64646]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64645]=a+12;return}else{UCa(258576,c);return}}function TBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0.0,O=0.0,P=0,Q=0.0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0;E=u;u=u+80|0;n=E;C=f[a+4>>2]|0;D=C+1076|0;nEa(f[a>>2]|0,D);c=f[D>>2]|0;B=(f[C+1080>>2]|0)-c|0;o=(B|0)/24|0;if(!B){u=E;return}q=n+8|0;r=n+16|0;s=n+24|0;t=n+32|0;v=n+40|0;w=n+48|0;x=n+56|0;y=n+64|0;z=a+8|0;A=a+12|0;B=a+16|0;d=a+20|0;e=n+8|0;g=n+16|0;h=n+24|0;i=n+32|0;j=n+40|0;k=n+48|0;l=n+56|0;m=n+64|0;a=0;while(1){aa=+p[c+(a*24|0)>>3];p[n>>3]=aa;$=+p[c+(a*24|0)+8>>3];p[q>>3]=$;_=+p[c+(a*24|0)+16>>3];p[r>>3]=_;M=a+1|0;Y=+p[c+(M*24|0)>>3];p[s>>3]=Y;W=+p[c+(M*24|0)+8>>3];p[t>>3]=W;V=+p[c+(M*24|0)+16>>3];p[v>>3]=V;M=a+2|0;L=+p[c+(M*24|0)>>3];p[w>>3]=L;K=+p[c+(M*24|0)+8>>3];p[x>>3]=K;I=+p[c+(M*24|0)+16>>3];p[y>>3]=I;M=f[z>>2]|0;c=M+32|0;X=+p[c>>3];J=+p[M+64>>3];S=M+8|0;R=M+40|0;U=+p[R>>3];Q=+p[M+72>>3];P=M+16|0;O=+p[M+48>>3];N=+p[M+80>>3];H=+p[M+96>>3];G=+p[M+104>>3];Z=aa*+p[S>>3]+$*U+_*Q+G;F=+p[M+112>>3];T=aa*+p[P>>3]+$*O+_*N+F;p[n>>3]=+p[M>>3]*aa+X*$+J*_+H;p[e>>3]=Z;p[g>>3]=T;U=Y*+p[S>>3]+W*U+V*Q+G;T=Y*+p[P>>3]+W*O+V*N+F;p[h>>3]=+p[M>>3]*Y+X*W+J*V+H;p[i>>3]=U;p[j>>3]=T;G=L*+p[S>>3]+K*+p[R>>3]+I*Q+G;F=L*+p[P>>3]+K*O+I*N+F;p[k>>3]=+p[M>>3]*L+ +p[c>>3]*K+J*I+H;p[l>>3]=G;p[m>>3]=F;OCa(C,f[A>>2]|0,f[B>>2]|0,n,(b[f[d>>2]>>0]|0)!=0);a=a+3|0;if(a>>>0>=o>>>0)break;c=f[D>>2]|0}u=E;return}function UBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0.0;G=u;u=u+240|0;e=G+40|0;C=G;J=+p[b>>3];K=+p[b+8>>3];d=+p[b+16>>3];p[e>>3]=J;D=e+8|0;p[D>>3]=K;E=e+16|0;p[E>>3]=d;I=+p[b+24>>3];p[e+24>>3]=I;p[e+32>>3]=K;p[e+40>>3]=d;H=+p[b+32>>3];p[e+48>>3]=J;p[e+56>>3]=H;p[e+64>>3]=d;p[e+72>>3]=I;p[e+80>>3]=H;p[e+88>>3]=d;d=+p[b+40>>3];p[e+96>>3]=J;p[e+104>>3]=K;p[e+112>>3]=d;p[e+120>>3]=I;p[e+128>>3]=K;p[e+136>>3]=d;p[e+144>>3]=J;p[e+152>>3]=H;p[e+160>>3]=d;p[e+168>>3]=I;p[e+176>>3]=H;p[e+184>>3]=d;g=e+192|0;h=c+32|0;i=c+64|0;j=c+8|0;k=c+40|0;l=c+72|0;m=c+16|0;n=c+48|0;o=c+80|0;q=c+24|0;r=c+56|0;s=c+88|0;t=C+8|0;v=C+16|0;w=C+24|0;x=c+96|0;y=c+104|0;z=c+112|0;A=c+120|0;B=C+32|0;b=e;do{N=+p[b>>3];M=b+8|0;d=+p[M>>3];L=b+16|0;J=+p[L>>3];K=N*+p[j>>3]+d*+p[k>>3]+J*+p[l>>3];H=N*+p[m>>3]+d*+p[n>>3]+J*+p[o>>3];I=N*+p[q>>3]+d*+p[r>>3]+J*+p[s>>3];J=+p[c>>3]*N+ +p[h>>3]*d+ +p[i>>3]*J+ +p[x>>3];p[C>>3]=J;K=K+ +p[y>>3];p[t>>3]=K;p[v>>3]=H+ +p[z>>3];p[w>>3]=I+ +p[A>>3];f[B>>2]=0;p[b>>3]=J;p[M>>3]=K;p[L>>3]=+p[v>>3];b=b+24|0}while((b|0)!=(g|0));l=e+168|0;m=a+24|0;K=+p[e>>3];p[m>>3]=K;N=+p[D>>3];k=a+32|0;p[k>>3]=N;d=+p[E>>3];h=a+40|0;p[h>>3]=d;p[a>>3]=K;i=a+8|0;p[i>>3]=N;j=a+16|0;b=a;a:while(1){p[b+16>>3]=d;while(1){if((e|0)==(l|0))break a;g=e+24|0;d=+p[g>>3];if(d<+p[a>>3]){b=a;F=7}else if(d>+p[m>>3]){b=m;F=7}if((F|0)==7){F=0;p[b>>3]=d}d=+p[e+32>>3];if(d<+p[i>>3]){b=a;F=10}else if(d>+p[k>>3]){b=m;F=10}if((F|0)==10){F=0;p[b+8>>3]=d}d=+p[e+40>>3];if(d<+p[j>>3]){e=g;b=a;continue a}if(d>+p[h>>3]){e=g;b=m;continue a}else e=g}}u=G;return}function VBa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;t=0;z=u;u=u+2800|0;if((f[(a+1120|0)>>2]|0)==(f[a+1124>>2]|0)){u=z;return}e=(f[a+1092>>2]|0)-(f[a+1088>>2]|0)>>4;if(e>>>0<3){u=z;return}aBa(z+304|0,f[64606]|0);y=(z+304|0)+4|0;h=f[y>>2]|0;i=f[(z+304|0)>>2]|0;f[z+432>>2]=a;f[z+640>>2]=j;f[z+872>>2]=k;f[z+880>>2]=w;f[z+888>>2]=v;f[z+976>>2]=x;f[z+1112>>2]=e;f[z+1168>>2]=y;f[z+1200>>2]=h;f[z+1224>>2]=i;f[z+1296>>2]=l;f[z+1304>>2]=m;f[z+1312>>2]=o;f[z+1320>>2]=q;f[z+1328>>2]=r;f[z+1336>>2]=s;f[z+2664>>2]=t;f[z+2680>>2]=0;f[z+2684>>2]=0;iFa(z);j=f[z+640>>2]|0;k=f[z+872>>2]|0;w=f[z+880>>2]|0;v=f[z+888>>2]|0;x=f[z+976>>2]|0;l=f[z+1296>>2]|0;m=f[z+1304>>2]|0;o=f[z+1312>>2]|0;q=f[z+1320>>2]|0;r=f[z+1328>>2]|0;s=f[z+1336>>2]|0;t=f[z+2664>>2]|0;a:do if((f[k>>2]|0)!=1){b:while(1){aBa(z+320|0,f[64606]|0);fCa((z+320|0)+16|0,f[64606]|0);aBa(z+32|0,f[64606]|0);g=(f[k>>2]|0)-(f[l>>2]|0)|0;h=f[m>>2]|0;i=f[(z+32|0)>>2]|0;if(g>>>0>h-i>>2>>>0){eCa(z+32|0,g-(h-i>>2)|0);e=f[(z+32|0)>>2]|0;h=f[m>>2]|0}else if(g>>>0<h-i>>2>>>0)if((i+(g<<2)|0|0)==(h|0))e=i;else{f[m>>2]=h+(~((h+-4-(i+(g<<2)|0)|0)>>>2)<<2)|0;e=i;h=h+(~((h+-4-(i+(g<<2)|0)|0)>>>2)<<2)|0}else e=i;if((e|0)!=(h|0)){g=f[l>>2]|0;while(1){f[e>>2]=g;e=e+4|0;if((e|0)==(h|0))break;else g=g+1|0}}mCa(z,z+132|0,z+32|0);e=f[o>>2]|0;if(e|0)tBa(e,z+320|0);e=f[(z+320|0)>>2]|0;if(e|0){g=f[j>>2]|0;if((g|0)!=(e|0))f[j>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);f[((z+320|0)+8|0)>>2]=0;f[j>>2]=0;f[(z+320|0)>>2]=0}f[(z+320|0)>>2]=f[z>>2];f[j>>2]=f[(z+4|0)>>2];f[((z+320|0)+8|0)>>2]=f[(z+8|0)>>2];f[(z+8|0)>>2]=0;f[(z+4|0)>>2]=0;f[z>>2]=0;f[o>>2]=f[(z+12|0)>>2];f[(z+12|0)>>2]=0;nCa((z+320|0)+16|0,z+16|0);oCa(z+16|0);e=f[(z+12|0)>>2]|0;if(e|0)tBa(e,z);e=f[z>>2]|0;if(e|0){g=f[(z+4|0)>>2]|0;if((g|0)!=(e|0))f[(z+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}f[(z+352|0)>>2]=z+320|0;f[((z+352|0)+4|0)>>2]=(z+320|0)+16|0;f[((z+352|0)+8|0)>>2]=0;aBa((z+352|0)+12|0,f[64606]|0);e=f[64606]|0;do if(!(b[257240]|0)){if(!(MPb(257240)|0))break;f[64632]=0;f[64633]=0;f[64634]=0}while(0);i=f[64633]|0;f[z+640>>2]=j;f[z+872>>2]=k;f[z+880>>2]=w;f[z+888>>2]=v;f[z+1296>>2]=l;f[z+1304>>2]=m;f[z+1312>>2]=o;f[z+1320>>2]=q;f[z+1328>>2]=r;f[z+1336>>2]=s;f[z+1440>>2]=e;f[z+1448>>2]=i;f[z+2664>>2]=t;f[z+2672>>2]=0;f[z+2676>>2]=0;hFa(z);t=f[z+2664>>2]|0;G=f[z+2672>>2]|0;D=f[z+2676>>2]|0;H=+n[z+2676>>2];f[z+2672>>2]=0;f[z+2676>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 6:break a}}if((t|0)==117)AMb(q);else if((t|0)==120)vd();else if((t|0)==145)AMb(258528);else if((t|0)==148)vd()}while(0);f[(z+240|0)>>2]=f[((z+132|0)+88|0)>>2];f[((z+240|0)+4|0)>>2]=f[((z+132|0)+92|0)>>2];f[(z+240|0)+8>>2]=f[((z+132|0)+96|0)>>2];f[((z+132|0)+96|0)>>2]=0;f[((z+132|0)+92|0)>>2]=0;f[((z+132|0)+88|0)>>2]=0;f[(z+240|0)+12>>2]=f[((z+132|0)+100|0)>>2];f[((z+132|0)+100|0)>>2]=0;oCa((z+132|0)+88|0);e=f[(z+132|0)+84>>2]|0;if(e|0)tBa(e,(z+132|0)+72|0);e=f[((z+132|0)+72|0)>>2]|0;if(e|0){g=f[((z+132|0)+76|0)>>2]|0;if((g|0)!=(e|0))f[((z+132|0)+76|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[((z+132|0)+68|0)>>2]|0;if(e|0)rCa(e,v);e=f[v>>2]|0;if(e|0)sOb(e);e=f[(z+132|0)+52>>2]|0;if(e|0)sCa(e,w);e=f[w>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0)){do{i=g+-24|0;f[x>>2]=i;h=f[g+-4>>2]|0;if(h|0)jCa(h,i);g=f[g+-16>>2]|0;if(g|0)do{v=g;g=f[g>>2]|0;sOb(v)}while((g|0)!=0);g=f[i>>2]|0;f[i>>2]=0;if(g|0)sOb(g);g=f[x>>2]|0}while((g|0)!=(e|0));e=f[w>>2]|0}sOb(e)}oCa((z+132|0)+16|0);e=f[((z+132|0)+12|0)>>2]|0;if(e|0)tBa(e,z+132|0);e=f[(z+132|0)>>2]|0;if(e|0){g=f[((z+132|0)+4|0)>>2]|0;if((g|0)!=(e|0))f[((z+132|0)+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}f[(z+32|0)>>2]=-1;WAa((z+32|0)+4|0,f[64605]|0);$Aa((z+32|0)+20|0,f[64607]|0);aBa((z+32|0)+36|0,f[64607]|0);bBa((z+32|0)+52|0,f[64607]|0);cBa((z+32|0)+68|0,f[64607]|0);dBa((z+32|0)+84|0,f[64607]|0);e=f[(z+240|0)>>2]|0;l=f[((z+240|0)+4|0)>>2]|0;if((e|0)!=(l|0))do{j=f[e>>2]|0;k=(f[e+4>>2]|0)-j>>2;g=f[(a+1132|0)>>2]|0;h=f[(a+1136|0)>>2]|0;if((h|0)==(g|0))i=g;else{f[(a+1136|0)>>2]=h+(~((h+-16-g|0)>>>4)<<4)|0;i=h+(~((h+-16-g|0)>>>4)<<4)|0}if(!(k+-1|0))g=i;else{g=0;h=j;j=i;while(1){h=f[h+(g<<2)>>2]|0;i=f[(a+1088|0)>>2]|0;if((j|0)==(f[(a+1140|0)>>2]|0))iBa(a+1132|0,i+(h<<4)|0);else{p[j>>3]=+p[(i+(h<<4)|0)>>3];p[j+8>>3]=+p[i+(h<<4)+8>>3];f[(a+1136|0)>>2]=j+16}g=g+1|0;if((g|0)==(k+-1|0|0))break;h=f[e>>2]|0;j=f[(a+1136|0)>>2]|0}g=f[(a+1136|0)>>2]|0}eBa(z+32|0,g+(1-k<<4)|0,k+-1|0);e=e+16|0}while((e|0)!=(l|0));e=f[((z+32|0)+68|0)>>2]|0;g=f[((z+32|0)+72|0)>>2]|0;if((g|0)!=(e|0))f[((z+32|0)+72|0)>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);i=f[((z+32|0)+84|0)>>2]|0;e=f[((z+32|0)+88|0)>>2]|0;if((e|0)==(i|0))g=i;else{f[((z+32|0)+88|0)>>2]=e+(~((e+-4-i|0)>>>2)<<2)|0;g=e+(~((e+-4-i|0)>>>2)<<2)|0}e=f[(z+32|0)+4>>2]|0;h=f[(z+32|0)+8>>2]|0;if((e|0)==(h|0)){h=i;e=i}else{do{mBa(z+32|0,d,e,0,a+1156|0);e=e+20|0}while((e|0)!=(h|0));e=f[((z+32|0)+84|0)>>2]|0;g=f[((z+32|0)+88|0)>>2]|0;h=e}if((h|0)!=(g|0))h8a(f[((z+32|0)+68|0)>>2]|0,h,g-e>>2,c,2,a+1156|0)|0;vCa(z+32|0);oCa(z+240|0);oCa((z+256|0)+16|0);e=f[((z+256|0)+12|0)>>2]|0;if(e|0)tBa(e,z+256|0);e=f[(z+256|0)>>2]|0;if(e|0){g=f[((z+256|0)+4|0)>>2]|0;if((g|0)!=(e|0))f[((z+256|0)+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}oCa(z+288|0);e=f[((z+304|0)+12|0)>>2]|0;if(e|0)tBa(e,z+304|0);e=f[(z+304|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}u=z;return}function WBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+112|0;h=s+108|0;n=s;o=s+104|0;p=s+100|0;q=s+96|0;r=a+1168|0;c=f[a+1064>>2]|0;j=f[a+1068>>2]|0;if((c|0)==(j|0)){u=s;return}k=a+1144|0;l=a+1148|0;i=a+1152|0;m=a+1172|0;e=a+1176|0;g=b+4|0;a=f[k>>2]|0;d=f[l>>2]|0;do{t=d-a|0;d=a+(((t|0)/24|0)*24|0)|0;a:do if(t|0){if((c|0)!=(b|0))while(1){t=dCa(c,a,n)|0;f[q>>2]=f[m>>2];f[h>>2]=f[q>>2];YBa(r,h,n,n+((t<<1)*24|0)|0)|0;a=a+48|0;if((a|0)==(d|0))break a}do do if(((f[g>>2]|0)-(f[b>>2]|0)|0)==32){f[o>>2]=f[m>>2];t=a+48|0;f[h>>2]=f[o>>2];YBa(r,h,a,t)|0;a=t}else if(zib(b,a)|0){f[p>>2]=f[m>>2];t=a+48|0;f[h>>2]=f[p>>2];YBa(r,h,a,t)|0;a=t;break}else{a=a+48|0;break}while(0);while((a|0)!=(d|0))}while(0);a=f[k>>2]|0;if(a|0){d=f[l>>2]|0;if((d|0)!=(a|0))f[l>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);sOb(a);f[i>>2]=0;f[l>>2]=0;f[k>>2]=0}a=f[r>>2]|0;f[k>>2]=a;d=f[m>>2]|0;f[l>>2]=d;f[i>>2]=f[e>>2];f[e>>2]=0;f[m>>2]=0;f[r>>2]=0;c=c+16|0}while((c|0)!=(j|0));u=s;return}function XBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+400|0;j=A+388|0;i=A+384|0;h=A+380|0;s=A;t=A+376|0;v=A+372|0;w=A+368|0;x=A+364|0;y=A+360|0;z=a+1180|0;l=a+1192|0;d=f[a+1064>>2]|0;m=f[a+1068>>2]|0;if((d|0)==(m|0)){u=A;return}n=a+1156|0;o=a+1160|0;k=a+1164|0;p=a+1184|0;q=a+1188|0;r=c+4|0;g=a+1196|0;a=f[n>>2]|0;e=f[o>>2]|0;do{B=e-a|0;e=a+(((B|0)/24|0)*24|0)|0;a:do if(B|0){if((d|0)!=(c|0))while(1){_Ba(d,a,b,l,1);f[w>>2]=f[p>>2];f[x>>2]=f[l>>2];f[y>>2]=f[g>>2];f[h>>2]=f[w>>2];f[i>>2]=f[x>>2];f[j>>2]=f[y>>2];$Ba(z,h,i,j)|0;a=a+72|0;if((a|0)==(e|0))break a}do if(((f[r>>2]|0)-(f[c>>2]|0)|0)==32){f[t>>2]=f[p>>2];B=a+72|0;f[j>>2]=f[t>>2];ZBa(z,j,a,B)|0;a=B}else{B=Aib(c,a,b,s)|0;f[v>>2]=f[p>>2];f[j>>2]=f[v>>2];YBa(z,j,s,s+(B*24|0)|0)|0;a=a+72|0}while((a|0)!=(e|0))}while(0);a=f[n>>2]|0;if(a|0){e=f[o>>2]|0;if((e|0)!=(a|0))f[o>>2]=e+(~(((e+-24-a|0)>>>0)/24|0)*24|0);sOb(a);f[k>>2]=0;f[o>>2]=0;f[n>>2]=0}a=f[z>>2]|0;f[n>>2]=a;e=f[p>>2]|0;f[o>>2]=e;f[k>>2]=f[q>>2];f[q>>2]=0;f[p>>2]=0;f[z>>2]=0;d=d+16|0}while((d|0)!=(m|0));u=A;return}function YBa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0;m=f[a>>2]|0;h=m;k=(f[b>>2]|0)-h|0;b=m+(((k|0)/24|0)*24|0)|0;o=d-c|0;j=(o|0)/24|0;if((o|0)<=0){o=b;return o|0}l=a+8|0;g=f[l>>2]|0;o=a+4|0;n=f[o>>2]|0;e=n;if((j|0)<=((g-e|0)/24|0|0)){i=e-b|0;e=(i|0)/24|0;if((j|0)>(e|0)){h=c+(e*24|0)|0;if((h|0)==(d|0))e=n;else{g=h;e=n;do{p[e>>3]=+p[g>>3];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];g=g+24|0;e=e+24|0}while((g|0)!=(d|0));f[o>>2]=e}if((i|0)>0)d=h;else{o=b;return o|0}}else e=n;i=e-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<n>>>0){h=g;j=e;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[o>>2]|0)+24|0;f[o>>2]=j}while(h>>>0<n>>>0)}if(i|0)do{n=g;g=g+-24|0;o=e;e=e+-24|0;q=+p[g>>3];p[g>>3]=+p[e>>3];p[e>>3]=q;a=n+-16|0;q=+p[a>>3];m=o+-16|0;p[a>>3]=+p[m>>3];p[m>>3]=q;n=n+-8|0;q=+p[n>>3];o=o+-8|0;p[n>>3]=+p[o>>3];p[o>>3]=q}while((g|0)!=(b|0));if((d|0)==(c|0)){o=b;return o|0}else e=b;while(1){p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(d|0))break;else e=e+24|0}return b|0}e=((e-h|0)/24|0)+j|0;if(e>>>0>178956970)AMb(a);j=(g-h|0)/24|0;g=j<<1;g=j>>>0<89478485?(g>>>0<e>>>0?e:g):178956970;e=(k|0)/24|0;do if(!g)i=0;else if(g>>>0>178956970)vd();else{i=pOb(g*24|0)|0;break}while(0);j=i+(e*24|0)|0;h=i+(g*24|0)|0;if((c|0)==(d|0))e=j;else{e=j;do{p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];e=e+24|0;c=c+24|0}while((c|0)!=(d|0))}if(!k)c=j;else{g=b;c=j;do{k=g;g=g+-24|0;p[c+-24>>3]=+p[g>>3];p[c+-16>>3]=+p[k+-16>>3];p[c+-8>>3]=+p[k+-8>>3];c=c+-24|0}while((g|0)!=(m|0))}if((n|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(n|0));b=e}f[a>>2]=c;f[o>>2]=b;f[l>>2]=h;if(!m){o=j;return o|0}sOb(m);o=j;return o|0}function ZBa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0;m=f[a>>2]|0;h=m;k=(f[b>>2]|0)-h|0;b=m+(((k|0)/24|0)*24|0)|0;o=d-c|0;j=(o|0)/24|0;if((o|0)<=0){o=b;return o|0}l=a+8|0;g=f[l>>2]|0;o=a+4|0;n=f[o>>2]|0;e=n;if((j|0)<=((g-e|0)/24|0|0)){i=e-b|0;e=(i|0)/24|0;if((j|0)>(e|0)){h=c+(e*24|0)|0;if((h|0)==(d|0))e=n;else{g=h;e=n;do{p[e>>3]=+p[g>>3];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];g=g+24|0;e=e+24|0}while((g|0)!=(d|0));f[o>>2]=e}if((i|0)>0)d=h;else{o=b;return o|0}}else e=n;i=e-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<n>>>0){h=g;j=e;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[o>>2]|0)+24|0;f[o>>2]=j}while(h>>>0<n>>>0)}if(i|0)do{n=g;g=g+-24|0;o=e;e=e+-24|0;q=+p[g>>3];p[g>>3]=+p[e>>3];p[e>>3]=q;a=n+-16|0;q=+p[a>>3];m=o+-16|0;p[a>>3]=+p[m>>3];p[m>>3]=q;n=n+-8|0;q=+p[n>>3];o=o+-8|0;p[n>>3]=+p[o>>3];p[o>>3]=q}while((g|0)!=(b|0));if((d|0)==(c|0)){o=b;return o|0}else e=b;while(1){p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(d|0))break;else e=e+24|0}return b|0}e=((e-h|0)/24|0)+j|0;if(e>>>0>178956970)AMb(a);j=(g-h|0)/24|0;g=j<<1;g=j>>>0<89478485?(g>>>0<e>>>0?e:g):178956970;e=(k|0)/24|0;do if(!g)i=0;else if(g>>>0>178956970)vd();else{i=pOb(g*24|0)|0;break}while(0);j=i+(e*24|0)|0;h=i+(g*24|0)|0;if((c|0)==(d|0))e=j;else{e=j;do{p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];e=e+24|0;c=c+24|0}while((c|0)!=(d|0))}if(!k)c=j;else{g=b;c=j;do{k=g;g=g+-24|0;p[c+-24>>3]=+p[g>>3];p[c+-16>>3]=+p[k+-16>>3];p[c+-8>>3]=+p[k+-8>>3];c=c+-24|0}while((g|0)!=(m|0))}if((n|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(n|0));b=e}f[a>>2]=c;f[o>>2]=b;f[l>>2]=h;if(!m){o=j;return o|0}sOb(m);o=j;return o|0}function _Ba(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;if(e){c=f[d>>2]|0;e=d+4|0;g=f[e>>2]|0;if((g|0)==(c|0))k=e;else{f[e>>2]=g+(~(((g+-24-c|0)>>>0)/24|0)*24|0);k=e}}else k=d+4|0;j=f[a>>2]|0;e=j;if(((f[a+4>>2]|0)-j|0)!=32){c=f[k>>2]|0;h=d+8|0;e=f[h>>2]|0;if(c>>>0<e>>>0){p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];g=c+24|0;f[k>>2]=g}else{oBa(d,b);g=f[k>>2]|0;e=f[h>>2]|0}c=b+24|0;if(g>>>0<e>>>0){p[g>>3]=+p[c>>3];p[g+8>>3]=+p[b+32>>3];p[g+16>>3]=+p[b+40>>3];g=g+24|0;f[k>>2]=g}else{oBa(d,c);g=f[k>>2]|0;e=f[h>>2]|0}c=b+48|0;if(g>>>0<e>>>0){p[g>>3]=+p[c>>3];p[g+8>>3]=+p[b+56>>3];p[g+16>>3]=+p[b+64>>3];f[k>>2]=g+24;return}else{oBa(d,c);return}}j=f[k>>2]|0;c=f[d>>2]|0;g=j-c|0;h=(g|0)/24|0;i=c;if(h>>>0<6){aCa(d,6-h|0);e=f[a>>2]|0;c=f[d>>2]|0}else if((g|0)!=144){g=i+144|0;if((g|0)!=(j|0))f[k>>2]=j+(~(((j+-24-g|0)>>>0)/24|0)*24|0)}c=bCa(e,b,c)|0;h=f[k>>2]|0;e=f[d>>2]|0;g=(h-e|0)/24|0;if(c>>>0>g>>>0){aCa(d,c-g|0);return}if(c>>>0>=g>>>0)return;c=e+(c*24|0)|0;if((c|0)==(h|0))return;f[k>>2]=h+(~(((h+-24-c|0)>>>0)/24|0)*24|0);return}function $Ba(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0;n=f[a>>2]|0;h=n;k=(f[b>>2]|0)-h|0;b=n+(((k|0)/24|0)*24|0)|0;c=f[c>>2]|0;e=f[d>>2]|0;q=e-c|0;j=(q|0)/24|0;l=e;if((q|0)<=0){q=b;return q|0}m=a+8|0;g=f[m>>2]|0;q=a+4|0;o=f[q>>2]|0;d=o;if((j|0)<=((g-d|0)/24|0|0)){h=d-b|0;d=(h|0)/24|0;if((j|0)>(d|0)){d=c+(d*24|0)|0;e=d;if((d|0)==(l|0))d=o;else{g=d;d=o;do{p[d>>3]=+p[g>>3];p[d+8>>3]=+p[g+8>>3];p[d+16>>3]=+p[g+16>>3];g=g+24|0;d=d+24|0}while((g|0)!=(l|0));f[q>>2]=d}if((h|0)<=0){q=b;return q|0}}else d=o;i=d-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<o>>>0){h=g;j=d;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[q>>2]|0)+24|0;f[q>>2]=j}while(h>>>0<o>>>0)}if(i|0)do{o=g;g=g+-24|0;q=d;d=d+-24|0;r=+p[g>>3];p[g>>3]=+p[d>>3];p[d>>3]=r;a=o+-16|0;r=+p[a>>3];n=q+-16|0;p[a>>3]=+p[n>>3];p[n>>3]=r;o=o+-8|0;r=+p[o>>3];q=q+-8|0;p[o>>3]=+p[q>>3];p[q>>3]=r}while((g|0)!=(b|0));if((c|0)==(e|0)){q=b;return q|0}else d=b;while(1){p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(e|0))break;else d=d+24|0}return b|0}d=((d-h|0)/24|0)+j|0;if(d>>>0>178956970)AMb(a);j=(g-h|0)/24|0;e=j<<1;e=j>>>0<89478485?(e>>>0<d>>>0?d:e):178956970;d=(k|0)/24|0;do if(!e)i=0;else if(e>>>0>178956970)vd();else{i=pOb(e*24|0)|0;break}while(0);h=i+(d*24|0)|0;g=i+(e*24|0)|0;if((c|0)==(l|0))d=h;else{d=h;do{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];d=d+24|0;c=c+24|0}while((c|0)!=(l|0))}if(!k)c=h;else{e=b;c=h;do{l=e;e=e+-24|0;p[c+-24>>3]=+p[e>>3];p[c+-16>>3]=+p[l+-16>>3];p[c+-8>>3]=+p[l+-8>>3];c=c+-24|0}while((e|0)!=(n|0))}if((o|0)==(b|0))b=d;else{do{p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];b=b+24|0;d=d+24|0}while((b|0)!=(o|0));b=d}f[a>>2]=c;f[q>>2]=b;f[m>>2]=g;if(!n){q=h;return q|0}sOb(n);q=h;return q|0}function aCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;e=f[k>>2]|0;l=a+4|0;d=f[l>>2]|0;i=d;if(((e-d|0)/24|0)>>>0>=b>>>0){f[l>>2]=i+(b*24|0);return}c=f[a>>2]|0;g=(d-c|0)/24|0;d=g+b|0;j=c;if(d>>>0>178956970)AMb(a);m=(e-c|0)/24|0;e=m<<1;e=m>>>0<89478485?(e>>>0<d>>>0?d:e):178956970;do if(!e)h=0;else if(e>>>0>178956970)vd();else{h=pOb(e*24|0)|0;break}while(0);d=h+(g*24|0)|0;g=h+(e*24|0)|0;e=d+(b*24|0)|0;if((i|0)!=(j|0)){c=i;do{m=c;c=c+-24|0;p[d+-24>>3]=+p[c>>3];p[d+-16>>3]=+p[m+-16>>3];p[d+-8>>3]=+p[m+-8>>3];d=d+-24|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=d;f[l>>2]=e;f[k>>2]=g;if(!c)return;sOb(c);return}function bCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0;J=u;u=u+144|0;q=J+120|0;g=J+72|0;e=J+24|0;d=J;K=+p[a>>3];o=+p[b>>3];A=b+8|0;y=+p[a+8>>3];h=+p[A>>3];B=b+16|0;z=+p[a+16>>3];i=+p[B>>3];L=+p[a+24>>3];H=b+24|0;j=+p[H>>3];C=b+32|0;k=+p[C>>3];D=b+40|0;l=+p[D>>3];I=b+48|0;m=+p[I>>3];E=b+56|0;n=+p[E>>3];F=b+64|0;r=L+(K*o+(y*h+z*i))>=0.0;s=L+(K*j+(y*k+z*l))>=0.0;t=L+(K*m+(y*n+z*+p[F>>3]))>=0.0;switch(((r&1)+(s&1)<<24>>24)+(t&1)&7){case 0:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));I=3;u=J;return I|0}case 1:{v=g+24|0;x=r?q:g;w=r?g:v;p[x>>3]=o;p[x+8>>3]=h;p[x+16>>3]=i;x=s?q:w;p[x>>3]=j;p[x+8>>3]=k;p[x+16>>3]=l;w=t?q:s?w:w+24|0;p[w>>3]=m;p[w+8>>3]=n;p[w+16>>3]=+p[F>>3];w=d+8|0;t=d+16|0;cCa(d,a,q,g);K=+p[d>>3];p[e>>3]=K;L=+p[w>>3];p[e+8>>3]=L;h=+p[t>>3];p[e+16>>3]=h;cCa(d,a,q,v);z=+p[d>>3];v=e+24|0;p[d>>3]=+p[v>>3];p[v>>3]=z;o=+p[w>>3];v=e+32|0;p[w>>3]=+p[v>>3];p[v>>3]=o;y=+p[t>>3];p[e+40>>3]=y;j=+p[g>>3];p[c>>3]=j;k=+p[g+8>>3];t=c+8|0;p[t>>3]=k;l=+p[g+16>>3];v=c+16|0;p[v>>3]=l;m=+p[g+24>>3];w=c+24|0;p[w>>3]=m;n=+p[g+32>>3];x=c+32|0;p[x>>3]=n;i=+p[g+40>>3];q=c+40|0;p[q>>3]=i;p[c+48>>3]=K;p[c+56>>3]=L;p[c+64>>3]=h;r=c+72|0;p[r>>3]=m;s=c+80|0;p[s>>3]=n;d=c+88|0;p[d>>3]=i;e=c+96|0;p[e>>3]=z;g=c+104|0;p[g>>3]=o;a=c+112|0;p[a>>3]=y;p[c+120>>3]=K;p[c+128>>3]=L;p[c+136>>3]=h;h=+p[b>>3];if(j==h)if(k==+p[A>>3])if(l==+p[B>>3])if(m==+p[H>>3])if(n==+p[C>>3]){if(!(i==+p[D>>3]))G=9}else G=9;else G=9;else G=9;else G=9;else G=9;do if((G|0)==9){if(j==+p[H>>3])if(k==+p[C>>3])if(l==+p[D>>3])if(m==+p[I>>3])if(n==+p[E>>3])if(i==+p[F>>3])break;if(j==+p[I>>3])if(k==+p[E>>3])if(m==h?l==+p[F>>3]:0)if(n==+p[A>>3])if(i==+p[B>>3])break;p[c>>3]=m;p[t>>3]=n;p[v>>3]=i;p[w>>3]=j;p[x>>3]=k;p[q>>3]=l;p[r>>3]=z;p[s>>3]=o;p[d>>3]=y;p[e>>3]=m;p[g>>3]=n;p[a>>3]=i}while(0);I=6;u=J;return I|0}case 2:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=b+((s&t?0:s?2:1)*24|0)|0;e=q+8|0;g=q+16|0;if(r){cCa(q,a,d,b);L=+p[q>>3];p[q>>3]=+p[c>>3];p[c>>3]=L;L=+p[e>>3];b=c+8|0;p[e>>3]=+p[b>>3];p[b>>3]=L;p[c+16>>3]=+p[g>>3]}if(s){cCa(q,a,d,H);L=+p[q>>3];H=c+24|0;p[q>>3]=+p[H>>3];p[H>>3]=L;L=+p[e>>3];H=c+32|0;p[e>>3]=+p[H>>3];p[H>>3]=L;p[c+40>>3]=+p[g>>3]}if(!t){I=3;u=J;return I|0}cCa(q,a,d,I);L=+p[q>>3];I=c+48|0;p[q>>3]=+p[I>>3];p[I>>3]=L;L=+p[e>>3];I=c+56|0;p[e>>3]=+p[I>>3];p[I>>3]=L;p[c+64>>3]=+p[g>>3];I=3;u=J;return I|0}default:{I=0;u=J;return I|0}}return 0}function cCa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;g=c;h=d;v=+p[c>>3];w=+p[d>>3];if(v<w)i=6;else if(v>w)j=h;else{e=+p[c+8>>3];f=+p[d+8>>3];if(e<f)i=6;else if(e>f)j=h;else if(+p[c+16>>3]<+p[d+16>>3])i=6;else j=h}if((i|0)==6){j=g;g=h}s=+p[b+24>>3];t=+p[b>>3];u=+p[b+8>>3];r=+p[b+16>>3];q=-s/(t*t+(u*u+r*r));b=j;h=g;l=+p[h>>3];m=+p[b>>3]-l;g=h+8|0;e=+p[g>>3];n=+p[b+8>>3]-e;h=h+16|0;f=+p[h>>3];o=+p[b+16>>3]-f;k=t*m+(u*n+r*o);if(!(k==0.0)){e=(t*(t*q-l)+(u*(u*q-e)+r*(r*q-f)))/k;if(e>=-1.0e-07&e<=1.0000001){p[a>>3]=l+m*e;p[a+8>>3]=n*e+ +p[g>>3];w=o*e+ +p[h>>3];d=a+16|0;p[d>>3]=w;return}}l=w-v;m=+p[c+8>>3];n=+p[d+8>>3]-m;o=+p[c+16>>3];w=+p[d+16>>3]-o;q=+L(+(l*l+(n*n+w*w)));l=l/q;n=n/q;q=w/q;w=-(s+(v*t+(m*u+o*r)))/(l*t+(n*u+q*r));p[a>>3]=v+l*w;p[a+8>>3]=m+n*w;w=o+q*w;d=a+16|0;p[d>>3]=w;return}function dCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0;D=u;u=u+80|0;o=D+48|0;q=D;g=+p[b>>3];p[q>>3]=g;A=b+8|0;k=+p[A>>3];B=q+8|0;p[B>>3]=k;C=b+16|0;i=+p[C>>3];t=q+16|0;p[t>>3]=i;s=q+24|0;v=b+24|0;j=+p[v>>3];p[s>>3]=j;w=b+32|0;h=+p[w>>3];x=q+32|0;p[x>>3]=h;y=b+40|0;d=+p[y>>3];z=q+40|0;p[z>>3]=d;e=f[a>>2]|0;l=f[a+4>>2]|0;do if((e|0)==(l|0))h=g;else{m=o+8|0;n=o+16|0;while(1){G=+p[e>>3];F=+p[e+8>>3];E=+p[e+16>>3];H=+p[e+24>>3];a=H+(G*g+(F*k+E*i))<0.0;if(a^H+(G*j+(F*h+E*d))<0.0){cCa(o,e,q,s);a=(a^1)&1;H=+p[o>>3];I=q+(a*24|0)|0;p[o>>3]=+p[I>>3];p[I>>3]=H;H=+p[m>>3];I=q+(a*24|0)+8|0;p[m>>3]=+p[I>>3];p[I>>3]=H;p[q+(a*24|0)+16>>3]=+p[n>>3]}else if(a)break;e=e+32|0;g=+p[q>>3];if((e|0)==(l|0)){r=9;break}k=+p[B>>3];i=+p[t>>3];j=+p[s>>3];h=+p[x>>3];d=+p[z>>3]}if((r|0)==9){h=+p[b>>3];break}p[c>>3]=+p[b>>3];p[c+8>>3]=+p[A>>3];p[c+16>>3]=+p[C>>3];p[c+24>>3]=+p[v>>3];p[c+32>>3]=+p[w>>3];p[c+40>>3]=+p[y>>3];I=1;u=D;return I|0}while(0);if(g==h){if(+p[B>>3]==+p[A>>3])if(+p[t>>3]==+p[C>>3])if(+p[s>>3]==+p[v>>3])if(+p[x>>3]==+p[w>>3])if(+p[z>>3]==+p[y>>3]){I=0;u=D;return I|0}if(+p[B>>3]==+p[A>>3])if(+p[t>>3]==+p[C>>3]){p[c>>3]=+p[s>>3];p[c+8>>3]=+p[x>>3];p[c+16>>3]=+p[z>>3];p[c+24>>3]=+p[v>>3];p[c+32>>3]=+p[w>>3];p[c+40>>3]=+p[y>>3];I=1;u=D;return I|0}}d=+p[s>>3];if(d==+p[v>>3])if(+p[x>>3]==+p[w>>3])e=+p[z>>3]==+p[y>>3];else e=0;else e=0;p[c>>3]=h;p[c+8>>3]=+p[A>>3];p[c+16>>3]=+p[C>>3];p[c+24>>3]=g;p[c+32>>3]=+p[B>>3];p[c+40>>3]=+p[t>>3];if(e){I=1;u=D;return I|0}p[c+48>>3]=d;p[c+56>>3]=+p[x>>3];p[c+64>>3]=+p[z>>3];p[c+72>>3]=+p[v>>3];p[c+80>>3]=+p[w>>3];p[c+88>>3]=+p[y>>3];I=2;u=D;return I|0}function eCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function fCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257256]|0))if(MPb(257256)|0){f[64638]=0;f[64639]=0;f[64640]=0}e=f[64639]|0;if((f[64638]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64639]|0;m=h+-12|0;while(1){e=h+-12|0;f[64639]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{i=h+-16|0;f[k>>2]=i;j=f[h+-4>>2]|0;if(j|0)tBa(j,i);j=f[i>>2]|0;if(j|0){h=h+-12|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-4-j|0)>>>2)<<2);sOb(j)}h=f[k>>2]|0}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64639]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function gCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257248]|0))if(MPb(257248)|0){f[64635]=0;f[64636]=0;f[64637]=0}e=f[64636]|0;if((f[64635]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64636]|0;m=h+-12|0;while(1){e=h+-12|0;f[64636]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{j=h+-24|0;f[k>>2]=j;i=f[h+-4>>2]|0;if(i|0)jCa(i,j);h=f[h+-16>>2]|0;if(h|0)do{i=h;h=f[h>>2]|0;sOb(i)}while((h|0)!=0);h=f[j>>2]|0;f[j>>2]=0;if(h|0)sOb(h);h=f[k>>2]|0}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64636]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function hCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257264]|0))if(MPb(257264)|0){f[64641]=0;f[64642]=0;f[64643]=0}d=f[64642]|0;if((f[64641]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64642]|0;e=d+-20|0;do{g=d+-20|0;f[64642]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64642]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function iCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=a+4|0;c=f[a>>2]|0;l=((f[r>>2]|0)-c|0)/24|0;d=l+1|0;if(d>>>0>178956970)AMb(a);s=a+8|0;q=((f[s>>2]|0)-c|0)/24|0;c=q<<1;c=q>>>0<89478485?(c>>>0<d>>>0?d:c):178956970;do if(!c)k=0;else if(c>>>0>178956970)vd();else{k=pOb(c*24|0)|0;break}while(0);n=k+(l*24|0)|0;m=n;q=k+(c*24|0)|0;j=f[b>>2]|0;f[b>>2]=0;g=b+4|0;e=f[g>>2]|0;f[g>>2]=0;f[n>>2]=j;f[k+(l*24|0)+4>>2]=e;g=k+(l*24|0)+8|0;h=b+8|0;c=f[h>>2]|0;f[g>>2]=c;i=b+12|0;p=f[i>>2]|0;f[k+(l*24|0)+12>>2]=p;f[k+(l*24|0)+16>>2]=f[b+16>>2];if(p|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0}p=b+20|0;f[k+(l*24|0)+20>>2]=f[p>>2];f[p>>2]=0;p=n+24|0;o=f[a>>2]|0;c=f[r>>2]|0;if((c|0)==(o|0)){c=m;h=o;e=o}else{i=n;do{h=c;c=c+-24|0;l=f[c>>2]|0;f[c>>2]=0;j=h+-20|0;g=f[j>>2]|0;f[j>>2]=0;f[i+-24>>2]=l;f[i+-20>>2]=g;j=i+-16|0;b=h+-16|0;d=f[b>>2]|0;f[j>>2]=d;k=h+-12|0;n=f[k>>2]|0;f[i+-12>>2]=n;f[i+-8>>2]=f[h+-8>>2];if(n|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[l+(d<<2)>>2]=j;f[b>>2]=0;f[k>>2]=0}n=h+-4|0;f[i+-4>>2]=f[n>>2];f[n>>2]=0;i=m+-24|0;m=i}while((c|0)!=(o|0));c=m;h=f[a>>2]|0;e=f[r>>2]|0}f[a>>2]=c;f[r>>2]=p;f[s>>2]=q;g=h;if((e|0)!=(g|0))do{c=e;e=e+-24|0;d=f[c+-4>>2]|0;if(d|0)jCa(d,e);c=f[c+-16>>2]|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function jCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257264]|0))if(MPb(257264)|0){f[64641]=0;f[64642]=0;f[64643]=0}a=f[64642]|0;if(a>>>0>=(f[64643]|0)>>>0){NCa(258564,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64642]=(f[64642]|0)+20;return}function kCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;m=p+8|0;j=p;n=a+4|0;e=f[n>>2]|0;if(e>>>0>=b>>>0){f[n>>2]=b;u=p;return}o=a+8|0;h=f[o>>2]|0;g=h<<5;d=b-e|0;if(g>>>0<d>>>0|e>>>0>(g-d|0)>>>0){f[m>>2]=0;k=m+4|0;f[k>>2]=0;l=m+8|0;f[l>>2]=0;if((b|0)<0)AMb(a);e=h<<6;h=b+31&-32;oB(m,g>>>0<1073741823?(e>>>0<h>>>0?h:e):2147483647);g=f[n>>2]|0;f[k>>2]=g+d;e=f[a>>2]|0;h=e;b=f[m>>2]|0;g=(h+(g>>>5<<2)-e<<3)+(g&31)|0;if((g|0)>0){i=g>>>5;cQb(b|0,e|0,i<<2|0)|0;e=g&31;g=b+(i<<2)|0;b=g;if(!e)e=0;else{q=-1>>>(32-e|0);f[g>>2]=f[g>>2]&~q|f[h+(i<<2)>>2]&q}}else e=0;f[j>>2]=b;f[j+4>>2]=e;g=j;b=f[g>>2]|0;g=f[g+4>>2]|0;e=f[a>>2]|0;f[a>>2]=f[m>>2];f[m>>2]=e;q=f[n>>2]|0;f[n>>2]=f[k>>2];f[k>>2]=q;q=f[o>>2]|0;f[o>>2]=f[l>>2];f[l>>2]=q;if(e|0)sOb(e)}else{g=(f[a>>2]|0)+(e>>>5<<2)|0;f[n>>2]=b;b=g;g=e&31}if(!d){u=p;return}h=(g|0)==0;e=b;if(c){if(!h){q=32-g|0;b=q>>>0>d>>>0?d:q;f[e>>2]=f[e>>2]|-1>>>(q-b|0)&-1<<g;e=e+4|0;d=d-b|0;b=e}q=d>>>5;dQb(b|0,-1,q<<2|0)|0;d=d&31;b=e+(q<<2)|0;if(!d){u=p;return}f[b>>2]=f[b>>2]|-1>>>(32-d|0);u=p;return}else{if(!h){q=32-g|0;b=q>>>0>d>>>0?d:q;f[e>>2]=f[e>>2]&~(-1>>>(q-b|0)&-1<<g);e=e+4|0;d=d-b|0;b=e}q=d>>>5;dQb(b|0,0,q<<2|0)|0;d=d&31;b=e+(q<<2)|0;if(!d){u=p;return}f[b>>2]=f[b>>2]&~(-1>>>(32-d|0));u=p;return}}function lCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;aBa(n,f[64606]|0);b=a+72|0;if((n|0)!=(b|0))uCa(n,f[b>>2]|0,f[a+76>>2]|0);c=a+104|0;o=n+4|0;b=f[o>>2]|0;m=n+8|0;if((b|0)==(f[m>>2]|0)){fBa(n,c);l=o;b=f[o>>2]|0}else{f[b>>2]=f[c>>2];b=b+4|0;f[o>>2]=b;l=o}c=f[n>>2]|0;j=(b-c>>2)+-1|0;a:do if(j|0){k=a+16|0;b=0;while(1){i=f[c+(b<<2)>>2]|0;b=b+1|0;e=f[c+(b<<2)>>2]|0;d=f[k>>2]|0;c=f[d+(i<<4)>>2]|0;i=d+(i<<4)+4|0;d=f[i>>2]|0;h=d;b:do if((c|0)!=(d|0))while(1){if((f[c>>2]|0)==(e|0))break b;c=c+4|0;if((c|0)==(d|0)){c=d;break}}while(0);g=c+4|0;e=h-g|0;h=e>>2;if(h){cQb(c|0,g|0,e|0)|0;d=f[i>>2]|0}c=c+(h<<2)|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);if((b|0)==(j|0))break a;c=f[n>>2]|0}}while(0);b=a+92|0;c=f[b>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=0;a=c+4|0;f[a>>2]=0;f[c+8>>2]=0;f[c>>2]=f[n>>2];f[a>>2]=f[l>>2];f[c+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;a=n+12|0;f[c+12>>2]=f[a>>2];f[a>>2]=0;f[b>>2]=(f[b>>2]|0)+16}else{tCa(a+88|0,n);b=f[n+12>>2]|0;if(b|0)tBa(b,n)}b=f[n>>2]|0;if(!b){u=p;return}c=f[o>>2]|0;if((c|0)!=(b|0))f[o>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b);u=p;return}function mCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+32|0;t=w+16|0;s=w;fCa(t,f[64606]|0);v=c+4|0;d=f[v>>2]|0;g=f[c>>2]|0;a:do if((d-g|0)==((f[b+4>>2]|0)-(f[b>>2]|0)|0)){n=b+16|0;h=(f[b+20>>2]|0)-(f[n>>2]|0)>>4;if(!h){d=t+4|0;break}d=t+4|0;i=t+8|0;j=s+4|0;k=s+8|0;l=s+12|0;m=0;do{aBa(s,f[64606]|0);e=f[d>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){f[e>>2]=0;r=e+4|0;f[r>>2]=0;f[e+8>>2]=0;f[e>>2]=f[s>>2];f[r>>2]=f[j>>2];f[e+8>>2]=f[k>>2];f[k>>2]=0;f[j>>2]=0;f[s>>2]=0;f[e+12>>2]=f[l>>2];f[l>>2]=0;f[d>>2]=e+16}else{tCa(t,s);e=f[l>>2]|0;if(e|0)tBa(e,s)}e=f[s>>2]|0;if(e|0){b=f[j>>2]|0;if((b|0)!=(e|0))f[j>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}e=f[n>>2]|0;b=e+(m<<4)|0;g=(f[d>>2]|0)+-16|0;if((g|0)!=(b|0))uCa(g,f[b>>2]|0,f[e+(m<<4)+4>>2]|0);m=m+1|0}while((m|0)!=(h|0))}else{h=d;e=g;d=t+4|0;r=b+16|0;k=b+20|0;b=f[r>>2]|0;if(((f[d>>2]|0)-(f[t>>2]|0)|0)>>>0<((f[k>>2]|0)-b|0)>>>0){g=t+8|0;h=s+4|0;i=s+8|0;j=s+12|0;do{aBa(s,f[64606]|0);e=f[d>>2]|0;if(e>>>0<(f[g>>2]|0)>>>0){f[e>>2]=0;q=e+4|0;f[q>>2]=0;f[e+8>>2]=0;f[e>>2]=f[s>>2];f[q>>2]=f[h>>2];f[e+8>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[s>>2]=0;f[e+12>>2]=f[j>>2];f[j>>2]=0;f[d>>2]=e+16}else{tCa(t,s);e=f[j>>2]|0;if(e|0)tBa(e,s)}e=f[s>>2]|0;if(e|0){b=f[h>>2]|0;if((b|0)!=(e|0))f[h>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}b=f[r>>2]|0}while(((f[d>>2]|0)-(f[t>>2]|0)|0)>>>0<((f[k>>2]|0)-b|0)>>>0);g=f[c>>2]|0;e=g;h=f[v>>2]|0}if((e|0)!=(h|0)){q=h;while(1){o=f[e>>2]|0;p=q;i=f[b+(o<<4)>>2]|0;n=f[b+(o<<4)+4>>2]|0;b:do if((i|0)!=(n|0))while(1){m=f[i>>2]|0;f[s>>2]=m;b=p-g>>2;if(!b)b=g;else{l=b;b=g;while(1){x=(l|0)/2|0;k=g+(x<<2)|0;j=(f[k>>2]|0)>>>0<m>>>0;k=k+4|0;b=j?k:b;l=j?l+-1-x|0:x;if(!l)break;else g=j?k:g}}g=b;if((b|0)==(q|0))break;do if((m|0)==(f[b>>2]|0)){b=f[t>>2]|0;j=b+(o<<4)+4|0;k=f[j>>2]|0;if((k|0)==(f[b+(o<<4)+8>>2]|0)){fBa(b+(o<<4)|0,s);break}else{f[k>>2]=m;f[j>>2]=k+4;break}}while(0);i=i+4|0;if((i|0)==(n|0))break b}while(0);e=e+4|0;if((e|0)==(h|0))break a;q=f[v>>2]|0;b=f[r>>2]|0;g=f[c>>2]|0}}}while(0);f[a>>2]=f[c>>2];f[a+4>>2]=f[v>>2];x=c+8|0;f[a+8>>2]=f[x>>2];f[x>>2]=0;f[v>>2]=0;f[c>>2]=0;x=c+12|0;f[a+12>>2]=f[x>>2];f[x>>2]=0;f[a+16>>2]=f[t>>2];f[a+20>>2]=f[d>>2];x=t+8|0;f[a+24>>2]=f[x>>2];f[x>>2]=0;f[d>>2]=0;f[t>>2]=0;x=t+12|0;f[a+28>>2]=f[x>>2];f[x>>2]=0;oCa(t);u=w;return}function nCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+12|0;c=f[i>>2]|0;if(c|0)KCa(c,a);d=f[a>>2]|0;if(!d){c=a+4|0;d=a+8|0}else{c=a+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-16|0;f[c>>2]=g;h=f[e+-4>>2]|0;if(h|0)tBa(h,g);h=f[g>>2]|0;if(h|0){e=e+-12|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h)}e=f[c>>2]|0}while((e|0)!=(d|0));d=f[a>>2]|0}sOb(d);d=a+8|0;f[d>>2]=0;f[c>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];a=b+4|0;f[c>>2]=f[a>>2];h=b+8|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[a>>2]=0;f[b>>2]=0;b=b+12|0;f[i>>2]=f[b>>2];f[b>>2]=0;return}function oCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+12>>2]|0;if(b|0)KCa(b,a);b=f[a>>2]|0;if(!b)return;g=a+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{e=c+-16|0;f[g>>2]=e;d=f[c+-4>>2]|0;if(d|0)tBa(d,e);e=f[e>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function pCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;m=r;n=r+8|0;q=r+16|0;o=r+4|0;f[n>>2]=c;p=a+16|0;d=f[p>>2]|0;if((d|0)==(f[a+20>>2]|0))fBa(a+12|0,n);else{f[d>>2]=c;f[p>>2]=d+4}g=f[n>>2]|0;l=a+28|0;d=f[l>>2]|0;i=a+8|0;c=f[i>>2]|0;h=d+(g*12|0)|0;f[h>>2]=c;j=d+(g*12|0)+4|0;f[j>>2]=c;b[d+(g*12|0)+8>>0]=1;f[i>>2]=c+1;i=f[n>>2]|0;g=f[f[a+4>>2]>>2]|0;e=f[g+(i<<4)>>2]|0;i=f[g+(i<<4)+4>>2]|0;if((e|0)!=(i|0)){while(1){g=f[e>>2]|0;c=f[d+(g*12|0)>>2]|0;if((c|0)==-1){pCa(a,g);c=f[d+(g*12|0)+4>>2]|0;k=10}else if(b[d+(g*12|0)+8>>0]|0)k=10;if((k|0)==10){k=0;g=f[j>>2]|0;f[j>>2]=c>>>0<g>>>0?c:g}c=e+4|0;if((c|0)==(i|0))break;d=f[l>>2]|0;e=c}c=f[h>>2]|0}if((f[j>>2]|0)!=(c|0)){u=r;return}aBa(q,f[64606]|0);g=q+4|0;e=q+8|0;do{d=(f[p>>2]|0)+-4|0;c=f[d>>2]|0;f[o>>2]=c;f[p>>2]=d;b[(f[l>>2]|0)+(c*12|0)+8>>0]=0;d=f[g>>2]|0;if((d|0)==(f[e>>2]|0))fBa(q,o);else{f[d>>2]=c;f[g>>2]=d+4}}while((f[o>>2]|0)!=(f[n>>2]|0));aDb(f[q>>2]|0,f[g>>2]|0,m);c=a+48|0;d=f[c>>2]|0;if(d>>>0<(f[a+52>>2]|0)>>>0){f[d>>2]=0;a=d+4|0;f[a>>2]=0;f[d+8>>2]=0;f[d>>2]=f[q>>2];f[a>>2]=f[g>>2];f[d+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[q>>2]=0;a=q+12|0;f[d+12>>2]=f[a>>2];f[a>>2]=0;f[c>>2]=(f[c>>2]|0)+16}else{tCa(a+44|0,q);c=f[q+12>>2]|0;if(c|0)tBa(c,q)}c=f[q>>2]|0;if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}u=r;return}function qCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;v=x;f[v>>2]=b;if((c|0)==1024){w=0;u=x;return w|0}o=a+72|0;w=a+76|0;d=f[w>>2]|0;if((d|0)==(f[a+80>>2]|0))fBa(o,v);else{f[d>>2]=b;f[w>>2]=d+4}h=f[v>>2]|0;g=a+56|0;m=(f[g>>2]|0)+(h>>>5<<2)|0;f[m>>2]=f[m>>2]|1<<(h&31);m=f[v>>2]|0;h=f[f[a+36>>2]>>2]|0;j=h+(m<<4)|0;d=f[j>>2]|0;m=h+(m<<4)+4|0;h=f[m>>2]|0;do if((d|0)==(h|0))t=17;else{i=a+104|0;e=c+1|0;b=0;a:while(1){c=f[d>>2]|0;b:do if((c|0)==(f[i>>2]|0))if((f[w>>2]|0)-(f[o>>2]|0)>>2>>>0<3)b=1;else{t=9;break a}else if(!(f[(f[g>>2]|0)+(c>>>5<<2)>>2]&1<<(c&31))){switch(qCa(a,c,e)|0){case 2:{b=2;t=52;break a}case 1:break;default:break b}b=1}while(0);d=d+4|0;if((d|0)==(h|0)){t=15;break}}if((t|0)==9){lCa(a);b=f[o>>2]|0;d=f[w>>2]|0;if((d|0)==(b|0)){w=2;u=x;return w|0}f[w>>2]=d+(~((d+-4-b|0)>>>2)<<2);w=2;u=x;return w|0}else if((t|0)==15){if(!b){t=17;break}HCa(a,f[v>>2]|0);b=1;break}else if((t|0)==52){u=x;return b|0}}while(0);if((t|0)==17){b=f[j>>2]|0;s=f[m>>2]|0;if((b|0)==(s|0))b=0;else{r=a+40|0;while(1){a=f[b>>2]|0;p=f[r>>2]|0;q=p+(a*24|0)|0;o=f[v>>2]|0;h=p+(a*24|0)+4|0;i=f[h>>2]|0;j=(i|0)==0;c:do if(j){d=0;t=35}else{g=i+-1|0;e=(g&i|0)==0;if(e)d=g&o;else if(o>>>0<i>>>0)d=o;else d=(o>>>0)%(i>>>0)|0;c=f[(f[q>>2]|0)+(d<<2)>>2]|0;if(!c)t=35;else{if(e)while(1){c=f[c>>2]|0;if(!c){t=35;break c}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&g|0)==(d|0))){t=35;break c}if((f[c+8>>2]|0)==(o|0))break c}do{c=f[c>>2]|0;if(!c){t=35;break c}e=f[c+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(d|0)){t=35;break c}}}while((f[c+8>>2]|0)!=(o|0))}}while(0);if((t|0)==35){t=0;g=pOb(12)|0;f[g+8>>2]=o;f[g+4>>2]=o;f[g>>2]=0;m=p+(a*24|0)+12|0;k=+(((f[m>>2]|0)+1|0)>>>0);l=+n[p+(a*24|0)+16>>2];do if(j|l*+(i>>>0)<k){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;c=~~+W(+(k/l))>>>0;ICa(q,d>>>0<c>>>0?c:d);d=f[h>>2]|0;c=d+-1|0;if(!(c&d)){e=d;d=c&o;break}if(o>>>0<d>>>0){e=d;d=o}else{e=d;d=(o>>>0)%(d>>>0)|0}}else e=i;while(0);c=(f[q>>2]|0)+(d<<2)|0;d=f[c>>2]|0;if(!d){d=p+(a*24|0)+8|0;f[g>>2]=f[d>>2];f[d>>2]=g;f[c>>2]=d;d=f[g>>2]|0;if(d|0){d=f[d+4>>2]|0;c=e+-1|0;if(!(c&e))d=d&c;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;d=(f[q>>2]|0)+(d<<2)|0;t=48}}else{f[g>>2]=f[d>>2];t=48}if((t|0)==48){t=0;f[d>>2]=g}f[m>>2]=(f[m>>2]|0)+1}b=b+4|0;if((b|0)==(s|0)){b=0;break}}}}f[w>>2]=(f[w>>2]|0)+-4;w=b;u=x;return w|0}function rCa(a,c){a=a|0;c=c|0;var d=0,e=0;d=c+8|0;if(!(f[d>>2]&134217727))return;e=c+4|0;f[e>>2]=0;if(!(b[257232]|0))if(MPb(257232)|0){f[64629]=0;f[64630]=0;f[64631]=0}a=f[64630]|0;if(a>>>0<(f[64631]|0)>>>0){f[a>>2]=f[c>>2];f[a+4>>2]=f[e>>2];f[a+8>>2]=f[d>>2];f[c>>2]=0;f[e>>2]=0;f[d>>2]=0;f[64630]=a+12;return}else{GCa(258516,c);return}}function sCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0))do{e=a+-24|0;f[i>>2]=e;d=f[a+-4>>2]|0;if(d|0)jCa(d,e);a=f[a+-16>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);a=f[e>>2]|0;f[e>>2]=0;if(a|0)sOb(a);a=f[i>>2]|0}while((a|0)!=(g|0));if(!(b[257248]|0))if(MPb(257248)|0){f[64635]=0;f[64636]=0;f[64637]=0}a=f[64636]|0;if(a>>>0<(f[64637]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64636]=a+12;return}else{ECa(258540,c);return}}function tCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=(f[j>>2]|0)-c>>4;d=h+1|0;if(d>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>3;c=i>>4>>>0<134217727?(c>>>0<d>>>0?d:c):268435455;do if(!c)g=0;else if(c>>>0>268435455)vd();else{g=pOb(c<<4)|0;break}while(0);d=g+(h<<4)|0;e=d;i=g+(c<<4)|0;f[g+(h<<4)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h<<4)+4>>2]=f[c>>2];l=b+8|0;f[g+(h<<4)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;b=b+12|0;f[g+(h<<4)+12>>2]=f[b>>2];f[b>>2]=0;g=d+16|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b}else{do{h=d+-16|0;l=c;c=c+-16|0;f[h>>2]=0;m=d+-12|0;f[m>>2]=0;f[d+-8>>2]=0;f[h>>2]=f[c>>2];h=l+-12|0;f[m>>2]=f[h>>2];m=l+-8|0;f[d+-8>>2]=f[m>>2];f[m>>2]=0;f[h>>2]=0;f[c>>2]=0;l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;d=e+-16|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((b|0)!=(g|0))do{d=b;b=b+-16|0;c=f[d+-4>>2]|0;if(c|0)tBa(c,b);e=f[b>>2]|0;if(e|0){c=d+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}}while((b|0)!=(g|0));if(!h)return;sOb(h);return}function uCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;h=b;i=j-h|0;g=i>>2;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=d-m>>2>>>0){i=a+4|0;e=(f[i>>2]|0)-m>>2;a=g>>>0>e>>>0;g=a?b+(e<<2)|0:c;e=g;d=e-h|0;c=d>>2;if(c|0)cQb(m|0,b|0,d|0)|0;c=l+(c<<2)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[i>>2]|0,g|0,d|0)|0;f[i>>2]=(f[i>>2]|0)+(d>>>2<<2);return}else{d=f[i>>2]|0;if((d|0)==(c|0))return;f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~((c+-4-m|0)>>>2)<<2);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>1073741823)AMb(a);m=d>>1;d=d>>2>>>0<536870911?(m>>>0<g>>>0?g:m):1073741823;if(d>>>0>1073741823)AMb(a);c=pOb(d<<2)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d<<2);if((i|0)<=0)return;bQb(c|0,b|0,i|0)|0;f[e>>2]=c+(i>>>2<<2);return}function vCa(a){a=a|0;var b=0,c=0,d=0;b=a+84|0;c=f[a+96>>2]|0;if(c|0)wCa(c,b);b=f[b>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=a+68|0;c=f[a+80>>2]|0;if(c|0)xCa(c,b);b=f[b>>2]|0;if(b|0){c=a+72|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}b=a+52|0;c=f[a+64>>2]|0;if(c|0)yCa(c,b);b=f[b>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}b=a+36|0;c=f[a+48>>2]|0;if(c|0)tBa(c,b);b=f[b>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=a+20|0;c=f[a+32>>2]|0;if(c|0)zCa(c,b);b=f[b>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}c=a+4|0;b=f[a+16>>2]|0;if(b|0)YAa(b,c);if(!(f[c>>2]|0))return;XAa(c);sOb(f[c>>2]|0);return}function wCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257184]|0))if(MPb(257184)|0){f[64611]=0;f[64612]=0;f[64613]=0}a=f[64612]|0;if(a>>>0<(f[64613]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64612]=a+12;return}else{DCa(258444,c);return}}function xCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);if(!(b[257192]|0))if(MPb(257192)|0){f[64614]=0;f[64615]=0;f[64616]=0}a=f[64615]|0;if(a>>>0<(f[64616]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64615]=a+12;return}else{CCa(258456,c);return}}function yCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-32-a|0)>>>5)<<5);if(!(b[257200]|0))if(MPb(257200)|0){f[64617]=0;f[64618]=0;f[64619]=0}a=f[64618]|0;if(a>>>0<(f[64619]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64618]=a+12;return}else{BCa(258468,c);return}}function zCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-16-a|0)>>>4)<<4);if(!(b[257216]|0))if(MPb(257216)|0){f[64623]=0;f[64624]=0;f[64625]=0}a=f[64624]|0;if(a>>>0<(f[64625]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64624]=a+12;return}else{ACa(258492,c);return}}function ACa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function BCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function CCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function DCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function ECa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;m=o;n=a+4|0;c=f[a>>2]|0;h=((f[n>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);l=a+8|0;j=((f[l>>2]|0)-c|0)/12|0;k=j<<1;d=j>>>0<178956970?(k>>>0<d>>>0?d:k):357913941;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)e=0;else if(d>>>0>357913941)vd();else{e=pOb(d*12|0)|0;break}while(0);f[m>>2]=e;c=e+(h*12|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=c;g=e+(d*12|0)|0;i=m+12|0;f[i>>2]=g;f[e+(h*12|0)+8>>2]=0;f[c>>2]=f[b>>2];d=b+4|0;f[e+(h*12|0)+4>>2]=f[d>>2];p=b+8|0;f[e+(h*12|0)+8>>2]=f[p>>2];f[p>>2]=0;f[d>>2]=0;f[b>>2]=0;b=c+12|0;f[j>>2]=b;e=f[a>>2]|0;d=f[n>>2]|0;if((d|0)==(e|0)){h=j;p=e;e=d;j=g;g=c;f[a>>2]=g;f[k>>2]=p;f[n>>2]=b;f[h>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[i>>2]=n;f[m>>2]=p;FCa(m);u=o;return}do{p=c+-12|0;h=d;d=d+-12|0;f[p>>2]=0;g=c+-8|0;f[g>>2]=0;f[c+-4>>2]=0;f[p>>2]=f[d>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[c+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[d>>2]=0;c=(f[k>>2]|0)+-12|0;f[k>>2]=c}while((d|0)!=(e|0));d=c;h=i;g=j;p=f[a>>2]|0;b=f[j>>2]|0;e=f[n>>2]|0;j=f[i>>2]|0;i=d;f[a>>2]=i;f[k>>2]=p;f[n>>2]=b;f[g>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[h>>2]=n;f[m>>2]=p;FCa(m);u=o;return}function FCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a+4>>2]|0;j=a+8|0;b=f[j>>2]|0;if((b|0)!=(i|0)){c=b;while(1){b=c+-12|0;f[j>>2]=b;h=f[b>>2]|0;if(h){g=c+-8|0;c=f[g>>2]|0;if((c|0)==(h|0))b=h;else{do{e=c+-24|0;f[g>>2]=e;d=f[c+-4>>2]|0;if(d|0)jCa(d,e);c=f[c+-16>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;sOb(d)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(h|0));b=f[b>>2]|0}sOb(b);b=f[j>>2]|0}if((b|0)==(i|0))break;else c=b}}b=f[a>>2]|0;if(!b)return;sOb(b);return}function GCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;e=f[n>>2]|0;g=f[a>>2]|0;j=(e-g|0)/12|0;c=j+1|0;k=g;if(c>>>0>357913941)AMb(a);m=a+8|0;l=((f[m>>2]|0)-g|0)/12|0;h=l<<1;h=l>>>0<178956970?(h>>>0<c>>>0?c:h):357913941;do if(!h)i=0;else if(h>>>0>357913941)vd();else{i=pOb(h*12|0)|0;break}while(0);d=i+(j*12|0)|0;c=d;l=i+(h*12|0)|0;f[d>>2]=f[b>>2];o=b+4|0;f[i+(j*12|0)+4>>2]=f[o>>2];h=b+8|0;f[i+(j*12|0)+8>>2]=f[h>>2];f[b>>2]=0;f[o>>2]=0;f[h>>2]=0;h=d+12|0;if((e|0)!=(k|0)){do{o=e;e=e+-12|0;f[d+-12>>2]=f[e>>2];j=o+-8|0;f[d+-8>>2]=f[j>>2];o=o+-4|0;f[d+-4>>2]=f[o>>2];f[e>>2]=0;f[j>>2]=0;f[o>>2]=0;d=c+-12|0;c=d}while((e|0)!=(k|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=l;e=g;if((c|0)!=(e|0))do{c=c+-12|0;d=f[c>>2]|0;if(d|0)sOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=a+56|0;c=(f[t>>2]|0)+(b>>>5<<2)|0;f[c>>2]=f[c>>2]&~(1<<(b&31));c=f[a+40>>2]|0;p=c+(b*24|0)+12|0;d=f[p>>2]|0;if(!d)return;q=c+(b*24|0)+8|0;r=c+(b*24|0)+4|0;s=c+(b*24|0)|0;o=c+(b*24|0)+8|0;do{m=f[q>>2]|0;n=f[m+8>>2]|0;j=f[r>>2]|0;b=f[m+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)b=k&b;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;e=(f[s>>2]|0)+(b<<2)|0;i=f[e>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(m|0))break;else i=c}if((i|0)==(o|0))h=16;else{c=f[i+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0))e=m;else h=16}do if((h|0)==16){c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0)){e=m;break}}f[e>>2]=0;e=m}while(0);c=f[e>>2]|0;g=c;if(!c)h=30;else{c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0))h=30;else{f[(f[s>>2]|0)+(c<<2)>>2]=i;f[i>>2]=f[m>>2];f[e>>2]=0;f[p>>2]=d+-1;h=31}}if((h|0)==30){h=0;f[i>>2]=g;f[e>>2]=0;f[p>>2]=d+-1;if(m|0)h=31}if((h|0)==31){h=0;sOb(m)}if(f[(f[t>>2]|0)+(n>>>5<<2)>>2]&1<<(n&31)|0)HCa(a,n);d=f[p>>2]|0}while((d|0)!=0);return}function ICa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){JCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;JCa(a,b);return}function JCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function KCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0))do{d=a+-16|0;f[i>>2]=d;e=f[a+-4>>2]|0;if(e|0)tBa(e,d);e=f[d>>2]|0;if(e|0){a=a+-12|0;d=f[a>>2]|0;if((d|0)!=(e|0))f[a>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}a=f[i>>2]|0}while((a|0)!=(g|0));if(!(b[257256]|0))if(MPb(257256)|0){f[64638]=0;f[64639]=0;f[64640]=0}a=f[64639]|0;if(a>>>0<(f[64640]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64639]=a+12;return}else{LCa(258552,c);return}}function LCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;m=o;n=a+4|0;c=f[a>>2]|0;h=((f[n>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);l=a+8|0;j=((f[l>>2]|0)-c|0)/12|0;k=j<<1;d=j>>>0<178956970?(k>>>0<d>>>0?d:k):357913941;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)e=0;else if(d>>>0>357913941)vd();else{e=pOb(d*12|0)|0;break}while(0);f[m>>2]=e;c=e+(h*12|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=c;g=e+(d*12|0)|0;i=m+12|0;f[i>>2]=g;f[e+(h*12|0)+8>>2]=0;f[c>>2]=f[b>>2];d=b+4|0;f[e+(h*12|0)+4>>2]=f[d>>2];p=b+8|0;f[e+(h*12|0)+8>>2]=f[p>>2];f[p>>2]=0;f[d>>2]=0;f[b>>2]=0;b=c+12|0;f[j>>2]=b;e=f[a>>2]|0;d=f[n>>2]|0;if((d|0)==(e|0)){h=j;p=e;e=d;j=g;g=c;f[a>>2]=g;f[k>>2]=p;f[n>>2]=b;f[h>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[i>>2]=n;f[m>>2]=p;MCa(m);u=o;return}do{p=c+-12|0;h=d;d=d+-12|0;f[p>>2]=0;g=c+-8|0;f[g>>2]=0;f[c+-4>>2]=0;f[p>>2]=f[d>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[c+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[d>>2]=0;c=(f[k>>2]|0)+-12|0;f[k>>2]=c}while((d|0)!=(e|0));d=c;h=i;g=j;p=f[a>>2]|0;b=f[j>>2]|0;e=f[n>>2]|0;j=f[i>>2]|0;i=d;f[a>>2]=i;f[k>>2]=p;f[n>>2]=b;f[g>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[h>>2]=n;f[m>>2]=p;MCa(m);u=o;return}function MCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a+4>>2]|0;j=a+8|0;b=f[j>>2]|0;if((b|0)!=(i|0)){c=b;while(1){b=c+-12|0;f[j>>2]=b;h=f[b>>2]|0;if(h){g=c+-8|0;c=f[g>>2]|0;if((c|0)==(h|0))b=h;else{do{d=c+-16|0;f[g>>2]=d;e=f[c+-4>>2]|0;if(e|0)tBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g>>2]|0}while((c|0)!=(h|0));b=f[b>>2]|0}sOb(b);b=f[j>>2]|0}if((b|0)==(i|0))break;else c=b}}b=f[a>>2]|0;if(!b)return;sOb(b);return}function NCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function OCa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0,o=0.0,q=0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0.0,Ba=0.0,Ca=0.0,Da=0.0,Ea=0.0,Fa=0.0,Ga=0.0,Ha=0.0,Ia=0.0,Ja=0.0,Ka=0.0,La=0.0,Ma=0.0,Na=0.0;za=u;u=u+208|0;ta=za+56|0;ua=za+24|0;va=za+200|0;wa=za;xa=e+24|0;h=+p[e>>3];i=+p[xa>>3];if(h==i)if(+p[e+8>>3]==+p[e+32>>3])if(+p[e+16>>3]==+p[e+40>>3]){u=za;return}sa=e+48|0;j=+p[sa>>3];if(h==j)if(+p[e+8>>3]==+p[e+56>>3])if(+p[e+16>>3]==+p[e+64>>3]){u=za;return}if(i==j)if(+p[e+32>>3]==+p[e+56>>3])if(+p[e+40>>3]==+p[e+64>>3]){u=za;return}F=Iib(c,e,ta)|0;switch(F|0){case 0:case 3:break;default:{G=d+32|0;H=d+40|0;I=d+48|0;J=d+56|0;L=d+64|0;M=d+72|0;N=d+80|0;O=d+88|0;P=d+96|0;Q=e+32|0;R=e+8|0;S=e+64|0;T=e+16|0;U=e+40|0;V=e+56|0;W=d+8|0;X=d+16|0;Y=d+24|0;Z=ua+16|0;_=ua+24|0;$=ua+8|0;aa=a+1040|0;ba=wa+4|0;ca=wa+8|0;da=a+1100|0;ea=a+1088|0;fa=a+1092|0;ga=a+1096|0;ha=a+1056|0;ia=a+1048|0;ja=va+4|0;ka=a+1088|0;la=wa+8|0;ma=wa+16|0;na=a+1148|0;oa=a+1152|0;pa=a+1144|0;qa=a+1120|0;ra=a+1124|0;y=a+1128|0;z=wa+4|0;A=wa+8|0;B=wa+12|0;C=c+8|0;D=c+16|0;E=ua+16|0;x=0;do{k=x<<1;m=ta+(k*24|0)|0;j=+p[m>>3];l=+p[m+24>>3];a=ta+(k*24|0)+8|0;if(j==l){h=+p[a>>3];i=+p[m+32>>3];if(h==i){if(!(+p[ta+(k*24|0)+16>>3]==+p[m+40>>3]))ya=16}else ya=16}else{h=+p[a>>3];i=+p[m+32>>3];ya=16}if((ya|0)==16){ya=0;Ea=+p[G>>3];Ca=+p[H>>3];Aa=+p[I>>3];Ja=+p[J>>3];Ia=+p[L>>3];r=+p[M>>3];Da=+p[N>>3];Ba=+p[O>>3];s=+p[P>>3];Ka=j-Ea;La=h-Ca;Na=+p[ta+(k*24|0)+16>>3]-Aa;p[ua>>3]=Ka*Ja+(La*Ia+Na*r);p[$>>3]=Ka*Da+(La*Ba+Na*s);Na=l-Ea;La=i-Ca;i=+p[m+40>>3]-Aa;h=Na*Ja+(La*Ia+i*r);i=Na*Da+(La*Ba+i*s);p[Z>>3]=h;p[_>>3]=i;La=+p[R>>3];Na=+p[Q>>3]-La;Ka=+p[T>>3];l=+p[S>>3]-Ka;Ka=+p[U>>3]-Ka;La=+p[V>>3]-La;j=Na*l-Ka*La;Ma=+p[e>>3];o=+p[sa>>3]-Ma;Ma=+p[xa>>3]-Ma;l=Ka*o-l*Ma;o=La*Ma-Na*o;Na=+p[d>>3];Ma=+p[W>>3];La=+p[X>>3];Ka=+p[Y>>3];Fa=Ka+(j*Na+(Ma*l+La*o));Ha=j-Na*Fa-Ea;Ga=l-Ma*Fa-Ca;Fa=o-La*Fa-Aa;Ka=Ka+(Na*0.0+(Ma*0.0+La*0.0));Ea=0.0-Na*Ka-Ea;Ca=0.0-Ma*Ka-Ca;Aa=0.0-La*Ka-Aa;r=Ja*Ha+(Ia*Ga+Fa*r)-(Ja*Ea+(Ia*Ca+Aa*r));s=Ha*Da+(Ga*Ba+Fa*s)-(Ea*Da+(Ca*Ba+Aa*s));do if(!(+K(+r)<=1.0e-12)|!(+K(+s)<=1.0e-12)){l=+p[ua>>3];j=+p[$>>3];if(s*(h-l)-r*(i-j)<0.0)ya=21;else{h=l;i=j}}else if(j*+p[c>>3]+(l*+p[C>>3]+o*+p[D>>3])<0.0){l=+p[ua>>3];j=+p[$>>3];ya=21;break}else{h=+p[ua>>3];i=+p[$>>3];break}while(0);if((ya|0)==21){ya=0;p[ua>>3]=h;p[$>>3]=i;p[Z>>3]=l;p[_>>3]=j}if(!(b[aa>>0]|0))j=1.0;else{Ma=+p[ha>>3];Na=(+p[H>>3]+h*+p[L>>3]+i*+p[O>>3])*Ma;j=Ma*(+p[I>>3]+h*+p[M>>3]+i*+p[P>>3]);h=+aQb(+((+p[G>>3]+h*+p[J>>3]+i*+p[N>>3])*Ma));i=+aQb(+Na);j=+aQb(+j);Na=+p[ia>>3];j=Na*j;i=Na*i;h=Na*h}n[wa>>2]=h;n[ba>>2]=i;n[ca>>2]=j;a=PCa(da,wa)|0;do if(!a){w=(f[fa>>2]|0)-(f[ea>>2]|0)>>4;f[va>>2]=w;a=QCa(da,wa)|0;f[a>>2]=w;a=f[fa>>2]|0;if((a|0)==(f[ga>>2]|0)){iBa(ea,ua);break}else{p[a>>3]=+p[ua>>3];p[a+8>>3]=+p[$>>3];f[fa>>2]=a+16;break}}else f[va>>2]=f[a+20>>2];while(0);h=+p[E>>3];i=+p[_>>3];if(!(b[aa>>0]|0))j=1.0;else{Ma=+p[ha>>3];Na=(+p[H>>3]+h*+p[L>>3]+i*+p[O>>3])*Ma;j=Ma*(+p[I>>3]+h*+p[M>>3]+i*+p[P>>3]);h=+aQb(+((+p[G>>3]+h*+p[J>>3]+i*+p[N>>3])*Ma));i=+aQb(+Na);j=+aQb(+j);Na=+p[ia>>3];j=Na*j;i=Na*i;h=Na*h}n[wa>>2]=h;n[ba>>2]=i;n[ca>>2]=j;a=PCa(da,wa)|0;do if(!a){w=(f[fa>>2]|0)-(f[ea>>2]|0)>>4;f[ja>>2]=w;a=QCa(da,wa)|0;f[a>>2]=w;a=f[fa>>2]|0;if((a|0)==(f[ga>>2]|0)){iBa(ea,E);break}else{p[a>>3]=+p[E>>3];p[a+8>>3]=+p[_>>3];f[fa>>2]=a+16;break}}else f[ja>>2]=f[a+20>>2];while(0);a=f[va>>2]|0;k=f[ja>>2]|0;do if((a|0)!=(k|0)){w=f[ka>>2]|0;Ma=+p[w+(a<<4)>>3];Na=+p[w+(a<<4)+8>>3];h=+p[G>>3]+Ma*+p[J>>3]+Na*+p[N>>3];p[wa>>3]=h;p[la>>3]=+p[H>>3]+Ma*+p[L>>3]+Na*+p[O>>3];p[ma>>3]=+p[I>>3]+Ma*+p[M>>3]+Na*+p[P>>3];a=f[na>>2]|0;if(a>>>0<(f[oa>>2]|0)>>>0){f[a>>2]=f[wa>>2];f[a+4>>2]=f[wa+4>>2];f[a+8>>2]=f[wa+8>>2];f[a+12>>2]=f[wa+12>>2];f[a+16>>2]=f[wa+16>>2];f[a+20>>2]=f[wa+20>>2];p[a>>3]=h;p[a+8>>3]=+p[la>>3];p[a+16>>3]=+p[ma>>3];w=(f[na>>2]|0)+24|0;f[na>>2]=w;a=k;k=w}else{RCa(pa,wa);a=f[ja>>2]|0;k=f[na>>2]|0}w=f[ka>>2]|0;Ma=+p[w+(a<<4)>>3];Na=+p[w+(a<<4)+8>>3];h=+p[G>>3]+Ma*+p[J>>3]+Na*+p[N>>3];p[wa>>3]=h;p[la>>3]=+p[H>>3]+Ma*+p[L>>3]+Na*+p[O>>3];p[ma>>3]=+p[I>>3]+Ma*+p[M>>3]+Na*+p[P>>3];if(k>>>0<(f[oa>>2]|0)>>>0){f[k>>2]=f[wa>>2];f[k+4>>2]=f[wa+4>>2];f[k+8>>2]=f[wa+8>>2];f[k+12>>2]=f[wa+12>>2];f[k+16>>2]=f[wa+16>>2];f[k+20>>2]=f[wa+20>>2];p[k>>3]=h;p[k+8>>3]=+p[la>>3];p[k+16>>3]=+p[ma>>3];f[na>>2]=(f[na>>2]|0)+24}else RCa(pa,wa);if(g){k=f[va>>2]|0;m=f[ja>>2]|0;m=(k>>>0<m>>>0?m:k)+1|0;a=f[qa>>2]|0;if((f[ra>>2]|0)-a>>4>>>0<m>>>0){do{aBa(wa,f[64606]|0);a=f[ra>>2]|0;do if(a>>>0<(f[y>>2]|0)>>>0){f[a>>2]=0;w=a+4|0;f[w>>2]=0;f[a+8>>2]=0;f[a>>2]=f[wa>>2];f[w>>2]=f[z>>2];f[a+8>>2]=f[A>>2];f[A>>2]=0;f[z>>2]=0;f[wa>>2]=0;f[a+12>>2]=f[B>>2];f[B>>2]=0;f[ra>>2]=(f[ra>>2]|0)+16}else{tCa(qa,wa);a=f[B>>2]|0;if(!a)break;tBa(a,wa)}while(0);a=f[wa>>2]|0;if(a|0){k=f[z>>2]|0;if((k|0)!=(a|0))f[z>>2]=k+(~((k+-4-a|0)>>>2)<<2);sOb(a)}a=f[qa>>2]|0}while((f[ra>>2]|0)-a>>4>>>0<m>>>0);k=f[va>>2]|0}t=a+(k<<4)|0;m=f[t>>2]|0;v=a+(k<<4)+4|0;w=f[v>>2]|0;a:do if((m|0)==(w|0))ya=49;else{q=f[ja>>2]|0;do{if((f[m>>2]|0)==(q|0)){ya=49;break a}m=m+4|0}while((m|0)!=(w|0))}while(0);if((ya|0)==49){ya=0;if((m|0)!=(w|0))break}if((w|0)==(f[a+(k<<4)+8>>2]|0)){fBa(t,ja);break}else{f[w>>2]=f[ja>>2];f[v>>2]=w+4;break}}}while(0)}x=x+1|0}while((x|0)!=(F|0))}}u=za;return}function PCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0;k=+n[b>>2];c=k==0.0?0:(n[s>>2]=k,f[s>>2]|0);l=+n[b+4>>2];c=(c>>>2)+(c<<6)+(l==0.0?-1640531527:(n[s>>2]=l,f[s>>2]|0)+-1640531527|0)^c;i=+n[b+8>>2];e=(c<<6)+(i==0.0?-1640531527:(n[s>>2]=i,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;b=(d&g|0)==0;if(b)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;c=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!c){j=0;return j|0}c=f[c>>2]|0;if(!c){j=0;return j|0}if(b){while(1){a=f[c+4>>2]|0;b=(a|0)==(e|0);if(!(b|(a&d|0)==(h|0))){c=0;b=23;break}if(b)if(+n[c+8>>2]==k)if(+n[c+12>>2]==l)if(+n[c+16>>2]==i){b=23;break}c=f[c>>2]|0;if(!c){c=0;b=23;break}}if((b|0)==23)return c|0}else j=c;while(1){c=f[j+4>>2]|0;if((c|0)==(e|0)){if(+n[j+8>>2]==k)if(+n[j+12>>2]==l)if(+n[j+16>>2]==i){c=j;b=23;break}}else{if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)!=(h|0)){c=0;b=23;break}}j=f[j>>2]|0;if(!j){c=0;b=23;break}}if((b|0)==23)return c|0;return 0}function QCa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0;e=+n[b>>2];c=e==0.0?0:(n[s>>2]=e,f[s>>2]|0);l=+n[b+4>>2];c=(c>>>2)+(c<<6)+(l==0.0?-1640531527:(n[s>>2]=l,f[s>>2]|0)+-1640531527|0)^c;d=+n[b+8>>2];m=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;j=a+4|0;g=f[j>>2]|0;k=(g|0)==0;a:do if(k)c=0;else{h=g+-1|0;b=(h&g|0)==0;if(b)i=m&h;else if(m>>>0<g>>>0)i=m;else i=(m>>>0)%(g>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{c=f[c>>2]|0;if(!c)c=i;else{if(b){while(1){b=f[c+4>>2]|0;if(!((b|0)==(m|0)|(b&h|0)==(i|0))){c=i;break a}if(+n[c+8>>2]==e)if(+n[c+12>>2]==l)if(+n[c+16>>2]==d)break;c=f[c>>2]|0;if(!c){c=i;break a}}a=c+20|0;return a|0}while(1){b=f[c+4>>2]|0;if((b|0)!=(m|0)){if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){c=i;break a}}if(+n[c+8>>2]==e)if(+n[c+12>>2]==l)if(+n[c+16>>2]==d)break;c=f[c>>2]|0;if(!c){c=i;break a}}a=c+20|0;return a|0}}}while(0);i=pOb(24)|0;n[i+8>>2]=e;n[i+12>>2]=l;n[i+16>>2]=d;f[i+20>>2]=0;f[i+4>>2]=m;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(g>>>0)<d){b=g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1;c=~~+W(+(d/e))>>>0;SCa(a,b>>>0<c>>>0?c:b);b=f[j>>2]|0;c=b+-1|0;if(!(c&b)){g=b;c=c&m;break}if(m>>>0<b>>>0){g=b;c=m}else{g=b;c=(m>>>0)%(b>>>0)|0}}while(0);b=(f[a>>2]|0)+(c<<2)|0;c=f[b>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;b=g+-1|0;if(!(b&g))c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;o=35}}else{f[i>>2]=f[c>>2];o=35}if((o|0)==35)f[c>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+20|0;return a|0}function RCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function SCa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){TCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;TCa(a,b);return}function TCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();p=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=p;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;o=b+-1|0;p=(o&b|0)==0;if(p)c=c&o;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(p){d=e;while(1){l=f[d+4>>2]&o;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=+n[d+8>>2];e=d;while(1){if(!(i==+n[h+8>>2]))break d;if(!(+n[j>>2]==+n[h+12>>2]))break d;if(!(+n[k>>2]==+n[h+16>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{q=h;h=e;e=q}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{i=+n[d+8>>2];e=d;while(1){if(!(i==+n[h+8>>2]))break e;if(!(+n[j>>2]==+n[h+12>>2]))break e;if(!(+n[k>>2]==+n[h+16>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{q=h;h=e;e=q}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function UCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-2-b|0)>>>1)<<1);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function VCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function WCa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XCa(a,b);return}function XCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;r=a+1236|0;v=b+8|0;c=f[v>>2]|0;if(c|0){s=a+1240|0;t=a+1248|0;u=a+1252|0;q=a+1244|0;d=c;o=c;c=f[s>>2]|0;while(1){k=f[d+8>>2]|0;m=X(k,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;l=(c|0)==0;j=k;a:do if(l){a=0;p=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)a=m&i;else if(m>>>0<c>>>0)a=m;else a=(m>>>0)%(c>>>0)|0;d=f[(f[r>>2]|0)+(a<<2)>>2]|0;if(!d)p=19;else{if(h)while(1){d=f[d>>2]|0;if(!d){p=19;break a}h=f[d+4>>2]|0;if(!((h|0)==(m|0)|(h&i|0)==(a|0))){p=19;break a}if((f[d+8>>2]|0)==(j|0))break a}do{d=f[d>>2]|0;if(!d){p=19;break a}h=f[d+4>>2]|0;if((h|0)!=(m|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(a|0)){p=19;break a}}}while((f[d+8>>2]|0)!=(j|0))}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=k;f[h+4>>2]=m;f[h>>2]=0;e=+(((f[t>>2]|0)+1|0)>>>0);g=+n[u>>2];do if(l|g*+(c>>>0)<e){a=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;d=~~+W(+(e/g))>>>0;WCa(r,a>>>0<d>>>0?d:a);a=f[s>>2]|0;d=a+-1|0;if(!(d&a)){c=a;a=d&m;break}if(m>>>0<a>>>0){c=a;a=m}else{c=a;a=(m>>>0)%(a>>>0)|0}}while(0);d=(f[r>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[h>>2]=f[q>>2];f[q>>2]=h;f[d>>2]=q;a=f[h>>2]|0;if(a|0){a=f[a+4>>2]|0;d=c+-1|0;if(!(d&c))a=a&d;else if(a>>>0>=c>>>0)a=(a>>>0)%(c>>>0)|0;a=(f[r>>2]|0)+(a<<2)|0;p=32}}else{f[h>>2]=f[a>>2];p=32}if((p|0)==32){p=0;f[a>>2]=h}f[t>>2]=(f[t>>2]|0)+1}a=f[o>>2]|0;if(!a)break;else{d=a;o=a}}}d=b+12|0;if(!(f[d>>2]|0))return;a=f[v>>2]|0;if(a|0)do{u=a;a=f[a>>2]|0;sOb(u)}while((a|0)!=0);f[v>>2]=0;c=f[b+4>>2]|0;if(c|0){a=0;do{f[(f[b>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(c|0))}f[d>>2]=0;return}function ZCa(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+n[b>>2];g=+n[b+4>>2];e=+n[b+8>>2];d=+n[a>>2]*f+(+n[a+4>>2]*g+ +n[a+8>>2]*e)-+n[a+12>>2];if(d<0.0)if(d*d*+n[a+240>>2]>=c){a=0;return a|0}d=+n[a+16>>2]*f+(+n[a+20>>2]*g+ +n[a+24>>2]*e)-+n[a+28>>2];if(d<0.0)if(d*d*+n[a+244>>2]>=c){a=0;return a|0}d=+n[a+32>>2]*f+(+n[a+36>>2]*g+ +n[a+40>>2]*e)-+n[a+44>>2];if(d<0.0)if(d*d*+n[a+248>>2]>=c){a=0;return a|0}d=+n[a+48>>2]*f+(+n[a+52>>2]*g+ +n[a+56>>2]*e)-+n[a+60>>2];if(d<0.0)if(d*d*+n[a+252>>2]>=c){a=0;return a|0}d=+n[a+64>>2]*f+(+n[a+68>>2]*g+ +n[a+72>>2]*e)-+n[a+76>>2];if(d<0.0)if(d*d*+n[a+256>>2]>=c){a=0;return a|0}d=+n[a+80>>2]*f+(+n[a+84>>2]*g+ +n[a+88>>2]*e)-+n[a+92>>2];if(d<0.0)if(d*d*+n[a+260>>2]>=c){a=0;return a|0}a=1;return a|0}function _Ca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function $Ca(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0,q=0.0;n=u;u=u+48|0;g=n;m=c+196|0;d=f[m>>2]|0;if(d&1048576|0){m=0;u=n;return m|0}e=f[c+4>>2]|0;if((d&131074|0)!=0|(e|0)==0){m=0;u=n;return m|0}if(!(b[c+192>>0]&1)){m=0;u=n;return m|0}i=c+200|0;if(!((f[i>>2]&-268435456|0)==0&0==0)){m=0;u=n;return m|0}if(!(b[(f[e+44>>2]|0)+148>>0]&2)){m=0;u=n;return m|0}Vib(g,f[a>>2]|0,0,c,0);d=f[a+1064>>2]|0;i=f[a+1068>>2]|0;a:do if((d|0)==(i|0))c=0;else{j=+p[g>>3];k=+p[g+8>>3];l=+p[g+16>>3];h=+p[g+24>>3];c=0;do{e=f[d>>2]|0;g=f[d+4>>2]|0;b:do if((e|0)!=(g|0)){a=2;do{q=+p[e+24>>3]+(j*+p[e>>3]+(k*+p[e+8>>3]+l*+p[e+16>>3]));o=!(q*q>=h)?1:q<0.0?0:2;a=(o|0)<(a|0)?o:a;e=e+32|0}while((e|0)!=(g|0));switch(a|0){case 2:{c=0;break a}case 1:break;default:break b}c=1}while(0);d=d+16|0}while((d|0)!=(i|0));if(c)c=(f[m>>2]&33554456|0)==0;else c=0}while(0);o=c;u=n;return o|0}function aDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=f[b>>2]|0;a:do if((c|0)!=(e|0)){do{d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))break a;c=c+4|0}while((c|0)!=(e|0));f[a>>2]=e;j=e;return j|0}while(0);f[a>>2]=c;if((c|0)==(e|0)){j=e;return j|0}d=c+4|0;if((d|0)==(e|0)){j=c;return j|0}do{g=f[d>>2]|0;h=g;if((f[g+24>>2]|0)==(f[g+28>>2]|0)){if(f[g+36>>2]|0)j=10}else j=10;if((j|0)==10){j=0;f[d>>2]=0;i=f[c>>2]|0;f[c>>2]=h;if(i|0){h=i+36|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[i+24>>2]|0;if(c|0){e=i+28|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~((g+-4-c|0)>>>2)<<2);sOb(c)}sOb(i)}c=(f[a>>2]|0)+4|0;f[a>>2]=c;e=f[b>>2]|0}d=d+4|0}while((d|0)!=(e|0));return c|0}function bDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=f[a>>2]|0;d=f[b>>2]|0;j=j+(d-j>>2<<2)|0;b=f[c>>2]|0;if((b|0)==(d|0))return j|0;b=j+(b-d>>2<<2)|0;i=a+4|0;h=f[i>>2]|0;if((b|0)==(h|0))e=j;else{e=j;do{a=f[b>>2]|0;f[b>>2]=0;g=f[e>>2]|0;f[e>>2]=a;if(g|0){a=g+36|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}b=b+4|0;e=e+4|0}while((b|0)!=(h|0));b=f[i>>2]|0}if((b|0)==(e|0))return j|0;do{h=b+-4|0;f[i>>2]=h;a=f[h>>2]|0;f[h>>2]=0;if(a|0){h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(a)}b=f[i>>2]|0}while((b|0)!=(e|0));return j|0}function cDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=f[b>>2]|0;a:do if((c|0)!=(e|0)){do{d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))break a;c=c+4|0}while((c|0)!=(e|0));f[a>>2]=e;j=e;return j|0}while(0);f[a>>2]=c;if((c|0)==(e|0)){j=e;return j|0}d=c+4|0;if((d|0)==(e|0)){j=c;return j|0}do{g=f[d>>2]|0;h=g;if((f[g+24>>2]|0)==(f[g+28>>2]|0)){if(f[g+36>>2]|0)j=10}else j=10;if((j|0)==10){j=0;f[d>>2]=0;i=f[c>>2]|0;f[c>>2]=h;if(i|0){h=i+36|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[i+24>>2]|0;if(c|0){e=i+28|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~((g+-4-c|0)>>>2)<<2);sOb(c)}sOb(i)}c=(f[a>>2]|0)+4|0;f[a>>2]=c;e=f[b>>2]|0}d=d+4|0}while((d|0)!=(e|0));return c|0}function dDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=f[a>>2]|0;d=f[b>>2]|0;j=j+(d-j>>2<<2)|0;b=f[c>>2]|0;if((b|0)==(d|0))return j|0;b=j+(b-d>>2<<2)|0;i=a+4|0;h=f[i>>2]|0;if((b|0)==(h|0))e=j;else{e=j;do{a=f[b>>2]|0;f[b>>2]=0;g=f[e>>2]|0;f[e>>2]=a;if(g|0){a=g+36|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}b=b+4|0;e=e+4|0}while((b|0)!=(h|0));b=f[i>>2]|0}if((b|0)==(e|0))return j|0;do{h=b+-4|0;f[i>>2]=h;a=f[h>>2]|0;f[h>>2]=0;if(a|0){h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(a)}b=f[i>>2]|0}while((b|0)!=(e|0));return j|0}function eDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,Y=0,Z=0,_=0,$=0.0;_=u;u=u+192|0;Y=_;G=+n[c>>2];V=+n[c+4>>2];i=+n[c+8>>2];z=+n[c+12>>2];A=+n[c+16>>2];B=+n[c+20>>2];e=f[a+1064>>2]|0;m=f[a+1068>>2]|0;if((e|0)==(m|0)){u=_;return}$=(z-G)*.5;h=(A-V)*.5;F=(B-i)*.5;C=$+G;D=h+V;E=F+i;F=$*$+(h*h+F*F);o=Y+8|0;q=Y+16|0;r=Y+24|0;s=Y+32|0;t=Y+40|0;v=Y+48|0;w=Y+56|0;x=Y+64|0;y=Y+72|0;H=Y+80|0;I=Y+88|0;J=Y+96|0;K=Y+104|0;L=Y+112|0;M=Y+120|0;N=Y+128|0;O=Y+136|0;P=Y+144|0;Q=Y+152|0;R=Y+160|0;S=Y+168|0;T=Y+176|0;U=Y+184|0;d=0;a:do{g=f[e>>2]|0;l=f[e+4>>2]|0;b:do if((g|0)!=(l|0)){k=2;do{h=+p[g+24>>3]+(C*+p[g>>3]+(D*+p[g+8>>3]+E*+p[g+16>>3]));if(!(h*h>=F)){p[Y>>3]=G;p[o>>3]=V;p[q>>3]=i;p[r>>3]=z;p[s>>3]=V;p[t>>3]=i;p[v>>3]=G;p[w>>3]=A;p[x>>3]=i;p[y>>3]=z;p[H>>3]=A;p[I>>3]=i;p[J>>3]=G;p[K>>3]=V;p[L>>3]=B;p[M>>3]=z;p[N>>3]=V;p[O>>3]=B;p[P>>3]=G;p[Q>>3]=A;p[R>>3]=B;p[S>>3]=z;p[T>>3]=A;p[U>>3]=B;j=gDa(g,Y)|0}else j=h<0.0?0:2;k=(j|0)<(k|0)?j:k;g=g+32|0}while((g|0)!=(l|0));switch(k|0){case 2:{Z=49;break a}case 1:break;default:break b}d=1}while(0);e=e+16|0}while((e|0)!=(m|0));if((Z|0)==49){u=_;return}if(!d){u=_;return}d=c+36|0;if(f[d>>2]|0){xib(Y,c,b[c+48>>0]|0,+n[c+44>>2]);U=f[d>>2]|0;f[U>>2]=f[Y>>2];f[U+4>>2]=f[Y+4>>2];f[U+8>>2]=f[Y+8>>2];f[U+12>>2]=f[Y+12>>2];f[U+16>>2]=f[Y+16>>2];f[U+20>>2]=f[Y+20>>2];f[U+52>>2]=f[Y+24>>2];f[U+56>>2]=f[Y+28>>2];f[U+60>>2]=f[Y+32>>2];f[U+64>>2]=f[Y+36>>2];f[U+68>>2]=f[Y+40>>2];f[U+72>>2]=f[Y+44>>2];eDa(a,U);eDa(a,U+52|0)}d=f[c+24>>2]|0;s=f[c+28>>2]|0;if((d|0)==(s|0)){u=_;return}t=a+1236|0;v=a+1240|0;w=a+1248|0;x=a+1252|0;y=a+1244|0;do{l=f[d>>2]|0;m=l;c:do if($Ca(a,l)|0){r=X(m,1540483477)|0;r=(X(r>>>24^r,1540483477)|0)^1866966612;r=X(r>>>13^r,1540483477)|0;r=r>>>15^r;o=f[v>>2]|0;q=(o|0)==0;d:do if(q)e=0;else{k=o+-1|0;j=(k&o|0)==0;if(j)e=k&r;else if(r>>>0<o>>>0)e=r;else e=(r>>>0)%(o>>>0)|0;g=f[(f[t>>2]|0)+(e<<2)>>2]|0;if(g){if(j)while(1){g=f[g>>2]|0;if(!g)break d;c=f[g+4>>2]|0;if(!((c|0)==(r|0)|(c&k|0)==(e|0)))break d;if((f[g+8>>2]|0)==(l|0))break c}while(1){g=f[g>>2]|0;if(!g)break d;j=f[g+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0))break d}if((f[g+8>>2]|0)==(l|0))break c}}}while(0);k=pOb(12)|0;f[k+8>>2]=m;f[k+4>>2]=r;f[k>>2]=0;h=+(((f[w>>2]|0)+1|0)>>>0);i=+n[x>>2];do if(q|i*+(o>>>0)<h){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(h/i))>>>0;WCa(t,e>>>0<g>>>0?g:e);e=f[v>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&r;break}if(r>>>0<e>>>0){j=e;e=r}else{j=e;e=(r>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[t>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[y>>2];f[y>>2]=k;f[g>>2]=y;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;if(!(g&j))e=e&g;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;e=(f[t>>2]|0)+(e<<2)|0;Z=46}}else{f[k>>2]=f[e>>2];Z=46}if((Z|0)==46){Z=0;f[e>>2]=k}f[w>>2]=(f[w>>2]|0)+1}while(0);d=d+4|0}while((d|0)!=(s|0));u=_;return}function fDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0,X=0,Y=0,Z=0.0;Y=u;u=u+192|0;X=Y;C=+n[c>>2];V=+n[c+4>>2];m=+n[c+8>>2];o=+n[c+12>>2];q=+n[c+16>>2];r=+n[c+20>>2];e=f[a+1064>>2]|0;k=f[a+1068>>2]|0;if((e|0)==(k|0)){u=Y;return}Z=(o-C)*.5;l=(q-V)*.5;w=(r-m)*.5;s=Z+C;t=l+V;v=w+m;w=Z*Z+(l*l+w*w);x=X+8|0;y=X+16|0;z=X+24|0;A=X+32|0;B=X+40|0;D=X+48|0;E=X+56|0;F=X+64|0;G=X+72|0;H=X+80|0;I=X+88|0;J=X+96|0;K=X+104|0;L=X+112|0;M=X+120|0;N=X+128|0;O=X+136|0;P=X+144|0;Q=X+152|0;R=X+160|0;S=X+168|0;T=X+176|0;U=X+184|0;d=0;a:do{g=f[e>>2]|0;j=f[e+4>>2]|0;b:do if((g|0)!=(j|0)){i=2;do{l=+p[g+24>>3]+(s*+p[g>>3]+(t*+p[g+8>>3]+v*+p[g+16>>3]));if(!(l*l>=w)){p[X>>3]=C;p[x>>3]=V;p[y>>3]=m;p[z>>3]=o;p[A>>3]=V;p[B>>3]=m;p[D>>3]=C;p[E>>3]=q;p[F>>3]=m;p[G>>3]=o;p[H>>3]=q;p[I>>3]=m;p[J>>3]=C;p[K>>3]=V;p[L>>3]=r;p[M>>3]=o;p[N>>3]=V;p[O>>3]=r;p[P>>3]=C;p[Q>>3]=q;p[R>>3]=r;p[S>>3]=o;p[T>>3]=q;p[U>>3]=r;h=gDa(g,X)|0}else h=l<0.0?0:2;i=(h|0)<(i|0)?h:i;g=g+32|0}while((g|0)!=(j|0));switch(i|0){case 2:{W=20;break a}case 1:break;default:break b}d=1}while(0);e=e+16|0}while((e|0)!=(k|0));if((W|0)==20){u=Y;return}if(!d){u=Y;return}d=c+36|0;if(f[d>>2]|0){xib(X,c,b[c+48>>0]|0,+n[c+44>>2]);W=f[d>>2]|0;f[W>>2]=f[X>>2];f[W+4>>2]=f[X+4>>2];f[W+8>>2]=f[X+8>>2];f[W+12>>2]=f[X+12>>2];f[W+16>>2]=f[X+16>>2];f[W+20>>2]=f[X+20>>2];f[W+52>>2]=f[X+24>>2];f[W+56>>2]=f[X+28>>2];f[W+60>>2]=f[X+32>>2];f[W+64>>2]=f[X+36>>2];f[W+68>>2]=f[X+40>>2];f[W+72>>2]=f[X+44>>2];fDa(a,W);fDa(a,W+52|0)}d=f[c+24>>2]|0;i=f[c+28>>2]|0;if((d|0)==(i|0)){u=Y;return}j=a+1312|0;k=a+1316|0;h=a+1308|0;do{e=f[d>>2]|0;f[X>>2]=e;g=f[j>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){f[g>>2]=e;f[j>>2]=(f[j>>2]|0)+4}else hDa(h,X);d=d+4|0}while((d|0)!=(i|0));u=Y;return}function gDa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0;d=+p[a>>3];e=+p[a+8>>3];f=+p[a+16>>3];c=+p[a+24>>3];a=!(c+(d*+p[b>>3]+(e*+p[b+8>>3]+f*+p[b+16>>3]))<0.0);if(!(c+(d*+p[b+24>>3]+(e*+p[b+32>>3]+f*+p[b+40>>3]))<0.0))a=a?2:1;else if(a){b=1;return b|0}else a=0;if(!(c+(d*+p[b+48>>3]+(e*+p[b+56>>3]+f*+p[b+64>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+72>>3]+(e*+p[b+80>>3]+f*+p[b+88>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+96>>3]+(e*+p[b+104>>3]+f*+p[b+112>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+120>>3]+(e*+p[b+128>>3]+f*+p[b+136>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+144>>3]+(e*+p[b+152>>3]+f*+p[b+160>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+168>>3]+(e*+p[b+176>>3]+f*+p[b+184>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}b=(a|0)==0?0:(a|0)==8?2:1;return b|0}function hDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function iDa(a){a=a|0;var b=0,c=0,d=0;d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}d=f[a+24>>2]|0;if(!d)return;b=a+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function jDa(a){a=a|0;var b=0,c=0,d=0;d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}d=f[a+24>>2]|0;if(!d)return;b=a+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function kDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;d=a+1234|0;if((h[d>>0]|0)==(c&1|0))d=a+1235|0;else{b[d>>0]=c&1;d=a+1235|0;g=b[d>>0]|0;e=g<<24>>24!=0;i=e^1;b[d>>0]=i&1;if((i&1|0)!=(g&255|0)){b[d>>0]=g;if(c){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,e,f[a+1352>>2]|0)}}}return (b[d>>0]|0)!=0|0}function lDa(a){a=a|0;var c=0;c=a+1228|0;if(!(f[c>>2]|0))return;f[c>>2]=1;c=a+1235|0;if((b[c>>0]|0)==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;c=(zQa(f[a>>2]|0)|0)+140|0;sBa(c,1,f[a+1352>>2]|0);return}function mDa(a){a=a|0;var c=0,d=0;c=a+1228|0;if(!(f[c>>2]|0))return;f[c>>2]=2;c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,0,f[a+1352>>2]|0)}}if(b[a+1232>>0]|0)return;if((b[c>>0]|0)==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,1,f[a+1352>>2]|0);return}function nDa(a,b){a=a|0;b=b|0;b=f[b>>2]|0;if((b|0)==(f[a+4>>2]|0)){a=1;return a|0}a=(b|0)==(f[a+12>>2]|0);return a|0}function oDa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function pDa(a){a=a|0;var c=0,d=0,e=0;d=a+1228|0;e=(f[d>>2]|0)==1;rBa(a)|0;f[d>>2]=2;c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){c=(zQa(f[a>>2]|0)|0)+140|0;sBa(c,0,f[a+1352>>2]|0)}}c=a+1232|0;if(!(b[c>>0]|0)){b[c>>0]=1;Hha(939,a,4)}if(!e)return;f[d>>2]=1;return}function qDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;if(!(f[a+1228>>2]|0))return;if(!(b[c+192>>0]&1))return;if(f[c+196>>2]&2|0)return;r=a+1320|0;k=c;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+1324|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o){d=0;q=20}else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&p;else if(p>>>0<m>>>0)d=p;else d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(!e)q=20;else{if(g)while(1){e=f[e>>2]|0;if(!e){q=20;break a}g=f[e+4>>2]|0;if(!((g|0)==(p|0)|(g&j|0)==(d|0))){q=20;break a}if((f[e+8>>2]|0)==(c|0))break a}do{e=f[e>>2]|0;if(!e){q=20;break a}g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0)){q=20;break a}}}while((f[e+8>>2]|0)!=(c|0))}}while(0);if((q|0)==20){c=pOb(12)|0;f[c+8>>2]=k;f[c+4>>2]=p;f[c>>2]=0;j=a+1332|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+1336>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+1328|0;f[c>>2]=f[d>>2];f[d>>2]=c;f[e>>2]=d;d=f[c>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;q=33}}else{f[c>>2]=f[d>>2];q=33}if((q|0)==33)f[d>>2]=c;f[j>>2]=(f[j>>2]|0)+1}d=a+1235|0;if(b[d>>0]|0){b[d>>0]=0;if(b[a+1234>>0]|0){r=(zQa(f[a>>2]|0)|0)+140|0;sBa(r,0,f[a+1352>>2]|0)}}d=a+1232|0;if(b[d>>0]|0)return;b[d>>0]=1;Hha(939,a,4);return}function rDa(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;if(!(f[a+1228>>2]|0)){u=d;return}f[c>>2]=b;sDa(a+1320|0,c)|0;f[c>>2]=b;sDa(a+1340|0,c)|0;f[c>>2]=b;sDa(a+1236|0,c)|0;f[c>>2]=b;sDa(a+1256|0,c)|0;f[c>>2]=b;sDa(a+1276|0,c)|0;kJa(b);u=d;return}function sDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=tDa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else 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d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(!e)q=18;else{if(g)while(1){e=f[e>>2]|0;if(!e){q=18;break a}g=f[e+4>>2]|0;if(!((g|0)==(p|0)|(g&j|0)==(d|0))){q=18;break a}if((f[e+8>>2]|0)==(c|0))break a}do{e=f[e>>2]|0;if(!e){q=18;break a}g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0)){q=18;break a}}}while((f[e+8>>2]|0)!=(c|0))}}while(0);if((q|0)==18){c=pOb(12)|0;f[c+8>>2]=k;f[c+4>>2]=p;f[c>>2]=0;j=a+1332|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+1336>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+1328|0;f[c>>2]=f[d>>2];f[d>>2]=c;f[e>>2]=d;d=f[c>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;q=31}}else{f[c>>2]=f[d>>2];q=31}if((q|0)==31)f[d>>2]=c;f[j>>2]=(f[j>>2]|0)+1}d=a+1235|0;if(b[d>>0]|0){b[d>>0]=0;if(b[a+1234>>0]|0){r=(zQa(f[a>>2]|0)|0)+140|0;sBa(r,0,f[a+1352>>2]|0)}}d=a+1232|0;if(b[d>>0]|0){u=s;return}b[d>>0]=1;Hha(939,a,4);u=s;return}function xDa(a,b){a=a|0;b=b|0;wDa(a,b);return}function yDa(a,b){a=a|0;b=b|0;if(!(f[b+196>>2]&2)){qDa(a,b);return}else{rDa(a,b);return}}function zDa(a,c){a=a|0;c=c|0;if(!(b[c+192>>0]&1)){rDa(a,c);return}else{qDa(a,c);return}}function ADa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function BDa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function CDa(){if(!(b[257144]|0))MPb(257144)|0;f[64650]=262921;return}function DDa(a,b){a=a|0;b=b|0;f[a>>2]=b&15;f[a+4>>2]=b>>>4&15;f[a+8>>2]=b>>>8&15;f[a+12>>2]=b>>>12&15;f[a+16>>2]=b>>>16&15;return}function EDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return b<<4|a|c<<8|d<<12|e<<16|0}function FDa(a,b){a=a|0;b=b|0;var c=0,d=0;if((f[a>>2]|0)==1)Mwb(b,33071,0);else Mwb(b,10497,0);c=a+8|0;d=(f[c>>2]|0)==0;do if(!(f[a+4>>2]|0))if(d){Nwb(b,9729,9987);break}else{Nwb(b,9729,9729);break}else if(d){Nwb(b,9728,9986);break}else{Nwb(b,9728,9728);break}while(0);if(f[c>>2]|0)return;Owb(b,8.0);return}function GDa(a,b,c){a=a|0;b=b|0;c=c|0;return $Ka(b,c,(f[a+16>>2]|0)==1&1)|0}function HDa(a,c,d,e,g,h,i,j,k,l,m,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;p=p|0;var q=0,r=0,t=0,v=0.0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0;M=u;u=u+32|0;B=M+20|0;C=M+8|0;K=M;I=(f[(f[c>>2]|0)+44>>2]|0)+68|0;H=zLa(I)|0;I=ALa(I)|0;D=f[c>>2]|0;J=(b[(f[D+44>>2]|0)+148>>0]&8)==0;FMa(D,a);D=lMa(d)|0;E=g+e|0;F=E+h|0;w=B+4|0;y=B+8|0;z=C+4|0;A=C+8|0;t=f[i>>2]|0;f[B>>2]=t;r=f[i+4>>2]|0;f[w>>2]=r;G=f[i+8>>2]|0;f[y>>2]=G;f[C>>2]=t;f[z>>2]=r;f[A>>2]=G;G=X(D,F)|0;v=(f[s>>2]=t,+n[s>>2]);a:do if(G|0){t=0;x=v;while(1){r=i+(t<<2)|0;if(v<x){q=B;L=5}else if(v>+n[C>>2]){q=C;L=5}if((L|0)==5){L=0;n[q>>2]=v}v=+n[r+4>>2];if(v<+n[w>>2]){q=B;L=8}else if(v>+n[z>>2]){q=C;L=8}if((L|0)==8){L=0;n[q+4>>2]=v}v=+n[r+8>>2];if(v<+n[y>>2]){q=B;L=11}else if(v>+n[A>>2]){q=C;L=11}if((L|0)==11){L=0;n[q+8>>2]=v}q=t+D|0;if(q>>>0>=G>>>0)break a;t=q;x=+n[B>>2];v=+n[i+(q<<2)>>2]}}while(0);c=f[c>>2]|0;w=c+44|0;KMa(f[w>>2]|0,B,C);C=f[w>>2]|0;f[C+52>>2]=f[d>>2];d=C+148|0;b[d>>0]=b[d>>0]|8;if(!(xLa((f[w>>2]|0)+68|0,G,0)|0)){L=0;u=M;return L|0}iub(K,34962);nub(f[K>>2]|0,X(F<<2,D)|0,0,35044);rMa(f[w>>2]|0,K,0);BLa((f[w>>2]|0)+68|0,0,G,i)|0;t=f[w>>2]|0;r=f[t>>2]|0;ELa(t+68|0,f[r+8>>2]|0,r)|0;r=f[w>>2]|0;f[r+108>>2]=F;pMa(r,0,e);pMa(f[w>>2]|0,1,g);pMa(f[w>>2]|0,2,h);qMa(f[w>>2]|0,0,0);qMa(f[w>>2]|0,1,e);qMa(f[w>>2]|0,2,E);IDa(f[w>>2]|0,0,j,k);IDa(f[w>>2]|0,1,l,m);IDa(f[w>>2]|0,2,o,p);LMa(f[w>>2]|0,0,0,0)|0;r=ySa(a)|0;t=f[w>>2]|0;q=f[t+112>>2]|0;t=f[t+116>>2]|0;if((q|0)!=(t|0))do{xDa(r,f[q>>2]|0);q=q+4|0}while((q|0)!=(t|0));r=c+28|0;if(!(f[r>>2]|0)){if((f[c+32>>2]|0)!=-1)L=19}else L=19;if((L|0)==19){q=NRa(a)|0;if(J){if(!(f[r>>2]|0))L=21}else L=21;if((L|0)==21)q=(X(H,-4)|0)+-152+(X(I,-2)|0)+q|0;L=(f[w>>2]|0)+68|0;J=(zLa(L)|0)<<2;PRa(a,q+152+J+((ALa(L)|0)<<1)|0)}q=f[K+4>>2]|0;if(q|0)iOb(q);L=1;u=M;return L|0}function IDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;l=n;k=c+(d*12|0)|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;e=d*12|0;g=(e|0)/12|0;if(!e){h=l+8|0;d=0;c=0;e=0}else{if(g>>>0>357913941)AMb(l);i=pOb(e)|0;f[m>>2]=i;f[l>>2]=i;e=i+(g*12|0)|0;h=l+8|0;f[h>>2]=e;j=i;if(!d){d=j;c=j}else{g=c;d=i;c=i;while(1){f[d>>2]=f[g>>2];f[d+4>>2]=f[g+4>>2];f[d+8>>2]=f[g+8>>2];g=g+12|0;c=c+12|0;if((g|0)==(k|0))break;else d=c}f[m>>2]=c;d=j}}b=b&255;k=a+72+(b*12|0)|0;g=f[k>>2]|0;f[l>>2]=g;f[k>>2]=d;k=a+72+(b*12|0)+4|0;l=f[k>>2]|0;f[m>>2]=l;f[k>>2]=c;a=a+72+(b*12|0)+8|0;f[h>>2]=f[a>>2];f[a>>2]=e;e=l;if(!g){u=n;return}if((e|0)!=(g|0))f[m>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g);u=n;return}function JDa(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+48|0;s=r+32|0;o=r+24|0;t=r+16|0;q=r+8|0;p=r;c=f[c>>2]|0;tMa(o);f[t>>2]=c;f[s>>2]=f[t>>2];if(HDa(b,o,s,d,e,g,h,i,j,k,l,m,n)|0){f[q>>2]=f[o>>2];m=o+4|0;f[q+4>>2]=f[m>>2];f[o>>2]=0;l=m}else{f[q>>2]=0;l=o+4|0;m=q+4|0}f[m>>2]=0;l=f[l>>2]|0;if(l|0)iOb(l);RQa(p,b,q);m=(f[p>>2]|0)==0;l=f[p+4>>2]|0;if(l|0)iOb(l);if(m){f[a>>2]=0;m=q+4|0;l=a+4|0}else{f[a>>2]=f[q>>2];l=q+4|0;f[a+4>>2]=f[l>>2];f[q>>2]=0;m=l}f[l>>2]=0;l=f[m>>2]|0;if(!l){u=r;return}iOb(l);u=r;return}function KDa(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j;UIa(k,b);l=f[k>>2]|0;eJa(l,c);pJa(l,0,d);hJa(l,0,e);hJa(l,1,g);hJa(l,2,h);HJa(l,1,(i&1|0)!=0,1)|0;HJa(l,2,(i&2|0)!=0,1)|0;HJa(l,4,(i&4|0)!=0,1)|0;SQa(a,b,k);a=f[k+4>>2]|0;if(!a){u=j;return}iOb(a);u=j;return}function LDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+96|0;y=F+80|0;x=F+72|0;w=F+64|0;D=F+24|0;r=F+60|0;s=F+56|0;t=F+52|0;v=F+48|0;o=F+44|0;p=F+40|0;z=F+12|0;A=F;n=d+4|0;B=((f[n>>2]|0)-(f[d>>2]|0)>>2>>>0)/6|0;q=e+4|0;C=((f[q>>2]|0)-(f[e>>2]|0)>>2>>>0)/6|0;MDa(D,f[64650]|0);g=f[n>>2]|0;h=f[d>>2]|0;i=((f[q>>2]|0)-(f[e>>2]|0)>>2)+(g-h>>2)|0;j=D+8|0;k=f[D>>2]|0;E=D+4|0;if((f[j>>2]|0)-k>>2>>>0<i>>>0){if(i>>>0>1073741823)vd();l=(f[E>>2]|0)-k|0;m=pOb(i<<2)|0;if((l|0)>0)bQb(m|0,k|0,l|0)|0;f[D>>2]=m;f[E>>2]=m+(l>>2<<2);f[j>>2]=m+(i<<2);if(k){sOb(k);h=f[d>>2]|0;g=f[n>>2]|0}}f[r>>2]=f[E>>2];f[s>>2]=h;f[t>>2]=g;f[w>>2]=f[r>>2];f[x>>2]=f[s>>2];f[y>>2]=f[t>>2];NDa(D,w,x,y)|0;f[v>>2]=f[E>>2];f[o>>2]=f[e>>2];f[p>>2]=f[q>>2];f[w>>2]=f[v>>2];f[x>>2]=f[o>>2];f[y>>2]=f[p>>2];NDa(D,w,x,y)|0;f[z>>2]=0;f[z+4>>2]=B;i=z+8|0;j=f[(f[c+4>>2]|0)+44>>2]|0;h=f[j+72>>2]|0;d=f[j+76>>2]|0;if((h|0)==(d|0))g=0;else{g=-1;do{g=f[h+8>>2]&g;h=h+12|0}while((h|0)!=(d|0))}f[i>>2]=g;f[A>>2]=0;f[A+4>>2]=C;i=A+8|0;h=f[j+84>>2]|0;d=f[j+88>>2]|0;if((h|0)==(d|0))g=0;else{g=-1;do{g=f[h+8>>2]&g;h=h+12|0}while((h|0)!=(d|0))}f[i>>2]=g;c=f[D>>2]|0;tMa(x);f[w>>2]=4681;f[y>>2]=f[w>>2];if(HDa(b,x,y,B,C,0,c,z,1,A,1,0,0)|0){f[a>>2]=f[x>>2];g=x+4|0;f[a+4>>2]=f[g>>2];f[x>>2]=0;h=g}else{f[a>>2]=0;h=x+4|0;g=a+4|0}f[g>>2]=0;g=f[h>>2]|0;if(g|0)iOb(g);g=f[D+12>>2]|0;if(g|0)RBa(g,D);g=f[D>>2]|0;if(!g){u=F;return}h=f[E>>2]|0;if((h|0)!=(g|0))f[E>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g);u=F;return}function MDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257280]|0))if(MPb(257280)|0){f[64647]=0;f[64648]=0;f[64649]=0}e=f[64648]|0;if((f[64647]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64648]|0;j=h+-12|0;while(1){e=h+-12|0;f[64648]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64648]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function NDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;q=f[a>>2]|0;v=q;n=(f[b>>2]|0)-v|0;r=n>>2;b=q+(r<<2)|0;k=f[c>>2]|0;g=f[d>>2]|0;w=g-k|0;m=w>>2;d=k;t=g;if((w|0)<=0){w=b;return w|0}p=a+8|0;h=f[p>>2]|0;w=a+4|0;u=f[w>>2]|0;l=u;if((m|0)<=(h-l>>2|0)){j=l-b|0;e=j>>2;if((m|0)>(e|0)){e=d+(e<<2)|0;g=e;if((e|0)==(t|0))e=u;else{i=((t+-4-g|0)>>>2)+1|0;h=u;while(1){f[h>>2]=f[e>>2];e=e+4|0;if((e|0)==(t|0))break;else h=h+4|0}e=u+(i<<2)|0;f[w>>2]=e}if((j|0)>0)l=e;else{w=b;return w|0}}else l=u;j=l-(b+(m<<2))|0;k=j>>2;e=b+(k<<2)|0;if(e>>>0<u>>>0){i=((u+(0-k-r<<2)+~v|0)>>>2)+1|0;h=l;while(1){f[h>>2]=f[e>>2];e=e+4|0;if(e>>>0>=u>>>0)break;else h=h+4|0}f[w>>2]=l+(i<<2)}if(k){cQb(l+(0-k<<2)|0,b|0,j|0)|0;d=f[c>>2]|0}if((d|0)==(g|0)){w=b;return w|0}else e=b;while(1){f[e>>2]=f[d>>2];d=d+4|0;if((d|0)==(g|0))break;else e=e+4|0}return b|0}e=(l-v>>2)+m|0;if(e>>>0>1073741823)AMb(a);g=h-v|0;h=g>>1;e=g>>2>>>0<536870911?(h>>>0<e>>>0?e:h):1073741823;h=b;g=n>>2;do if(!e){o=0;s=0}else if(e>>>0>1073741823)vd();else{s=pOb(e<<2)|0;o=s;break}while(0);j=s+(g<<2)|0;i=s+(e<<2)|0;if((t|0)==(d|0))e=j;else{g=g+((t+-4+(0-k)|0)>>>2)+1|0;e=j;while(1){f[e>>2]=f[d>>2];d=d+4|0;if((d|0)==(t|0))break;else e=e+4|0}e=s+(g<<2)|0}if((n|0)>0)bQb(o|0,q|0,n|0)|0;d=l-h|0;if((d|0)>0){bQb(e|0,b|0,d|0)|0;b=e+(d>>>2<<2)|0}else b=e;f[a>>2]=s;f[w>>2]=b;f[p>>2]=i;if(!q){w=j;return w|0}sOb(q);w=j;return w|0}function ODa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;i=l+20|0;k=l;if((e|0)==0|(g|0)==0){k=1;u=l;return k|0}if(!h){k=2;u=l;return k|0}b=(b|0)==0?i:b;switch(a|0){case 3:case 2:case 0:case 1:{switch(a|0){case 2:{b=6409;break}case 1:{b=6407;break}case 3:{b=6410;break}default:b=6408}mvb(k,e,g,b,5121,h);lvb(c,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}case 4:{if((b|0)==(i|0))f[i>>2]=1;b=(f[b>>2]|0)+-1|0;if(b>>>0<4)b=50462979>>>(b<<3)&255;else b=4;jvb(k,h,e,0,b);ivb(d,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}case 5:{if((b|0)==(i|0))f[i>>2]=0;b=(f[b>>2]|0)+-1|0;if(b>>>0<4)b=50462979>>>(b<<3)&255;else b=4;jvb(k,h,e,1,b);ivb(d,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}default:b=3}do if((j|0)==25){if(!(f[c>>2]|0))if(!(f[d>>2]|0)){b=4;break}b=0}while(0);k=b;u=l;return k|0}function PDa(){if(!(b[257144]|0))MPb(257144)|0;f[64651]=262921;return}function QDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;a=tSa(a)|0;e=c+196|0;g=f[e>>2]|0;if(!((g&32|0)!=0|(g&2048|0)==0&(a^1))){g=d+48|0;n[g>>2]=+n[c+156>>2]+ +n[g>>2];g=d+52|0;n[g>>2]=+n[c+160>>2]+ +n[g>>2];g=d+56|0;n[g>>2]=+n[c+164>>2]+ +n[g>>2]}if(!b)return;a=f[e>>2]|0;if(!(a&33554456))return;if(a&8){PAa(b,d);a=f[e>>2]|0}if(a&16){MAa(b,d);a=f[e>>2]|0}if(!(a&33554432))return;SAa(b,d);return}function RDa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;f[a>>2]=e;l=a+4|0;f[l>>2]=g;n=lMa(c+52|0)|0;f[a+8>>2]=n;n=a+12|0;a:do switch(d<<24>>24){case 2:if(!(b[c+148>>0]&2)){d=f[c+44>>2]|0;break a}else{d=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;break a}case 1:{d=f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]|0;break}default:d=0}while(0);f[n>>2]=d;i=f[l>>2]|0;k=i+4|0;if((f[i>>2]|0)==(f[k>>2]|0)){m=c+68|0;d=zLa(m)|0;j=f[k>>2]|0;h=f[i>>2]|0;c=j-h>>2;if(d>>>0>c>>>0)Sqa(i,d-c|0);else if(d>>>0<c>>>0){d=h+(d<<2)|0;if((d|0)!=(j|0))f[k>>2]=j+(~((j+-4-d|0)>>>2)<<2)}CLa(m,f[f[l>>2]>>2]|0)|0;d=f[a>>2]|0;c=ALa(m)|0;j=d+4|0;k=f[j>>2]|0;i=f[d>>2]|0;h=k-i>>1;if(c>>>0>h>>>0)Tqa(d,c-h|0);else if(c>>>0<h>>>0){d=i+(c<<1)|0;if((d|0)!=(k|0))f[j>>2]=k+(~((k+-2-d|0)>>>1)<<1)}DLa(m,f[f[a>>2]>>2]|0)|0}m=f[a>>2]|0;if((f[m>>2]|0)==(f[m+4>>2]|0)){e=0;n=a+16|0;f[n>>2]=e;g=f[g>>2]|0;n=a+20|0;f[n>>2]=g;return}e=(f[e>>2]|0)+(f[n>>2]<<1)|0;n=a+16|0;f[n>>2]=e;g=f[g>>2]|0;n=a+20|0;f[n>>2]=g;return}function SDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0;P=u;u=u+144|0;O=P+128|0;N=P+112|0;M=P+56|0;F=P;e=f[(f[c+4>>2]|0)+44>>2]|0;e=(f[e+76>>2]|0)-(f[e+72>>2]|0)|0;J=(e|0)/12|0;g=f[(f[d+4>>2]|0)+44>>2]|0;g=(f[g+76>>2]|0)-(f[g+72>>2]|0)|0;D=(g|0)/12|0;if(J>>>0>D>>>0){SDa(a,b,d,c);O=a+8|0;K=a+16|0;n=+p[a>>3];o=+p[O>>3];q=+p[K>>3];M=a+24|0;p[a>>3]=+p[M>>3];N=a+32|0;p[O>>3]=+p[N>>3];O=a+40|0;p[K>>3]=+p[O>>3];p[M>>3]=n;p[N>>3]=o;p[O>>3]=q;u=P;return}cBa(O,f[64651]|0);cBa(N,f[64651]|0);E=M+48|0;p[E>>3]=C;a:do if(!e){q=0.0;n=C;o=0.0;m=0.0;l=0.0;k=0.0;j=0.0}else{I=O+4|0;s=F+48|0;t=F+8|0;G=M+8|0;v=F+16|0;H=M+16|0;w=F+24|0;x=M+24|0;y=F+32|0;K=M+32|0;z=F+40|0;A=M+40|0;B=N+4|0;if(!g){h=f[O>>2]|0;i=h;g=0;e=f[I>>2]|0;while(1){if((e|0)==(h|0))e=h;else{e=e+(~(((e+-24-i|0)>>>0)/24|0)*24|0)|0;f[I>>2]=e}g=g+1|0;if(g>>>0>=J>>>0){q=0.0;n=C;o=0.0;m=0.0;l=0.0;k=0.0;j=0.0;break a}}}else{r=0;e=0}do{i=0;do{TDa(F,e,b,c,r,d,i,O,N);n=+p[s>>3];j=+p[E>>3];if(n<j){p[M>>3]=+p[F>>3];p[G>>3]=+p[t>>3];p[H>>3]=+p[v>>3];p[x>>3]=+p[w>>3];p[K>>3]=+p[y>>3];p[A>>3]=+p[z>>3];p[E>>3]=n;e=M}else n=j;g=f[N>>2]|0;h=f[B>>2]|0;if((h|0)!=(g|0))f[B>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);i=i+1|0}while(i>>>0<D>>>0);h=f[O>>2]|0;g=f[I>>2]|0;if((g|0)!=(h|0))f[I>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);r=r+1|0}while(r>>>0<J>>>0);q=+p[A>>3];o=+p[M>>3];m=+p[G>>3];l=+p[H>>3];k=+p[M+24>>3];j=+p[K>>3]}while(0);n=+L(+n);p[a>>3]=o;p[a+8>>3]=m;p[a+16>>3]=l;p[a+24>>3]=k;p[a+32>>3]=j;p[a+40>>3]=q;p[a+48>>3]=n;e=f[N+12>>2]|0;if(e|0)xCa(e,N);h=f[N>>2]|0;if(h|0){e=N+4|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}e=f[O+12>>2]|0;if(e|0)xCa(e,O);h=f[O>>2]|0;if(h|0){e=O+4|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}u=P;return}function TDa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0.0,l=0.0,m=0.0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,E=0,F=0,I=0,J=0.0,K=0.0,M=0,N=0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0;M=0;N=u;u=u+1200|0;o=a;q=o+48|0;do{f[o>>2]=0;o=o+4|0}while((o|0)<(q|0));p[(a+48|0)>>3]=C;if((f[i>>2]|0)==(f[(i+4|0)>>2]|0))if(!(UDa(c,d,e,i)|0)){u=N;return}if(!(UDa(c,g,h,j)|0)){u=N;return}F=f[i>>2]|0;I=f[j>>2]|0;E=(f[(i+4|0)>>2]|0)-F|0;j=(f[j+4>>2]|0)-I|0;c=1;if(c){c=0;if(!b){if(!E){u=N;return}}else c=1}if(c)if(1){e=(N+24|0)+24|0;t=+p[F>>3];p[e>>3]=t;v=+p[F+8>>3];p[((N+24|0)+32|0)>>3]=v;k=+p[F+16>>3];p[((N+24|0)+40|0)>>3]=k;p[(N+24|0)>>3]=t;p[((N+24|0)+8|0)>>3]=v;d=F;c=N+24|0;a:while(1){p[c+16>>3]=k;c=d;while(1){if((c|0)==(F+(((E|0)/24|0)*24|0)+-24|0|0))break a;d=c+24|0;k=+p[d>>3];if(k<+p[(N+24|0)>>3]){x=N+24|0;M=10}else if(k>+p[e>>3]){x=e;M=10}if((M|0)==10){M=0;p[x>>3]=k}k=+p[c+32>>3];if(k<+p[((N+24|0)+8|0)>>3]){w=N+24|0;M=13}else if(k>+p[((N+24|0)+32|0)>>3]){w=e;M=13}if((M|0)==13){M=0;p[w+8>>3]=k}k=+p[c+40>>3];if(k<+p[((N+24|0)+16|0)>>3]){c=N+24|0;continue a}if(k>+p[((N+24|0)+40|0)>>3]){c=e;continue a}else c=d}}l=+p[(N+24|0)>>3];m=(+p[(N+24|0)+24>>3]-l)*.5;r=+p[((N+24|0)+8|0)>>3];s=(+p[((N+24|0)+32|0)>>3]-r)*.5;t=+p[((N+24|0)+16|0)>>3];v=(+p[((N+24|0)+40|0)>>3]-t)*.5;e=(N+24|0)+24|0;P=+p[I>>3];p[e>>3]=P;O=+p[I+8>>3];p[((N+24|0)+32|0)>>3]=O;k=+p[I+16>>3];p[((N+24|0)+40|0)>>3]=k;p[(N+24|0)>>3]=P;p[((N+24|0)+8|0)>>3]=O;d=I;c=N+24|0;b:while(1){p[c+16>>3]=k;c=d;while(1){if((c|0)==(I+(((j|0)/24|0)*24|0)+-24|0|0))break b;d=c+24|0;k=+p[d>>3];if(k<+p[(N+24|0)>>3]){z=N+24|0;M=21}else if(k>+p[e>>3]){z=e;M=21}if((M|0)==21){M=0;p[z>>3]=k}k=+p[c+32>>3];if(k<+p[((N+24|0)+8|0)>>3]){y=N+24|0;M=24}else if(k>+p[((N+24|0)+32|0)>>3]){y=e;M=24}if((M|0)==24){M=0;p[y+8>>3]=k}k=+p[c+40>>3];if(k<+p[((N+24|0)+16|0)>>3]){c=N+24|0;continue b}if(k>+p[((N+24|0)+40|0)>>3]){c=e;continue b}else c=d}}S=+p[(N+24|0)>>3];k=(+p[(N+24|0)+24>>3]-S)*.5;R=+p[((N+24|0)+8|0)>>3];O=(+p[((N+24|0)+32|0)>>3]-R)*.5;Q=+p[((N+24|0)+16|0)>>3];P=(+p[((N+24|0)+40|0)>>3]-Q)*.5;P=+L(+((l+m-(S+k))*(l+m-(S+k))+((r+s-(R+O))*(r+s-(R+O))+(t+v-(Q+P))*(t+v-(Q+P)))))-+L(+(m*m+(s*s+v*v)))-+L(+(k*k+(O*O+P*P)));P=P>0.0?P:0.0;if(!(E|0?!(P*P>=+p[b+48>>3]):0)){u=N;return}}o=(N+24|0)+8|0;q=(N+24|0)+16|0;h=0;r=0.0;s=0.0;c:while(1){i=F+(h*24|0)|0;k=+p[i>>3];l=+p[i+24>>3];if(k==l)if(+p[F+(h*24|0)+8>>3]==+p[i+32>>3])if(+p[F+(h*24|0)+16>>3]==+p[i+40>>3]){A=r;B=s}else M=33;else M=33;else M=33;do if((M|0)==33){M=0;m=+p[i+48>>3];if(k==m)if(+p[F+(h*24|0)+8>>3]==+p[i+56>>3])if(+p[F+(h*24|0)+16>>3]==+p[i+64>>3]){A=r;B=s;break}if(l==m)if(+p[i+32>>3]==+p[i+56>>3])if(+p[i+40>>3]==+p[i+64>>3]){A=r;B=s;break}c=1;if(c){c=0;if(!j){A=r;B=s}else c=1}if(c)if(1){e=F+(h*24|0)+8|0;g=F+(h*24|0)+16|0;d=0;while(1){c=I+(d*24|0)|0;k=+p[c>>3];l=+p[c+24>>3];if(k==l)if(+p[I+(d*24|0)+8>>3]==+p[c+32>>3])if(+p[I+(d*24|0)+16>>3]==+p[c+40>>3]){J=r;K=s}else M=44;else M=44;else M=44;do if((M|0)==44){M=0;m=+p[c+48>>3];if(k==m)if(+p[I+(d*24|0)+8>>3]==+p[c+56>>3])if(+p[I+(d*24|0)+16>>3]==+p[c+64>>3]){J=r;K=s;break}if(l==m)if(+p[c+32>>3]==+p[c+56>>3])if(+p[c+40>>3]==+p[c+64>>3]){J=r;K=s;break}Kib(N+24|0,i,c,c+24|0,c+48|0);v=+p[(N+24|0)>>3];p[(N+24|0)>>3]=r;t=+p[((N+24|0)+8|0)>>3];p[((N+24|0)+8|0)>>3]=s;k=+p[((N+24|0)+16|0)>>3];l=+p[i>>3]-v;m=+p[e>>3]-t;r=+p[g>>3]-k;if(l*l+(m*m+r*r)<+p[(a+48|0)>>3]){p[(a+48|0)>>3]=l*l+(m*m+r*r);p[a>>3]=+p[i>>3];p[(a+8|0)>>3]=+p[e>>3];p[(a+16|0)>>3]=+p[g>>3];p[(a+24|0)>>3]=v;p[(a+32|0)>>3]=t;p[(a+40|0)>>3]=k}if(l*l+(m*m+r*r)==0.0){M=98;break c}Kib(N+24|0,i+24|0,c,c+24|0,c+48|0);B=+p[(N+24|0)>>3];p[(N+24|0)>>3]=v;O=+p[((N+24|0)+8|0)>>3];p[((N+24|0)+8|0)>>3]=t;P=+p[((N+24|0)+16|0)>>3];Q=+p[(i+24|0)>>3]-B;R=+p[((i+24|0)+8|0)>>3]-O;S=+p[((i+24|0)+16|0)>>3]-P;f[N+96>>2]=a;f[N+208>>2]=d;n[N+296>>2]=J;n[N+328>>2]=K;f[N+432>>2]=o;f[N+440>>2]=q;f[N+448>>2]=i;f[N+496>>2]=c;f[N+528>>2]=I;n[N+600>>2]=B;n[N+608>>2]=O;n[N+616>>2]=P;n[N+624>>2]=Q;n[N+632>>2]=R;n[N+640>>2]=S;f[N+1112>>2]=M;f[N+1136>>2]=0;f[N+1140>>2]=0;jFa(N);J=+n[N+296>>2];K=+n[N+328>>2];M=f[N+1112>>2]|0;G=f[N+1136>>2]|0;D=f[N+1140>>2]|0;H=+n[N+1140>>2];f[N+1136>>2]=0;f[N+1140>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 14:break c}}while(0);d=d+3|0;if(d>>>0>=((j|0)/24|0)>>>0){A=J;B=K;break}else{r=J;s=K}}}}while(0);h=h+3|0;if(h>>>0>=((E|0)/24|0)>>>0){M=98;break}else{r=A;s=B}}if((M|0)==94){u=N;return}else if((M|0)==98){u=N;return}}function UDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0,H=0.0,I=0.0,J=0.0,K=0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0.0,S=0.0,T=0.0;Q=u;u=u+112|0;M=Q;N=Q+88|0;P=Q+72|0;O=Q+56|0;K=Q+32|0;VDa(P,f[64651]|0);MDa(O,f[64651]|0);r=(f[b+4>>2]|0)+44|0;y=f[r>>2]|0;G=f[y+72>>2]|0;t=G;if((((f[y+76>>2]|0)-G|0)/12|0)>>>0>c>>>0){v=t+(c*12|0)+4|0;if(!(f[v>>2]|0))b=0;else{G=f[b+96>>2]|0;i=+n[G>>2];k=+n[G+4>>2];l=+n[G+8>>2];m=+n[G+12>>2];o=+n[G+16>>2];q=+n[G+20>>2];z=+n[G+24>>2];A=+n[G+28>>2];B=+n[G+32>>2];C=+n[G+36>>2];D=+n[G+40>>2];E=+n[G+44>>2];e=f[G+48>>2]|0;g=f[G+52>>2]|0;h=f[G+56>>2]|0;F=+n[G+60>>2];G=tSa(a)|0;y=f[b+196>>2]|0;if(!((y&32|0)!=0|(y&2048|0)==0&(G^1))){e=(n[s>>2]=+n[b+156>>2]+(f[s>>2]=e,+n[s>>2]),f[s>>2]|0);g=(n[s>>2]=+n[b+160>>2]+(f[s>>2]=g,+n[s>>2]),f[s>>2]|0);h=(n[s>>2]=+n[b+164>>2]+(f[s>>2]=h,+n[s>>2]),f[s>>2]|0)}L=o;J=(f[s>>2]=e,+n[s>>2]);I=(f[s>>2]=g,+n[s>>2]);H=(f[s>>2]=h,+n[s>>2]);RDa(K,f[r>>2]|0,0,P,O);a=f[t+(c*12|0)>>2]|0;G=(f[v>>2]|0)+a|0;y=f[K>>2]|0;if((f[y>>2]|0)==(f[y+4>>2]|0)){r=f[K+12>>2]|0;if(G>>>0>a>>>0){c=M+8|0;t=M+16|0;v=M+24|0;w=N+8|0;x=N+12|0;y=f[K+20>>2]|0;g=f[K+8>>2]|0;b=d+4|0;h=d+8|0;do{e=y+((X(g,a+r|0)|0)<<2)|0;T=+n[e>>2];S=+n[e+4>>2];R=+n[e+8>>2];o=i*T+L*S+B*R+J;p[M>>3]=o;p[c>>3]=k*T+q*S+C*R+I;p[t>>3]=l*T+z*S+D*R+H;p[v>>3]=m*T+A*S+E*R+F;f[N>>2]=M;f[w>>2]=M;f[x>>2]=4;e=f[b>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){p[e>>3]=o;p[e+8>>3]=+p[c>>3];p[e+16>>3]=+p[t>>3];f[b>>2]=e+24}else WDa(d,N);a=a+1|0}while((a|0)!=(G|0))}}else{r=f[K+16>>2]|0;if(G>>>0>a>>>0){c=M+8|0;t=M+16|0;v=M+24|0;w=N+8|0;x=N+12|0;y=f[K+20>>2]|0;g=f[K+8>>2]|0;b=d+4|0;h=d+8|0;do{e=y+((X(g,j[r+(a<<1)>>1]|0)|0)<<2)|0;R=+n[e>>2];S=+n[e+4>>2];T=+n[e+8>>2];o=i*R+L*S+B*T+J;p[M>>3]=o;p[c>>3]=k*R+q*S+C*T+I;p[t>>3]=l*R+z*S+D*T+H;p[v>>3]=m*R+A*S+E*T+F;f[N>>2]=M;f[w>>2]=M;f[x>>2]=4;e=f[b>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){p[e>>3]=o;p[e+8>>3]=+p[c>>3];p[e+16>>3]=+p[t>>3];f[b>>2]=e+24}else WDa(d,N);a=a+1|0}while((a|0)!=(G|0))}}b=(f[d>>2]|0)!=(f[d+4>>2]|0)}}else b=0;a=f[O+12>>2]|0;if(a|0)RBa(a,O);g=f[O>>2]|0;if(g|0){a=O+4|0;e=f[a>>2]|0;if((e|0)!=(g|0))f[a>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}a=f[P+12>>2]|0;if(a|0)SBa(a,P);g=f[P>>2]|0;if(!g){u=Q;return b|0}a=P+4|0;e=f[a>>2]|0;if((e|0)!=(g|0))f[a>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=Q;return b|0}function VDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257272]|0))if(MPb(257272)|0){f[64644]=0;f[64645]=0;f[64646]=0}e=f[64645]|0;if((f[64644]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64645]|0;j=h+-12|0;while(1){e=h+-12|0;f[64645]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i);e=f[64645]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function WDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;e=f[b>>2]|0;p[c>>3]=+p[e>>3];p[g+(h*24|0)+8>>3]=+p[e+8>>3];p[g+(h*24|0)+16>>3]=+p[e+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function XDa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0;j=u;u=u+32|0;i=j+16|0;h=j;cBa(i,f[64651]|0);cBa(h,f[64651]|0);TDa(a,0,b,c,d,e,g,i,h);a=a+48|0;k=+L(+(+p[a>>3]));p[a>>3]=k;a=f[h+12>>2]|0;if(a|0)xCa(a,h);c=f[h>>2]|0;if(c|0){a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}a=f[i+12>>2]|0;if(a|0)xCa(a,i);c=f[i>>2]|0;if(!c){u=j;return}a=i+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);u=j;return}function YDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+64|0;w=x+48|0;r=x+24|0;s=x;cBa(w,f[64651]|0);t=a+8|0;m=a+16|0;n=a+24|0;o=a+32|0;q=a+40|0;v=a+48|0;h=a;i=h+48|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));p[v>>3]=C;if(UDa(b,c,d,w)|0){c=f[w>>2]|0;l=(f[w+4>>2]|0)-c|0;d=(l|0)/24|0;if(!l)g=C;else{h=s+8|0;i=s+16|0;k=r+8|0;l=r+16|0;b=0;j=C;while(1){g=+Oib(e,c+(b*24|0)|0,r,s);if(g<j){p[v>>3]=g;p[a>>3]=+p[s>>3];p[t>>3]=+p[h>>3];p[m>>3]=+p[i>>3];p[n>>3]=+p[r>>3];p[o>>3]=+p[k>>3];p[q>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=d>>>0)break;else j=g}}j=+L(+g);p[v>>3]=j}b=f[w+12>>2]|0;if(b|0)xCa(b,w);d=f[w>>2]|0;if(!d){u=x;return}b=w+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=x;return}function ZDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,D=0.0;y=u;u=u+160|0;x=y+144|0;m=y+48|0;t=y+24|0;v=y;cBa(x,f[64651]|0);n=a+8|0;o=a+16|0;q=a+24|0;r=a+32|0;s=a+40|0;w=a+48|0;h=a;i=h+48|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));p[w>>3]=C;if(UDa(b,c,d,x)|0){D=+p[e>>3];p[m>>3]=D;B=+p[e+8>>3];p[m+8>>3]=B;A=+p[e+16>>3];p[m+16>>3]=A;z=+p[e+24>>3];p[m+24>>3]=z;g=+p[e+32>>3];p[m+32>>3]=g;j=+p[e+40>>3];p[m+40>>3]=j;p[m+48>>3]=D;p[m+56>>3]=B;p[m+64>>3]=A;p[m+72>>3]=-z;p[m+80>>3]=-g;p[m+88>>3]=-j;d=f[x>>2]|0;c=(f[x+4>>2]|0)-d|0;e=(c|0)/24|0;h=v+8|0;i=v+16|0;k=t+8|0;l=t+16|0;if(!c)g=C;else{b=0;j=C;while(1){g=+Oib(m,d+(b*24|0)|0,t,v);if(g<j){p[w>>3]=g;p[a>>3]=+p[v>>3];p[n>>3]=+p[h>>3];p[o>>3]=+p[i>>3];p[q>>3]=+p[t>>3];p[r>>3]=+p[k>>3];p[s>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=e>>>0)break;else j=g}c=m+48|0;b=0;j=g;while(1){g=+Oib(c,d+(b*24|0)|0,t,v);if(g<j){p[w>>3]=g;p[a>>3]=+p[v>>3];p[n>>3]=+p[h>>3];p[o>>3]=+p[i>>3];p[q>>3]=+p[t>>3];p[r>>3]=+p[k>>3];p[s>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=e>>>0)break;else j=g}}D=+L(+g);p[w>>3]=D}b=f[x+12>>2]|0;if(b|0)xCa(b,x);d=f[x>>2]|0;if(!d){u=y;return}b=x+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=y;return}function _Da(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;s=u;u=u+64|0;r=s+40|0;q=s+24|0;n=s;d=f[c>>2]|0;p=c+4|0;e=f[p>>2]|0;if((e|0)!=(d|0))f[p>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);VDa(r,f[64651]|0);MDa(q,f[64651]|0);o=f[a+84>>2]|0;i=o;if((((f[a+88>>2]|0)-o|0)/12|0)>>>0>b>>>0){m=i+(b*12|0)+4|0;e=f[m>>2]|0;o=c+8|0;k=f[c>>2]|0;g=k;if((((f[o>>2]|0)-k|0)/12|0)>>>0<e>>>0){if(e>>>0>357913941)vd();t=f[p>>2]|0;h=pOb(e*12|0)|0;d=h+(((t-k|0)/12|0)*12|0)|0;l=d;h=h+(e*12|0)|0;e=t;if((e|0)==(g|0))d=l;else do{t=d;d=d+-12|0;v=e;e=e+-12|0;f[d>>2]=f[e>>2];f[t+-8>>2]=f[v+-8>>2];f[t+-4>>2]=f[v+-4>>2]}while((e|0)!=(g|0));f[c>>2]=d;f[p>>2]=l;f[o>>2]=h;if(k|0)sOb(k)}RDa(n,a,1,r,q);d=f[i+(b*12|0)>>2]|0;a=(f[m>>2]|0)+d|0;v=f[n>>2]|0;if((f[v>>2]|0)==(f[v+4>>2]|0)){l=f[n+12>>2]|0;if(a>>>0>d>>>0){m=f[n+20>>2]|0;k=f[n+8>>2]|0;do{e=m+((X(k,d+l|0)|0)<<2)|0;g=e+4|0;h=e+8|0;i=f[p>>2]|0;if(i>>>0<(f[o>>2]|0)>>>0){f[i>>2]=f[e>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[p>>2]=i+12}else $Da(c,e,g,h);d=d+1|0}while((d|0)!=(a|0))}}else{l=f[n+16>>2]|0;if(a>>>0>d>>>0){m=f[n+20>>2]|0;k=f[n+8>>2]|0;do{e=m+((X(k,j[l+(d<<1)>>1]|0)|0)<<2)|0;g=e+4|0;h=e+8|0;i=f[p>>2]|0;if(i>>>0<(f[o>>2]|0)>>>0){f[i>>2]=f[e>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[p>>2]=i+12}else $Da(c,e,g,h);d=d+1|0}while((d|0)!=(a|0))}}}d=f[q+12>>2]|0;if(d|0)RBa(d,q);g=f[q>>2]|0;if(g|0){d=q+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[r+12>>2]|0;if(d|0)SBa(d,r);g=f[r>>2]|0;if(!g){u=s;return}d=r+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=s;return}function $Da(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;h=f[n>>2]|0;o=f[a>>2]|0;j=(h-o|0)/12|0;e=j+1|0;l=o;if(e>>>0>357913941)AMb(a);m=a+8|0;k=((f[m>>2]|0)-o|0)/12|0;g=k<<1;g=k>>>0<178956970?(g>>>0<e>>>0?e:g):357913941;do if(!g)i=0;else if(g>>>0>357913941)vd();else{i=pOb(g*12|0)|0;break}while(0);e=i+(j*12|0)|0;k=i+(g*12|0)|0;f[e>>2]=f[b>>2];f[i+(j*12|0)+4>>2]=f[c>>2];f[i+(j*12|0)+8>>2]=f[d>>2];b=e+12|0;if((h|0)!=(l|0))while(1){g=e+-12|0;j=h;h=h+-12|0;f[g>>2]=f[h>>2];f[e+-8>>2]=f[j+-8>>2];f[e+-4>>2]=f[j+-4>>2];if((h|0)==(l|0)){e=g;break}else e=g}f[a>>2]=e;f[n>>2]=b;f[m>>2]=k;if(!o)return;sOb(o);return}function aEa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0,r=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0;ha=u;u=u+160|0;ga=ha+144|0;fa=ha+128|0;$=ha;f[a>>2]=1065353216;aa=a+4|0;f[aa>>2]=1065353216;ba=a+8|0;f[ba>>2]=1065353216;ca=a+12|0;f[ca>>2]=0;da=a+16|0;f[da>>2]=0;_=a+20|0;f[_>>2]=0;VDa(ga,f[64651]|0);MDa(fa,f[64651]|0);if(c)Z=(GJa(d)|0)&255;else Z=7;N=d+4|0;O=$+4|0;P=$+8|0;Q=$+72|0;R=$+76|0;S=$+80|0;T=$+104|0;U=$+108|0;V=$+112|0;W=$+116|0;X=$+120|0;Y=$+124|0;w=d+96|0;x=$+12|0;y=$+16|0;z=$+20|0;A=$+24|0;B=$+28|0;C=$+32|0;D=$+36|0;E=$+40|0;F=$+44|0;G=$+48|0;H=$+52|0;I=$+56|0;J=$+60|0;K=$+64|0;L=$+68|0;M=a+12|0;v=188454;do{c=b[v>>0]|0;d=c&255;if(1<<d&Z|0){t=f[N>>2]|0;f[$>>2]=t;t=t+44|0;f[O>>2]=(f[t>>2]|0)+72+(d*12|0);f[Q>>2]=ga;f[R>>2]=fa;RDa(S,f[t>>2]|0,c,ga,fa);f[T>>2]=1065353216;f[U>>2]=1065353216;f[V>>2]=1065353216;f[W>>2]=0;f[X>>2]=0;f[Y>>2]=0;d=f[w>>2]|0;f[P>>2]=f[d>>2];f[x>>2]=f[d+4>>2];f[y>>2]=f[d+8>>2];f[z>>2]=f[d+12>>2];f[A>>2]=f[d+16>>2];f[B>>2]=f[d+20>>2];f[C>>2]=f[d+24>>2];f[D>>2]=f[d+28>>2];f[E>>2]=f[d+32>>2];f[F>>2]=f[d+36>>2];f[G>>2]=f[d+40>>2];f[H>>2]=f[d+44>>2];f[I>>2]=f[d+48>>2];f[J>>2]=f[d+52>>2];f[K>>2]=f[d+56>>2];f[L>>2]=f[d+60>>2];d=f[O>>2]|0;c=f[d>>2]|0;d=f[d+4>>2]|0;if((c|0)==(d|0)){l=0.0;i=1.0;d=1065353216;j=1.0;e=1065353216;k=1.0;m=1065353216;o=0;p=0.0;q=0;r=0.0;t=0}else{do{bEa($,c);c=c+12|0}while((c|0)!=(d|0));d=f[T>>2]|0;i=(f[s>>2]=d,+n[s>>2]);e=f[U>>2]|0;j=(f[s>>2]=e,+n[s>>2]);m=f[V>>2]|0;k=(f[s>>2]=m,+n[s>>2]);o=f[W>>2]|0;l=(f[s>>2]=o,+n[s>>2]);q=f[X>>2]|0;p=(f[s>>2]=q,+n[s>>2]);t=f[Y>>2]|0;r=(f[s>>2]=t,+n[s>>2])}g=+n[a>>2];h=+n[M>>2];do if(!(g<=h)){n[a>>2]=i;n[aa>>2]=j;n[ba>>2]=k;n[ca>>2]=l;n[da>>2]=p;n[_>>2]=r}else if(i<=l){if(g>i){c=a;ea=25}else if(h<i){c=ca;ea=25}if((ea|0)==25){ea=0;f[c>>2]=d}if(+n[aa>>2]>j){c=a;ea=28}else if(+n[da>>2]<j){c=ca;ea=28}if((ea|0)==28){ea=0;f[c+4>>2]=e}if(+n[ba>>2]>k){c=a;ea=31}else if(+n[_>>2]<k){c=ca;ea=31}if((ea|0)==31){ea=0;f[c+8>>2]=m}if(+n[a>>2]>l){c=a;ea=34}else if(+n[ca>>2]<l){c=ca;ea=34}if((ea|0)==34){ea=0;f[c>>2]=o}if(+n[aa>>2]>p){c=a;ea=37}else if(+n[da>>2]<p){c=ca;ea=37}if((ea|0)==37){ea=0;f[c+4>>2]=q}if(+n[ba>>2]>r)c=a;else if(+n[_>>2]<r)c=ca;else break;f[c+8>>2]=t}while(0)}v=v+1|0}while((v|0)!=188457);c=f[fa+12>>2]|0;if(c|0)RBa(c,fa);e=f[fa>>2]|0;if(e|0){c=fa+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[ga+12>>2]|0;if(c|0)SBa(c,ga);e=f[ga>>2]|0;if(!e){u=ha;return}c=ga+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-2-e|0)>>>1)<<1);sOb(e);u=ha;return}function bEa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,k=0.0,l=0,m=0,o=0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;q=f[b>>2]|0;b=f[b+4>>2]|0;if(!b)return;H=b+q|0;G=q+1|0;r=a+80|0;F=f[r>>2]|0;b=(q|0)==-1;do if((f[F>>2]|0)==(f[F+4>>2]|0)){if(!b){l=a+104|0;c=a+116|0;h=a+108|0;m=a+112|0;i=a+120|0;b=a+124|0;o=a+116|0;F=(f[a+100>>2]|0)+((X(f[a+88>>2]|0,q+(f[a+92>>2]|0)|0)|0)<<2)|0;e=+n[F>>2];d=+n[F+4>>2];p=+n[F+8>>2];g=+n[a+56>>2]+(e*+n[a+8>>2]+d*+n[a+24>>2]+p*+n[a+40>>2]);k=+n[a+60>>2]+(e*+n[a+12>>2]+d*+n[a+28>>2]+p*+n[a+44>>2]);p=+n[a+64>>2]+(e*+n[a+16>>2]+d*+n[a+32>>2]+p*+n[a+48>>2]);d=+n[l>>2];e=+n[c>>2];if(!(d<=e)){n[l>>2]=g;n[h>>2]=k;n[m>>2]=p;n[c>>2]=g;n[i>>2]=k}else{if(g<d){c=l;I=7}else if(g>e){c=o;I=7}if((I|0)==7)n[c>>2]=g;if(k<+n[h>>2]){c=l;I=10}else if(k>+n[i>>2]){c=o;I=10}if((I|0)==10)n[c+4>>2]=k;if(p<+n[m>>2])b=l;else if(p>+n[b>>2])b=o;else break;b=b+8|0}n[b>>2]=p}}else if(!b){o=a+104|0;c=a+116|0;h=a+108|0;l=a+112|0;i=a+120|0;b=a+124|0;m=a+116|0;F=(f[a+100>>2]|0)+((X(f[a+88>>2]|0,j[(f[a+96>>2]|0)+(q<<1)>>1]|0)|0)<<2)|0;e=+n[F>>2];d=+n[F+4>>2];p=+n[F+8>>2];g=+n[a+56>>2]+(e*+n[a+8>>2]+d*+n[a+24>>2]+p*+n[a+40>>2]);k=+n[a+60>>2]+(e*+n[a+12>>2]+d*+n[a+28>>2]+p*+n[a+44>>2]);p=+n[a+64>>2]+(e*+n[a+16>>2]+d*+n[a+32>>2]+p*+n[a+48>>2]);d=+n[o>>2];e=+n[c>>2];if(!(d<=e)){n[o>>2]=g;n[h>>2]=k;n[l>>2]=p;n[c>>2]=g;n[i>>2]=k}else{if(g<d){c=o;I=20}else if(g>e){c=m;I=20}if((I|0)==20)n[c>>2]=g;if(k<+n[h>>2]){c=o;I=23}else if(k>+n[i>>2]){c=m;I=23}if((I|0)==23)n[c+4>>2]=k;if(p<+n[l>>2])b=o;else if(p>+n[b>>2])b=m;else break;b=b+8|0}n[b>>2]=p}while(0);F=f[r>>2]|0;if((f[F>>2]|0)==(f[F+4>>2]|0)){i=f[a+92>>2]|0;if(G>>>0>=H>>>0)return;l=f[a+100>>2]|0;m=f[a+88>>2]|0;o=a+104|0;q=a+8|0;r=a+24|0;s=a+40|0;t=a+56|0;u=a+12|0;v=a+28|0;w=a+44|0;x=a+60|0;y=a+16|0;z=a+32|0;A=a+48|0;B=a+64|0;C=a+108|0;D=a+112|0;E=a+116|0;F=a+124|0;h=a+120|0;c=G;do{G=l+((X(m,c+i|0)|0)<<2)|0;k=+n[G>>2];p=+n[G+4>>2];g=+n[G+8>>2];d=+n[t>>2]+(k*+n[q>>2]+p*+n[r>>2]+g*+n[s>>2]);e=+n[x>>2]+(k*+n[u>>2]+p*+n[v>>2]+g*+n[w>>2]);g=+n[B>>2]+(k*+n[y>>2]+p*+n[z>>2]+g*+n[A>>2]);if(d<+n[o>>2]){b=o;I=34}else if(d>+n[E>>2]){b=E;I=34}if((I|0)==34){I=0;n[b>>2]=d}if(e<+n[C>>2]){b=o;I=37}else if(e>+n[h>>2]){b=E;I=37}if((I|0)==37){I=0;n[b+4>>2]=e}if(g<+n[D>>2]){b=o;I=40}else if(g>+n[F>>2]){b=E;I=40}if((I|0)==40){I=0;n[b+8>>2]=g}c=c+1|0}while((c|0)!=(H|0));return}else{i=f[a+96>>2]|0;if(G>>>0>=H>>>0)return;l=f[a+100>>2]|0;m=f[a+88>>2]|0;o=a+104|0;q=a+8|0;r=a+24|0;s=a+40|0;t=a+56|0;u=a+12|0;v=a+28|0;w=a+44|0;x=a+60|0;y=a+16|0;z=a+32|0;A=a+48|0;B=a+64|0;C=a+108|0;D=a+112|0;E=a+116|0;F=a+124|0;h=a+120|0;c=G;do{G=l+((X(m,j[i+(c<<1)>>1]|0)|0)<<2)|0;k=+n[G>>2];p=+n[G+4>>2];g=+n[G+8>>2];d=+n[t>>2]+(k*+n[q>>2]+p*+n[r>>2]+g*+n[s>>2]);e=+n[x>>2]+(k*+n[u>>2]+p*+n[v>>2]+g*+n[w>>2]);g=+n[B>>2]+(k*+n[y>>2]+p*+n[z>>2]+g*+n[A>>2]);if(d<+n[o>>2]){b=o;I=46}else if(d>+n[E>>2]){b=E;I=46}if((I|0)==46){I=0;n[b>>2]=d}if(e<+n[C>>2]){b=o;I=49}else if(e>+n[h>>2]){b=E;I=49}if((I|0)==49){I=0;n[b+4>>2]=e}if(g<+n[D>>2]){b=o;I=52}else if(g>+n[F>>2]){b=E;I=52}if((I|0)==52){I=0;n[b+8>>2]=g}c=c+1|0}while((c|0)!=(H|0));return}}function cEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+160|0;q=r+144|0;p=r+128|0;j=r;VDa(q,f[64651]|0);MDa(p,f[64651]|0);k=f[b+4>>2]|0;f[j>>2]=k;h=j+4|0;k=k+44|0;f[h>>2]=(f[k>>2]|0)+72+((c&255)*12|0);f[j+72>>2]=q;f[j+76>>2]=p;RDa(j+80|0,f[k>>2]|0,c,q,p);k=j+104|0;f[k>>2]=1065353216;l=j+108|0;f[l>>2]=1065353216;m=j+112|0;f[m>>2]=1065353216;n=j+116|0;f[n>>2]=0;o=j+120|0;f[o>>2]=0;i=j+124|0;f[i>>2]=0;g=f[b+96>>2]|0;f[j+8>>2]=f[g>>2];f[j+12>>2]=f[g+4>>2];f[j+16>>2]=f[g+8>>2];f[j+20>>2]=f[g+12>>2];f[j+24>>2]=f[g+16>>2];f[j+28>>2]=f[g+20>>2];f[j+32>>2]=f[g+24>>2];f[j+36>>2]=f[g+28>>2];f[j+40>>2]=f[g+32>>2];f[j+44>>2]=f[g+36>>2];f[j+48>>2]=f[g+40>>2];f[j+52>>2]=f[g+44>>2];f[j+56>>2]=f[g+48>>2];f[j+60>>2]=f[g+52>>2];f[j+64>>2]=f[g+56>>2];f[j+68>>2]=f[g+60>>2];do if(!e){c=0;g=6}else{c=0;while(1){b=f[d+(c<<2)>>2]|0;s=f[h>>2]|0;g=f[s>>2]|0;if(b>>>0>=(((f[s+4>>2]|0)-g|0)/12|0)>>>0){g=4;break}bEa(j,g+(b*12|0)|0);c=c+1|0;if(c>>>0>=e>>>0){g=5;break}}if((g|0)==4){f[a>>2]=1065353216;f[a+4>>2]=1065353216;f[a+8>>2]=1065353216;f[a+12>>2]=0;b=0;c=0;break}else if((g|0)==5){c=f[i>>2]|0;g=6;break}}while(0);if((g|0)==6){f[a>>2]=f[k>>2];f[a+4>>2]=f[l>>2];f[a+8>>2]=f[m>>2];f[a+12>>2]=f[n>>2];b=f[o>>2]|0}f[a+16>>2]=b;f[a+20>>2]=c;c=f[p+12>>2]|0;if(c|0)RBa(c,p);g=f[p>>2]|0;if(g|0){c=p+4|0;b=f[c>>2]|0;if((b|0)!=(g|0))f[c>>2]=b+(~((b+-4-g|0)>>>2)<<2);sOb(g)}c=f[q+12>>2]|0;if(c|0)SBa(c,q);g=f[q>>2]|0;if(!g){u=r;return}c=q+4|0;b=f[c>>2]|0;if((b|0)!=(g|0))f[c>>2]=b+(~((b+-2-g|0)>>>1)<<1);sOb(g);u=r;return}function dEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;L=S+8|0;K=S;R=S+120|0;Q=S+104|0;P=S+88|0;O=S+72|0;J=S+48|0;I=S+24|0;M=S+12|0;VDa(R,f[64651]|0);MDa(Q,f[64651]|0);eEa(P,f[64651]|0);eEa(O,f[64651]|0);N=b+44|0;b=f[N>>2]|0;RDa(J,b,0,R,Q);RDa(I,f[N>>2]|0,1,R,Q);f[M>>2]=0;N=M+4|0;f[N>>2]=0;f[M+8>>2]=0;do if(!d){b=0;e=0;k=68}else{A=b+84|0;B=b+72|0;C=b+88|0;D=P+4|0;E=P+8|0;F=f[I+12>>2]|0;G=f[I+20>>2]|0;H=f[I+8>>2]|0;q=b+76|0;r=O+4|0;s=O+8|0;t=f[J+12>>2]|0;v=f[J+20>>2]|0;w=f[J+8>>2]|0;x=M+8|0;y=f[J+16>>2]|0;z=f[I+16>>2]|0;p=0;a:while(1){k=f[c+(p<<2)>>2]|0;o=f[A>>2]|0;l=o;if(k>>>0>=(((f[C>>2]|0)-o|0)/12|0)>>>0){k=83;break}n=l+(k*12|0)+4|0;h=f[n>>2]|0;if(h|0){m=f[P>>2]|0;b=f[D>>2]|0;g=m;if((b|0)!=(m|0)){b=b+(~(((b+-12-g|0)>>>0)/12|0)*12|0)|0;f[D>>2]=b}e=b;if((((f[E>>2]|0)-g|0)/12|0)>>>0<h>>>0){if(h>>>0>357913941){k=9;break}o=pOb(h*12|0)|0;e=o+(((e-g|0)/12|0)*12|0)|0;i=e;g=o+(h*12|0)|0;if((b|0)==(m|0))b=i;else{do{o=e;e=e+-12|0;h=b;b=b+-12|0;f[e>>2]=f[b>>2];f[o+-8>>2]=f[h+-8>>2];f[o+-4>>2]=f[h+-4>>2]}while((b|0)!=(m|0));b=e}f[P>>2]=b;f[D>>2]=i;f[E>>2]=g;if(m|0)sOb(m)}e=f[l+(k*12|0)>>2]|0;k=(f[n>>2]|0)+e|0;o=f[I>>2]|0;b=k>>>0>e>>>0;if((f[o>>2]|0)==(f[o+4>>2]|0)){if(b)do{b=G+((X(H,e+F|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[D>>2]|0;if(i>>>0<(f[E>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[D>>2]=i+12}else $Da(P,b,g,h);e=e+1|0}while((e|0)!=(k|0))}else if(b)do{b=G+((X(H,j[z+(e<<1)>>1]|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[D>>2]|0;if(i>>>0<(f[E>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[D>>2]=i+12}else $Da(P,b,g,h);e=e+1|0}while((e|0)!=(k|0));b=f[D>>2]|0;e=f[P>>2]|0;k=(b-e|0)/12|0;l=e;if(k>>>0>2){h=2;i=2;while(1){o=l+(h*12|0)+12|0;g=i+1|0;f[l+(i*12|0)>>2]=f[o>>2];f[l+(i*12|0)+4>>2]=f[o+4>>2];f[l+(i*12|0)+8>>2]=f[o+8>>2];h=h+2|0;if(h>>>0>=k>>>0)break;else i=g}}else g=2;h=b;if(g>>>0>k>>>0){fEa(P,g-k|0);e=f[P>>2]|0;b=f[D>>2]|0}else if(g>>>0<k>>>0){g=l+(g*12|0)|0;if((g|0)!=(h|0)){b=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0)|0;f[D>>2]=b}}o=(b-e|0)/12|0;b=f[B>>2]|0;if((f[q>>2]|0)!=(b|0)){n=0;do{m=b+(n*12|0)+4|0;i=f[m>>2]|0;do if(i>>>0>=o>>>0){l=f[O>>2]|0;e=f[r>>2]|0;h=l;if((e|0)!=(l|0)){e=e+(~(((e+-12-h|0)>>>0)/12|0)*12|0)|0;f[r>>2]=e}g=e;do if((((f[s>>2]|0)-h|0)/12|0)>>>0<i>>>0){if(i>>>0>357913941){k=39;break a}T=pOb(i*12|0)|0;g=T+(((g-h|0)/12|0)*12|0)|0;k=g;h=T+(i*12|0)|0;if((e|0)==(l|0))e=k;else{do{T=g;g=g+-12|0;i=e;e=e+-12|0;f[g>>2]=f[e>>2];f[T+-8>>2]=f[i+-8>>2];f[T+-4>>2]=f[i+-4>>2]}while((e|0)!=(l|0));e=g}f[O>>2]=e;f[r>>2]=k;f[s>>2]=h;if(!l)break;sOb(l)}while(0);e=f[b+(n*12|0)>>2]|0;k=(f[m>>2]|0)+e|0;T=f[J>>2]|0;b=k>>>0>e>>>0;if((f[T>>2]|0)==(f[T+4>>2]|0)){if(b)do{b=v+((X(w,e+t|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[r>>2]|0;if(i>>>0<(f[s>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[r>>2]=i+12}else $Da(O,b,g,h);e=e+1|0}while((e|0)!=(k|0))}else if(b)do{b=v+((X(w,j[y+(e<<1)>>1]|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[r>>2]|0;if(i>>>0<(f[s>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[r>>2]=i+12}else $Da(O,b,g,h);e=e+1|0}while((e|0)!=(k|0));if(!(gEa(P,O)|0)){e=f[P>>2]|0;b=f[D>>2]|0;do if((e|0)!=(b|0)){b=b+-12|0;if(e>>>0>=b>>>0)break;do{T=e+4|0;h=e+8|0;i=f[e>>2]|0;k=f[T>>2]|0;m=f[h>>2]|0;f[e>>2]=f[b>>2];l=b+4|0;f[T>>2]=f[l>>2];T=b+8|0;f[h>>2]=f[T>>2];f[b>>2]=i;f[l>>2]=k;f[T>>2]=m;e=e+12|0;b=b+-12|0}while(e>>>0<b>>>0)}while(0);if(!(gEa(P,O)|0))break}f[L>>2]=n;b=f[N>>2]|0;if(b>>>0<(f[x>>2]|0)>>>0){f[b>>2]=n;f[N>>2]=b+4}else aK(M,L)}while(0);n=n+1|0;b=f[B>>2]|0}while(n>>>0<(((f[q>>2]|0)-b|0)/12|0)>>>0)}}p=p+1|0;if(p>>>0>=d>>>0){k=67;break}}if((k|0)==9)vd();else if((k|0)==39)vd();else if((k|0)==67){b=f[M>>2]|0;e=f[N>>2]|0;k=68;break}else if((k|0)==83){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=f[M>>2]|0;if(!b)break;e=f[N>>2]|0;if((e|0)!=(b|0))f[N>>2]=e+(~((e+-4-b|0)>>>2)<<2);sOb(b);break}}while(0);if((k|0)==68){aDb(b,e,L);T=f[M>>2]|0;b=f[N>>2]|0;i=T;f[K>>2]=i;do if((b|0)==(T|0))k=73;else{e=L;g=K;while(1){f[e>>2]=f[g>>2];g=(f[L>>2]|0)+4|0;f[L>>2]=g;if((g|0)==(b|0)){k=71;break}e=f[K>>2]|0;h=f[e>>2]|0;if((h|0)==(f[g>>2]|0))break;else{e=K;g=L}}if((k|0)==71){k=73;break}if((e|0)==(b|0))e=b;else{g=e+8|0;if((g|0)!=(b|0))do{T=h;h=f[g>>2]|0;if((T|0)!=(h|0)){e=e+4|0;f[e>>2]=h}g=g+4|0}while((g|0)!=(b|0));e=e+4|0}}while(0);if((k|0)==73)e=b;if((b|0)!=(e|0)){b=b+(~((b+-4-e|0)>>>2)<<2)|0;f[N>>2]=b}f[a>>2]=i;f[a+4>>2]=b;T=M+8|0;f[a+8>>2]=f[T>>2];f[T>>2]=0;f[N>>2]=0;f[M>>2]=0}b=f[O+12>>2]|0;if(b|0)hEa(b,O);g=f[O>>2]|0;if(g|0){b=O+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}b=f[P+12>>2]|0;if(b|0)hEa(b,P);g=f[P>>2]|0;if(g|0){b=P+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}b=f[Q+12>>2]|0;if(b|0)RBa(b,Q);g=f[Q>>2]|0;if(g|0){b=Q+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}b=f[R+12>>2]|0;if(b|0)SBa(b,R);g=f[R>>2]|0;if(!g){u=S;return}b=R+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=S;return}function eEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257288]|0))if(MPb(257288)|0){f[64652]=0;f[64653]=0;f[64654]=0}e=f[64653]|0;if((f[64652]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64653]|0;j=h+-12|0;while(1){e=h+-12|0;f[64653]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-12-i|0)>>>0)/12|0)*12|0);sOb(i);e=f[64653]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function fEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;e=f[k>>2]|0;l=a+4|0;d=f[l>>2]|0;i=d;if(((e-d|0)/12|0)>>>0>=b>>>0){f[l>>2]=i+(b*12|0);return}c=f[a>>2]|0;g=(d-c|0)/12|0;d=g+b|0;j=c;if(d>>>0>357913941)AMb(a);m=(e-c|0)/12|0;e=m<<1;e=m>>>0<178956970?(e>>>0<d>>>0?d:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(g*12|0)|0;g=h+(e*12|0)|0;e=d+(b*12|0)|0;if((i|0)!=(j|0)){c=i;do{m=d;d=d+-12|0;i=c;c=c+-12|0;f[d>>2]=f[c>>2];f[m+-8>>2]=f[i+-8>>2];f[m+-4>>2]=f[i+-4>>2]}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=d;f[l>>2]=e;f[k>>2]=g;if(!c)return;sOb(c);return}function gEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a>>2]|0;e=(f[a+4>>2]|0)-i|0;j=(e|0)/12|0;h=f[b>>2]|0;d=((f[b+4>>2]|0)-h|0)/12|0;g=d-j|0;c=h+(g*12|0)|0;a:do if((g|0)<0)a=h;else{if(!e){j=1;return j|0}else a=h;b:while(1){b=0;while(1){if(+n[i+(b*12|0)>>2]!=+n[a+(b*12|0)>>2])break;if(+n[i+(b*12|0)+4>>2]!=+n[a+(b*12|0)+4>>2])break;if(+n[i+(b*12|0)+8>>2]!=+n[a+(b*12|0)+8>>2])break;b=b+1|0;if(b>>>0>=j>>>0){a=1;break b}}a=a+12|0;if(a>>>0>c>>>0)break a}return a|0}while(0);g=h+(d*12|0)|0;if(a>>>0>=g>>>0){j=0;return j|0}if(!e){j=1;return j|0}c:while(1){b=0;e=0;while(1){c=a+(e*12|0)|0;d=i+(e*12|0)|0;if(c>>>0<g>>>0){if(+n[d>>2]!=+n[c>>2])break;if(+n[i+(e*12|0)+4>>2]!=+n[a+(e*12|0)+4>>2])break;if(+n[i+(e*12|0)+8>>2]!=+n[a+(e*12|0)+8>>2])break}else{if(+n[d>>2]!=+n[h+(b*12|0)>>2])break;if(+n[i+(e*12|0)+4>>2]!=+n[h+(b*12|0)+4>>2])break;if(+n[i+(e*12|0)+8>>2]!=+n[h+(b*12|0)+8>>2])break;else b=b+1|0}e=e+1|0;if(e>>>0>=j>>>0){a=1;b=21;break c}}a=a+12|0;if(a>>>0>=g>>>0){a=0;b=21;break}}if((b|0)==21)return a|0;return 0}function hEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-12-a|0)>>>0)/12|0)*12|0);if(!(b[257288]|0))if(MPb(257288)|0){f[64652]=0;f[64653]=0;f[64654]=0}a=f[64653]|0;if(a>>>0<(f[64654]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64653]=a+12;return}else{iEa(258608,c);return}}function iEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function jEa(a,c){a=a|0;c=c|0;var d=0,e=0;e=c+148|0;d=b[e>>0]|0;b[e>>0]=d<<1&4|d&-5;kEa(a,c,c+56|0,(d&4)==0);return}function kEa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0;f[a>>2]=c;k=a+4|0;f[k>>2]=d;VDa(a+32|0,f[64651]|0);MDa(a+48|0,f[64651]|0);d=lMa((f[a>>2]|0)+52|0)|0;f[a+64>>2]=d;d=a+80|0;g=f[a>>2]|0;c=f[g+24>>2]|0;if(c>>>0<1537)if((f[g+28>>2]|0)>>>0<1025){j=(f[g+32>>2]|0)>>>0<513;b[d>>0]=j&1;if(j){r=+n[g+124>>2];q=+n[g+136>>2];p=+n[g+128>>2];o=+n[g+140>>2];m=+n[g+132>>2];l=+n[g+144>>2];n[a+8>>2]=r-q;n[a+12>>2]=p-o;n[a+16>>2]=m-l;n[a+20>>2]=r+q;n[a+24>>2]=p+o;n[a+28>>2]=m+l;return}}else h=3;else h=3;if((h|0)==3)b[d>>0]=0;if(!(b[g+148>>0]&2)){d=f[g+40>>2]|0;j=f[g+44>>2]|0;c=d-(f[g+36>>2]|0)|0;d=j-d|0;j=(f[g+108>>2]|0)-j|0}else{d=f[g+28>>2]|0;j=f[g+32>>2]|0}c=((c>>>0)/1536|0)+(((c>>>0)%1536|0|0)!=0&1)|0;f[a+68>>2]=0;f[a+72>>2]=c;c=(d>>>10)+((d&1023|0)!=0&1)+c|0;f[a+76>>2]=c;if(!e)return;h=f[k>>2]|0;e=f[h>>2]|0;i=h+4|0;g=f[i>>2]|0;if((e|0)==(g|0)){d=(j>>>9)+((j&511|0)!=0&1)+c|0;c=(g-e|0)/24|0;if(d>>>0>c>>>0)lEa(h,d-c|0);else if(!(d>>>0>=c>>>0|(d|0)==0)){j=e+(~((((X(d,-24)|0)+-24|0)>>>0)/24|0)*24|0)|0;f[i>>2]=j}c=f[k>>2]|0;g=f[c>>2]|0;c=(f[c+4>>2]|0)-g|0;if((c|0)>0){d=(c>>>0)/24|0;c=g;while(1){f[c>>2]=1065353216;f[c+4>>2]=1065353216;f[c+8>>2]=1065353216;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;if((d|0)>1){d=d+-1|0;c=c+24|0}else break}}}mEa(a,0,1536);mEa(a,1,1024);mEa(a,2,512);return}function lEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/24|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;c=(f[k>>2]|0)+24|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/24|0;c=e+b|0;if(c>>>0>178956970)AMb(a);g=(g-d|0)/24|0;i=g<<1;c=g>>>0<89478485?(i>>>0<c>>>0?c:i):178956970;do if(!c)h=0;else if(c>>>0>178956970)vd();else{h=pOb(c*24|0)|0;break}while(0);i=h+(e*24|0)|0;g=i;d=h+(c*24|0)|0;c=i;h=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;c=h+24|0;h=c;b=b+-1|0}while((b|0)!=0);e=d;c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=b;b=b+-24|0;g=d;d=d+-24|0;f[b>>2]=f[d>>2];f[i+-20>>2]=f[g+-20>>2];f[i+-16>>2]=f[g+-16>>2];f[i+-12>>2]=f[g+-12>>2];f[i+-8>>2]=f[g+-8>>2];f[i+-4>>2]=f[g+-4>>2]}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function mEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;E=u;u=u+48|0;m=E+24|0;B=E;d=f[a>>2]|0;e=b&255;C=f[d+24+(e<<2)>>2]|0;if(!C){u=E;return}RDa(m,d,b,a+32|0,a+48|0);b=f[a+68+(e<<2)>>2]|0;e=b+1|0;A=a+4|0;a=f[A>>2]|0;g=f[a>>2]|0;a=((f[a+4>>2]|0)-g|0)/24|0;a:do if(e>>>0<a>>>0){d=0;while(1){if(!(+n[g+(e*24|0)>>2]<=+n[g+(e*24|0)+12>>2]))break a;d=d+c|0;b=e+1|0;if(b>>>0<a>>>0){z=e;e=b;b=z}else{b=e;break}}}else d=0;while(0);if(d>>>0<C>>>0){t=B+4|0;v=B+8|0;w=B+12|0;x=B+16|0;y=B+20|0;p=f[m>>2]|0;z=f[m+12>>2]|0;q=f[m+20>>2]|0;r=f[m+8>>2]|0;o=f[m+16>>2]|0;p=(f[p>>2]|0)==(f[p+4>>2]|0);while(1){m=d+c|0;a=d;d=C>>>0<m>>>0?C:m;f[B>>2]=1065353216;f[t>>2]=1065353216;f[v>>2]=1065353216;f[w>>2]=0;f[x>>2]=0;f[y>>2]=0;e=a+1|0;g=(a|0)==-1;b:do if(p){if(g)h=1.0;else{a=q+((X(a+z|0,r)|0)<<2)|0;g=f[a>>2]|0;F=f[a+4>>2]|0;a=f[a+8>>2]|0;f[B>>2]=g;f[t>>2]=F;f[v>>2]=a;f[w>>2]=g;f[x>>2]=F;f[y>>2]=a;h=(f[s>>2]=g,+n[s>>2])}if(e>>>0<d>>>0)while(1){F=q+((X(e+z|0,r)|0)<<2)|0;i=+n[F>>2];k=+n[F+4>>2];l=+n[F+8>>2];if(i<h){a=B;D=15}else if(i>+n[w>>2]){a=w;D=15}if((D|0)==15){D=0;n[a>>2]=i}if(k<+n[t>>2]){a=B;D=18}else if(k>+n[x>>2]){a=w;D=18}if((D|0)==18){D=0;n[a+4>>2]=k}if(l<+n[v>>2]){a=B;D=21}else if(l>+n[y>>2]){a=w;D=21}if((D|0)==21){D=0;n[a+8>>2]=l}e=e+1|0;if((e|0)==(d|0))break b;h=+n[B>>2]}}else{if(g)h=1.0;else{g=q+((X(r,j[o+(a<<1)>>1]|0)|0)<<2)|0;F=f[g>>2]|0;a=f[g+4>>2]|0;g=f[g+8>>2]|0;f[B>>2]=F;f[t>>2]=a;f[v>>2]=g;f[w>>2]=F;f[x>>2]=a;f[y>>2]=g;h=(f[s>>2]=F,+n[s>>2])}if(e>>>0<d>>>0)while(1){F=q+((X(r,j[o+(e<<1)>>1]|0)|0)<<2)|0;i=+n[F>>2];k=+n[F+4>>2];l=+n[F+8>>2];if(i<h){a=B;D=27}else if(i>+n[w>>2]){a=w;D=27}if((D|0)==27){D=0;n[a>>2]=i}if(k<+n[t>>2]){a=B;D=30}else if(k>+n[x>>2]){a=w;D=30}if((D|0)==30){D=0;n[a+4>>2]=k}if(l<+n[v>>2]){a=B;D=33}else if(l>+n[y>>2]){a=w;D=33}if((D|0)==33){D=0;n[a+8>>2]=l}e=e+1|0;if((e|0)==(d|0))break b;h=+n[B>>2]}}while(0);F=f[f[A>>2]>>2]|0;f[F+(b*24|0)>>2]=f[B>>2];f[F+(b*24|0)+4>>2]=f[t>>2];f[F+(b*24|0)+8>>2]=f[v>>2];f[F+(b*24|0)+12>>2]=f[w>>2];f[F+(b*24|0)+16>>2]=f[x>>2];f[F+(b*24|0)+20>>2]=f[y>>2];if(C>>>0<=m>>>0)break;else b=b+1|0}}u=E;return}function nEa(a,b){a=a|0;b=b|0;oEa(a,b);return}function oEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=u;u=u+32|0;m=o+8|0;n=o;e=f[a>>2]|0;g=f[e>>2]|0;if(!(b[e+80>>0]|0)){l=b[a+12>>0]|0;d=l;a=(f[a+4>>2]|0)-(f[e+68+((l&255)<<2)>>2]|0)|0}else{d=b[a+12>>0]|0;a=0}switch(d<<24>>24){case 0:{l=a*1536|0;j=l+1536|0;k=f[g+24>>2]|0;j=k>>>0<j>>>0?k:j;k=l;l=j-(((j-l|0)>>>0)%3|0)|0;break}case 1:{k=a<<10;l=k+1024|0;j=f[g+28>>2]|0;l=(j>>>0<l>>>0?j:l)&-2;break}case 2:{k=a<<9;l=k+512|0;j=f[g+32>>2]|0;l=j>>>0<l>>>0?j:l;break}default:{u=o;return}}RDa(m,g,d,e+32|0,e+48|0);i=f[c>>2]|0;j=c+4|0;a=f[j>>2]|0;d=i;if((a|0)!=(i|0)){a=a+(~(((a+-24-d|0)>>>0)/24|0)*24|0)|0;f[j>>2]=a}h=c+8|0;if((((f[h>>2]|0)-d|0)/24|0)>>>0<1536){g=pOb(36864)|0;d=g+(((a-d|0)/24|0)*24|0)|0;e=d;g=g+36864|0;if((a|0)==(i|0))a=e;else{do{q=a;a=a+-24|0;p[d+-24>>3]=+p[a>>3];p[d+-16>>3]=+p[q+-16>>3];p[d+-8>>3]=+p[q+-8>>3];d=d+-24|0}while((a|0)!=(i|0));a=d}f[c>>2]=a;f[j>>2]=e;f[h>>2]=g;if(i|0)sOb(i)}f[n>>2]=c;pEa(m,k,l,n);u=o;return}function pEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0.0,r=0.0;o=f[a>>2]|0;if((f[o>>2]|0)==(f[o+4>>2]|0)){m=f[a+12>>2]|0;if(b>>>0>=c>>>0)return;o=a+20|0;l=a+8|0;do{a=(f[o>>2]|0)+((X(f[l>>2]|0,b+m|0)|0)<<2)|0;e=f[d>>2]|0;g=a+4|0;h=a+8|0;i=e+4|0;k=f[i>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){r=+n[g>>2];q=+n[h>>2];p[k>>3]=+n[a>>2];p[k+8>>3]=r;p[k+16>>3]=q;f[i>>2]=k+24}else qEa(e,a,g,h);b=b+1|0}while((b|0)!=(c|0));return}else{m=f[a+16>>2]|0;if(b>>>0>=c>>>0)return;o=a+20|0;l=a+8|0;do{a=(f[o>>2]|0)+((X(f[l>>2]|0,j[m+(b<<1)>>1]|0)|0)<<2)|0;e=f[d>>2]|0;g=a+4|0;h=a+8|0;i=e+4|0;k=f[i>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){q=+n[g>>2];r=+n[h>>2];p[k>>3]=+n[a>>2];p[k+8>>3]=q;p[k+16>>3]=r;f[i>>2]=k+24}else qEa(e,a,g,h);b=b+1|0}while((b|0)!=(c|0));return}}function qEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0;o=a+4|0;g=f[o>>2]|0;q=f[a>>2]|0;j=(g-q|0)/24|0;e=j+1|0;l=q;if(e>>>0>178956970)AMb(a);m=a+8|0;k=((f[m>>2]|0)-q|0)/24|0;h=k<<1;h=k>>>0<89478485?(h>>>0<e>>>0?e:h):178956970;do if(!h)i=0;else if(h>>>0>178956970)vd();else{i=pOb(h*24|0)|0;break}while(0);e=i+(j*24|0)|0;k=i+(h*24|0)|0;s=+n[c>>2];r=+n[d>>2];p[e>>3]=+n[b>>2];p[i+(j*24|0)+8>>3]=s;p[i+(j*24|0)+16>>3]=r;h=e+24|0;if((g|0)!=(l|0))do{j=g;g=g+-24|0;p[e+-24>>3]=+p[g>>3];p[e+-16>>3]=+p[j+-16>>3];p[e+-8>>3]=+p[j+-8>>3];e=e+-24|0}while((g|0)!=(l|0));f[a>>2]=e;f[o>>2]=h;f[m>>2]=k;if(!q)return;sOb(q);return}function rEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+72>>2]|0;e=f[c+68>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=0;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function sEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+76>>2]|0;e=f[c+72>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=1;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function tEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+4>>2]|0;d=((f[d+4>>2]|0)-(f[d>>2]|0)|0)/24|0;e=f[c+76>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=2;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function uEa(a){a=a|0;var c=0;c=(f[a+4>>2]|0)+1|0;if(c>>>0>=(f[a+8>>2]|0)>>>0){c=0;return c|0}if(b[a+13>>0]|0){c=1;return c|0}a=f[f[(f[a>>2]|0)+4>>2]>>2]|0;c=+n[a+(c*24|0)>>2]<=+n[a+(c*24|0)+12>>2];return c|0}function vEa(a){a=a|0;a=a+4|0;f[a>>2]=(f[a>>2]|0)+1;return}function wEa(a){a=a|0;var c=0;c=f[a>>2]|0;if(!(b[c+80>>0]|0)){c=(f[f[c+4>>2]>>2]|0)+((f[a+4>>2]|0)*24|0)|0;return c|0}else{c=c+8|0;return c|0}return 0}function xEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+32|0;A=D+24|0;B=D;f[A>>2]=0;f[A+4>>2]=-1;a=(IRa(a)|0)+8|0;a=f[a>>2]|0;a:do if(!a){g=0;a=0}else{g=f[(f[a+12>>2]|0)+56>>2]|0;if(!g)do{a=f[a>>2]|0;if(!a){g=0;a=0;break a}g=f[(f[a+12>>2]|0)+56>>2]|0}while((g|0)==0)}while(0);m=e+12|0;o=B+4|0;p=e+4|0;q=B+8|0;r=e+8|0;s=e+12|0;t=B+12|0;v=B+16|0;w=e+16|0;x=B+20|0;y=e+20|0;z=B+12|0;if(!a){u=D;return}b:while(1){do{h=f[g+12>>2]|0;do if(h|0){E=h+200|0;if((f[E>>2]&-268435456|0)==0&0==0)if(yEa(h,A,b,c,d,B)|0){i=+n[e>>2];j=+n[m>>2];if(!(i<=j)){f[e>>2]=f[B>>2];f[p>>2]=f[o>>2];f[r>>2]=f[q>>2];f[s>>2]=f[t>>2];f[w>>2]=f[v>>2];f[y>>2]=f[x>>2];break}k=+n[B>>2];l=+n[z>>2];if(k<=l){if(k<i){h=e;C=15}else if(k>j){h=s;C=15}if((C|0)==15){C=0;n[h>>2]=k}i=+n[o>>2];if(i<+n[p>>2]){h=e;C=18}else if(i>+n[w>>2]){h=s;C=18}if((C|0)==18){C=0;n[h+4>>2]=i}i=+n[q>>2];if(i<+n[r>>2]){h=e;C=21}else if(i>+n[y>>2]){h=s;C=21}if((C|0)==21){C=0;n[h+8>>2]=i}if(l<+n[e>>2]){h=e;C=24}else if(l>+n[s>>2]){h=s;C=24}if((C|0)==24){C=0;n[h>>2]=l}i=+n[v>>2];if(i<+n[p>>2]){h=e;C=27}else if(i>+n[w>>2]){h=s;C=27}if((C|0)==27){C=0;n[h+4>>2]=i}i=+n[x>>2];if(i<+n[r>>2])h=e;else if(i>+n[y>>2])h=s;else break;n[h+8>>2]=i}}}while(0);g=f[g>>2]|0}while((g|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;g=f[(f[a+12>>2]|0)+56>>2]|0;if(g)continue b}}u=D;return}function yEa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0;j=u;u=u+32|0;i=j;if(!e)if(f[a+196>>2]&65536|0){i=0;u=j;return i|0}e=f[a+4>>2]|0;if(!e){g=a+116|0;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;i=0;u=j;return i|0}if(g)if(!(b[(f[e+44>>2]|0)+148>>0]&2)){g=a+116|0;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;i=0;u=j;return i|0}else{aEa(i,d,a);d=f[i>>2]|0;f[i>>2]=f[h>>2];f[h>>2]=d;e=i+4|0;a=f[e>>2]|0;g=h+4|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=i+8|0;a=f[g>>2]|0;e=h+8|0;f[g>>2]=f[e>>2];f[e>>2]=a;e=h+12|0;a=i+12|0;g=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=g;e=i+16|0;a=f[e>>2]|0;c=h+16|0;f[e>>2]=f[c>>2];f[c>>2]=a;f[h+20>>2]=f[i+20>>2];k=(f[s>>2]=d,+n[s>>2]);i=k<=(f[s>>2]=g,+n[s>>2]);u=j;return i|0}else{if(d)if(!((GJa(a)|0)<<24>>24)){i=0;u=j;return i|0}JJa(a,h,h+12|0);i=1;u=j;return i|0}return 0}function zEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+20|0;m=o+8|0;k=o;f[m>>2]=0;n=m+4|0;f[n>>2]=0;f[m+8>>2]=0;f[l>>2]=f[64655];IQa(k,a,l);g=f[(f[k>>2]|0)+56>>2]|0;if(!g){g=0;h=0}else{j=m+8|0;do{h=g;i=(f[h+12>>2]|0)+200|0;if((f[i>>2]&-268435456|0)==0&0==0){h=f[h+8>>2]|0;f[l>>2]=h;i=f[n>>2]|0;if(i>>>0<(f[j>>2]|0)>>>0){f[i>>2]=0;f[i+4>>2]=h;f[n>>2]=i+8}else BEa(m,258620,l)}g=f[g>>2]|0}while((g|0)!=0);g=f[m>>2]|0;h=f[n>>2]|0}f[l>>2]=h-g>>3;AEa(a,g,l,b,c,d,e);g=f[k+4>>2]|0;if(g|0)iOb(g);g=f[m>>2]|0;if(!g){u=o;return}h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);u=o;return}function AEa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+32|0;z=D+24|0;A=D;B=f[c>>2]|0;if(!B){u=D;return}k=z+4|0;l=B;do{i=l+-1|0;f[c>>2]=i;i=b+(i<<3)|0;ARa(z,a,i);j=f[z>>2]|0;if(!j)j=0;else{y=i;f[y>>2]=0;f[y+4>>2]=-1;j=yEa(j,i,d,e,g,h)|0}i=f[k>>2]|0;if(i|0)iOb(i);l=f[c>>2]|0;i=(l|0)==0;if(j){C=9;break}}while(!i);if((C|0)==9)if(!i){k=z+4|0;o=A+4|0;p=h+4|0;q=A+8|0;r=h+8|0;s=A+12|0;t=A+16|0;v=A+20|0;w=h+12|0;x=h+20|0;y=h+16|0;i=l;do{i=i+-1|0;f[c>>2]=i;i=b+(i<<3)|0;ARa(z,a,i);j=f[z>>2]|0;if(!j)i=0;else{l=i;f[l>>2]=0;f[l+4>>2]=-1;i=yEa(j,i,d,e,g,A)|0}j=f[k>>2]|0;if(j|0)iOb(j);do if(i){m=+n[A>>2];if(m<+n[h>>2]){i=h;C=18}else if(m>+n[w>>2]){i=w;C=18}if((C|0)==18){C=0;n[i>>2]=m}m=+n[o>>2];if(m<+n[p>>2]){i=h;C=21}else if(m>+n[y>>2]){i=w;C=21}if((C|0)==21){C=0;n[i+4>>2]=m}m=+n[q>>2];if(m<+n[r>>2]){i=h;C=24}else if(m>+n[x>>2]){i=w;C=24}if((C|0)==24){C=0;n[i+8>>2]=m}m=+n[s>>2];if(m<+n[h>>2]){i=h;C=27}else if(m>+n[w>>2]){i=w;C=27}if((C|0)==27){C=0;n[i>>2]=m}m=+n[t>>2];if(m<+n[p>>2]){i=h;C=30}else if(m>+n[y>>2]){i=w;C=30}if((C|0)==30){C=0;n[i+4>>2]=m}m=+n[v>>2];if(m<+n[r>>2])i=h;else if(m>+n[x>>2])i=w;else break;n[i+8>>2]=m}while(0);i=f[c>>2]|0}while((i|0)!=0)}l=b+(B<<3)|0;i=b;while(1){if(!(f[i>>2]|0))if((f[i+4>>2]|0)==-1){C=39;break}i=i+8|0;if((i|0)==(l|0)){i=l;break}}a:do if((C|0)==39)if((i|0)==(l|0))i=l;else{j=i;while(1){do{k=j;j=j+8|0;if((j|0)==(l|0))break a;if(f[j>>2]|0)break}while((f[k+12>>2]|0)==-1);A=j;B=f[A+4>>2]|0;C=i;f[C>>2]=f[A>>2];f[C+4>>2]=B;i=i+8|0}}while(0);f[c>>2]=i-b>>3;u=D;return}function BEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function CEa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;G=u;u=u+64|0;o=G+48|0;m=G+44|0;l=G+40|0;q=G+36|0;r=G+32|0;t=G+52|0;v=G+28|0;w=G+24|0;d=G;f[d>>2]=1065353216;E=d+4|0;f[E>>2]=1065353216;F=d+8|0;f[F>>2]=1065353216;i=d+12|0;f[i>>2]=0;C=d+16|0;f[C>>2]=0;D=d+20|0;f[D>>2]=0;j=gSa(a)|0;h=j+40|0;if(!(b[h>>0]|0))h=j+4|0;else{b[h>>0]=0;f[q>>2]=f[j>>2];h=j+4|0;f[r>>2]=f[h>>2];f[l>>2]=f[q>>2];f[m>>2]=f[r>>2];b[o>>0]=b[t>>0]|0;H=aDa(l,m,o)|0;f[v>>2]=H;f[w>>2]=f[h>>2];f[m>>2]=f[v>>2];f[o>>2]=f[w>>2];bDa(j,m,o)|0}if((f[j>>2]|0)==(f[h>>2]|0)){e=1.0;x=0.0;y=1.0;z=1.0;A=0.0}else{K=DEa(gSa(a)|0)|0;J=f[K>>2]|0;f[d>>2]=J;h=f[K+4>>2]|0;f[E>>2]=h;H=f[K+8>>2]|0;f[F>>2]=H;I=f[K+12>>2]|0;f[i>>2]=I;j=f[K+16>>2]|0;f[C>>2]=j;f[D>>2]=f[K+20>>2];y=(f[s>>2]=J,+n[s>>2]);x=(f[s>>2]=I,+n[s>>2]);z=(f[s>>2]=h,+n[s>>2]);A=(f[s>>2]=j,+n[s>>2]);e=(f[s>>2]=H,+n[s>>2])}j=FQa(a)|0;h=j+40|0;if(!(b[h>>0]|0))h=j+4|0;else{b[h>>0]=0;f[q>>2]=f[j>>2];h=j+4|0;f[r>>2]=f[h>>2];f[l>>2]=f[q>>2];f[m>>2]=f[r>>2];b[o>>0]=b[t>>0]|0;K=cDa(l,m,o)|0;f[v>>2]=K;f[w>>2]=f[h>>2];f[m>>2]=f[v>>2];f[o>>2]=f[w>>2];dDa(j,m,o)|0}do if((f[j>>2]|0)==(f[h>>2]|0))h=d+12|0;else{l=EEa(FQa(a)|0)|0;h=d+12|0;if(!(y<=x)){f[d>>2]=f[l>>2];f[E>>2]=f[l+4>>2];f[F>>2]=f[l+8>>2];f[i>>2]=f[l+12>>2];f[C>>2]=f[l+16>>2];f[D>>2]=f[l+20>>2];break}g=+n[l>>2];k=+n[l+12>>2];if(g<=k){if(g<y){j=d;B=15}else if(g>x){j=i;B=15}if((B|0)==15)n[j>>2]=g;g=+n[l+4>>2];if(g<z){j=d;B=18}else if(g>A){j=i;B=18}if((B|0)==18){n[j+4>>2]=g;e=+n[F>>2]}g=+n[l+8>>2];if(g<e){j=d;B=21}else if(g>+n[D>>2]){j=i;B=21}if((B|0)==21)n[j+8>>2]=g;if(k<+n[d>>2]){j=d;B=24}else if(k>+n[i>>2]){j=i;B=24}if((B|0)==24)n[j>>2]=k;e=+n[l+16>>2];if(e<+n[E>>2]){j=d;B=27}else if(e>+n[C>>2]){j=i;B=27}if((B|0)==27)n[j+4>>2]=e;e=+n[l+20>>2];if(e<+n[F>>2])i=d;else if(!(e>+n[D>>2]))break;n[i+8>>2]=e}}while(0);g=+n[d>>2];e=+n[h>>2];if(!(g<=e)){K=0;u=G;return K|0}x=+n[E>>2];y=+n[F>>2];z=+n[C>>2];A=+n[D>>2];p[c>>3]=g;p[c+8>>3]=x;p[c+16>>3]=y;p[c+24>>3]=e;p[c+32>>3]=z;p[c+40>>3]=A;K=1;u=G;return K|0}function DEa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,t=0,v=0;v=u;u=u+32|0;e=v+24|0;d=v+20|0;c=v+16|0;g=v+12|0;h=v+8|0;i=v+4|0;j=v;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];r=a+4|0;f[h>>2]=f[r>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[v+28>>0]|0;q=aDa(c,d,e)|0;f[i>>2]=q;f[j>>2]=f[r>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];bDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0))d=a+12|0;else{b[c>>0]=0;d=a+12|0;f[d>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;e=f[a+4>>2]|0;if((c|0)!=(e|0)){g=a+42|0;do{if(!(GEa(f[c>>2]|0)|0))b[g>>0]=1;c=c+4|0}while((c|0)!=(e|0))}}i=a+12|0;if(+n[i>>2]<=+n[a+24>>2])if(+n[a+16>>2]<=+n[a+28>>2])if(+n[a+20>>2]<=+n[a+32>>2]){u=v;return d|0}c=f[a>>2]|0;j=f[a+4>>2]|0;if((c|0)==(j|0)){u=v;return d|0}h=f[c>>2]|0;e=f[h>>2]|0;f[d>>2]=e;k=a+16|0;f[k>>2]=f[h+4>>2];o=a+20|0;f[o>>2]=f[h+8>>2];p=a+24|0;f[p>>2]=f[h+12>>2];q=a+28|0;f[q>>2]=f[h+16>>2];r=a+32|0;f[r>>2]=f[h+20>>2];c=c+4|0;if((c|0)==(j|0)){u=v;return d|0}h=a+12|0;l=(f[s>>2]=e,+n[s>>2]);while(1){g=f[c>>2]|0;m=+n[g>>2];if(m<l){e=h;t=18}else if(m>+n[p>>2]){e=p;t=18}if((t|0)==18){t=0;n[e>>2]=m}l=+n[g+4>>2];if(l<+n[k>>2]){e=h;t=21}else if(l>+n[q>>2]){e=p;t=21}if((t|0)==21){t=0;n[e+4>>2]=l}l=+n[g+8>>2];if(l<+n[o>>2]){e=h;t=24}else if(l>+n[r>>2]){e=p;t=24}if((t|0)==24){t=0;n[e+8>>2]=l}l=+n[g+12>>2];if(l<+n[i>>2]){e=h;t=27}else if(l>+n[p>>2]){e=p;t=27}if((t|0)==27){t=0;n[e>>2]=l}l=+n[g+16>>2];if(l<+n[k>>2]){e=h;t=30}else if(l>+n[q>>2]){e=p;t=30}if((t|0)==30){t=0;n[e+4>>2]=l}l=+n[g+20>>2];if(l<+n[o>>2]){e=h;t=35}else if(l>+n[r>>2]){e=p;t=35}if((t|0)==35){t=0;n[e+8>>2]=l}c=c+4|0;if((c|0)==(j|0))break;l=+n[i>>2]}u=v;return d|0}function EEa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,t=0,v=0;v=u;u=u+32|0;e=v+24|0;d=v+20|0;c=v+16|0;g=v+12|0;h=v+8|0;i=v+4|0;j=v;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];r=a+4|0;f[h>>2]=f[r>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[v+28>>0]|0;q=cDa(c,d,e)|0;f[i>>2]=q;f[j>>2]=f[r>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];dDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0))d=a+12|0;else{b[c>>0]=0;d=a+12|0;f[d>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;e=f[a+4>>2]|0;if((c|0)!=(e|0)){g=a+42|0;do{if(!(FEa(f[c>>2]|0)|0))b[g>>0]=1;c=c+4|0}while((c|0)!=(e|0))}}i=a+12|0;if(+n[i>>2]<=+n[a+24>>2])if(+n[a+16>>2]<=+n[a+28>>2])if(+n[a+20>>2]<=+n[a+32>>2]){u=v;return d|0}c=f[a>>2]|0;j=f[a+4>>2]|0;if((c|0)==(j|0)){u=v;return d|0}h=f[c>>2]|0;e=f[h>>2]|0;f[d>>2]=e;k=a+16|0;f[k>>2]=f[h+4>>2];o=a+20|0;f[o>>2]=f[h+8>>2];p=a+24|0;f[p>>2]=f[h+12>>2];q=a+28|0;f[q>>2]=f[h+16>>2];r=a+32|0;f[r>>2]=f[h+20>>2];c=c+4|0;if((c|0)==(j|0)){u=v;return d|0}h=a+12|0;l=(f[s>>2]=e,+n[s>>2]);while(1){g=f[c>>2]|0;m=+n[g>>2];if(m<l){e=h;t=18}else if(m>+n[p>>2]){e=p;t=18}if((t|0)==18){t=0;n[e>>2]=m}l=+n[g+4>>2];if(l<+n[k>>2]){e=h;t=21}else if(l>+n[q>>2]){e=p;t=21}if((t|0)==21){t=0;n[e+4>>2]=l}l=+n[g+8>>2];if(l<+n[o>>2]){e=h;t=24}else if(l>+n[r>>2]){e=p;t=24}if((t|0)==24){t=0;n[e+8>>2]=l}l=+n[g+12>>2];if(l<+n[i>>2]){e=h;t=27}else if(l>+n[p>>2]){e=p;t=27}if((t|0)==27){t=0;n[e>>2]=l}l=+n[g+16>>2];if(l<+n[k>>2]){e=h;t=30}else if(l>+n[q>>2]){e=p;t=30}if((t|0)==30){t=0;n[e+4>>2]=l}l=+n[g+20>>2];if(l<+n[o>>2]){e=h;t=35}else if(l>+n[r>>2]){e=p;t=35}if((t|0)==35){t=0;n[e+8>>2]=l}c=c+4|0;if((c|0)==(j|0))break;l=+n[i>>2]}u=v;return d|0}function FEa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;c=a+49|0;if(b[c>>0]|0){t=1;u=v;return t|0}if(f[a+36>>2]|0){t=0;u=v;return t|0}e=f[a+24>>2]|0;d=a+28|0;if((e|0)==(f[d>>2]|0)){t=0;u=v;return t|0}b[c>>0]=1;cGa(s,f[e>>2]|0);p=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=p;p=s+4|0;r=f[p>>2]|0;m=a+4|0;f[p>>2]=f[m>>2];f[m>>2]=r;r=s+8|0;p=f[r>>2]|0;o=a+8|0;f[r>>2]=f[o>>2];f[o>>2]=p;p=a+12|0;r=s+12|0;l=f[r>>2]|0;f[r>>2]=f[p>>2];f[p>>2]=l;l=s+16|0;r=f[l>>2]|0;q=a+16|0;f[l>>2]=f[q>>2];f[q>>2]=r;r=a+20|0;f[r>>2]=f[s+20>>2];l=f[d>>2]|0;c=e+4|0;if((c|0)==(l|0)){t=1;u=v;return t|0}e=s+4|0;h=s+8|0;i=s+12|0;j=s+16|0;k=s+20|0;do{cGa(s,f[c>>2]|0);g=+n[s>>2];if(g<+n[a>>2]){d=a;t=8}else if(g>+n[p>>2]){d=p;t=8}if((t|0)==8){t=0;n[d>>2]=g}g=+n[e>>2];if(g<+n[m>>2]){d=a;t=11}else if(g>+n[q>>2]){d=p;t=11}if((t|0)==11){t=0;n[d+4>>2]=g}g=+n[h>>2];if(g<+n[o>>2]){d=a;t=14}else if(g>+n[r>>2]){d=p;t=14}if((t|0)==14){t=0;n[d+8>>2]=g}g=+n[i>>2];if(g<+n[a>>2]){d=a;t=17}else if(g>+n[p>>2]){d=p;t=17}if((t|0)==17){t=0;n[d>>2]=g}g=+n[j>>2];if(g<+n[m>>2]){d=a;t=20}else if(g>+n[q>>2]){d=p;t=20}if((t|0)==20){t=0;n[d+4>>2]=g}g=+n[k>>2];if(g<+n[o>>2]){d=a;t=23}else if(g>+n[r>>2]){d=p;t=23}if((t|0)==23){t=0;n[d+8>>2]=g}c=c+4|0}while((c|0)!=(l|0));c=1;u=v;return c|0}function GEa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;c=a+49|0;if(b[c>>0]|0){t=1;u=v;return t|0}if(f[a+36>>2]|0){t=0;u=v;return t|0}e=f[a+24>>2]|0;d=a+28|0;if((e|0)==(f[d>>2]|0)){t=0;u=v;return t|0}b[c>>0]=1;UNa(s,f[e>>2]|0);p=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=p;p=s+4|0;r=f[p>>2]|0;m=a+4|0;f[p>>2]=f[m>>2];f[m>>2]=r;r=s+8|0;p=f[r>>2]|0;o=a+8|0;f[r>>2]=f[o>>2];f[o>>2]=p;p=a+12|0;r=s+12|0;l=f[r>>2]|0;f[r>>2]=f[p>>2];f[p>>2]=l;l=s+16|0;r=f[l>>2]|0;q=a+16|0;f[l>>2]=f[q>>2];f[q>>2]=r;r=a+20|0;f[r>>2]=f[s+20>>2];l=f[d>>2]|0;c=e+4|0;if((c|0)==(l|0)){t=1;u=v;return t|0}e=s+4|0;h=s+8|0;i=s+12|0;j=s+16|0;k=s+20|0;do{UNa(s,f[c>>2]|0);g=+n[s>>2];if(g<+n[a>>2]){d=a;t=8}else if(g>+n[p>>2]){d=p;t=8}if((t|0)==8){t=0;n[d>>2]=g}g=+n[e>>2];if(g<+n[m>>2]){d=a;t=11}else if(g>+n[q>>2]){d=p;t=11}if((t|0)==11){t=0;n[d+4>>2]=g}g=+n[h>>2];if(g<+n[o>>2]){d=a;t=14}else if(g>+n[r>>2]){d=p;t=14}if((t|0)==14){t=0;n[d+8>>2]=g}g=+n[i>>2];if(g<+n[a>>2]){d=a;t=17}else if(g>+n[p>>2]){d=p;t=17}if((t|0)==17){t=0;n[d>>2]=g}g=+n[j>>2];if(g<+n[m>>2]){d=a;t=20}else if(g>+n[q>>2]){d=p;t=20}if((t|0)==20){t=0;n[d+4>>2]=g}g=+n[k>>2];if(g<+n[o>>2]){d=a;t=23}else if(g>+n[r>>2]){d=p;t=23}if((t|0)==23){t=0;n[d+8>>2]=g}c=c+4|0}while((c|0)!=(l|0));c=1;u=v;return c|0}function HEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[a+44>>2]|0;e=b*3|0;a=f[d+76>>2]|0;b=f[d+72>>2]|0;d=b;if((a|0)==(b|0)){e=0;return e|0}b=(a-b|0)/12|0;a=0;while(1){c=f[d+(a*12|0)>>2]|0;if(e>>>0>=c>>>0)if(e>>>0<((f[d+(a*12|0)+4>>2]|0)+c|0)>>>0){b=6;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=6;break}}if((b|0)==6)return a|0;return 0}function IEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[a+44>>2]|0;e=b<<1;a=f[d+88>>2]|0;b=f[d+84>>2]|0;d=b;if((a|0)==(b|0)){e=0;return e|0}b=(a-b|0)/12|0;a=0;while(1){c=f[d+(a*12|0)>>2]|0;if(e>>>0>=c>>>0)if(e>>>0<((f[d+(a*12|0)+4>>2]|0)+c|0)>>>0){b=6;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=6;break}}if((b|0)==6)return a|0;return 0}function JEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=f[a+44>>2]|0;a=f[c+100>>2]|0;c=f[c+96>>2]|0;e=c;if((a|0)==(c|0)){b=0;return b|0}c=(a-c|0)/12|0;a=0;while(1){d=f[e+(a*12|0)>>2]|0;if(d>>>0<=b>>>0)if(((f[e+(a*12|0)+4>>2]|0)+d|0)>>>0>b>>>0){c=6;break}a=a+1|0;if(a>>>0>=c>>>0){a=0;c=6;break}}if((c|0)==6)return a|0;return 0}function KEa(){if(!(b[257144]|0))MPb(257144)|0;f[64656]=262921;return}function LEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257312]|0))if(MPb(257312)|0){f[64663]=0;f[64664]=0;f[64665]=0}d=f[64664]|0;if((f[64663]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64664]|0;e=d+-20|0;do{g=d+-20|0;f[64664]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64664]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function MEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257304]|0))if(MPb(257304)|0){f[64660]=0;f[64661]=0;f[64662]=0}e=f[64661]|0;if((f[64660]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64661]|0;j=h+-12|0;while(1){e=h+-12|0;f[64661]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(i);e=f[64661]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function NEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257296]|0))if(MPb(257296)|0){f[64657]=0;f[64658]=0;f[64659]=0}e=f[64658]|0;if((f[64657]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64658]|0;j=h+-12|0;while(1){e=h+-12|0;f[64658]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(i);e=f[64658]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function OEa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=e+(d<<2)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;l=e;g=d<<2;h=g>>2;if(h|0){if(h>>>0>1073741823)AMb(a);i=pOb(g)|0;f[k>>2]=i;f[a>>2]=i;f[a+8>>2]=i+(h<<2);if(d|0){d=j+-4|0;g=i;while(1){f[g>>2]=f[e>>2];e=e+4|0;if((e|0)==(j|0))break;else g=g+4|0}f[k>>2]=i+(((d-l|0)>>>2)+1<<2)}}j=c;k=f[j+4>>2]|0;l=a+12|0;f[l>>2]=f[j>>2];f[l+4>>2]=k;b[a+20>>0]=0;return}function PEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function QEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function REa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+64|0;h=i;f[h>>2]=b;g=h+4|0;LEa(g,f[64656]|0);MEa(h+28|0,f[64656]|0);NEa(h+44|0,f[64656]|0);e=h+16|0;if(f[e>>2]|0){d=h+12|0;b=f[d>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);f[d>>2]=0;d=f[h+8>>2]|0;if(d|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0}b=f[c>>2]|0;d=c+4|0;e=f[d>>2]|0;if((e|0)==(b|0)){SEa(a,h,c);TEa(h);u=i;return}f[d>>2]=e+(~((e+-8-b|0)>>>3)<<3);SEa(a,h,c);TEa(h);u=i;return}function SEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;v=x+8|0;t=x;w=b+4|0;m=a+12|0;i=f[m>>2]|0;j=f[a+16>>2]|0;r=j+-1640531527+(i<<6)+(i>>>2)^i;o=b+8|0;p=f[o>>2]|0;q=(p|0)==0;a:do if(q){d=0;s=20}else{h=p+-1|0;g=(h&p|0)==0;if(g)d=r&h;else if(r>>>0<p>>>0)d=r;else d=(r>>>0)%(p>>>0)|0;e=f[(f[w>>2]|0)+(d<<2)>>2]|0;if(!e)s=20;else{e=f[e>>2]|0;if(!e)s=20;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(r|0)|(g&h|0)==(d|0))){s=20;break a}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){s=20;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(r|0)){if(g>>>0>=p>>>0)g=(g>>>0)%(p>>>0)|0;if((g|0)!=(d|0)){s=20;break a}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){s=20;break}}}}}while(0);if((s|0)==20){i=pOb(16)|0;j=m;m=f[j+4>>2]|0;h=i+8|0;f[h>>2]=f[j>>2];f[h+4>>2]=m;f[i+4>>2]=r;f[i>>2]=0;h=b+16|0;k=+(((f[h>>2]|0)+1|0)>>>0);l=+n[b+20>>2];do if(q|l*+(p>>>0)<k){d=p<<1|(p>>>0<3|(p+-1&p|0)!=0)&1;e=~~+W(+(k/l))>>>0;_Ea(w,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&r;break}if(r>>>0<d>>>0){g=d;d=r}else{g=d;d=(r>>>0)%(d>>>0)|0}}else g=p;while(0);e=(f[w>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=b+12|0;f[i>>2]=f[d>>2];f[d>>2]=i;f[e>>2]=d;d=f[i>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[w>>2]|0)+(d<<2)|0;s=33}}else{f[i>>2]=f[d>>2];s=33}if((s|0)==33)f[d>>2]=i;f[h>>2]=(f[h>>2]|0)+1}p=c+4|0;h=f[p>>2]|0;g=f[c>>2]|0;d=h-g>>3;i=f[a>>2]|0;j=(f[a+4>>2]|0)-i>>2;m=h;e=g;if(j>>>0>1){s=f[i+4>>2]|0;i=i+8+(s<<2)|0;if((j+-2-s|0)>>>0>1){o=f[i>>2]|0;j=i+4|0;f[v>>2]=f[a+12>>2];if(!o)e=h;else{i=c+8|0;e=0;h=m;while(1){g=f[j+(e<<2)>>2]|0;f[t>>2]=g;if(h>>>0<(f[i>>2]|0)>>>0){f[h>>2]=f[v>>2];f[h+4>>2]=g;f[p>>2]=h+8}else PEa(c,v,t);e=e+1|0;if((e|0)==(o|0))break;h=f[p>>2]|0}e=f[p>>2]|0;g=f[c>>2]|0}i=g;h=e;e=g}else i=g}else i=g;g=h-i>>3;if(d>>>0>=g>>>0){u=x;return}h=v+4|0;while(1){e=e+(d<<3)|0;if(!($Ea(w,e)|0)){CRa(v,f[b>>2]|0,e);SEa(f[v>>2]|0,b,c);e=f[h>>2]|0;if(e|0)iOb(e)}d=d+1|0;if((d|0)==(g|0))break;e=f[c>>2]|0}u=x;return}function TEa(a){a=a|0;var b=0,c=0,d=0;b=a+44|0;c=f[a+56>>2]|0;if(c|0)UEa(c,b);b=f[b>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=a+28|0;c=f[a+40>>2]|0;if(c|0)VEa(c,b);b=f[b>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}c=a+4|0;b=f[a+24>>2]|0;if(b|0)WEa(b,c);b=f[a+12>>2]|0;if(b|0)do{a=b;b=f[b>>2]|0;sOb(a)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(!b)return;sOb(b);return}function UEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);if(!(b[257296]|0))if(MPb(257296)|0){f[64657]=0;f[64658]=0;f[64659]=0}a=f[64658]|0;if(a>>>0<(f[64659]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64658]=a+12;return}else{ZEa(258628,c);return}}function VEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);if(!(b[257304]|0))if(MPb(257304)|0){f[64660]=0;f[64661]=0;f[64662]=0}a=f[64661]|0;if(a>>>0<(f[64662]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64661]=a+12;return}else{YEa(258640,c);return}}function WEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257312]|0))if(MPb(257312)|0){f[64663]=0;f[64664]=0;f[64665]=0}a=f[64664]|0;if(a>>>0>=(f[64665]|0)>>>0){XEa(258652,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64664]=(f[64664]|0)+20;return}function XEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function YEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function ZEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function _Ea(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){aFa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;aFa(a,b);return}function $Ea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function aFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function bFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+96|0;m=t+8|0;n=t+84|0;s=t+24|0;o=t;p=t+16|0;f[s>>2]=b;LEa(s+4|0,f[64656]|0);h=s+28|0;MEa(h,f[64656]|0);NEa(s+44|0,f[64656]|0);d=f[c>>2]|0;r=c+4|0;e=f[r>>2]|0;if((e|0)!=(d|0))f[r>>2]=e+(~((e+-8-d|0)>>>3)<<3);d=f[h>>2]|0;g=s+32|0;e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~((e+-8-d|0)>>>3)<<3);REa(a,b,h);d=f[h>>2]|0;j=f[g>>2]|0;if((d|0)!=(j|0)){k=c+8|0;l=p+4|0;i=d;do{d=i;h=f[d+4>>2]|0;e=o;f[e>>2]=f[d>>2];f[e+4>>2]=h;CRa(p,b,o);e=f[p>>2]|0;h=f[e>>2]|0;d=h;if((f[e+4>>2]|0)-h>>2>>>0>1){h=f[d+4>>2]|0;a=d+8|0;f[m>>2]=f[e+12>>2];if(h|0){d=0;do{e=f[a+(d<<2)>>2]|0;f[n>>2]=e;g=f[r>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){f[g>>2]=f[m>>2];f[g+4>>2]=e;f[r>>2]=g+8}else QEa(c,m,n);d=d+1|0}while((d|0)!=(h|0))}}d=f[l>>2]|0;if(d|0)iOb(d);i=i+8|0}while((i|0)!=(j|0))}cFa(f[c>>2]|0,f[r>>2]|0,m);d=f[c>>2]|0;e=f[r>>2]|0;a:do if((d|0)==(e|0))g=d;else{g=d+8|0;if((g|0)==(e|0)){TEa(s);u=t;return}while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;break a}d=g+8|0;if((d|0)==(e|0))break;else{p=g;g=d;d=p}}TEa(s);u=t;return}while(0);if((g|0)==(e|0)){TEa(s);u=t;return}d=g+16|0;if((d|0)==(e|0))d=g;else{a=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[a>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))q=17}else q=17;if((q|0)==17){q=0;d=d+8|0;n=a;o=f[n+4>>2]|0;p=d;f[p>>2]=f[n>>2];f[p+4>>2]=o}g=a+8|0;if((g|0)==(e|0))break;else{p=a;a=g;g=p}}e=f[r>>2]|0}d=d+8|0;if((e|0)==(d|0)){TEa(s);u=t;return}f[r>>2]=e+(~((e+-8-d|0)>>>3)<<3);TEa(s);u=t;return}function cFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=eFa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=kFa(a,i,c)|0;e=i+8|0;if(kFa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}cFa(a,i,c);a=i+8|0}if((q|0)==105){q=0;cFa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){dFa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){eFa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){fFa(a,b,c);return}else if((q|0)==107)return}function dFa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function eFa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=dFa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function fFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function gFa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0.0,q=0.0,r=0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0,L=0;K=f[a+528>>2]|0;q=+n[a+688>>2];r=f[a+696>>2]|0;s=f[a+704>>2]|0;t=+n[a+712>>2];u=+n[a+720>>2];v=+n[a+768>>2];w=+n[a+816>>2];x=+n[a+864>>2];y=+n[a+936>>2];z=+n[a+952>>2];A=+n[a+1008>>2];k=f[a+1112>>2]|0;l=f[a+1120>>2]|0;B=+n[a+1360>>2];C=+n[a+1368>>2];D=+n[a+1392>>2];E=+n[a+1464>>2];F=+n[a+1920>>2];G=+n[a+1928>>2];H=+n[a+1936>>2];I=+n[a+1944>>2];J=+n[a+1952>>2];L=f[a+1976>>2]|0;if(l|0){e=0;do{d=k+(e*24|0)|0;i=+p[d>>3];b=k+(e*24|0)+8|0;if(i==+p[d+24>>3]){g=+p[b>>3];if(g==+p[d+32>>3]){if(!(+p[k+(e*24|0)+16>>3]==+p[d+40>>3])){o=g;L=35}}else{o=g;L=35}}else{o=+p[b>>3];L=35}do if((L|0)==35){L=0;h=+p[k+(e*24|0)+16>>3];g=-(G*D)-F*C-H*E+(C*i+D*o+E*h);n[(a+320|0)>>2]=g;c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0;if(c>>>0<b>>>0){n[c>>2]=g;f[(K+1208|0)>>2]=c+4|0;c=c+4|0}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*o+(t*y-q*z)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*o+(q*w-t*v)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1204|0,a+368|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,r);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,s);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[s>>2];c=c+4|0;f[(K+1208|0)>>2]=c}i=+p[(d+24|0)>>3];j=+p[(d+24|0)+8>>3];h=+p[(d+24|0)+16>>3];n[(a+320|0)>>2]=-(G*D)-F*C-H*E+(C*i+D*j+E*h);if(c>>>0<b>>>0){n[c>>2]=-(G*D)-F*C-H*E+(C*i+D*j+E*h);c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*j+(t*y-q*z)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*j+(q*w-t*v)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1204|0,a+368|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,r);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,s);break}else{f[c>>2]=f[s>>2];f[(K+1208|0)>>2]=c+4;break}}while(0);e=e+2|0}while(e>>>0<((l|0)/24|0)>>>0)}k=f[(K+1156|0)>>2]|0;l=(f[(K+1160|0)>>2]|0)-k|0;if(l|0){e=0;do{m=k+(e*24|0)|0;i=+p[m>>3];g=+p[m+24>>3];if(i==g)if(+p[k+(e*24|0)+8>>3]==+p[m+32>>3]){if(!(+p[k+(e*24|0)+16>>3]==+p[m+40>>3]))L=76}else L=76;else L=76;a:do if((L|0)==76){L=0;h=+p[m+48>>3];if(i==h)if(+p[k+(e*24|0)+8>>3]==+p[m+56>>3])if(+p[k+(e*24|0)+16>>3]==+p[m+64>>3])break;do if(g==h){if(!(+p[m+32>>3]==+p[m+56>>3])){d=0;break}if(+p[m+40>>3]==+p[m+64>>3])break a;else d=0}else d=0;while(0);while(1){c=m+(d*24|0)|0;h=+p[c+8>>3];j=+p[c+16>>3];g=-(G*D)-F*C-H*E+(C*i+D*h+E*j);n[(a+320|0)>>2]=g;c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0;if(c>>>0<b>>>0){n[c>>2]=g;f[(K+1220|0)>>2]=c+4|0;c=c+4|0}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*h+(t*y-q*z)*B*j);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1220|0)>>2]=c}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*h+(q*w-t*v)*B*j);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1220|0)>>2]=c}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1216|0,a+368|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1220|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1216|0,r);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1220|0)>>2]=c}if((c|0)==(b|0))Tna(K+1216|0,s);else{f[c>>2]=f[s>>2];f[(K+1220|0)>>2]=c+4}b=d+1|0;if((b|0)==3)break a;d=b;i=+p[m+(b*24|0)>>3]}}while(0);e=e+3|0}while(e>>>0<((l|0)/24|0)>>>0)}b=f[(K+1144|0)>>2]|0;c=f[(K+1148|0)>>2]|0;if((c|0)!=(b|0))f[(K+1148|0)>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);b=f[(K+1156|0)>>2]|0;c=f[(K+1160|0)>>2]|0;if((c|0)!=(b|0))f[(K+1160|0)>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);e=f[(K+1120|0)>>2]|0;b=f[(K+1124|0)>>2]|0;if((b|0)!=(e|0))do{c=b+-16|0;f[(K+1124|0)>>2]=c;d=f[b+-4>>2]|0;if(d|0)tBa(d,c);d=f[c>>2]|0;if(d|0){b=b+-12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}b=f[(K+1124|0)>>2]|0}while((b|0)!=(e|0));b=f[(K+1088|0)>>2]|0;c=f[(K+1092|0)>>2]|0;if((c|0)!=(b|0))f[(K+1092|0)>>2]=c+(~((c+-16-b|0)>>>4)<<4);if(f[(K+1112|0)>>2]|0){b=f[(K+1108|0)>>2]|0;if(b|0)do{s=b;b=f[b>>2]|0;sOb(s)}while((b|0)!=0);f[(K+1108|0)>>2]=0;c=f[(K+1104|0)>>2]|0;if(c|0){b=0;do{f[(f[(K+1100|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(K+1112|0)>>2]=0}f[a+1976>>2]=L}function hFa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;v=f[a+640>>2]|0;w=f[a+872>>2]|0;s=f[a+880>>2]|0;t=f[a+888>>2]|0;x=f[a+1296>>2]|0;r=f[a+1304>>2]|0;u=f[a+1312>>2]|0;n=f[a+1320>>2]|0;o=f[a+1328>>2]|0;m=f[a+1336>>2]|0;k=f[a+1440>>2]|0;e=f[a+1448>>2]|0;q=f[a+2664>>2]|0;a:{if((f[64632]|0)==(e|0)){e=0;d=0;c=0}else{c=f[(e+-12|0)>>2]|0;d=f[(e+-8|0)>>2]|0;j=f[(e+-4|0)>>2]|0;f[(e+-4|0)>>2]=0;f[(e+-8|0)>>2]=0;f[(e+-12|0)>>2]=0;i=f[64633]|0;g=i;while(1){e=g+-12|0;f[64633]=e;h=f[e>>2]|0;if(h){e=g+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h);e=f[64633]|0}if((e|0)==(i+-12|0|0)){e=j;break}else g=e}}f[n>>2]=c;f[o>>2]=d;f[m>>2]=e;f[((a+352|0)+40|0)>>2]=k;fCa((a+352|0)+44|0,f[64606]|0);i=(f[(f[(f[(a+352|0)>>2]|0)+4>>2]|0)+-4>>2]|0)+1|0;l=f[o>>2]|0;j=f[n>>2]|0;do if(i>>>0>((l-j|0|0)/12|0)>>>0){k=i-((l-j|0|0)/12|0)|0;c=f[m>>2]|0;if(((c-l|0)/12|0)>>>0>=k>>>0){c=k;d=l;while(1){f[d>>2]=-1;b[d+8>>0]=0;c=c+-1|0;if(!c)break;else d=d+12|0}f[o>>2]=l+(k*12|0);break}if(i>>>0>357913941){q=117;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}e=((c-j|0)/12|0)>>>0<178956970?(((c-j|0)/12|0)<<1>>>0<i>>>0?i:((c-j|0)/12|0)<<1):357913941;if(!e)h=0;else{if(e>>>0>357913941){q=120;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}h=pOb(e*12|0)|0}g=h+(((l-j|0|0)/12|0)*12|0)|0;c=k;d=g;while(1){f[d>>2]=-1;b[d+8>>0]=0;c=c+-1|0;if(!c)break;else d=d+12|0}if((l-j|0|0)>0)bQb(g+(((l-j|0|0)/-12|0)*12|0)|0|0,j|0,l-j|0|0)|0;f[n>>2]=g+(((l-j|0|0)/-12|0)*12|0)|0;f[o>>2]=h+(i*12|0);f[m>>2]=h+(e*12|0);if(!j)break;sOb(j)}else{if(i>>>0>=((l-j|0|0)/12|0)>>>0)break;if((j+(i*12|0)|0|0)==(l|0))break;f[o>>2]=l+(~(((l+-12-(j+(i*12|0)|0)|0)>>>0)/12|0)*12|0)}while(0);e=f[(a+352|0)>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0))do{d=f[c>>2]|0;if((f[(f[n>>2]|0)+(d*12|0)>>2]|0)==-1)pCa(a+352|0,d);c=c+4|0}while((c|0)!=(e|0));f[a>>2]=f[((a+352|0)+44|0)>>2];f[(a+4|0)>>2]=f[((a+352|0)+48|0)>>2];f[(a+8|0)>>2]=f[((a+352|0)+52|0)>>2];f[((a+352|0)+52|0)>>2]=0;f[((a+352|0)+48|0)>>2]=0;f[((a+352|0)+44|0)>>2]=0;f[(a+12|0)>>2]=f[((a+352|0)+56|0)>>2];f[((a+352|0)+56|0)>>2]=0;oCa((a+352|0)+44|0);do if(!(f[((a+352|0)+40|0)>>2]|0))q=161;else{c=f[n>>2]|0;if((f[m>>2]|0)==(c|0)){p=c;q=162;break}d=f[o>>2]|0;if((d|0)!=(c|0))f[o>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);do if(!(b[257240]|0)){if(!(MPb(257240)|0))break;f[64632]=0;f[64633]=0;f[64634]=0}while(0);e=f[64633]|0;d=f[64634]|0;if(e>>>0<d>>>0){f[e>>2]=0;f[(e+4|0)>>2]=0;f[e+8>>2]=0;f[e>>2]=f[n>>2];f[(e+4|0)>>2]=f[o>>2];f[e+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;f[64633]=e+12;break}i=f[64632]|0;c=((e-i|0)/12|0)+1|0;if(c>>>0>357913941){q=145;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}c=((d-i|0)/12|0)>>>0<178956970?(((d-i|0)/12|0)<<1>>>0<c>>>0?c:((d-i|0)/12|0)<<1):357913941;if(!c)d=0;else{if(c>>>0>357913941){q=148;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}d=pOb(c*12|0)|0}h=d+(((e-i|0)/12|0)*12|0)|0;g=d+(c*12|0)|0;f[d+(((e-i|0)/12|0)*12|0)+8>>2]=0;f[h>>2]=f[n>>2];f[d+(((e-i|0)/12|0)*12|0)+4>>2]=f[o>>2];f[d+(((e-i|0)/12|0)*12|0)+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;if((e|0)==(i|0)){d=h;c=e}else{c=e;d=h;e=h;do{l=e+-12|0;q=c;c=c+-12|0;f[l>>2]=0;m=e+-8|0;f[m>>2]=0;f[e+-4>>2]=0;f[l>>2]=f[c>>2];f[m>>2]=f[(q+-8|0)>>2];f[e+-4>>2]=f[(q+-4|0)>>2];f[(q+-4|0)>>2]=0;f[(q+-8|0)>>2]=0;f[c>>2]=0;e=d+-12|0;d=e}while((c|0)!=(i|0));i=f[64632]|0;c=f[64633]|0}f[64632]=d;f[64633]=h+12|0;f[64634]=g;h=i;if((c|0)!=(h|0))do{d=c;c=c+-12|0;e=f[c>>2]|0;if(e|0){g=f[(d+-8|0)>>2]|0;if((g|0)!=(e|0))f[(d+-8|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}}while((c|0)!=(h|0));if(!i){q=161;break}sOb(i);q=161}while(0);if((q|0)==161){p=f[n>>2]|0;q=162}do if((q|0)==162){q=0;if(!p)break;c=f[o>>2]|0;if((c|0)!=(p|0))f[o>>2]=c+(~(((c+-12-p|0)>>>0)/12|0)*12|0);sOb(p)}while(0);c=f[((a+352|0)+24|0)>>2]|0;if(c|0)tBa(c,(a+352|0)+12|0);c=f[((a+352|0)+12|0)>>2]|0;if(c|0){d=f[((a+352|0)+16|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+16|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}g=f[a>>2]|0;h=(f[(a+4|0)>>2]|0)-g>>4;do if(!h)e=0;else{c=-1;d=-1;i=0;do{e=f[g+(i<<4)>>2]|0;if((f[g+(i<<4)+4>>2]|0)-e>>2>>>0>2){o=f[e>>2]|0;p=o>>>0<c>>>0;c=p?o:c;d=p?i:d}i=i+1|0}while((i|0)!=(h|0));if((c|0)==-1){e=0;break}mCa(a+352|0,a+320|0,g+(d<<4)|0);c=f[u>>2]|0;if(c|0)tBa(c,a+320|0);c=f[(a+320|0)>>2]|0;if(c|0){d=f[v>>2]|0;if((d|0)!=(c|0))f[v>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);f[((a+320|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+320|0)>>2]=0}f[(a+320|0)>>2]=f[(a+352|0)>>2];f[v>>2]=f[((a+352|0)+4|0)>>2];f[((a+320|0)+8|0)>>2]=f[((a+352|0)+8|0)>>2];f[((a+352|0)+8|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)>>2]=0;f[u>>2]=f[((a+352|0)+12|0)>>2];f[((a+352|0)+12|0)>>2]=0;nCa((a+320|0)+16|0,(a+352|0)+16|0);oCa((a+352|0)+16|0);c=f[((a+352|0)+12|0)>>2]|0;if(c|0)tBa(c,a+352|0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}e=1}while(0);oCa(a);c=f[((a+32|0)+12|0)>>2]|0;if(c|0)tBa(c,a+32|0);c=f[(a+32|0)>>2]|0;if(c|0){d=f[r>>2]|0;if((d|0)!=(c|0))f[r>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}do if(e){f[((a+132|0)+36|0)>>2]=(a+320|0)+16|0;d=f[(a+320|0)>>2]|0;c=f[d>>2]|0;f[x>>2]=c;i=f[v>>2]|0;if((d|0)!=(i|0)){do{g=f[d>>2]|0;h=(f[t>>2]|0)+(g>>>5<<2)|0;f[h>>2]=f[h>>2]&~(1<<(g&31));h=f[s>>2]|0;if(f[(h+(g*24|0)+12|0)>>2]|0){c=f[(h+(g*24|0)+8|0)>>2]|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);f[(h+(g*24|0)+8|0)>>2]=0;e=f[h+(g*24|0)+4>>2]|0;if(e|0){c=0;do{f[(f[(h+(g*24|0)|0)>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[(h+(g*24|0)+12|0)>>2]=0}d=d+4|0}while((d|0)!=(i|0));c=f[x>>2]|0}if((qCa(a+132|0,c,0)|0)==2){e=6;break}f[x>>2]=(f[x>>2]|0)+1;e=0}else e=7;while(0);oCa((a+320|0)+16|0);c=f[u>>2]|0;if(c|0)tBa(c,a+320|0);c=f[(a+320|0)>>2]|0;if(c|0){d=f[v>>2]|0;if((d|0)!=(c|0))f[v>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}if((e|0)==7){f[a+2672>>2]=2;f[a+2676>>2]=6;break a}if((f[x>>2]|0)>>>0>=((f[w>>2]|0)+-1|0)>>>0){f[a+2672>>2]=2;f[a+2676>>2]=6;break a}}f[a+2664>>2]=q}function iFa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=f[a+432>>2]|0;n=f[a+1112>>2]|0;o=f[a+1168>>2]|0;c=f[a+1200>>2]|0;d=f[a+1224>>2]|0;p=f[a+2664>>2]|0;if(n>>>0>c-d>>2>>>0){eCa(a+304|0,n-(c-d>>2)|0);g=f[(a+304|0)>>2]|0;c=f[o>>2]|0}else if(n>>>0<c-d>>2>>>0)if((d+(n<<2)|0|0)==(c|0))g=d;else{f[o>>2]=c+(~((c+-4-(d+(n<<2)|0)|0)>>>2)<<2)|0;g=d;c=c+(~((c+-4-(d+(n<<2)|0)|0)>>>2)<<2)|0}else g=d;if((g|0)==(c|0))p=11;else{e=0;d=g;while(1){f[d>>2]=e;d=d+4|0;if((d|0)==(c|0))break;else e=e+1|0}if(!n)h=1;else p=11}if((p|0)==11){g=0;do{h=f[(m+1120|0)>>2]|0;e=h+(g<<4)|0;h=h+(g<<4)+4|0;aDb(f[e>>2]|0,f[h>>2]|0,a+32|0);e=f[e>>2]|0;i=f[h>>2]|0;f[a>>2]=e;do if((i|0)==(e|0))p=20;else{c=a+32|0;d=a;while(1){f[c>>2]=f[d>>2];c=(f[(a+32|0)>>2]|0)+4|0;f[(a+32|0)>>2]=c;if((c|0)==(i|0)){p=18;break}k=f[a>>2]|0;l=f[k>>2]|0;if((l|0)==(f[c>>2]|0))break;else{c=a;d=a+32|0}}if((p|0)==18){p=20;break}if((k|0)==(i|0))j=i;else{if((k+8|0|0)==(i|0))c=k;else{d=k+8|0;e=l;c=k;do{j=e;e=f[d>>2]|0;if((j|0)!=(e|0)){c=c+4|0;f[c>>2]=e}d=d+4|0}while((d|0)!=(i|0))}j=c+4|0}}while(0);if((p|0)==20){p=0;j=i}if((i|0)!=(j|0))f[h>>2]=i+(~((i+-4-j|0)>>>2)<<2);g=g+1|0}while((g|0)!=(n|0));h=0}fCa(a+288|0,f[64606]|0);if(h){c=(a+288|0)+8|0;d=(a+288|0)+4|0}else{g=0;do{aBa(a+32|0,f[64606]|0);c=f[((a+288|0)+4|0)>>2]|0;if(c>>>0<(f[((a+288|0)+8|0)>>2]|0)>>>0){f[c>>2]=0;f[(c+4|0)>>2]=0;f[c+8>>2]=0;f[c>>2]=f[(a+32|0)>>2];f[(c+4|0)>>2]=f[((a+32|0)+4|0)>>2];f[c+8>>2]=f[((a+32|0)+8|0)>>2];f[((a+32|0)+8|0)>>2]=0;f[((a+32|0)+4|0)>>2]=0;f[(a+32|0)>>2]=0;f[c+12>>2]=f[((a+32|0)+12|0)>>2];f[((a+32|0)+12|0)>>2]=0;f[((a+288|0)+4|0)>>2]=c+16}else{tCa(a+288|0,a+32|0);c=f[((a+32|0)+12|0)>>2]|0;if(c|0)tBa(c,a+32|0)}c=f[(a+32|0)>>2]|0;if(c|0){d=f[((a+32|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+32|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(m+1120|0)>>2]|0;d=c+(g<<4)|0;e=(f[((a+288|0)+4|0)>>2]|0)+-16|0;if((e|0)!=(d|0))uCa(e,f[d>>2]|0,f[c+(g<<4)+4>>2]|0);g=g+1|0}while((g|0)!=(n|0));c=(a+288|0)+8|0;d=(a+288|0)+4|0}m=f[(a+304|0)>>2]|0;n=f[o>>2]|0;h=f[((a+304|0)+8|0)>>2]|0;f[((a+304|0)+8|0)>>2]=0;f[o>>2]=0;f[(a+304|0)>>2]=0;i=f[((a+304|0)+12|0)>>2]|0;f[((a+304|0)+12|0)>>2]=0;j=f[(a+288|0)>>2]|0;o=f[d>>2]|0;k=f[c>>2]|0;f[c>>2]=0;f[d>>2]=0;f[(a+288|0)>>2]=0;l=f[((a+288|0)+12|0)>>2]|0;f[((a+288|0)+12|0)>>2]=0;f[(a+132|0)>>2]=m;f[((a+132|0)+4|0)>>2]=n;f[(a+132|0)+8>>2]=h;f[(a+256|0)+8>>2]=0;f[((a+256|0)+4|0)>>2]=0;f[(a+256|0)>>2]=0;f[((a+132|0)+12|0)>>2]=i;f[((a+256|0)+12|0)>>2]=0;f[((a+132|0)+16|0)>>2]=j;f[(a+132|0)+20>>2]=o;f[(a+132|0)+24>>2]=k;f[(a+256|0)+24>>2]=0;f[(a+256|0)+20>>2]=0;f[((a+256|0)+16|0)>>2]=0;f[(a+132|0)+28>>2]=l;f[(a+256|0)+28>>2]=0;l=(a+132|0)+32|0;f[l>>2]=n-m>>2;m=(a+132|0)+40|0;gCa(m,f[64606]|0);n=(a+132|0)+56|0;k=f[64606]|0;if(!(b[257232]|0))if(MPb(257232)|0){f[64629]=0;f[64630]=0;f[64631]=0}j=f[64630]|0;a:do if((f[64629]|0)==(j|0)){e=0;d=0;c=0}else{c=f[(j+-12|0)>>2]|0;d=f[(j+-8|0)>>2]|0;e=f[(j+-4|0)>>2]|0;f[(j+-12|0)>>2]=0;f[(j+-8|0)>>2]=0;f[(j+-4|0)>>2]=0;g=j;h=0;i=0;while(1){g=g+-12|0;f[64630]=g;if(h){sOb(i);g=f[64630]|0}if((g|0)==(j+-12|0|0))break a;i=f[g+-12>>2]|0;h=i}}while(0);f[n>>2]=c;f[((a+132|0)+60|0)>>2]=d;f[(a+132|0)+64>>2]=e;f[((a+132|0)+68|0)>>2]=k;aBa((a+132|0)+72|0,f[64606]|0);fCa((a+132|0)+88|0,f[64606]|0);k=(a+132|0)+44|0;c=f[l>>2]|0;if((((f[k>>2]|0)-(f[m>>2]|0)|0)/24|0)>>>0<c>>>0)do{hCa(a+32|0,f[64606]|0);e=f[k>>2]|0;if(e>>>0<(f[((a+132|0)+48|0)>>2]|0)>>>0){g=f[(a+32|0)>>2]|0;f[(a+32|0)>>2]=0;d=f[((a+32|0)+4|0)>>2]|0;f[((a+32|0)+4|0)>>2]=0;f[e>>2]=g;f[e+4>>2]=d;c=f[((a+32|0)+8|0)>>2]|0;f[(e+8|0)>>2]=c;o=f[((a+32|0)+12|0)>>2]|0;f[e+12>>2]=o;f[e+16>>2]=f[((a+32|0)+16|0)>>2];if(o|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[g+(c<<2)>>2]=e+8|0;f[((a+32|0)+8|0)>>2]=0;f[((a+32|0)+12|0)>>2]=0}f[e+20>>2]=f[((a+32|0)+20|0)>>2];f[((a+32|0)+20|0)>>2]=0;f[k>>2]=(f[k>>2]|0)+24}else{iCa(m,a+32|0);c=f[((a+32|0)+20|0)>>2]|0;if(c|0)jCa(c,a+32|0)}c=f[((a+32|0)+8|0)>>2]|0;if(c|0)do{o=c;c=f[c>>2]|0;sOb(o)}while((c|0)!=0);c=f[(a+32|0)>>2]|0;f[(a+32|0)>>2]=0;if(c|0)sOb(c);c=f[l>>2]|0}while((((f[k>>2]|0)-(f[m>>2]|0)|0)/24|0)>>>0<c>>>0);kCa(n,c,0);c=f[(a+132|0)>>2]|0;i=f[((a+132|0)+4|0)>>2]|0;if((c|0)!=(i|0)){j=(a+132|0)+76|0;do{d=f[c>>2]|0;f[((a+132|0)+104|0)>>2]=d;f[(a+32|0)>>2]=d;e=(f[((a+132|0)+56|0)>>2]|0)+(d>>>5<<2)|0;g=f[e>>2]|0;if(!(g&1<<(d&31))){f[e>>2]=g|1<<(d&31);d=f[((a+132|0)+72|0)>>2]|0;e=f[j>>2]|0;if((e|0)!=(d|0)){f[j>>2]=e+(~((e+-4-d|0)>>>2)<<2)|0;d=e+(~((e+-4-d|0)>>>2)<<2)|0}if((d|0)==(f[((a+132|0)+80|0)>>2]|0))fBa((a+132|0)+72|0,a+32|0);else{f[d>>2]=f[(a+32|0)>>2];f[j>>2]=d+4}d=f[(a+32|0)>>2]|0;e=f[((a+132|0)+16|0)>>2]|0;b:do if(((f[e+(d<<4)+4>>2]|0)-(f[(e+(d<<4)|0)>>2]|0)|0)==4){g=e+(d<<4)|0;while(1){d=f[f[g>>2]>>2]|0;f[(a+32|0)>>2]=d;if((d|0)==(f[((a+132|0)+104|0)>>2]|0))break;g=(f[((a+132|0)+56|0)>>2]|0)+(d>>>5<<2)|0;h=f[g>>2]|0;if(h&1<<(d&31)|0)break b;f[g>>2]=h|1<<(d&31);d=f[j>>2]|0;if((d|0)==(f[((a+132|0)+80|0)>>2]|0)){fBa((a+132|0)+72|0,a+32|0);d=f[((a+132|0)+16|0)>>2]|0}else{f[d>>2]=f[(a+32|0)>>2];f[j>>2]=d+4;d=e}o=f[(a+32|0)>>2]|0;g=d+(o<<4)|0;if(((f[d+(o<<4)+4>>2]|0)-(f[g>>2]|0)|0)!=4)break b;else e=d}if((f[j>>2]|0)-(f[((a+132|0)+72|0)>>2]|0)>>2>>>0>2)lCa(a+132|0)}while(0)}c=c+4|0}while((c|0)!=(i|0))}d=f[(a+132|0)+56>>2]|0;c=f[((a+132|0)+60|0)>>2]|0;if((d+(c>>>5<<2)-d<<3)+(c&31)|0|0){e=((d+(c>>>5<<2)-d<<3)+(c&31)|0)>>>5;dQb(d|0,0,e<<2|0)|0;c=((d+(c>>>5<<2)-d<<3)+(c&31)|0)&31;if(c|0)f[(d+(e<<2)|0)>>2]=f[(d+(e<<2)|0)>>2]&~(-1>>>(32-c|0))}c=f[(a+132|0)+72>>2]|0;d=f[((a+132|0)+76|0)>>2]|0;if((d|0)!=(c|0))f[((a+132|0)+76|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);e=(a+132|0)+104|0;f[e>>2]=0;g=(a+32|0)+4|0;h=(a+320|0)+12|0;d=(a+320|0)+4|0;i=(a+352|0)+28|0;j=(a+352|0)+32|0;o=(a+352|0)+36|0;f[a+640>>2]=d;f[a+872>>2]=l;f[a+880>>2]=m;f[a+888>>2]=n;f[a+976>>2]=k;f[a+1296>>2]=e;f[a+1304>>2]=g;f[a+1312>>2]=h;f[a+1320>>2]=i;f[a+1328>>2]=j;f[a+1336>>2]=o;f[a+2664>>2]=p}function jFa(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0,k=0.0,l=0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,u=0,v=0;s=f[a+96>>2]|0;g=f[a+208>>2]|0;q=+n[a+296>>2];r=+n[a+328>>2];t=f[a+432>>2]|0;u=f[a+440>>2]|0;m=f[a+448>>2]|0;o=f[a+496>>2]|0;l=f[a+528>>2]|0;h=+n[a+600>>2];i=+n[a+608>>2];b=+n[a+616>>2];c=+n[a+624>>2];d=+n[a+632>>2];e=+n[a+640>>2];v=f[a+1112>>2]|0;a:{if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(m+24|0)>>3];p[(s+8|0)>>3]=+p[((m+24|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((m+24|0)+16|0)>>3];p[(s+24|0)>>3]=h;p[(s+32|0)>>3]=i;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,m+48|0,o,o+24|0,o+48|0);k=+p[(a+24|0)>>3];p[(a+24|0)>>3]=h;h=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=i;b=+p[((a+24|0)+16|0)>>3];c=+p[(m+48|0)>>3]-k;d=+p[((m+48|0)+8|0)>>3]-h;e=+p[((m+48|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(m+48|0)>>3];p[(s+8|0)>>3]=+p[((m+48|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((m+48|0)+16|0)>>3];p[(s+24|0)>>3]=k;p[(s+32|0)>>3]=h;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o,m,m+24|0,m+48|0);i=+p[(a+24|0)>>3];p[(a+24|0)>>3]=k;k=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=h;c=+p[((a+24|0)+16|0)>>3];d=+p[o>>3]-i;j=l+(g*24|0)+8|0;e=+p[j>>3]-k;g=l+(g*24|0)+16|0;b=+p[g>>3]-c;if(d*d+(e*e+b*b)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=d*d+(e*e+b*b);p[s>>3]=+p[o>>3];p[(s+8|0)>>3]=+p[j>>3];p[(s+16|0)>>3]=+p[g>>3];p[(s+24|0)>>3]=i;p[(s+32|0)>>3]=k;p[(s+40|0)>>3]=c}if(d*d+(e*e+b*b)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o+24|0,m,m+24|0,m+48|0);h=+p[(a+24|0)>>3];p[(a+24|0)>>3]=i;i=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=k;b=+p[((a+24|0)+16|0)>>3];c=+p[(o+24|0)>>3]-h;d=+p[((o+24|0)+8|0)>>3]-i;e=+p[((o+24|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(o+24|0)>>3];p[(s+8|0)>>3]=+p[((o+24|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((o+24|0)+16|0)>>3];p[(s+24|0)>>3]=h;p[(s+32|0)>>3]=i;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o+48|0,m,m+24|0,m+48|0);k=+p[(a+24|0)>>3];p[(a+24|0)>>3]=h;h=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=i;b=+p[((a+24|0)+16|0)>>3];c=+p[(o+48|0)>>3]-k;d=+p[((o+48|0)+8|0)>>3]-h;e=+p[((o+48|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(o+48|0)>>3];p[(s+8|0)>>3]=+p[((o+48|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((o+48|0)+16|0)>>3];p[(s+24|0)>>3]=k;p[(s+32|0)>>3]=h;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}else{q=k;r=h}}n[a+296>>2]=q;n[a+328>>2]=r;f[a+1112>>2]=v}
+function kFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{dFa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{eFa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function lFa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+64|0;e=g;f[e>>2]=b;LEa(e+4|0,f[64656]|0);MEa(e+28|0,f[64656]|0);NEa(e+44|0,f[64656]|0);switch(c|0){case 0:{d=mFa(a,e,d)|0;TEa(e);u=g;return d|0}case 1:{d=nFa(a,e,d)|0;TEa(e);u=g;return d|0}default:{d=0;TEa(e);u=g;return d|0}}return 0}function mFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;o=p+8|0;if(!d){o=1;u=p;return o|0}m=a+20|0;if(b[m>>0]&2){o=1;u=p;return o|0}k=c+44|0;e=f[k>>2]|0;l=c+48|0;d=f[l>>2]|0;if((d|0)==(e|0))d=e;else{d=d+(~((d+-8-e|0)>>>3)<<3)|0;f[l>>2]=d}j=f[a>>2]|0;g=j;if((f[a+4>>2]|0)-j>>2>>>0>1){j=f[g+4>>2]|0;i=g+8|0;f[n>>2]=f[a+12>>2];if(j){a=c+52|0;g=0;while(1){e=f[i+(g<<2)>>2]|0;f[o>>2]=e;if(d>>>0<(f[a>>2]|0)>>>0){f[d>>2]=f[n>>2];f[d+4>>2]=e;f[l>>2]=d+8}else QEa(k,n,o);d=g+1|0;if((d|0)==(j|0))break;g=d;d=f[l>>2]|0}e=f[k>>2]|0;d=f[l>>2]|0}}a:do if((e|0)!=(d|0)){i=o+4|0;while(1){k=e;l=f[k+4>>2]|0;g=n;f[g>>2]=f[k>>2];f[g+4>>2]=l;BRa(o,f[c>>2]|0,n);g=f[o>>2]|0;if(!g)g=1;else{g=f[g+4>>2]|0;if(!g)g=1;else g=((h[(f[g+44>>2]|0)+148>>0]|0)>>>1&1^1)&255}a=f[i>>2]|0;if(a|0)iOb(a);e=e+8|0;if(g|0){d=0;break}if((e|0)==(d|0))break a}u=p;return d|0}while(0);b[m>>0]=b[m>>0]|2;o=1;u=p;return o|0}function nFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0;j=c+16|0;if(f[j>>2]|0){g=c+12|0;e=f[g>>2]|0;if(e|0)do{i=e;e=f[e>>2]|0;sOb(i)}while((e|0)!=0);f[g>>2]=0;g=f[c+8>>2]|0;if(g|0){i=c+4|0;e=0;do{f[(f[i>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(g|0))}f[j>>2]=0}e=f[c+28>>2]|0;g=c+32|0;i=f[g>>2]|0;if((i|0)!=(e|0))f[g>>2]=i+(~((i+-8-e|0)>>>3)<<3);e=a+20|0;g=h[e>>0]|0;if(!(g&1))k=12;else if((g&4|0)==0&d)k=12;a:do if((k|0)==12){switch(oFa(a,c,d)|0){case 1:break a;case 2:break;default:{k=0;return k|0}}b[e>>0]=b[e>>0]|(d?5:1);k=1;return k|0}while(0);k=1;return k|0}function oFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;v=y;w=y+8|0;if(!(mFa(a,c,d)|0)){x=0;u=y;return x|0}x=c+4|0;o=a+12|0;k=f[o>>2]|0;j=f[a+16>>2]|0;s=j+-1640531527+(k<<6)+(k>>>2)^k;p=c+8|0;q=f[p>>2]|0;r=(q|0)==0;a:do if(r){e=0;t=21}else{i=q+-1|0;h=(i&q|0)==0;if(h)e=s&i;else if(s>>>0<q>>>0)e=s;else e=(s>>>0)%(q>>>0)|0;g=f[(f[x>>2]|0)+(e<<2)>>2]|0;if(!g)t=21;else{g=f[g>>2]|0;if(!g)t=21;else{if(h)while(1){h=f[g+4>>2]|0;if(!((h|0)==(s|0)|(h&i|0)==(e|0))){t=21;break a}if((f[g+8>>2]|0)==(k|0))if((f[g+12>>2]|0)==(j|0))break a;g=f[g>>2]|0;if(!g){t=21;break a}}while(1){h=f[g+4>>2]|0;if((h|0)!=(s|0)){if(h>>>0>=q>>>0)h=(h>>>0)%(q>>>0)|0;if((h|0)!=(e|0)){t=21;break a}}if((f[g+8>>2]|0)==(k|0))if((f[g+12>>2]|0)==(j|0))break a;g=f[g>>2]|0;if(!g){t=21;break}}}}}while(0);if((t|0)==21){j=pOb(16)|0;k=o;o=f[k+4>>2]|0;i=j+8|0;f[i>>2]=f[k>>2];f[i+4>>2]=o;f[j+4>>2]=s;f[j>>2]=0;i=c+16|0;l=+(((f[i>>2]|0)+1|0)>>>0);m=+n[c+20>>2];do if(r|m*+(q>>>0)<l){e=q<<1|(q>>>0<3|(q+-1&q|0)!=0)&1;g=~~+W(+(l/m))>>>0;_Ea(x,e>>>0<g>>>0?g:e);e=f[p>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&s;break}if(s>>>0<e>>>0){h=e;e=s}else{h=e;e=(s>>>0)%(e>>>0)|0}}else h=q;while(0);g=(f[x>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=c+12|0;f[j>>2]=f[e>>2];f[e>>2]=j;f[g>>2]=e;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[x>>2]|0)+(e<<2)|0;t=34}}else{f[j>>2]=f[e>>2];t=34}if((t|0)==34)f[e>>2]=j;f[i>>2]=(f[i>>2]|0)+1}q=c+28|0;p=c+32|0;e=f[p>>2]|0;g=f[q>>2]|0;h=e-g>>3;j=f[a>>2]|0;k=(f[a+4>>2]|0)-j>>2;i=e;o=g;if(k>>>0>1){t=f[j+4>>2]|0;j=j+8+(t<<2)|0;if((k+-2-t|0)>>>0>1){o=f[j>>2]|0;k=j+4|0;f[v>>2]=f[a+12>>2];if(o){j=c+36|0;e=0;while(1){g=f[k+(e<<2)>>2]|0;f[w>>2]=g;if(i>>>0<(f[j>>2]|0)>>>0){f[i>>2]=f[v>>2];f[i+4>>2]=g;f[p>>2]=i+8}else PEa(q,v,w);e=e+1|0;if((e|0)==(o|0))break;i=f[p>>2]|0}e=f[p>>2]|0;g=f[q>>2]|0}i=g}else{i=g;g=o}}else{i=g;g=o}i=e-i>>3;if(h>>>0>=i>>>0){x=2;u=y;return x|0}j=w+4|0;b:do if(d){while(1){t=g+(h<<3)|0;a=f[t+4>>2]|0;d=v;f[d>>2]=f[t>>2];f[d+4>>2]=a;if(!($Ea(x,v)|0)){CRa(w,f[c>>2]|0,v);e=f[w>>2]|0;if(!e)e=1;else{if((b[e+20>>0]&5)==5)e=1;else e=oFa(e,c,1)|0;e=(e|0)==0&1}g=f[j>>2]|0;if(g|0)iOb(g);if(e|0)break b}e=h+1|0;if(e>>>0>=i>>>0){e=2;break}g=f[q>>2]|0;h=e}u=y;return e|0}else{while(1){t=g+(h<<3)|0;a=f[t+4>>2]|0;d=v;f[d>>2]=f[t>>2];f[d+4>>2]=a;if(!($Ea(x,v)|0)){CRa(w,f[c>>2]|0,v);e=f[w>>2]|0;if(!e)e=1;else{if(!(b[e+20>>0]&1))e=oFa(e,c,0)|0;else e=1;e=(e|0)==0&1}g=f[j>>2]|0;if(g|0)iOb(g);if(e|0)break b}e=h+1|0;if(e>>>0>=i>>>0){e=2;break}g=f[q>>2]|0;h=e}u=y;return e|0}while(0);x=0;u=y;return x|0}function pFa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l+4|0;k=l;switch(c|0){case 0:{bFa(a,b,d);u=l;return}case 1:{b=f[d>>2]|0;i=d+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){b=c+(~((c+-8-b|0)>>>3)<<3)|0;f[i>>2]=b}h=f[a>>2]|0;c=h;if((f[a+4>>2]|0)-h>>2>>>0<=1){u=l;return}h=f[c+4>>2]|0;g=c+8|0;f[j>>2]=f[a+12>>2];a:do if(h|0){e=d+8|0;a=0;while(1){c=f[g+(a<<2)>>2]|0;f[k>>2]=c;if(b>>>0<(f[e>>2]|0)>>>0){f[b>>2]=f[j>>2];f[b+4>>2]=c;f[i>>2]=b+8}else QEa(d,j,k);b=a+1|0;if((b|0)==(h|0))break a;a=b;b=f[i>>2]|0}}while(0);u=l;return}default:{u=l;return}}}function qFa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=pOb(88)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=36308;e=d+12|0;f[d+16>>2]=0;f[d+20>>2]=-1;g=d+24|0;f[g>>2]=0;f[e>>2]=36336;h=d+28|0;kvb(h);hvb(d+48|0);i=d+60|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[d+76>>2]=1.0;f[d+80>>2]=c;b[d+84>>0]=0;f[g>>2]=h;f[a>>2]=e;f[a+4>>2]=d;gOb(d);iOb(d);return}function rFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36336;b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);a=a+16|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;tOb(b);return}function sFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36336;b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+16|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){sOb(a);return}tOb(b);sOb(a);return}function tFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36308;f[a+12>>2]=36336;b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){aOb(a);return}tOb(b);aOb(a);return}function uFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36308;f[a+12>>2]=36336;b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){aOb(a);sOb(a);return}tOb(b);aOb(a);sOb(a);return}function vFa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function wFa(a){a=a|0;sOb(a);return}function xFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=f[b>>2]|0;if(!c){f[a>>2]=0;f[a+4>>2]=0;return}g=pOb(36)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=36352;h=g+12|0;f[g+16>>2]=0;f[g+20>>2]=-1;e=g+24|0;f[e>>2]=0;f[h>>2]=36380;f[g+28>>2]=c;d=f[b+4>>2]|0;f[g+32>>2]=d;if(d){gOb(d);c=f[b>>2]|0}f[e>>2]=f[c+12>>2];f[a>>2]=h;f[a+4>>2]=g;gOb(g);iOb(g);return}function yFa(a){a=a|0;f[a>>2]=36380;a=f[a+20>>2]|0;if(!a)return;iOb(a);return}function zFa(a){a=a|0;var b=0;f[a>>2]=36380;b=f[a+20>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function AFa(a){a=a|0;var b=0;f[a>>2]=36352;f[a+12>>2]=36380;b=f[a+32>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function BFa(a){a=a|0;var b=0;f[a>>2]=36352;f[a+12>>2]=36380;b=f[a+32>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function CFa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function DFa(a){a=a|0;sOb(a);return}function EFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=b;b=f[d+4>>2]|0;c=a+4|0;f[c>>2]=f[d>>2];f[c+4>>2]=b;return}function FFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;c=f[a+40>>2]|0;if(!c)return;u=a+36|0;v=a+32|0;w=a+40|0;x=a+44|0;r=(b&1|0)==0;s=a+20|0;t=a+52|0;b=c;do{m=b;e=b;d=e+28|0;q=e+32|0;c=f[q>>2]|0;if(!c){c=0;p=7}else{c=kOb(c)|0;if(!c){c=0;p=7}else{p=f[d>>2]|0;g=p;if(!p)p=7;else{e=e+8|0;b=f[b>>2]|0;if(!r)if(f[a>>2]|0)cxb(g,a,e);if(!(f[s>>2]|0))p=47;else{d=f[t>>2]|0;if(!d)d=0;else{ASa(d,1);d=f[t>>2]|0}dxb(g,s,e,d,1642,1642);p=47}}}}if((p|0)==7){p=0;n=b;o=f[n>>2]|0;h=f[u>>2]|0;d=f[m+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)k=i&d;else if(d>>>0<h>>>0)k=d;else k=(d>>>0)%(h>>>0)|0;e=(f[v>>2]|0)+(k<<2)|0;l=f[e>>2]|0;while(1){d=f[l>>2]|0;if((d|0)==(m|0))break;else l=d}if((l|0)==(w|0))p=20;else{d=f[l+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)==(k|0))g=m;else p=20}do if((p|0)==20){p=0;d=f[m>>2]|0;if(d|0){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)==(k|0)){g=m;break}}f[e>>2]=0;g=m}while(0);e=f[g>>2]|0;d=e;if(e){e=f[e+4>>2]|0;if(j)e=e&i;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(k|0)){f[(f[v>>2]|0)+(e<<2)>>2]=l;d=f[n>>2]|0}}f[l>>2]=d;f[g>>2]=0;f[x>>2]=(f[x>>2]|0)+-1;if(b|0){d=f[q>>2]|0;if(d|0)jOb(d);sOb(b)}if(!c)b=o;else{b=o;p=47}}if((p|0)==47)iOb(c)}while((b|0)!=0);return}function GFa(a){a=a|0;if(!a)return;ASa(a,-1);return}function HFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+16|0;y=B;f[a>>2]=0;k=a+4|0;f[k>>2]=0;A=c+32|0;v=IFa(A,d)|0;if(!v){j=k;e=0}else{j=v+28|0;t=v+32|0;e=f[t>>2]|0;if(!e){e=0;z=5}else{g=kOb(e)|0;e=g;if(!g)z=5;else{x=f[j>>2]|0;f[a>>2]=x;f[k>>2]=e;if(!x){e=g;j=k;r=a}else{u=B;return}}}if((z|0)==5){f[a>>2]=0;f[k>>2]=e;j=k;r=a}l=f[c+36>>2]|0;a=f[v+4>>2]|0;m=l+-1|0;o=(m&l|0)==0;if(o)p=m&a;else if(a>>>0<l>>>0)p=a;else p=(a>>>0)%(l>>>0)|0;g=(f[A>>2]|0)+(p<<2)|0;q=f[g>>2]|0;while(1){a=f[q>>2]|0;if((a|0)==(v|0))break;else q=a}if((q|0)==(c+40|0))z=20;else{a=f[q+4>>2]|0;if(o)a=a&m;else if(a>>>0>=l>>>0)a=(a>>>0)%(l>>>0)|0;if((a|0)==(p|0))k=v;else z=20}do if((z|0)==20){a=f[v>>2]|0;if(a|0){a=f[a+4>>2]|0;if(o)a=a&m;else if(a>>>0>=l>>>0)a=(a>>>0)%(l>>>0)|0;if((a|0)==(p|0)){k=v;break}}f[g>>2]=0;k=v}while(0);g=f[k>>2]|0;a=g;if(g){g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(p|0)){f[(f[A>>2]|0)+(g<<2)>>2]=q;a=f[v>>2]|0}}f[q>>2]=a;f[k>>2]=0;a=c+44|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[t>>2]|0;if(a|0)jOb(a);sOb(v);a=r}Twb(y);w=f[y>>2]|0;g=y+4|0;x=f[g>>2]|0;f[y>>2]=0;f[g>>2]=0;f[a>>2]=w;f[j>>2]=x;j=w;v=x;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}if(!(f[c>>2]|0))_wb(j,b[c+28>>0]|0);else cxb(j,c,d);g=c+20|0;if(f[g>>2]|0){a=c+52|0;e=f[a>>2]|0;if(e){ASa(e,1);e=f[a>>2]|0}dxb(j,g,d,e,1642,1642)}m=f[d>>2]|0;o=f[d+4>>2]|0;e=o+-1640531527+(m<<6)+(m>>>2)^m;p=f[d+8>>2]|0;e=p+-1640531527+(e<<6)+(e>>>2)^e;l=f[d+12>>2]|0;e=l+-1640531527+(e<<6)+(e>>>2)^e;h=+n[d+16>>2];t=(e<<6)+(h==0.0?-1640531527:(n[s>>2]=h,f[s>>2]|0)+-1640531527|0)+(e>>>2)^e;q=c+36|0;g=f[q>>2]|0;r=(g|0)==0;a:do if(r)e=0;else{k=g+-1|0;j=(k&g|0)==0;if(j)e=t&k;else if(t>>>0<g>>>0)e=t;else e=(t>>>0)%(g>>>0)|0;a=f[(f[A>>2]|0)+(e<<2)>>2]|0;if(a){a=f[a>>2]|0;if(a){if(j){while(1){y=f[a+4>>2]|0;if(!((y|0)==(t|0)|(y&k|0)==(e|0)))break a;if((f[a+8>>2]|0)==(m|0))if((f[a+12>>2]|0)==(o|0))if((f[a+16>>2]|0)==(p|0))if((f[a+20>>2]|0)==(l|0))if(+n[a+24>>2]==h)break;a=f[a>>2]|0;if(!a)break a}u=B;return}while(1){j=f[a+4>>2]|0;if((j|0)!=(t|0)){if(j>>>0>=g>>>0)j=(j>>>0)%(g>>>0)|0;if((j|0)!=(e|0))break a}if((f[a+8>>2]|0)==(m|0))if((f[a+12>>2]|0)==(o|0))if((f[a+16>>2]|0)==(p|0))if((f[a+20>>2]|0)==(l|0))if(+n[a+24>>2]==h)break;a=f[a>>2]|0;if(!a)break a}u=B;return}}}while(0);k=pOb(36)|0;y=k+8|0;f[y>>2]=f[d>>2];f[y+4>>2]=f[d+4>>2];f[y+8>>2]=f[d+8>>2];f[y+12>>2]=f[d+12>>2];f[y+16>>2]=f[d+16>>2];f[k+28>>2]=w;f[k+32>>2]=v;if(x|0)hOb(v);f[k+4>>2]=t;f[k>>2]=0;j=c+44|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[c+48>>2];do if(r|i*+(g>>>0)<h){e=g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1;a=~~+W(+(h/i))>>>0;JFa(A,e>>>0<a>>>0?a:e);e=f[q>>2]|0;a=e+-1|0;if(!(a&e)){g=e;e=a&t;break}if(t>>>0<e>>>0){g=e;e=t}else{g=e;e=(t>>>0)%(e>>>0)|0}}while(0);a=(f[A>>2]|0)+(e<<2)|0;e=f[a>>2]|0;if(!e){e=c+40|0;f[k>>2]=f[e>>2];f[e>>2]=k;f[a>>2]=e;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;a=g+-1|0;if(!(a&g))e=e&a;else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;e=(f[A>>2]|0)+(e<<2)|0;z=88}}else{f[k>>2]=f[e>>2];z=88}if((z|0)==88)f[e>>2]=k;f[j>>2]=(f[j>>2]|0)+1;u=B;return}function IFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0;l=f[b>>2]|0;o=f[b+4>>2]|0;c=o+-1640531527+(l<<6)+(l>>>2)^l;k=f[b+8>>2]|0;c=k+-1640531527+(c<<6)+(c>>>2)^c;m=f[b+12>>2]|0;c=m+-1640531527+(c<<6)+(c>>>2)^c;i=+n[b+16>>2];e=(c<<6)+(i==0.0?-1640531527:(n[s>>2]=i,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;g=f[a+4>>2]|0;if(!g){o=0;return o|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){o=0;return o|0}b=f[b>>2]|0;if(!b){o=0;return o|0}if(c){while(1){a=f[b+4>>2]|0;c=(a|0)==(e|0);if(!(c|(a&d|0)==(h|0))){b=0;c=27;break}if(c)if((f[b+8>>2]|0)==(l|0))if((f[b+12>>2]|0)==(o|0))if((f[b+16>>2]|0)==(k|0))if((f[b+20>>2]|0)==(m|0))if(+n[b+24>>2]==i){c=27;break}b=f[b>>2]|0;if(!b){b=0;c=27;break}}if((c|0)==27)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(l|0))if((f[j+12>>2]|0)==(o|0))if((f[j+16>>2]|0)==(k|0))if((f[j+20>>2]|0)==(m|0))if(+n[j+24>>2]==i){b=j;c=27;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;c=27;break}}j=f[j>>2]|0;if(!j){b=0;c=27;break}}if((c|0)==27)return b|0;return 0}function JFa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){KFa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;KFa(a,b);return}function KFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();r=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=r;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;q=b+-1|0;r=(q&b|0)==0;if(r)c=c&q;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){p=d;b:while(1){c:do if(r){d=e;while(1){o=f[d+4>>2]&q;if((o|0)==(c|0))break c;e=(f[a>>2]|0)+(o<<2)|0;if(!(f[e>>2]|0)){c=o;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;if((f[l>>2]|0)!=(f[h+20>>2]|0))break d;if(!(+n[m>>2]==+n[h+24>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{s=h;h=e;e=s}}}while(0);f[p>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)o=e;else o=(e>>>0)%(b>>>0)|0;if((o|0)==(c|0))break c;e=(f[a>>2]|0)+(o<<2)|0;if(!(f[e>>2]|0)){c=o;break b}i=d+12|0;j=d+16|0;k=d+20|0;l=d+24|0;h=f[d>>2]|0;e:do if(!h)e=d;else{m=f[d+8>>2]|0;e=d;while(1){if((m|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;if((f[k>>2]|0)!=(f[h+20>>2]|0))break e;if(!(+n[l>>2]==+n[h+24>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{s=h;h=e;e=s}}}while(0);f[p>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}while(0);e=f[d>>2]|0;if(!e){c=45;break a}else{g=d;p=d}}f[e>>2]=p;e=f[d>>2]|0;if(!e){c=45;break}else g=d}if((c|0)==45)return}function LFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;a=f[a+12>>2]|0;if(!(f[b>>2]|0)){u=e;return}hvb(d);ivb(a+20|0,d)|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)tOb(c);lvb(a,b)|0;FFa(a,1);u=e;return}function MFa(a,b){a=a|0;b=b|0;a=f[a+12>>2]|0;if(!(f[b>>2]|0))return;ivb(a+20|0,b)|0;FFa(a,2);return}function NFa(a){a=a|0;return (b[(f[a+12>>2]|0)+56>>0]|0)!=0|0}function OFa(a,c){a=a|0;c=c|0;b[(f[a+12>>2]|0)+56>>0]=c&1;return}function PFa(a,b,c){a=a|0;b=b|0;c=c|0;HFa(a,f[b+12>>2]|0,c);return}function QFa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+32|0;d=c;b=f[b+12>>2]|0;Lwb(d);Nwb(d,9729,9987);Owb(d,8.0);HFa(a,b,d);u=c;return}function RFa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;f[a>>2]=c;f[a+4>>2]=f[d>>2];f[a+8>>2]=f[e>>2];f[a+12>>2]=f[g>>2];c=f[g+4>>2]|0;f[a+16>>2]=c;if(c|0)gOb(c);g=a+20|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;n[a+44>>2]=1.0;g=a+48|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+64>>2]=1.0;g=a+68|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+84>>2]=1.0;g=a+88|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+104>>2]=1.0;g=a+108|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+124>>2]=1.0;b[a+128>>0]=h;return}function SFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;wpb(c,b,a);b=a+20|0;e=f[c>>2]|0;f[c>>2]=0;a=f[b>>2]|0;f[b>>2]=e;if(!a){f[c>>2]=0;u=d;return}TFa(a);sOb(a);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=d;return}TFa(a);sOb(a);u=d;return}function TFa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=a+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){b=f[c+8>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);sOb(c)}d=a+24|0;b=f[d>>2]|0;if(b|0){e=a+28|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-20|0;f[e>>2]=g;UFa(g);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+12|0;b=f[e>>2]|0;if(!b)return;d=a+16|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-72|0;f[d>>2]=g;TFa(g);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function UFa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+4>>2]|0;if(b|0){c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}e=f[a>>2]|0;f[a>>2]=0;if(!e)return;b=f[e+56>>2]|0;if(b|0){c=e+60|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[e+16>>2]|0;if(b|0)iOb(b);b=f[e>>2]|0;if(b|0){a=e+4|0;c=f[a>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[a>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[a>>2]|0}}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}sOb(e);return}function VFa(a){a=a|0;return (f[a+4>>2]|0)==0|0}function WFa(a){a=a|0;return f[a+20>>2]|0}function XFa(a){a=a|0;return f[a+20>>2]|0}function YFa(a,b,c){a=a|0;b=b|0;c=c|0;b=ZFa(a+28|0,b)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];return}function ZFa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(28)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;_Fa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function _Fa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){$Fa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;$Fa(a,b);return}function $Fa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function aGa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+32>>2]|0;if(!e){i=0;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;b=f[(f[a+28>>2]|0)+(g<<2)>>2]|0;if(!b){i=0;return i|0}b=f[b>>2]|0;if(!b){i=0;return i|0}a:do if(c){while(1){e=f[b+4>>2]|0;a=(h|0)==(e|0);if(!(a|(e&d|0)==(g|0))){b=0;a=20;break}if(a)if((f[b+8>>2]|0)==(h|0)){i=b;break a}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}else{while(1){a=f[b+4>>2]|0;if((h|0)==(a|0)){if((f[b+8>>2]|0)==(h|0)){i=b;break a}}else{if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;if((a|0)!=(g|0)){b=0;a=20;break}}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}while(0);i=i+12|0;return i|0}function bGa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+32>>2]|0;if(!e){i=0;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;b=f[(f[a+28>>2]|0)+(g<<2)>>2]|0;if(!b){i=0;return i|0}b=f[b>>2]|0;if(!b){i=0;return i|0}a:do if(c){while(1){e=f[b+4>>2]|0;a=(h|0)==(e|0);if(!(a|(e&d|0)==(g|0))){b=0;a=20;break}if(a)if((f[b+8>>2]|0)==(h|0)){i=b;break a}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}else{while(1){a=f[b+4>>2]|0;if((h|0)==(a|0)){if((f[b+8>>2]|0)==(h|0)){i=b;break a}}else{if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;if((a|0)!=(g|0)){b=0;a=20;break}}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}while(0);i=i+12|0;return i|0}function cGa(a,b){a=a|0;b=b|0;Wib(a,f[b+20>>2]|0);return}function dGa(a){a=a|0;return f[a+24>>2]|0}function eGa(a,b){a=a|0;b=b|0;f[a+24>>2]=b;return}function fGa(){return}function gGa(){Iha();beb();return}function hGa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;f[a>>2]=0;i=c+152|0;if(+n[i>>2]==1.0)if(+n[c+156>>2]==1.0)if(+n[c+160>>2]==1.0)if(+n[c+164>>2]!=1.0)k=5;else e=0;else k=5;else k=5;else k=5;a:do if((k|0)==5){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e;while(1){b:while(1)switch(Rg[f[(f[g>>2]|0)+104>>2]&255](g,i)|0){case 1:case 0:break a;case 2:break b;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+184>>2];c:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){d:while(1)switch(Qg[f[(f[g>>2]|0)+108>>2]&15](g,j)|0){case 1:case 0:break c;case 2:break d;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+180>>2];e:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){f:while(1)switch(Qg[f[(f[g>>2]|0)+112>>2]&15](g,j)|0){case 1:case 0:break e;case 2:break f;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+188>>2];g:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){h:while(1)switch(Qg[f[(f[g>>2]|0)+116>>2]&15](g,j)|0){case 1:case 0:break g;case 2:break h;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);i=c+120|0;i:do if(!(f[i>>2]|0))g=e;else{if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;while(1){j:while(1)switch(Rg[f[(f[e>>2]|0)+120>>2]&255](e,i)|0){case 1:case 0:break i;case 2:break j;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}}while(0);i=c+88|0;k:do if(!(f[i>>2]|0))e=g;else{if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[a>>2]=g;e=g}else e=g;while(1){l:while(1)switch(Rg[f[(f[g>>2]|0)+136>>2]&255](g,i)|0){case 1:case 0:break k;case 2:break l;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);i=c+96|0;if(+n[i>>2]!=1.0)k=74;else if(+n[c+100>>2]!=0.0)k=74;else if(+n[c+104>>2]!=0.0)k=74;else if(+n[c+108>>2]!=1.0)k=74;else if(+n[c+112>>2]!=0.0)k=74;else if(+n[c+116>>2]!=0.0)k=74;m:do if((k|0)==74){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;while(1){n:while(1)switch(Rg[f[(f[e>>2]|0)+140>>2]&255](e,i)|0){case 1:case 0:{e=g;break m}case 2:break n;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}}while(0);i=b[c+213>>0]|0;if(!(i<<24>>24)){u=m;return}if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;o:while(1){p:while(1)switch(Rg[f[(f[e>>2]|0)+144>>2]&255](e,i)|0){case 1:case 0:break o;case 2:break p;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}u=m;return}function iGa(a){a=a|0;return}function jGa(a){a=a|0;sOb(a);return}function kGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=pOb(24)|0;d[c+4>>1]=d[b+4>>1]|0;f[c>>2]=36396;e=c+8|0;b=b+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[a>>2]=c;return}function lGa(a){a=a|0;var b=0;a=a+4|0;b=d[a>>1]|0;if(!(b&1)){b=0;return b|0}d[a>>1]=b&-2;b=1;return b|0}function mGa(a){a=a|0;return (d[a+4>>1]&1?a+8|0:0)|0}function nGa(a){a=a|0;return 0}function oGa(a){a=a|0;return 0}function pGa(a){a=a|0;return 0}function qGa(a){a=a|0;return 0}function rGa(a){a=a|0;return 0}function sGa(a){a=a|0;return 0}function tGa(a){a=a|0;return 0}function uGa(a){a=a|0;return 0}function vGa(a){a=a|0;return 0}function wGa(a){a=a|0;return 0}function xGa(a){a=a|0;return 0}function yGa(a){a=a|0;return 0}function zGa(a){a=a|0;return 0}function AGa(a){a=a|0;return 0}function BGa(a){a=a|0;return 0}function CGa(a){a=a|0;return 0}function DGa(a){a=a|0;return 0}function EGa(a){a=a|0;return 0}function FGa(a){a=a|0;return 0}function GGa(a){a=a|0;return 0}function HGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=pOb(32)|0;d[c+4>>1]=d[b+4>>1]|0;e=c+8|0;b=b+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[c>>2]=36552;f[a>>2]=c;return}function IGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&1)if(+n[a+8>>2]==+n[b>>2])if(+n[a+12>>2]==+n[b+4>>2])if(+n[a+16>>2]==+n[b+8>>2])if(+n[a+20>>2]==+n[b+12>>2]){e=0;return e|0}d[c>>1]=e|1;e=a+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];e=1;return e|0}function JGa(a,b){a=a|0;b=+b;return 2}function KGa(a,b){a=a|0;b=+b;return 2}function LGa(a,b){a=a|0;b=+b;return 2}function MGa(a,b){a=a|0;b=b|0;return 2}function NGa(a,b){a=a|0;b=b|0;return 2}function OGa(a,b){a=a|0;b=+b;return 2}function PGa(a,b){a=a|0;b=b|0;return 2}function QGa(a,b){a=a|0;b=b|0;return 2}function RGa(a,b){a=a|0;b=b|0;return 2}function SGa(a,b){a=a|0;b=b|0;return 2}function TGa(a){a=a|0;sOb(a);return}function UGa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=pOb(32)|0;d[c+4>>1]=d[b+4>>1]|0;g=c+8|0;e=b+8|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];f[c>>2]=36552;g=b+24|0;e=f[g+4>>2]|0;b=c+24|0;f[b>>2]=f[g>>2];f[b+4>>2]=e;f[a>>2]=c;return}function VGa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&2)){c=0;return c|0}d[b>>1]=c&-3;n[a+24>>2]=0.0;c=1;return c|0}function WGa(a){a=a|0;return (d[a+4>>1]&2?a+24|0:0)|0}function XGa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&4)){c=0;return c|0}d[b>>1]=c&-5;n[a+28>>2]=0.0;c=1;return c|0}function YGa(a){a=a|0;return (d[a+4>>1]&4?a+28|0:0)|0}function ZGa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=pOb(44)|0;d[c+4>>1]=d[b+4>>1]|0;g=c+8|0;e=b+8|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];g=b+24|0;e=f[g+4>>2]|0;b=c+24|0;f[b>>2]=f[g>>2];f[b+4>>2]=e;f[c>>2]=36708;f[c+36>>2]=0;f[c+40>>2]=0;f[a>>2]=c;return}function _Ga(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+24|0;if(e&2)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|2;n[a>>2]=b;e=1;return e|0}function $Ga(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+28|0;if(e&4)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|4;n[a>>2]=b;e=1;return e|0}function aHa(a){a=a|0;f[a>>2]=36708;a=f[a+40>>2]|0;if(!a)return;iOb(a);return}function bHa(a){a=a|0;var b=0;f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function cHa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0;c=pOb(44)|0;d[c+4>>1]=d[b+4>>1]|0;h=c+8|0;g=b+8|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];h=b+24|0;g=f[h+4>>2]|0;e=c+24|0;f[e>>2]=f[h>>2];f[e+4>>2]=g;f[c>>2]=36708;f[c+32>>2]=f[b+32>>2];f[c+36>>2]=f[b+36>>2];b=f[b+40>>2]|0;f[c+40>>2]=b;if(!b){h=c;f[a>>2]=h;return}gOb(b);h=c;f[a>>2]=h;return}function dHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&8)){c=0;return c|0}d[b>>1]=c&-9;n[a+32>>2]=0.0;c=1;return c|0}function eHa(a){a=a|0;return (d[a+4>>1]&8?a+32|0:0)|0}function fHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&16)){c=0;return c|0}d[b>>1]=c&-17;f[a+36>>2]=0;c=a+40|0;a=f[c>>2]|0;f[c>>2]=0;if(!a){c=1;return c|0}iOb(a);c=1;return c|0}function gHa(a){a=a|0;return (d[a+4>>1]&16?a+36|0:0)|0}function hHa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0;c=pOb(64)|0;d[c+4>>1]=d[b+4>>1]|0;h=c+8|0;g=b+8|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];h=b+24|0;g=f[h+4>>2]|0;e=c+24|0;f[e>>2]=f[h>>2];f[e+4>>2]=g;f[c+32>>2]=f[b+32>>2];e=b+36|0;f[c+36>>2]=f[e>>2];b=b+40|0;f[c+40>>2]=f[b>>2];f[e>>2]=0;f[b>>2]=0;f[c>>2]=36864;f[c+44>>2]=0;f[c+48>>2]=0;f[c+52>>2]=0;f[a>>2]=c;return}function iHa(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+32|0;if(e&8)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|8;n[a>>2]=b;e=1;return e|0}function jHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&16)if((f[a+36>>2]|0)==(f[b>>2]|0)){a=0;return a|0}d[c>>1]=e|16;c=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[a+36>>2]=c;a=a+40|0;c=f[a>>2]|0;f[a>>2]=e;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function kHa(a){a=a|0;var b=0,c=0;f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;a=f[a+40>>2]|0;if(!a)return;iOb(a);return}function lHa(a){a=a|0;var b=0,c=0;f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function mHa(a,b){a=a|0;b=b|0;var c=0;c=pOb(64)|0;KHa(c,b);f[a>>2]=c;return}function nHa(a){a=a|0;var b=0,c=0,e=0;b=a+4|0;c=d[b>>1]|0;if(!(c&32)){a=0;return a|0}d[b>>1]=c&-33;e=a+44|0;b=f[e>>2]|0;c=a+48|0;if(!b)b=a+52|0;else{if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);b=a+52|0;f[b>>2]=0;f[c>>2]=0;f[e>>2]=0}f[e>>2]=0;f[c>>2]=0;f[b>>2]=0;a=1;return a|0}function oHa(a){a=a|0;return (d[a+4>>1]&32?a+44|0:0)|0}function pHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&64)){c=0;return c|0}d[b>>1]=c&-65;n[a+56>>2]=0.0;c=1;return c|0}function qHa(a){a=a|0;return (d[a+4>>1]&64?a+56|0:0)|0}function rHa(a){a=a|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(!(e&128)){e=0;return e|0}d[c>>1]=e&-129;b[a+60>>0]=0;e=1;return e|0}function sHa(a){a=a|0;return (d[a+4>>1]&128?a+60|0:0)|0}function tHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0;e=pOb(100)|0;d[e+4>>1]=d[c+4>>1]|0;i=e+8|0;g=c+8|0;f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];f[i+12>>2]=f[g+12>>2];i=c+24|0;g=f[i+4>>2]|0;h=e+24|0;f[h>>2]=f[i>>2];f[h+4>>2]=g;f[e+32>>2]=f[c+32>>2];h=c+36|0;f[e+36>>2]=f[h>>2];g=c+40|0;f[e+40>>2]=f[g>>2];f[h>>2]=0;f[g>>2]=0;g=c+44|0;f[e+44>>2]=f[g>>2];h=c+48|0;f[e+48>>2]=f[h>>2];i=c+52|0;f[e+52>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[g>>2]=0;g=e+56|0;c=c+56|0;f[g>>2]=f[c>>2];b[g+4>>0]=b[c+4>>0]|0;f[e>>2]=37020;f[e+64>>2]=0;f[e+68>>2]=0;f[a>>2]=e;return}function uHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=a+4|0;l=d[k>>1]|0;m=a+44|0;a:do if(!(l&32)){h=a+48|0;g=f[m>>2]|0}else{h=a+48|0;n=f[h>>2]|0;j=f[m>>2]|0;e=f[c>>2]|0;g=j;i=n;if((n-j|0)==((f[c+4>>2]|0)-e|0)){if((g|0)==(i|0)){n=0;return n|0}j=g;while(1){if((b[j>>0]|0)!=(b[e>>0]|0))break a;j=j+1|0;if((j|0)==(i|0)){e=0;break}else e=e+1|0}return e|0}}while(0);d[k>>1]=l|32;e=a+44|0;if(!g)e=a+52|0;else{if((f[h>>2]|0)!=(g|0))f[h>>2]=g;sOb(g);n=a+52|0;f[n>>2]=0;f[h>>2]=0;f[e>>2]=0;e=n}f[m>>2]=f[c>>2];n=c+4|0;f[h>>2]=f[n>>2];m=c+8|0;f[e>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[c>>2]=0;n=1;return n|0}function vHa(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+56|0;if(e&64)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|64;n[a>>2]=b;e=1;return e|0}function wHa(a,c){a=a|0;c=c|0;var e=0,f=0;e=a+4|0;f=d[e>>1]|0;a=a+60|0;if(f&128)if((b[a>>0]|0)==c<<24>>24){f=0;return f|0}d[e>>1]=f|128;b[a>>0]=c;f=1;return f|0}function xHa(a){a=a|0;var b=0,c=0;f[a>>2]=37020;b=f[a+68>>2]|0;if(b|0)iOb(b);f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b)return;iOb(b);return}function yHa(a){a=a|0;var b=0,c=0;f[a>>2]=37020;b=f[a+68>>2]|0;if(b|0)iOb(b);f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function zHa(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(100)|0;KHa(d,c);f[d>>2]=37020;f[d+64>>2]=f[c+64>>2];e=f[c+68>>2]|0;f[d+68>>2]=e;if(e|0)gOb(e);f[d+72>>2]=f[c+72>>2];f[d+76>>2]=f[c+76>>2];f[d+80>>2]=f[c+80>>2];f[d+84>>2]=f[c+84>>2];f[d+88>>2]=f[c+88>>2];f[d+92>>2]=f[c+92>>2];b[d+96>>0]=b[c+96>>0]|0;f[a>>2]=d;return}function AHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&256)){c=0;return c|0}d[b>>1]=c&-257;f[a+64>>2]=0;c=a+68|0;a=f[c>>2]|0;f[c>>2]=0;if(!a){c=1;return c|0}iOb(a);c=1;return c|0}function BHa(a){a=a|0;return (d[a+4>>1]&256?a+64|0:0)|0}function CHa(a){a=a|0;var b=0;a=a+4|0;b=d[a>>1]|0;if(!(b&512)){b=0;return b|0}d[a>>1]=b&-513;b=1;return b|0}function DHa(a){a=a|0;return (d[a+4>>1]&512?a+72|0:0)|0}function EHa(a){a=a|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(!(e&1024)){e=0;return e|0}d[c>>1]=e&-1025;b[a+96>>0]=0;e=1;return e|0}function FHa(a){a=a|0;return (d[a+4>>1]&1024?a+96|0:0)|0}function GHa(a,b){a=a|0;b=b|0;oh[f[(f[b>>2]|0)+8>>2]&1023](a,b);return}function HHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&256)if((f[a+64>>2]|0)==(f[b>>2]|0)){a=0;return a|0}d[c>>1]=e|256;c=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[a+64>>2]=c;a=a+68|0;c=f[a>>2]|0;f[a>>2]=e;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function IHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&512)if(+n[a+72>>2]==+n[b>>2])if(+n[a+76>>2]==+n[b+4>>2])if(+n[a+80>>2]==+n[b+8>>2])if(+n[a+84>>2]==+n[b+12>>2])if(+n[a+88>>2]==+n[b+16>>2])if(+n[a+92>>2]==+n[b+20>>2]){e=0;return e|0}d[c>>1]=e|512;f[a+72>>2]=f[b>>2];f[a+76>>2]=f[b+4>>2];f[a+80>>2]=f[b+8>>2];f[a+84>>2]=f[b+12>>2];f[a+88>>2]=f[b+16>>2];f[a+92>>2]=f[b+20>>2];e=1;return e|0}function JHa(a,c){a=a|0;c=c|0;var e=0,f=0;e=a+4|0;f=d[e>>1]|0;a=a+96|0;if(f&1024)if((b[a>>0]|0)==c<<24>>24){f=0;return f|0}d[e>>1]=f|1024;b[a>>0]=c;f=1;return f|0}function KHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0;f[a>>2]=37176;d[a+4>>1]=d[c+4>>1]|0;f[a>>2]=36396;j=a+8|0;k=c+8|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];f[a>>2]=36552;j=c+24|0;k=f[j+4>>2]|0;e=a+24|0;f[e>>2]=f[j>>2];f[e+4>>2]=k;f[a>>2]=36708;f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];e=f[c+40>>2]|0;f[a+40>>2]=e;if(e|0)gOb(e);f[a>>2]=36864;e=a+44|0;g=c+44|0;f[e>>2]=0;j=a+48|0;f[j>>2]=0;f[a+52>>2]=0;i=c+48|0;h=(f[i>>2]|0)-(f[g>>2]|0)|0;if(!h){a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}if((h|0)<0)AMb(e);k=pOb(h)|0;f[j>>2]=k;f[e>>2]=k;f[a+52>>2]=k+h;g=f[g>>2]|0;e=(f[i>>2]|0)-g|0;if((e|0)<=0){a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}bQb(k|0,g|0,e|0)|0;f[j>>2]=k+e;a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}function LHa(a){a=a|0;yf()}function MHa(a){a=a|0;return 0}function NHa(a){a=a|0;return 0}function OHa(a,b){a=a|0;b=b|0;return 2}function PHa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;d=pOb(228)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37332;e=d+12|0;c=d+108|0;g=e;h=g+96|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;n[d+112>>2]=0.0;n[d+116>>2]=0.0;n[d+120>>2]=1.0;c=d+164|0;g=d+124|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;n[d+168>>2]=1.0;n[d+172>>2]=1.0;n[d+176>>2]=1.0;n[d+180>>2]=0.0;n[d+184>>2]=0.0;n[d+188>>2]=0.0;n[d+192>>2]=-1.0;n[d+196>>2]=-1.0;n[d+200>>2]=-1.0;n[d+204>>2]=1.0;n[d+208>>2]=1.0;n[d+212>>2]=1.0;f[d+216>>2]=0;f[d+220>>2]=-1;b[d+224>>0]=0;b[d+225>>0]=0;b[d+226>>0]=0;b[d+227>>0]=2;f[a>>2]=e;f[a+4>>2]=d;return}function QHa(a){a=a|0;f[a>>2]=37332;UHa(a+12|0);aOb(a);return}function RHa(a){a=a|0;f[a>>2]=37332;UHa(a+12|0);aOb(a);sOb(a);return}function SHa(a){a=a|0;UHa(a+12|0);return}function THa(a){a=a|0;sOb(a);return}function UHa(a){a=a|0;var b=0,c=0;b=f[a>>2]|0;if(b|0){c=a+4|0;if(f[c>>2]|0)o9a(b,c)}b=f[a+148>>2]|0;if(b|0)iOb(b);b=f[a+140>>2]|0;if(b|0)iOb(b);b=f[a+132>>2]|0;if(b|0)iOb(b);b=f[a+124>>2]|0;if(b|0)iOb(b);b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+84>>2]|0;if(b|0)iOb(b);b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+64>>2]|0;if(b|0)iOb(b);b=f[a+56>>2]|0;if(b|0)iOb(b);b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function VHa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0;j=pOb(228)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37332;k=j+12|0;d=j+108|0;g=k;h=g+96|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;n[j+112>>2]=0.0;n[j+116>>2]=0.0;n[j+120>>2]=1.0;d=j+164|0;g=j+124|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;n[j+168>>2]=1.0;n[j+172>>2]=1.0;n[j+176>>2]=1.0;n[j+180>>2]=0.0;n[j+184>>2]=0.0;n[j+188>>2]=0.0;n[j+192>>2]=-1.0;n[j+196>>2]=-1.0;n[j+200>>2]=-1.0;n[j+204>>2]=1.0;n[j+208>>2]=1.0;n[j+212>>2]=1.0;f[j+216>>2]=0;f[j+220>>2]=-1;b[j+224>>0]=0;b[j+225>>0]=0;b[j+226>>0]=0;b[j+227>>0]=2;f[a>>2]=k;f[a+4>>2]=j;a=j+16|0;g=f[c>>2]|0;d=f[c+4>>2]|0;h=d;if(!d){f[a>>2]=g;f[j+20>>2]=h}else{gOb(d);l=j+20|0;d=f[l>>2]|0;f[a>>2]=g;f[l>>2]=h;if(d|0)iOb(d)}d=f[c>>2]|0;if(!d)return;d=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;do if(d|0){a=j+164|0;if(+n[a>>2]==+n[d>>2])if(+n[j+168>>2]==+n[d+4>>2])if(+n[j+172>>2]==+n[d+8>>2])if(+n[j+176>>2]==+n[d+12>>2])break;f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];l=j+227|0;b[l>>0]=b[l>>0]|2;if(f[j+100>>2]|0){f[j+24>>2]=0;l=j+28|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+40>>2]=0;l=j+44|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}}while(0);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+24>>2]&1023](d)|0;if(d|0)f[j+196>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+32>>2]&1023](d)|0;if(d|0)f[j+192>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;if(d|0){i=+n[d>>2];a=j+200|0;e=+n[a>>2];if(!(e==i)){d=f[j+132>>2]|0;if(d|0)if(f[d+8>>2]|0)if(i>0.0^e>0.0){f[j+24>>2]=0;l=j+28|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+40>>2]=0;l=j+44|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}n[a>>2]=i}}d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+48>>2]&1023](d)|0;if(d|0)WHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+64>>2]&1023](d)|0;if(d|0)f[j+212>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+72>>2]&1023](d)|0;if(d|0){d=b[d>>0]|0;a=j+226|0;if((b[a>>0]|0)!=d<<24>>24){b[a>>0]=d;f[j+56>>2]=0;l=j+60|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+64>>2]=0;l=j+68|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}}d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+80>>2]&1023](d)|0;if(d|0)XHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+88>>2]&1023](d)|0;if(d|0)YHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+96>>2]&1023](d)|0;if(!d)return;ZHa(k,b[d>>0]|0);return}function WHa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+120|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+124|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function XHa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=a+88|0;e=f[h>>2]|0;d=f[c>>2]|0;if((e|0)==(d|0))return;if(!d)d=0;else d=(f[d+8>>2]|0)!=0;if(!e){if(d)g=7}else if(d^(f[e+8>>2]|0)!=0)g=7;if((g|0)==7){f[a+12>>2]=0;g=a+16|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;g=a+32|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)iOb(d)}d=f[c>>2]|0;g=f[c+4>>2]|0;if(g|0)gOb(g);f[h>>2]=d;h=a+92|0;e=f[h>>2]|0;f[h>>2]=g;if(e){iOb(e);d=f[a+88>>2]|0}h=a+215|0;b[h>>0]=b[h>>0]|2;if(!d)return;f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;a=a+32|0;d=f[a>>2]|0;f[a>>2]=0;if(!d)return;iOb(d);return}function YHa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0;h=a+96|0;d=+n[h>>2];e=+n[b>>2];if(d==e)if(+n[a+100>>2]==+n[b+4>>2])if(+n[a+104>>2]==+n[b+8>>2])if(+n[a+108>>2]==+n[b+12>>2])if(+n[a+112>>2]==+n[b+16>>2])if(+n[a+116>>2]==+n[b+20>>2])return;if(d!=1.0)c=1;else if(+n[a+100>>2]!=0.0)c=1;else if(+n[a+104>>2]!=0.0)c=1;else if(+n[a+108>>2]!=1.0)c=1;else if(+n[a+112>>2]!=0.0)c=1;else c=+n[a+116>>2]!=0.0;if(e!=1.0)g=18;else if(+n[b+4>>2]!=0.0)g=18;else if(+n[b+8>>2]!=0.0)g=18;else if(+n[b+12>>2]!=1.0)g=18;else if(+n[b+16>>2]!=0.0)g=18;else if(c^+n[b+20>>2]!=0.0)g=20;if((g|0)==18)if(!c)g=20;if((g|0)==20){f[a+12>>2]=0;g=a+16|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;g=a+32|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c)}f[h>>2]=f[b>>2];f[a+100>>2]=f[b+4>>2];f[a+104>>2]=f[b+8>>2];f[a+108>>2]=f[b+12>>2];f[a+112>>2]=f[b+16>>2];f[a+116>>2]=f[b+20>>2];return}function ZHa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=a+213|0;if((b[e>>0]|0)==c<<24>>24)return;g=a+88|0;d=f[g>>2]|0;if(!d){b[e>>0]=c;a=a+215|0;b[a>>0]=b[a>>0]|2;return}if(f[d+8>>2]|0){f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;h=a+32|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d)}h=f[g>>2]|0;b[e>>0]=c;g=a+215|0;b[g>>0]=b[g>>0]|2;if(!h)return;f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;h=a+32|0;d=f[h>>2]|0;f[h>>2]=0;if(!d)return;iOb(d);return}function _Ha(a,c){a=a|0;c=c|0;var d=0;d=a+152|0;if(+n[d>>2]==+n[c>>2])if(+n[a+156>>2]==+n[c+4>>2])if(+n[a+160>>2]==+n[c+8>>2])if(+n[a+164>>2]==+n[c+12>>2])return;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];d=a+215|0;b[d>>0]=b[d>>0]|2;if(!(f[a+88>>2]|0))return;f[a+12>>2]=0;d=a+16|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;a=a+32|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function $Ha(a,b){a=a|0;b=+b;n[a+184>>2]=b;return}function aIa(a,b){a=a|0;b=+b;n[a+180>>2]=b;return}function bIa(a,b){a=a|0;b=+b;var c=0,d=0.0,e=0,g=0;e=a+188|0;d=+n[e>>2];if(d==b)return;c=f[a+120>>2]|0;if(c|0)if(f[c+8>>2]|0)if(b>0.0^d>0.0){f[a+12>>2]=0;g=a+16|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;g=a+32|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c)}n[e>>2]=b;return}function cIa(a,b,c){a=a|0;b=b|0;c=c|0;VHa(a,c);f[f[a>>2]>>2]=b;return}function dIa(a){a=a|0;var b=0,c=0;f[a+44>>2]=0;c=a+48|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+52>>2]=0;c=a+56|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+60>>2]=0;c=a+64|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+68>>2]=0;c=a+72|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+12>>2]=0;c=a+16|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+20>>2]=0;c=a+24|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+28>>2]=0;c=a+32|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+36>>2]=0;c=a+40|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function eIa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;if(!(b[a+215>>0]&1)){g=f[a+88>>2]|0;if(g|0)if(f[g+8>>2]|0)if((f[g+24>>2]|0)==10497)if(!(Zwb(g)|0)){f[a+12>>2]=0;h=a+16|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+20>>2]=0;h=a+24|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+28>>2]=0;h=a+32|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+36>>2]=0;h=a+40|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g)}}g=a+76|0;if((f[g>>2]|0)==(c|0)){e=e&255;h=d&255;h=a+12+(e<<4)+(h<<3)|0;return h|0}f[g>>2]=c;dIa(a);e=e&255;h=d&255;h=a+12+(e<<4)+(h<<3)|0;return h|0}function fIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+76|0;if((f[d>>2]|0)!=(b|0)){f[d>>2]=b;dIa(a)}return a+44+((c&255)<<3)|0}function gIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+76|0;if((f[d>>2]|0)!=(b|0)){f[d>>2]=b;dIa(a)}return a+60+((c&255)<<3)|0}function hIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+180>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&4){e=+n[a+780>>2];return +e}a=f[d>>2]|0;if(!a){e=0.0;return +e}if(!(b[a+788>>0]&4)){e=0.0;return +e}e=+n[a+780>>2];return +e}function iIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+184>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&8){e=+n[a+784>>2];return +e}a=f[d>>2]|0;if(!a){e=1.0;return +e}if(!(b[a+788>>0]&8)){e=1.0;return +e}e=+n[a+784>>2];return +e}function jIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+188>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&2){e=+n[a+776>>2];return +e}a=f[d>>2]|0;if(!a){e=0.0;return +e}if(!(b[a+788>>0]&2)){e=0.0;return +e}e=+n[a+776>>2];return +e}function kIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+120|0;if(f[d>>2]|0)return d|0;a=f[b>>2]|0;if(a|0){a=a+760|0;if(f[a>>2]|0){d=a;return d|0}}a=f[c>>2]|0;if(a|0){a=a+760|0;if(f[a>>2]|0){d=a;return d|0}}return d|0}function lIa(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;o=c+76|0;if((f[o>>2]|0)!=(d|0)){f[o>>2]=d;dIa(c)}if((e&255)<3)b[m>>0]=256>>>((e&255)<<3&16777215);b[m+1>>0]=b[c+212>>0]|0;r=m+4|0;s=g&255;o=s<<3&8;d=o|1;o=o|2049;g=l?o:d;w=g|16;g=k?w:g;f[r>>2]=k?w:l?o:d;k=c+88|0;d=f[k>>2]|0;if(d|0)if(f[d+8>>2]|0){o=g|32;f[r>>2]=o;l=c+213|0;if((b[l>>0]|0)==1){o=g|96;f[r>>2]=o}if(+n[c+96>>2]!=1.0)q=15;else if(+n[c+100>>2]!=0.0)q=15;else if(+n[c+104>>2]!=0.0)q=15;else if(+n[c+108>>2]!=1.0)q=15;else if(+n[c+112>>2]!=0.0)q=15;else if(+n[c+116>>2]!=0.0)q=15;if((q|0)==15)f[r>>2]=o|256;if((f[d+24>>2]|0)==10497)if(Zwb(d)|0)q=19;else{f[r>>2]=f[r>>2]|128;w=c+215|0;o=b[w>>0]|1;b[w>>0]=o}else q=19;if((q|0)==19){w=c+215|0;o=b[w>>0]&-2;b[w>>0]=o}if(j<<24>>24==1){g=c+215|0;if(o&2){d=f[k>>2]|0;a:do if(!d){d=+n[c+164>>2]<1.0;q=29}else switch(b[l>>0]|0){case 0:{if(+n[c+164>>2]<1.0){d=1;q=29;break a}d=(f[d+12>>2]|2|0)==6410;q=29;break a}case 1:{if(!(+n[c+164>>2]<1.0)){d=0;q=29;break a}d=(f[d+12>>2]|2|0)==6410;q=29;break a}default:break a}while(0);if((q|0)==29){o=(d&1)<<2&255|o&-5;b[g>>0]=o}o=o&-3;b[g>>0]=o}if(o&4)f[r>>2]=f[r>>2]|1024}}p=+n[c+188>>2];do if(!(p>=0.0)){o=f[h>>2]|0;if(!o)q=36;else if(!(b[o+788>>0]&2))q=36;if((q|0)==36){o=f[i>>2]|0;if(!o)break;if(!(b[o+788>>0]&2))break}p=+n[o+776>>2];q=39}else q=39;while(0);b:do if((q|0)==39)if(p>0.0){o=f[c+120>>2]|0;do if(!o){o=f[h>>2]|0;if(o|0){o=f[o+760>>2]|0;if(o|0)break}o=f[i>>2]|0;if(!o)break b;o=f[o+760>>2]|0;if(!o)break b}while(0);if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|512}while(0);o=f[c+128>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|131072;o=f[c+136>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|262144;o=f[c+144>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|524288;qhb(t,jhb()|0,m,1);w=f[t>>2]|0;d=w;if(!w){f[a>>2]=0;d=t+4|0;o=a+4|0}else{o=e&255;k=t+4|0;g=f[k>>2]|0;if(g|0)gOb(g);f[c+12+(s<<4)+(o<<3)>>2]=d;w=c+12+(s<<4)+(o<<3)+4|0;o=f[w>>2]|0;f[w>>2]=g;if(o|0)iOb(o);f[a>>2]=f[t>>2];f[a+4>>2]=f[k>>2];f[t>>2]=0;d=k;o=k}f[o>>2]=0;o=f[d>>2]|0;if(!o){u=v;return}iOb(o);u=v;return}function mIa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;k=l;i=c+76|0;if((f[i>>2]|0)!=(d|0)){f[i>>2]=d;dIa(c)}b[h>>0]=0;b[h+1>>0]=0;i=h+4|0;j=e&255;e=j<<3&8;m=e|2048;d=g?m:e;f[i>>2]=g?m:e;if(f[c+80>>2]|0){f[i>>2]=d|32768;if((b[c+214>>0]&-2)<<24>>24==2)f[i>>2]=d|98304}m=h+16|0;d=f[m>>2]|0;f[m>>2]=0;qhb(k,jhb()|0,h,1);f[m>>2]=d>>>0<4?d:4;m=f[k>>2]|0;d=m;if(!m){f[a>>2]=0;i=k+4|0;d=a+4|0}else{e=k+4|0;i=f[e>>2]|0;if(i|0)gOb(i);f[c+44+(j<<3)>>2]=d;m=c+44+(j<<3)+4|0;d=f[m>>2]|0;f[m>>2]=i;if(d|0)iOb(d);f[a>>2]=f[k>>2];f[a+4>>2]=f[e>>2];f[k>>2]=0;i=e;d=e}f[d>>2]=0;d=f[i>>2]|0;if(!d){u=l;return}iOb(d);u=l;return}function nIa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;m=o;k=c+76|0;if((f[k>>2]|0)!=(d|0)){f[k>>2]=d;dIa(c)}b[j>>0]=0;b[j+1>>0]=0;k=j+4|0;l=e&255;p=l<<3&8;e=p|2;p=p|2050;d=i?p:e;f[k>>2]=i?p:e;switch(g<<24>>24){case 2:case 5:{d=d|4096;f[k>>2]=d;break}default:{}}switch(h<<24>>24){case 1:{f[k>>2]=d|8192;n=8;break}case 2:{f[k>>2]=d|16384;qhb(m,jhb()|0,j,1);e=f[m>>2]|0;k=f[m+4>>2]|0;break}default:n=8}if((n|0)==8){p=j+16|0;n=f[p>>2]|0;f[p>>2]=0;qhb(m,jhb()|0,j,1);e=f[m>>2]|0;k=f[m+4>>2]|0;f[p>>2]=n>>>0<4?n:4}if(!e){f[a>>2]=0;f[a+4>>2]=0;if(!k){u=o;return}iOb(k);u=o;return}if(k|0)gOb(k);f[c+60+(l<<3)>>2]=e;p=c+60+(l<<3)+4|0;d=f[p>>2]|0;f[p>>2]=k;if(d|0)iOb(d);f[a>>2]=e;f[a+4>>2]=k;u=o;return}function oIa(a,c){a=a|0;c=c|0;var d=0;d=a+212|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+12>>2]=0;d=a+16|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;a=a+32|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function pIa(a,b){a=a|0;b=b|0;a=a+168|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];return}function qIa(a,b){a=a|0;b=+b;n[a+192>>2]=b;return}function rIa(a,b){a=a|0;b=+b;n[a+196>>2]=b;return}function sIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+80|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+44>>2]=0;e=a+48|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+52>>2]=0;e=a+56|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+84|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function tIa(a){a=a|0;var c=0;c=f[a+88>>2]|0;a:do if(!c)c=+n[a+164>>2]<1.0;else switch(b[a+213>>0]|0){case 0:{if(+n[a+164>>2]<1.0){c=1;break a}c=(f[c+12>>2]|2|0)==6410;break a}case 1:{if(!(+n[a+164>>2]<1.0)){c=0;break a}c=(f[c+12>>2]|2|0)==6410;break a}default:{c=a+215|0;a=c;c=b[c>>0]|0;c=c&-3;b[a>>0]=c;return}}while(0);a=a+215|0;c=b[a>>0]&-5|(c&1)<<2&255;b[a>>0]=c;c=c&-3;b[a>>0]=c;return}function uIa(a,b){a=a|0;b=b|0;switch(b|0){case 0:{ZHa(a,0);return}case 1:{ZHa(a,1);return}default:return}}function vIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+32|0;d=c;Twb(a);Lwb(d);Nwb(d,9728,0);Mwb(d,10497,0);e=f[b>>2]|0;$wb(f[a>>2]|0,6409,(f[b+4>>2]|0)-e|0,1,6409,5121,e,d);u=c;return}function wIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+128|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+20>>2]=0;e=a+24|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+36>>2]=0;e=a+40|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+132|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function xIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+136|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+140|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function yIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+144|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+148|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function zIa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;i=u;u=u+64|0;g=i;f[g>>2]=f[a>>2];w=a+4|0;f[g+4>>2]=f[w>>2];v=a+8|0;f[g+8>>2]=f[v>>2];t=a+12|0;f[g+12>>2]=f[t>>2];s=a+16|0;f[g+16>>2]=f[s>>2];r=a+20|0;f[g+20>>2]=f[r>>2];q=a+24|0;f[g+24>>2]=f[q>>2];p=a+28|0;f[g+28>>2]=f[p>>2];o=a+32|0;f[g+32>>2]=f[o>>2];n=a+36|0;f[g+36>>2]=f[n>>2];m=a+40|0;f[g+40>>2]=f[m>>2];l=a+44|0;f[g+44>>2]=f[l>>2];k=a+48|0;f[g+48>>2]=f[k>>2];j=a+52|0;f[g+52>>2]=f[j>>2];d=a+56|0;f[g+56>>2]=f[d>>2];e=a+60|0;f[g+60>>2]=f[e>>2];f[a>>2]=f[c>>2];f[w>>2]=f[c+4>>2];f[v>>2]=f[c+8>>2];f[t>>2]=f[c+12>>2];f[s>>2]=f[c+16>>2];f[r>>2]=f[c+20>>2];f[q>>2]=f[c+24>>2];f[p>>2]=f[c+28>>2];f[o>>2]=f[c+32>>2];f[n>>2]=f[c+36>>2];f[m>>2]=f[c+40>>2];f[l>>2]=f[c+44>>2];f[k>>2]=f[c+48>>2];f[j>>2]=f[c+52>>2];f[d>>2]=f[c+56>>2];f[e>>2]=f[c+60>>2];c=a+120|0;b[c>>0]=b[c>>0]|28;c=f[a+64>>2]|0;e=f[a+68>>2]|0;if((c|0)==(e|0)){u=i;return}do{d=f[c>>2]|0;w=d+200|0;w=ZPb(f[w>>2]|0,(h[w+4>>0]|0)&255|0,26)|0;if((f[d+72+((w&3)<<3)>>2]|0)==(a|0))nJa(d,g,a);c=c+4|0}while((c|0)!=(e|0));u=i;return}function AIa(a){a=a|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0;g=+n[a>>2];e=+n[a+4>>2];i=+n[a+8>>2];d=+n[a+16>>2];f=+n[a+20>>2];h=+n[a+24>>2];k=+n[a+32>>2];j=+n[a+36>>2];l=+n[a+40>>2];p=f*l-h*j;o=h*k-d*l;m=d*j-f*k;c=1.0/(g*p+(i*m+e*o));n[a+76>>2]=p*c;n[a+80>>2]=o*c;n[a+84>>2]=m*c;n[a+88>>2]=(i*j-e*l)*c;n[a+92>>2]=(g*l-i*k)*c;n[a+96>>2]=(e*k-g*j)*c;n[a+100>>2]=(e*h-i*f)*c;n[a+104>>2]=(i*d-g*h)*c;n[a+108>>2]=(g*f-e*d)*c;a=a+120|0;b[a>>0]=b[a>>0]&-5;return}function BIa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0;i=+n[a+20>>2];g=+n[a+40>>2];e=+n[a+36>>2];h=+n[a+24>>2];f=+n[a+4>>2];d=+n[a+8>>2];c=a+120|0;b[c>>0]=b[c>>0]&-10|+n[a+32>>2]*(h*f-i*d)+(+n[a>>2]*(i*g-e*h)-+n[a+16>>2]*(g*f-e*d))<0.0;return}function CIa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;g=+n[a>>2];f=+n[a+4>>2];h=+n[a+8>>2];h=g*g+(f*f+h*h);f=+n[a+16>>2];g=+n[a+20>>2];d=+n[a+24>>2];d=f*f+(g*g+d*d);g=+n[a+32>>2];f=+n[a+36>>2];e=+n[a+40>>2];e=g*g+(f*f+e*e);f=(h+0.0+d+e)*.3333333432674408;g=f*9.999999747378752e-05;if(+K(+(h-f))>g)c=2;else if(+K(+(d-f))>g)c=2;else if(+K(+(e-f))>g)c=2;else c=0;a=a+120|0;b[a>>0]=b[a>>0]&-19|c;return}function DIa(a){a=a|0;var b=0;b=pOb(136)|0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=37360;f[b+76>>2]=0;f[b+80>>2]=0;f[b+84>>2]=0;f[b+124>>2]=0;f[b+128>>2]=-1;f[a>>2]=b+12;f[a+4>>2]=b;return}function EIa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37360;b=f[a+76>>2]|0;if(!b){aOb(a);return}c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function FIa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37360;b=f[a+76>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function GIa(a){a=a|0;var b=0,c=0;c=f[a+76>>2]|0;if(!c)return;a=a+80|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function HIa(a){a=a|0;sOb(a);return}function IIa(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(136)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37360;e=d+12|0;f[e>>2]=f[c>>2];f[d+16>>2]=f[c+4>>2];f[d+20>>2]=f[c+8>>2];f[d+24>>2]=f[c+12>>2];f[d+28>>2]=f[c+16>>2];f[d+32>>2]=f[c+20>>2];f[d+36>>2]=f[c+24>>2];f[d+40>>2]=f[c+28>>2];f[d+44>>2]=f[c+32>>2];f[d+48>>2]=f[c+36>>2];f[d+52>>2]=f[c+40>>2];f[d+56>>2]=f[c+44>>2];f[d+60>>2]=f[c+48>>2];f[d+64>>2]=f[c+52>>2];f[d+68>>2]=f[c+56>>2];f[d+72>>2]=f[c+60>>2];f[d+76>>2]=0;f[d+80>>2]=0;f[d+84>>2]=0;f[d+124>>2]=0;f[d+128>>2]=-1;c=d+132|0;b[c>>0]=b[c>>0]|28;f[a>>2]=e;f[a+4>>2]=d;return}function JIa(a){a=a|0;var c=0,d=0,e=0;if(!(b[257320]|0))if(MPb(257320)|0){c=pOb(136)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37360;d=c+12|0;f[d>>2]=1065353216;e=c+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+32>>2]=1065353216;e=c+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+52>>2]=1065353216;e=c+56|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+72>>2]=1065353216;f[c+76>>2]=0;f[c+80>>2]=0;f[c+84>>2]=0;f[c+124>>2]=0;f[c+128>>2]=-1;b[c+132>>0]=-1;f[64666]=d;f[64667]=c}f[a>>2]=f[64666];c=f[64667]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}function KIa(a){a=a|0;var b=0,c=0;b=f[a+64>>2]|0;c=f[a+68>>2]|0;if((b|0)==(c|0)){c=0;return c|0}else a=b;while(1){b=f[a>>2]|0;if(f[b+196>>2]&524288|0){b=b+200|0;if((f[b>>2]&-268435456|0)==0&0==0){a=1;b=5;break}}a=a+4|0;if((a|0)==(c|0)){a=0;b=5;break}}if((b|0)==5)return a|0;return 0}function LIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;c=i;f[c>>2]=b;d=a+64|0;e=a+68|0;g=f[e>>2]|0;h=g-(f[d>>2]|0)>>2;if((f[a+72>>2]|0)>>>0>g>>>0){f[g>>2]=b;f[e>>2]=(f[e>>2]|0)+4;u=i;return h|0}else{MIa(d,c);u=i;return h|0}return 0}function MIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function NIa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=a;OIa(a+64|0,b,d);u=c;return}function OIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=a+4|0;d=f[h>>2]|0;g=f[a>>2]|0;e=d-g>>2;if(e>>>0<=b>>>0)return;if((b+1|0)>>>0<e>>>0){gJa(f[d+-4>>2]|0,b,e+-1|0,f[c>>2]|0);g=(f[h>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;d=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=d;e=f[a>>2]|0;d=f[h>>2]|0;b=e}else{b=g;e=g}d=d+-4|0;f[h>>2]=d;if((b|0)!=(d|0))return;c=a+8|0;b=d-e|0;d=b>>2;if((f[c>>2]|0)-e>>2>>>0<=d>>>0)return;do if(!d){i=0;j=0}else if(d>>>0>1073741823)vd();else{j=pOb(b)|0;i=j;break}while(0);d=i+(d<<2)|0;if((b|0)>0)bQb(j|0,e|0,b|0)|0;f[a>>2]=i;f[h>>2]=d;f[c>>2]=d;if(!e)return;sOb(e);return}function PIa(a){a=a|0;var b=0,c=0,d=0;d=a+196|0;b=a+72|0;c=f[b>>2]|0;if(c|0){NIa(c,f[a+132>>2]|0);f[b>>2]=0;c=a+76|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b)}b=a+80|0;c=f[b>>2]|0;if(c|0){NIa(c,f[a+136>>2]|0);f[b>>2]=0;c=a+84|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b)}c=a+88|0;b=f[c>>2]|0;if(b|0){NIa(b,f[a+140>>2]|0);b=f[c>>2]|0;if((f[b+64>>2]|0)==(f[b+68>>2]|0))if((f[b+112>>2]|0)==-1){if(!(f[d>>2]&262144))b=(f[a>>2]|0)+8|0;else b=a;wSa(f[b>>2]|0,c)}f[c>>2]=0;d=a+92|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)iOb(b)}c=a+4|0;b=f[c>>2]|0;if(b|0){QIa((f[b+44>>2]|0)+112|0,f[a+128>>2]|0);f[c>>2]=0;d=a+8|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)iOb(b)}b=f[a+112>>2]|0;if(b|0)iOb(b);d=a+104|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){RIa(b);sOb(b)}b=f[a+100>>2]|0;if(b|0)iOb(b);b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+84>>2]|0;if(b|0)iOb(b);b=f[a+76>>2]|0;if(b|0)iOb(b);d=a+68|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=a+64|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+56>>2]|0;if(b|0)iOb(b);b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function QIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=a+4|0;d=f[g>>2]|0;e=f[a>>2]|0;c=d-e>>2;if(c>>>0<=b>>>0)return;if((b+1|0)>>>0<c>>>0){IMa(f[d+-4>>2]|0,b,c+-1|0);c=(f[g>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=b;e=f[a>>2]|0;b=f[g>>2]|0;c=e}else{b=d;c=e}b=b+-4|0;f[g>>2]=b;if((c|0)!=(b|0))return;d=a+8|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0<=b>>>0)return;do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,e|0,c|0)|0;f[a>>2]=h;f[g>>2]=b;f[d>>2]=b;if(!e)return;sOb(e);return}function RIa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+296>>2]|0;if(b|0)iOb(b);e=a+288|0;g=f[e>>2]|0;f[e>>2]=0;if(g|0){b=f[g+16>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=g+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}sOb(g)}SIa(a+240|0);SIa(a+192|0);SIa(a+144|0);TIa(a+96|0);TIa(a+48|0);TIa(a);return}function SIa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a>>2]|0;if(!b)return;e=a+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-16|0;f[e>>2]=d;c=f[c+-12>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function TIa(a){a=a|0;var b=0,c=0,d=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function UIa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=pOb(220)|0;f[h+4>>2]=0;f[h+8>>2]=0;f[h>>2]=37388;i=h+12|0;d=h+132|0;e=h+16|0;g=e+116|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[d>>2]=-1;f[h+136>>2]=0;f[h+140>>2]=-1;f[h+168>>2]=0;f[h+172>>2]=0;f[h+176>>2]=0;b[h+204>>0]=7;b[h+205>>0]=0;f[h+208>>2]=393472;g=h+212|0;f[g>>2]=50331648;b[g+4>>0]=1;f[i>>2]=c;n[h+192>>2]=1.0;n[h+196>>2]=1.0;n[h+200>>2]=1.0;g=h+144|0;f[g>>2]=-1;f[g+4>>2]=-1;f[g+8>>2]=-1;f[a>>2]=i;f[a+4>>2]=h;return}function VIa(a){a=a|0;f[a>>2]=37388;PIa(a+12|0);aOb(a);return}function WIa(a){a=a|0;f[a>>2]=37388;PIa(a+12|0);aOb(a);sOb(a);return}function XIa(a){a=a|0;PIa(a+12|0);return}function YIa(a){a=a|0;sOb(a);return}function ZIa(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+16|0;d=o;j=a+196|0;b=f[j>>2]|0;c=b&2;k=(c|0)!=0;l=(b&4|0)!=0;m=(b&1|0)!=0;i=a+200|0;i=ZPb(f[i>>2]|0,(h[i+4>>0]|0)&255|0,28)|0;i=i&15;if(m){e=+n[a+148>>2];g=+n[a+144>>2]}else{e=0.0;g=0.0}if(c){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=cSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}b=b&-259|256;f[j>>2]=b}if(b&4){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=bSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}b=b&-261|256;f[j>>2]=b}if(b&1|0){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=aSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}f[j>>2]=b&-258|256}_Ia(a,0)|0;f[j>>2]=f[j>>2]|524288;$Ia(a);aJa(a,k);bJa(a,l);if(!m){_Ia(a,i)|0;u=o;return}cJa(a,g,e);_Ia(a,i)|0;u=o;return}function _Ia(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;e=f[a+196>>2]|0;g=(e&524288|0)!=0;i=(c+-1|0)>>>0>12&g?((e&100663296|0)==0?0:14):c;j=a+200|0;c=f[j>>2]|0;d=h[j+4>>0]|0;k=ZPb(c|0,d&255|0,28)|0;if((k&15|0)==(i|0)|i>>>0>15){k=0;return k|0}do if(g){if(!(f[a+116>>2]|0))if((f[a+120>>2]|0)==-1)break;if(!(e&262144))c=(f[a>>2]|0)+8|0;else c=a;d=AQa(f[c>>2]|0)|0;c=ZPb(f[j>>2]|0,(h[j+4>>0]|0)&255|0,28)|0;c=c&15;if(c|0){c=W9a(d,c,0)|0;if(c|0)leb(c,a)|0}k=(h[j+4>>0]|0)&255;f[j>>2]=f[j>>2]&268435455|i<<28;b[j+4>>0]=k;$Ia(a);if(!i){k=1;return k|0}c=ZPb(f[j>>2]|0,(h[j+4>>0]|0)&255|0,28)|0;c=W9a(d,c&15,1)|0;if(c|0)if(keb(c,a)|0){k=1;return k|0}k=(h[j+4>>0]|0)&255;f[j>>2]=f[j>>2]&268435455;b[j+4>>0]=k;$Ia(a);k=0;return k|0}while(0);f[j>>2]=c&268435455|i<<28;b[j+4>>0]=d;k=1;return k|0}function $Ia(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;k=f[a+196>>2]|0;if(!(k&524288))return;if(!(f[a+116>>2]|0))if((f[a+120>>2]|0)==-1)return;l=a+200|0;d=f[l>>2]|0;g=h[l+4>>0]|0;m=g&255;j=m&3;do if((d&-268435456|0)==0&0==0){if(k&33556504|0){c=g&252;break}if((d&201326592|0)!=0|0!=0|(k&262144|0)!=0)e=10;else if(!(b[(f[(f[a+4>>2]|0)+44>>2]|0)+148>>0]&8)){c=0;i=1}else e=10;if((e|0)==10){c=0;i=2}d=d|c;c=g&252|i}else c=g|3;while(0);f[l>>2]=d;b[l+4>>0]=c;i=c&3;if((i|0)!=2&(i|0)==(j|0))return;if(!(k&262144))c=(f[a>>2]|0)+8|0;else c=a;c=f[c>>2]|0;switch(m&3){case 0:{eSa(c,f[a+124>>2]|0);break}case 2:{iSa(c,a);break}default:{}}switch((h[l+4>>0]|0)&3){case 0:{m=dSa(c,a)|0;f[a+124>>2]=m;return}case 2:{hSa(c,a);return}default:return}}function aJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;d=s;r=a+196|0;c=f[r>>2]|0;if(!((c&2|0)!=0^b)){u=s;return}a:do if(c&524288|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;p=cSa(f[c>>2]|0)|0;if(!b){f[d>>2]=a;sDa(p,d)|0;break}j=a;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=p+4|0;l=f[k>>2]|0;m=(l|0)==0;b:do if(m)c=0;else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(d){if(e)while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0)))break b;if((f[d+8>>2]|0)==(a|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0))break b}if((f[d+8>>2]|0)==(a|0))break a}}}while(0);a=pOb(12)|0;f[a+8>>2]=j;f[a+4>>2]=o;f[a>>2]=0;i=p+12|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[p+16>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=p+8|0;f[a>>2]=f[c>>2];f[c>>2]=a;f[d>>2]=c;c=f[a>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;q=36}}else{f[a>>2]=f[c>>2];q=36}if((q|0)==36)f[c>>2]=a;f[i>>2]=(f[i>>2]|0)+1}while(0);q=f[r>>2]|0;f[r>>2]=(b&1)<<1|q&134217469|q&-134217728|256;u=s;return}function bJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;d=s;r=a+196|0;c=f[r>>2]|0;if(!((c&4|0)!=0^b)){u=s;return}a:do if(c&524288|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;p=bSa(f[c>>2]|0)|0;if(!b){f[d>>2]=a;sDa(p,d)|0;break}j=a;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=p+4|0;l=f[k>>2]|0;m=(l|0)==0;b:do if(m)c=0;else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(d){if(e)while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0)))break b;if((f[d+8>>2]|0)==(a|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0))break b}if((f[d+8>>2]|0)==(a|0))break a}}}while(0);a=pOb(12)|0;f[a+8>>2]=j;f[a+4>>2]=o;f[a>>2]=0;i=p+12|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[p+16>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=p+8|0;f[a>>2]=f[c>>2];f[c>>2]=a;f[d>>2]=c;c=f[a>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;q=36}}else{f[a>>2]=f[c>>2];q=36}if((q|0)==36)f[c>>2]=a;f[i>>2]=(f[i>>2]|0)+1}while(0);q=f[r>>2]|0;f[r>>2]=(b&1)<<2|q&134217467|q&-134217728|256;u=s;return}function cJa(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=a+196|0;d=f[t>>2]|0;if(d&1|0){s=d;r=a+144|0;n[r>>2]=b;a=a+148|0;n[a>>2]=c;a=s|256;f[t>>2]=a;return}a:do if(d&524288|0){if(!(d&262144))d=(f[a>>2]|0)+8|0;else d=a;r=aSa(f[d>>2]|0)|0;k=a;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=r+4|0;m=f[l>>2]|0;o=(m|0)==0;b:do if(o)d=0;else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&p;else if(p>>>0<m>>>0)d=p;else d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(e){if(g)while(1){e=f[e>>2]|0;if(!e)break b;q=f[e+4>>2]|0;if(!((q|0)==(p|0)|(q&j|0)==(d|0)))break b;if((f[e+8>>2]|0)==(a|0))break a}while(1){e=f[e>>2]|0;if(!e)break b;g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0))break b}if((f[e+8>>2]|0)==(a|0))break a}}}while(0);q=pOb(12)|0;f[q+8>>2]=k;f[q+4>>2]=p;f[q>>2]=0;j=r+12|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[r+16>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=r+8|0;f[q>>2]=f[d>>2];f[d>>2]=q;f[e>>2]=d;d=f[q>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;s=35}}else{f[q>>2]=f[d>>2];s=35}if((s|0)==35)f[d>>2]=q;f[j>>2]=(f[j>>2]|0)+1}while(0);s=f[t>>2]|1;f[t>>2]=s;r=a+144|0;n[r>>2]=b;a=a+148|0;n[a>>2]=c;a=s|256;f[t>>2]=a;return}function dJa(a){a=a|0;var b=0,c=0,d=0,e=0;e=u;u=u+16|0;c=e;d=a+196|0;b=f[d>>2]|0;if(!(b&1)){u=e;return}if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=aSa(f[b>>2]|0)|0;f[c>>2]=a;sDa(b,c)|0;b=f[d>>2]|0}f[d>>2]=b&-258|256;u=e;return}function eJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+80|0;i=l+72|0;j=l;k=a+4|0;d=f[k>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0)){u=l;return}if(d){QIa((f[d+44>>2]|0)+112|0,f[a+128>>2]|0);c=f[b>>2]|0}if(c){m=f[c+44>>2]|0;f[i>>2]=a;c=m+112|0;d=m+116|0;e=f[d>>2]|0;g=e-(f[c>>2]|0)>>2;if((f[m+120>>2]|0)>>>0>e>>>0){f[e>>2]=a;f[d>>2]=(f[d>>2]|0)+4}else MIa(c,i);f[a+128>>2]=g;c=f[b>>2]|0}d=f[b+4>>2]|0;if(d|0)gOb(d);f[k>>2]=c;m=a+8|0;e=f[m>>2]|0;f[m>>2]=d;if(e){iOb(e);c=f[k>>2]|0}m=a+196|0;f[m>>2]=f[m>>2]|256;if(c|0)if(f[c+36>>2]|0){g=a+96|0;e=a+200|0;b=f[e>>2]|0;c=h[e+4>>0]|0;m=ZPb(b|0,c&255|0,26)|0;m=(f[g>>2]|0)==(f[a+72+((m&3)<<3)>>2]|0);c=ZPb(b|0,c&255|0,26)|0;if(m){DIa(i);m=f[i>>2]|0;d=i+4|0;b=f[d>>2]|0;f[i>>2]=0;f[d>>2]=0;f[g>>2]=m;m=a+100|0;c=f[m>>2]|0;f[m>>2]=b;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,26)|0}c=f[a+72+((c&3)<<3)>>2]|0;if(c|0){i=f[g>>2]|0;m=f[(f[k>>2]|0)+36>>2]|0;f[j>>2]=c;f[j+4>>2]=m;m=j+8|0;gma(m,j)|0;zIa(i,m)}fJa(a);u=l;return}d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,26)|0;d=d&3;c=f[a+72+(d<<3)>>2]|0;d=f[a+72+(d<<3)+4>>2]|0;if(d|0)gOb(d);f[a+96>>2]=c;m=a+100|0;c=f[m>>2]|0;f[m>>2]=d;if(!c){u=l;return}iOb(c);u=l;return}function fJa(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0;if(!(f[a+196>>2]&134217728))return;d=a+104|0;c=f[d>>2]|0;if(b[c+364>>0]&1)return;a=f[a+96>>2]|0;if(b[a+120>>0]&4){AIa(a);c=f[d>>2]|0}j=+n[c+300>>2];e=+n[c+304>>2];g=+n[c+308>>2];i=+n[a+76>>2]*j+ +n[a+88>>2]*e+ +n[a+100>>2]*g;h=j*+n[a+80>>2]+e*+n[a+92>>2]+g*+n[a+104>>2];g=j*+n[a+84>>2]+e*+n[a+96>>2]+g*+n[a+108>>2];e=+L(+(i*i+(h*h+g*g)));n[c+312>>2]=i/e;n[c+316>>2]=h/e;n[c+320>>2]=g/e;return}function gJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+132|0;if((f[e>>2]|0)==(c|0)){if((f[a+72>>2]|0)!=(d|0))g=4}else g=4;do if((g|0)==4){e=a+136|0;if((f[e>>2]|0)==(c|0))if((f[a+80>>2]|0)==(d|0))break;e=a+140|0;if((f[e>>2]|0)!=(c|0))return;if((f[a+88>>2]|0)!=(d|0))return}while(0);f[e>>2]=b;return}function hJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;b=b&255;d=f[c>>2]|0;c=f[c+4>>2]|0;if(c|0)gOb(c);f[a+36+(b<<3)>>2]=d;a=a+36+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=c;if(!b)return;iOb(b);return}function iJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+80|0;d=g;c=f[b+4>>2]|0;if(!c)e=4;else{c=f[c+36>>2]|0;if(!c)e=4;else{f[d>>2]=f[b+72>>2];f[d+4>>2]=c;c=d+8|0;gma(c,d)|0}}if((e|0)==4)c=f[b+72>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];u=g;return}function jJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=a+104|0;c=f[d>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[d>>2]=c}e=f[b>>2]|0;g=b+4|0;d=f[g>>2]|0;f[b>>2]=0;f[g>>2]=0;f[c+292>>2]=e;b=c+296|0;c=f[b>>2]|0;f[b>>2]=d;if(!c){g=a+196|0;e=f[g>>2]|0;e=e|1049600;f[g>>2]=e;return}iOb(c);g=a+196|0;e=f[g>>2]|0;e=e|1049600;f[g>>2]=e;return}function kJa(a){a=a|0;var b=0,c=0,d=0;d=a+104|0;b=f[d>>2]|0;if(!b)return;f[b+292>>2]=0;c=b+296|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);b=a+196|0;c=f[b>>2]|0;f[b>>2]=c&-1048577;b=f[d>>2]|0;if(!b)return;a=a+200|0;if(!((c&679477248|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[d>>2]=0;RIa(b);sOb(b);return}function lJa(a){a=a|0;return (f[a+104>>2]|0)+292|0}function mJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;i=l+16|0;j=l+8|0;k=l;g=a+200|0;e=(h[g+4>>0]|0)&255;f[g>>2]=f[g>>2]&-16773121;b[g+4>>0]=e;g=a+196|0;e=f[g>>2]|0;f[g>>2]=e|256;if(!(e&524288)){u=l;return}if(!(e&262144))e=(f[a>>2]|0)+8|0;else e=a;U8a(AQa(f[e>>2]|0)|0,a,c,d);if(!(f[g>>2]&262144)){e=f[(f[a>>2]|0)+8>>2]|0;f[k>>2]=f[a+116>>2];f[i>>2]=f[k>>2];IQa(j,e,i);if(f[j>>2]|0){k=f[a>>2]|0;hpb(k,j,BSa(e)|0)}e=f[j+4>>2]|0;if(e|0)iOb(e)}$Ia(a);u=l;return}function nJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0.0,r=0.0;m=u;u=u+80|0;k=m;e=a+200|0;g=f[e>>2]|0;j=h[e+4>>0]|0;f[e>>2]=g|50331648;b[e+4>>0]=j;e=f[a+4>>2]|0;if(!e)l=5;else{i=f[e+36>>2]|0;if(!i)l=5;else{e=ZPb(g|0,j&255|0,26)|0;e=f[a+72+((e&3)<<3)>>2]|0;if(e|0){g=f[a+96>>2]|0;f[k>>2]=e;f[k+4>>2]=i;j=k+8|0;gma(j,k)|0;zIa(g,j)}}}if((l|0)==5){g=ZPb(g|0,j&255|0,26)|0;g=g&3;e=f[a+72+(g<<3)>>2]|0;g=f[a+72+(g<<3)+4>>2]|0;if(g|0)gOb(g);f[a+96>>2]=e;l=a+100|0;e=f[l>>2]|0;f[l>>2]=g;if(e|0)iOb(e)}e=a+196|0;if(!(f[e>>2]&268435456)){fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}if(!((c|0)==0|(d|0)==0)){q=+n[c>>2];r=+n[c+4>>2];o=+n[c+8>>2];o=+L(+(q*q+(r*r+o*o)));r=+n[d>>2];q=+n[d+4>>2];p=+n[d+8>>2];if(!(o==0.0?1:+K(+(1.0-+L(+(r*r+(q*q+p*p)))/o))>9.999999747378752e-05)){p=+n[c+16>>2];o=+n[c+20>>2];r=+n[c+24>>2];r=+L(+(p*p+(o*o+r*r)));o=+n[d+16>>2];p=+n[d+20>>2];q=+n[d+24>>2];if(!(r==0.0?1:+K(+(1.0-+L(+(o*o+(p*p+q*q)))/r))>9.999999747378752e-05)){p=+n[c+32>>2];o=+n[c+36>>2];r=+n[c+40>>2];r=+L(+(p*p+(o*o+r*r)));o=+n[d+32>>2];p=+n[d+36>>2];q=+n[d+40>>2];if(!(r==0.0?1:+K(+(1.0-+L(+(o*o+(p*p+q*q)))/r))>9.999999747378752e-05)){fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}}}}oJa(a);fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}function oJa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=a+196|0;if(!(f[h>>2]&536870912))return;i=a+104|0;e=(f[i>>2]|0)+288|0;g=f[e>>2]|0;f[e>>2]=0;if(g|0){b=f[g+16>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=g+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}sOb(g)}c=f[h>>2]|0;f[h>>2]=c&-536870913;b=f[i>>2]|0;if(!b)return;a=a+200|0;if(!((c&143654912|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[i>>2]=0;RIa(b);sOb(b);return}function pJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;o=p;j=a+72+(c<<3)|0;e=f[j>>2]|0;if((e|0)==(f[d>>2]|0)){u=p;return}k=a+200|0;g=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,26)|0;g=g&3;l=f[a+72+(g<<3)>>2]|0;f[o>>2]=l;n=o+4|0;g=f[a+72+(g<<3)+4>>2]|0;f[n>>2]=g;m=l;if(g){gOb(g);e=f[j>>2]|0}if(e|0)NIa(e,f[a+132+(c<<2)>>2]|0);e=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[j>>2]=e;q=a+72+(c<<3)+4|0;i=f[q>>2]|0;f[q>>2]=g;if(i){iOb(i);e=f[j>>2]|0}if(e|0){q=LIa(e,a)|0;f[a+132+(c<<2)>>2]=q}q=(f[d>>2]|0)==0;j=f[k>>2]|0;i=h[k+4>>0]|0;g=ZPb(j|0,i&255|0,26)|0;g=g&3;a:do if(q){e=ZPb(j|0,i&255|0,26)|0;if((g|0)==(c|0)){e=ZPb(j|0,i&255|0,26)|0;if(!((j&201326592|0)==0&0==0)){g=j;do{q=ZPb(g|0,i&255|0,26)|0;q=(f[a+72+((q&3)<<3)>>2]|0)==0;e=ZPb(g|0,i&255|0,26)|0;if(!q)break a;q=g+201326592&201326592;i=i&255;g=g&-201326593|q;f[k>>2]=g;b[k+4>>0]=i;e=ZPb(g|0,i|0,26)|0}while((q|0)!=0)}}}else if(g>>>0<c>>>0){e=i&255;q=j&-201326593|c<<26&201326592;f[k>>2]=q;b[k+4>>0]=e;e=ZPb(q|0,e|0,26)|0;break}else{e=ZPb(j|0,i&255|0,26)|0;break}while(0);g=e&3;e=f[a+72+(g<<3)>>2]|0;g=f[a+72+(g<<3)+4>>2]|0;i=(g|0)==0;if(!i)gOb(g);if((e|0)!=(m|0)){nJa(a,m,e);if(!((c|0)!=2|(l|0)==0))if((f[m+64>>2]|0)==(f[m+68>>2]|0))if((f[m+112>>2]|0)==-1){if(!(f[a+196>>2]&262144))a=(f[a>>2]|0)+8|0;wSa(f[a>>2]|0,o)}}if(!i)iOb(g);a=f[n>>2]|0;if(a|0)iOb(a);u=p;return}function qJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;c=a+196|0;d=f[c>>2]|0;if(!(d&262144))if((f[a>>2]|0)==(b|0))return;f[a>>2]=b;f[c>>2]=d&-262145;return}function rJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&8|0)!=0^b))return;f[c>>2]=d&134217719|(b&1)<<3|d&-134217728;$Ia(a);f[c>>2]=f[c>>2]|256;return}function sJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&16|0)!=0^b))return;f[c>>2]=d&134217711|(b&1)<<4|d&-134217728;$Ia(a);f[c>>2]=f[c>>2]|256;return}function tJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&33554432|0)!=0^b))return;f[c>>2]=d&100663295|(b&1)<<25|d&-134217728;d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,28)|0;_Ia(a,d&15)|0;return}function uJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&67108864|0)!=0^b))return;f[c>>2]=d&67108863|(b&1)<<26|d&-134217728;d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,28)|0;_Ia(a,d&15)|0;return}function vJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=a+196|0;c=f[d>>2]|0;if(!((c&32|0)!=0^b))return;if(b){f[a+156>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0}else if(f[a+4>>2]|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;e=tSa(f[c>>2]|0)|0;c=f[d>>2]|0;if(!((c&32|0)!=0|(c&2048|0)==0&(e^1))){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;qSa(f[c>>2]|0,a);c=f[d>>2]|0}}f[d>>2]=(b&1)<<5|c&134217439|c&-134217728|256;return}function wJa(a,b){a=a|0;b=b|0;f[a+156>>2]=f[b>>2];f[a+160>>2]=f[b+4>>2];f[a+164>>2]=f[b+8>>2];return}function xJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;f[a>>2]=c&134217663|(b&1)<<6|c&-134217728;return}function yJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&8192|0)!=0^b))return;f[a>>2]=(b&1)<<13|c&134209279|c&-134217728|256;return}function zJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&16384|0)!=0^b))return;f[a>>2]=(b&1)<<14|c&134200831|c&-134217728|512;return}function AJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&32768|0)!=0^b))return;f[a>>2]=(b&1)<<15|c&134184703|c&-134217728|256;return}function BJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;f[a>>2]=c&134152191|(b&1)<<16|c&-134217728;return}function CJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&2097152|0)!=0^b))return;f[a>>2]=(b&1)<<21|c&132120319|c&-134217728|256;return}function DJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&4194304|0)!=0^b))return;f[a>>2]=(b&1)<<22|c&130023167|c&-134217728|256;return}function EJa(a){a=a|0;a=a+196|0;f[a>>2]=f[a>>2]|16777216;return}function FJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&2048|0)!=0^b))return;f[c>>2]=d&134215679|(b&1)<<11|d&-134217728;if(!(d&524288))return;if(!b){f[a+156>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0}$Ia(a);return}function GJa(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n+24|0;k=n+16|0;d=n+12|0;g=n+8|0;j=n;e=a+196|0;if(!(f[e>>2]&262144))c=(f[a>>2]|0)+8|0;else c=a;l=f[c>>2]|0;c=(zQa(l)|0)+229|0;if(!(b[c>>0]|0))m=6;else if(!(f[e>>2]&16777216)){f[d>>2]=f[a+116>>2];f[i>>2]=f[d>>2];IQa(k,l,i);c=f[k>>2]|0;d=a+120|0;f[g>>2]=f[d>>2];f[i>>2]=f[g>>2];c=aGa(c,i)|0;if(!c)m=10;else{c=f[c+12>>2]|0;if((c|0)==-1)m=10;else d=c&255}if((m|0)==10){d=f[d>>2]|0;f[i>>2]=f[(f[k>>2]|0)+8>>2];f[i+4>>2]=d;BRa(j,l,i);d=b[(f[j>>2]|0)+192>>0]&7;c=f[j+4>>2]|0;if(c|0)iOb(c)}c=f[k+4>>2]|0;if(c|0)iOb(c)}else m=6;if((m|0)==6)d=b[a+192>>0]&7;c=AQa(l)|0;m=a+200|0;if(!((f[m>>2]&-268435456|0)==0&0==0)){a=d&255;a=a&255;u=n;return a|0}a=((h[a+192>>0]|0)>>>3&7|b[c+224>>0])&d&255;a=a&255;u=n;return a|0}function HJa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+193|0;h=c&7;if(e)b[g>>0]=b[g>>0]|h;c=a+192|0;e=b[c>>0]|0;if(!((e&h)<<24>>24!=0^d)){d=0;return d|0}b[c>>0]=e^h;d=a+196|0;f[d>>2]=f[d>>2]|256;d=1;return d|0}function IJa(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+192|0;e=b[d>>0]|0;if(((e&255)>>>3&7)==c<<24>>24)return;b[d>>0]=e&-57|c<<3&56;e=a+196|0;f[e>>2]=f[e>>2]|256;return}function JJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0;d=u;u=u+32|0;g=d+12|0;e=d;o=f[(f[a+4>>2]|0)+44>>2]|0;m=+n[o+124>>2];l=+n[o+136>>2];n[g>>2]=m-l;k=+n[o+128>>2];j=+n[o+140>>2];n[g+4>>2]=k-j;i=+n[o+132>>2];h=+n[o+144>>2];n[g+8>>2]=i-h;n[e>>2]=m+l;n[e+4>>2]=k+j;n[e+8>>2]=i+h;KJa(g,e,f[a+96>>2]|0,b,c);u=d;return}function KJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0;E=u;u=u+32|0;C=E;k=f[a>>2]|0;f[C>>2]=k;l=f[a+4>>2]|0;f[C+4>>2]=l;m=f[a+8>>2]|0;f[C+8>>2]=m;f[C+12>>2]=f[b>>2];f[C+16>>2]=f[b+4>>2];f[C+20>>2]=f[b+8>>2];F=(f[s>>2]=k,+n[s>>2]);k=c+16|0;h=(f[s>>2]=l,+n[s>>2]);l=c+32|0;j=(f[s>>2]=m,+n[s>>2]);m=c+4|0;o=c+20|0;p=c+36|0;q=c+8|0;r=c+24|0;t=c+40|0;v=c+48|0;g=+n[c>>2]*F+ +n[k>>2]*h+ +n[l>>2]*j+ +n[v>>2];w=c+52|0;i=+n[m>>2]*F+ +n[o>>2]*h+ +n[p>>2]*j+ +n[w>>2];x=c+56|0;j=+n[q>>2]*F+ +n[r>>2]*h+ +n[t>>2]*j+ +n[x>>2];n[e>>2]=g;y=e+4|0;n[y>>2]=i;z=e+8|0;n[z>>2]=j;n[d>>2]=g;A=d+4|0;f[A>>2]=f[y>>2];B=d+8|0;f[B>>2]=f[z>>2];a=1;while(1){G=+n[C+((a&1)*12|0)>>2];F=+n[C+((a>>>1&1)*12|0)+4>>2];j=+n[C+((a>>>2&1)*12|0)+8>>2];h=+n[v>>2]+(G*+n[c>>2]+F*+n[k>>2]+j*+n[l>>2]);i=+n[w>>2]+(G*+n[m>>2]+F*+n[o>>2]+j*+n[p>>2]);j=+n[x>>2]+(G*+n[q>>2]+F*+n[r>>2]+j*+n[t>>2]);if(h<g){b=d;D=5}else if(h>+n[e>>2]){b=e;D=5}if((D|0)==5){D=0;n[b>>2]=h}if(i<+n[A>>2]){b=d;D=8}else if(i>+n[y>>2]){b=e;D=8}if((D|0)==8){D=0;n[b+4>>2]=i}if(j<+n[B>>2]){b=d;D=11}else if(j>+n[z>>2]){b=e;D=11}if((D|0)==11){D=0;n[b+8>>2]=j}a=a+1|0;if((a|0)==8)break;g=+n[d>>2]}u=E;return}function LJa(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,i=0.0,j=0.0,k=0;c=f[a+96>>2]|0;k=f[(f[a+4>>2]|0)+44>>2]|0;j=+n[k+124>>2];i=+n[k+128>>2];g=+n[k+132>>2];e=j*+n[c+4>>2]+i*+n[c+20>>2]+g*+n[c+36>>2];d=j*+n[c+8>>2]+i*+n[c+24>>2]+g*+n[c+40>>2];n[a+168>>2]=+n[c>>2]*j+ +n[c+16>>2]*i+ +n[c+32>>2]*g+ +n[c+48>>2];n[a+172>>2]=e+ +n[c+52>>2];n[a+176>>2]=d+ +n[c+56>>2];a=a+200|0;c=(h[a+4>>0]|0)&255;f[a>>2]=f[a>>2]&-33554433;b[a+4>>0]=c;return}function MJa(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,i=0.0,j=0.0,k=0;c=f[a+96>>2]|0;k=f[(f[a+4>>2]|0)+44>>2]|0;j=+n[k+136>>2];i=+n[k+140>>2];d=+n[k+144>>2];g=+n[c>>2]*j+ +n[c+16>>2]*i+ +n[c+32>>2]*d;e=j*+n[c+4>>2]+i*+n[c+20>>2]+d*+n[c+36>>2];d=j*+n[c+8>>2]+i*+n[c+24>>2]+d*+n[c+40>>2];n[a+152>>2]=g*g+(e*e+d*d);a=a+200|0;c=(h[a+4>>0]|0)&255;f[a>>2]=f[a>>2]&-16777217;b[a+4>>0]=c;return}function NJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;e=h;g=b+88|0;d=f[g>>2]|0;if(!d){f[a>>2]=0;f[a+4>>2]=-1;u=h;return}if((f[d+112>>2]|0)==-1){xSa(e,c,g);pJa(b,2,e);d=f[e+4>>2]|0;if(d|0)iOb(d);d=f[g>>2]|0}e=d+112|0;g=f[e+4>>2]|0;f[a>>2]=f[e>>2];f[a+4>>2]=g;u=h;return}function OJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;PJa(a,b,c,d,e)|0;return}function PJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;if(g){g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[j>>2]=d;f[j+4>>2]=e;if(!(QJa(i+144+(g*48|0)+12|0,j)|0)){a=0;u=m;return a|0}k=1<<g;e=a+200|0;c=f[e>>2]|0;d=h[e+4>>0]|0;j=ZPb(c|0,d&255|0,3)|0;l=ZPb(c|0,d&255|0,15)|0;f[e>>2]=c&-229433|(k|j)<<3&56|((k^7)&l)<<15&229376;b[e+4>>0]=d;a=a+196|0;f[a>>2]=f[a>>2]|512;a=1;u=m;return a|0}k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,3)|0;g=c&255;i=1<<g;if(!(i&7&l)){a=0;u=m;return a|0}l=a+104|0;c=f[l>>2]|0;j=c+144+(g*48|0)+12|0;if(!(RJa(j,d,e)|0)){a=0;u=m;return a|0}if((f[j>>2]|0)==(f[c+144+(g*48|0)+16>>2]|0)){g=i^7;e=f[k>>2]|0;i=h[k+4>>0]|0;c=ZPb(e|0,i&255|0,3)|0;i=i&255;c=e&-57|(g&c)<<3&56;f[k>>2]=c;b[k+4>>0]=i}else{g=i^7;i=h[k+4>>0]|0;c=f[k>>2]|0}e=ZPb(c|0,i&255|0,15)|0;f[k>>2]=c&-229377|(g&e)<<15&229376;b[k+4>>0]=i;i=a+196|0;g=f[i>>2]|0;f[i>>2]=g|512;i=f[l>>2]|0;if(!i){a=1;u=m;return a|0}if(!((g&680525824|0)==0&((c&4095|0)==0&0==0))){a=1;u=m;return a|0}f[l>>2]=0;RIa(i);sOb(i);a=1;u=m;return a|0}function QJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;r=w+12|0;v=w+8|0;s=w+4|0;c=w;p=b+4|0;j=f[p>>2]|0;if(!j){v=0;u=w;return v|0}i=f[a>>2]|0;t=a+4|0;o=f[t>>2]|0;d=o-i>>3;n=f[b>>2]|0;do if(!d){d=i;k=i;i=d;m=j+n|0;j=n}else{k=i;e=i;while(1){m=(d|0)/2|0;h=e+(m<<3)|0;g=(f[h>>2]|0)>>>0<n>>>0;h=h+8|0;k=g?h:k;d=g?d+-1-m|0:m;if(!d)break;else e=g?h:e}l=k;g=j+n|0;if((k|0)==(i|0)){i=l;m=g;j=n;d=l}else{h=k+-8|0;e=h;h=f[h>>2]|0;d=(f[k+-4>>2]|0)+h|0;if(n>>>0>d>>>0){i=l;m=g;j=n;d=l}else if(d>>>0<g>>>0){f[b>>2]=h;f[p>>2]=g-h;i=e;m=g;j=h;d=l;break}else{v=0;u=w;return v|0}}}while(0);a:do if((k|0)==(o|0)){h=d;g=d}else{h=d;g=d;e=k;while(1){d=f[e>>2]|0;if(m>>>0<=d>>>0)break;d=(f[e+4>>2]|0)+d|0;g=g+8|0;if(d>>>0>m>>>0){q=14;break}d=e+8|0;h=d;if((d|0)==(o|0))break a;else e=d}if((q|0)==14){f[p>>2]=d-j;break}if((m|0)==(d|0)){f[p>>2]=(f[e+4>>2]|0)+m-j;g=g+8|0}}while(0);e=i;d=g;if((e|0)==(d|0)){f[s>>2]=h;f[r>>2]=f[s>>2];d=SJa(a,r,b)|0}else{s=f[b+4>>2]|0;h=i;f[h>>2]=f[b>>2];f[h+4>>2]=s;h=e+8|0;if((h|0)==(d|0))c=v;else{c=h+(g-h>>3<<3)|0;d=f[t>>2]|0;e=d-c|0;g=e>>3;if(g){cQb(h|0,c|0,e|0)|0;d=f[t>>2]|0}c=h+(g<<3)|0;if((d|0)==(c|0)){d=h;c=v}else{f[t>>2]=d+(~((d+-8-c|0)>>>3)<<3);d=h;c=v}}}f[c>>2]=d;v=1;u=w;return v|0}function RJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;m=r+12|0;n=r;o=r+8|0;if(!c){q=0;u=r;return q|0}l=f[a>>2]|0;q=a+4|0;p=f[q>>2]|0;d=p-l>>3;e=p;if(!d){k=l;c=c+b|0;j=l}else{k=l;g=l;while(1){j=(d|0)/2|0;i=g+(j<<3)|0;h=(f[i>>2]|0)>>>0<b>>>0;i=i+8|0;k=h?i:k;d=h?d+-1-j|0:j;if(!d)break;else g=h?i:g}j=k;c=c+b|0;if((k|0)!=(l|0)){d=f[k+-8>>2]|0;g=k+-4|0;h=(f[g>>2]|0)+d|0;if(h>>>0>=b>>>0){f[g>>2]=b-d;if(h>>>0>c>>>0){f[n>>2]=c;f[n+4>>2]=h-c;f[o>>2]=j;f[m>>2]=f[o>>2];SJa(a,m,n)|0;q=1;u=r;return q|0}}}}a:do if((k|0)==(e|0)){g=0;d=j}else{d=j;g=k;while(1){h=f[g>>2]|0;if(c>>>0<=h>>>0){g=0;break a}i=g+4|0;h=(f[i>>2]|0)+h|0;if(h>>>0>c>>>0)break;d=d+8|0;g=g+8|0;if((g|0)==(e|0)){g=0;break a}}f[g>>2]=c;f[i>>2]=h-c;g=1}while(0);if((k|0)==(d|0)){q=g;u=r;return q|0}g=k+(d-j>>3<<3)|0;d=p-g|0;h=d>>3;if(h){cQb(k|0,g|0,d|0)|0;e=f[q>>2]|0}d=k+(h<<3)|0;if((e|0)==(d|0)){q=1;u=r;return q|0}f[q>>2]=e+(~((e+-8-d|0)>>>3)<<3);q=1;u=r;return q|0}function SJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>3<<3)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){n=f[c+4>>2]|0;a=o;f[a>>2]=f[c>>2];f[a+4>>2]=n;f[p>>2]=(f[p>>2]|0)+8;p=o;return p|0}e=b-(o+8)|0;g=e>>3;b=o+(g<<3)|0;if(b>>>0<h>>>0){d=h;do{m=b;n=f[m+4>>2]|0;a=d;f[a>>2]=f[m>>2];f[a+4>>2]=n;b=b+8|0;d=(f[p>>2]|0)+8|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<3)|0,o|0,e|0)|0;n=c;a=f[n+4>>2]|0;p=o;f[p>>2]=f[n>>2];f[p+4>>2]=a;p=o;return p|0}b=(b-e>>3)+1|0;if(b>>>0>536870911)AMb(a);m=d-e|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;m=o;h=j>>3;do if(!d){k=0;l=0}else if(d>>>0>536870911)vd();else{l=pOb(d<<3)|0;k=l;break}while(0);b=k+(h<<3)|0;e=b;i=k+(d<<3)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)<<3)|0;e=b;break}d=d<<3>>2;d=(d|0)==0?1:d;if(d>>>0>536870911)vd();j=pOb(d<<3)|0;b=j+(d>>>2<<3)|0;e=b;d=j+(d<<3)|0;if(!k)i=d;else{sOb(l);i=d;g=f[a>>2]|0}}while(0);h=c;d=f[h+4>>2]|0;f[b>>2]=f[h>>2];f[b+4>>2]=d;b=e+8|0;d=m-g|0;h=e+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[p>>2]|0)-m|0;if((d|0)>0){bQb(b|0,o|0,d|0)|0;b=b+(d>>>3<<3)|0}d=f[a>>2]|0;f[a>>2]=h;f[p>>2]=b;f[n>>2]=i;if(!d){p=e;return p|0}sOb(d);p=e;return p|0}function TJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;UJa(a,b,c,d,e)|0;return}function UJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;if(g){g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[j>>2]=d;f[j+4>>2]=e;if(!(QJa(i+144+(g*48|0)+36|0,j)|0)){a=0;u=m;return a|0}k=1<<g;e=a+200|0;c=f[e>>2]|0;d=h[e+4>>0]|0;j=ZPb(c|0,d&255|0,9)|0;l=ZPb(c|0,d&255|0,21)|0;f[e>>2]=c&-14683649|(k|j)<<9&3584|((k^7)&l)<<21&14680064;b[e+4>>0]=d;a=a+196|0;f[a>>2]=f[a>>2]|256;a=1;u=m;return a|0}k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,9)|0;g=c&255;i=1<<g;if(!(i&7&l)){a=0;u=m;return a|0}l=a+104|0;c=f[l>>2]|0;j=c+144+(g*48|0)+36|0;if(!(RJa(j,d,e)|0)){a=0;u=m;return a|0}if((f[j>>2]|0)==(f[c+144+(g*48|0)+40>>2]|0)){g=i^7;e=f[k>>2]|0;i=h[k+4>>0]|0;c=ZPb(e|0,i&255|0,9)|0;i=i&255;c=e&-3585|(g&c)<<9&3584;f[k>>2]=c;b[k+4>>0]=i}else{g=i^7;i=h[k+4>>0]|0;c=f[k>>2]|0}e=ZPb(c|0,i&255|0,21)|0;f[k>>2]=c&-14680065|(g&e)<<21&14680064;b[k+4>>0]=i;i=a+196|0;g=f[i>>2]|0;f[i>>2]=g|256;i=f[l>>2]|0;if(!i){a=1;u=m;return a|0}if(!((g&680525824|0)==0&((c&4095|0)==0&0==0))){a=1;u=m;return a|0}f[l>>2]=0;RIa(i);sOb(i);a=1;u=m;return a|0}function VJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+32|0;l=o+8|0;k=o+4|0;j=o;n[l>>2]=0.0;n[k>>2]=0.0;n[j>>2]=0.0;m=f[(+n[g>>2]>0.0?g:l)>>2]|0;i=g+4|0;k=f[(+n[i>>2]>0.0?i:k)>>2]|0;g=g+8|0;j=f[(+n[g>>2]>0.0?g:j)>>2]|0;g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[l>>2]=m;f[l+4>>2]=k;f[l+8>>2]=j;f[l+12>>2]=d;f[l+16>>2]=e;if(!(WJa(i+144+(g*48|0)+24|0,l)|0)){m=0;u=o;return m|0}d=1<<g;m=a+200|0;j=f[m>>2]|0;l=h[m+4>>0]|0;k=ZPb(j|0,l&255|0,6)|0;e=ZPb(j|0,l&255|0,18)|0;f[m>>2]=j&-1835457|(d|k)<<6&448|((d^7)&e)<<18&1835008;b[m+4>>0]=l;m=a+196|0;f[m>>2]=f[m>>2]|256;m=1;u=o;return m|0}function WJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;x=B+60|0;p=B+16|0;r=B+56|0;A=B+8|0;y=B+4|0;c=B;v=b+16|0;l=f[v>>2]|0;if(!l){A=0;u=B;return A|0}k=f[a>>2]|0;z=a+4|0;t=f[z>>2]|0;s=b+12|0;d=t-k|0;do if(!d){h=k;d=k;k=h;e=l+(f[s>>2]|0)|0}else{i=f[s>>2]|0;e=(d|0)/20|0;d=k;g=k;while(1){q=(e|0)/2|0;h=(f[g+(q*20|0)+12>>2]|0)>>>0<i>>>0;j=g+(q*20|0)+20|0;d=h?j:d;e=h?e+-1-q|0:q;if(!e)break;else g=h?j:g}q=d;e=l+i|0;if((d|0)==(k|0)){k=q;h=q}else{g=d+-20|0;h=g;o=f[d+-8>>2]|0;k=d+-4|0;l=(f[k>>2]|0)+o|0;if(i>>>0>l>>>0){k=q;h=q}else{m=l>>>0<e>>>0;if(+n[b>>2]==+n[g>>2])if(+n[b+4>>2]==+n[d+-16>>2])j=+n[b+8>>2]==+n[d+-12>>2];else j=0;else j=0;if(m){if(j){f[s>>2]=o;i=e;g=b}else h=q;f[g+16>>2]=i-o;k=h;h=q;break}if(j){A=0;u=B;return A|0}f[k>>2]=i-o;if(l>>>0>e>>>0){f[p>>2]=f[b>>2];f[p+4>>2]=f[b+4>>2];f[p+8>>2]=f[b+8>>2];f[p+12>>2]=f[b+12>>2];f[p+16>>2]=f[b+16>>2];A=p+20|0;f[A>>2]=f[g>>2];f[A+4>>2]=f[g+4>>2];f[A+8>>2]=f[g+8>>2];f[p+32>>2]=e;f[p+36>>2]=l-e;f[r>>2]=q;f[x>>2]=f[r>>2];XJa(a,x,p,p+40|0)|0;A=1;u=B;return A|0}else{k=q;h=q}}}}while(0);a:do if((d|0)==(t|0))g=h;else{g=h;while(1){j=d+12|0;i=f[j>>2]|0;if(e>>>0<=i>>>0){w=20;break}i=(f[d+16>>2]|0)+i|0;if(i>>>0>e>>>0)break;h=h+20|0;d=d+20|0;g=d;if((d|0)==(t|0))break a}if((w|0)==20){if((e|0)!=(i|0))break;if(!(+n[b>>2]==+n[d>>2]))break;if(!(+n[b+4>>2]==+n[d+4>>2]))break;if(!(+n[b+8>>2]==+n[d+8>>2]))break;f[v>>2]=(f[d+16>>2]|0)+e-(f[s>>2]|0);h=h+20|0;break}if(+n[b>>2]==+n[d>>2])if(+n[b+4>>2]==+n[d+4>>2])if(+n[b+8>>2]==+n[d+8>>2]){e=f[s>>2]|0;d=b;h=h+20|0}else w=30;else w=30;else w=30;if((w|0)==30)f[j>>2]=e;f[d+16>>2]=i-e}while(0);e=k;d=h;if((e|0)==(d|0)){f[y>>2]=g;f[x>>2]=f[y>>2];d=YJa(a,x,b)|0}else{g=k;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[b+12>>2];f[g+16>>2]=f[b+16>>2];g=e+20|0;if((g|0)==(d|0))c=A;else{c=g+(((h-g|0)/20|0)*20|0)|0;d=f[z>>2]|0;e=d-c|0;if(e){cQb(g|0,c|0,e|0)|0;d=f[z>>2]|0}c=g+(((e|0)/20|0)*20|0)|0;if((d|0)==(c|0)){d=g;c=A}else{f[z>>2]=d+(~(((d+-20-c|0)>>>0)/20|0)*20|0);d=g;c=A}}}f[c>>2]=d;A=1;u=B;return A|0}function XJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;g=m;i=(f[b>>2]|0)-g|0;p=m+(((i|0)/20|0)*20|0)|0;h=d;k=c;q=h-k|0;j=(q|0)/20|0;if((q|0)<=0){q=p;return q|0}o=a+8|0;e=f[o>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((j|0)<=((e-b|0)/20|0|0)){g=b-p|0;b=(g|0)/20|0;if((j|0)>(b|0)){e=c+(b*20|0)|0;b=h-e|0;if((b|0)>0){bQb(n|0,e|0,b|0)|0;b=(f[q>>2]|0)+(((b>>>0)/20|0)*20|0)|0;f[q>>2]=b}else b=n;if((g|0)>0){d=e;h=b}else{q=p;return q|0}}else h=n;g=h-(p+(j*20|0))|0;b=p+(((g|0)/20|0)*20|0)|0;if(b>>>0<n>>>0){e=h;do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];b=b+20|0;e=(f[q>>2]|0)+20|0;f[q>>2]=e}while(b>>>0<n>>>0)}if(g|0)cQb(h+(((g|0)/-20|0)*20|0)|0,p|0,g|0)|0;b=d-k|0;if(!b){q=p;return q|0}cQb(p|0,c|0,b|0)|0;q=p;return q|0}b=((b-g|0)/20|0)+j|0;if(b>>>0>214748364)AMb(a);j=(e-g|0)/20|0;g=j<<1;g=j>>>0<107374182?(g>>>0<b>>>0?b:g):214748364;j=p;b=(i|0)/20|0;do if(!g)l=0;else if(g>>>0>214748364)vd();else{l=pOb(g*20|0)|0;break}while(0);k=l+(b*20|0)|0;e=k;i=l+(g*20|0)|0;if((c|0)==(d|0))b=m;else{b=c;g=k;do{f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[b+12>>2];f[g+16>>2]=f[b+16>>2];g=e+20|0;e=g;b=b+20|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(((g|0)/-20|0)*20|0)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[q>>2]|0)-j|0;if((g|0)>0){bQb(e|0,p|0,g|0)|0;e=e+(((g>>>0)/20|0)*20|0)|0;b=f[a>>2]|0}f[a>>2]=h;f[q>>2]=e;f[o>>2]=i;if(!b){q=k;return q|0}sOb(b);q=k;return q|0}function YJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;p=g+(((j|0)/20|0)*20|0)|0;q=a+4|0;h=f[q>>2]|0;o=a+8|0;n=f[o>>2]|0;b=h;d=n;if(h>>>0<n>>>0){if((p|0)==(h|0)){f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];f[p+12>>2]=f[c+12>>2];f[p+16>>2]=f[c+16>>2];f[q>>2]=(f[q>>2]|0)+20;q=p;return q|0}e=b-(p+20)|0;b=p+(((e|0)/20|0)*20|0)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];f[d+16>>2]=f[b+16>>2];b=b+20|0;d=(f[q>>2]|0)+20|0;f[q>>2]=d}while(b>>>0<h>>>0)}if(!e)b=p;else{cQb(h+(((e|0)/-20|0)*20|0)|0,p|0,e|0)|0;b=p};f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];q=p;return q|0}b=((b-e|0)/20|0)+1|0;if(b>>>0>214748364)AMb(a);n=(d-e|0)/20|0;d=n<<1;d=n>>>0<107374182?(d>>>0<b>>>0?b:d):214748364;n=p;h=(j|0)/20|0;do if(!d){l=0;m=0}else if(d>>>0>214748364)vd();else{m=pOb(d*20|0)|0;l=m;break}while(0);b=l+(h*20|0)|0;e=b;i=l+(d*20|0)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)*20|0)|0;e=b;break}d=d*20|0;d=(d|0)==0?1:((d|0)/20|0)<<1;b=d>>>2;do if(!d)k=0;else if(d>>>0>214748364)vd();else{k=pOb(d*20|0)|0;break}while(0);b=k+(b*20|0)|0;e=b;d=k+(d*20|0)|0;if(!l)i=d;else{sOb(m);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];b=e+20|0;d=n-g|0;h=e+(((d|0)/-20|0)*20|0)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[q>>2]|0)-n|0;if((d|0)>0){bQb(b|0,p|0,d|0)|0;b=b+(((d>>>0)/20|0)*20|0)|0}d=f[a>>2]|0;f[a>>2]=h;f[q>>2]=b;f[o>>2]=i;if(!d){q=e;return q|0}sOb(d);q=e;return q|0}function ZJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return _Ja(a,b,c,d)|0}function _Ja(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0;k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,6)|0;j=c&255;c=1<<j;if(!(c&7&l)){l=0;return l|0}l=a+104|0;g=f[l>>2]|0;i=g+144+(j*48|0)+24|0;if(!($Ja(i,d,e)|0)){l=0;return l|0}if((f[i>>2]|0)==(f[g+144+(j*48|0)+28>>2]|0)){c=c^7;e=f[k>>2]|0;g=h[k+4>>0]|0;i=ZPb(e|0,g&255|0,6)|0;g=g&255;i=e&-449|(c&i)<<6&448;f[k>>2]=i;b[k+4>>0]=g}else{c=c^7;g=h[k+4>>0]|0;i=f[k>>2]|0}e=ZPb(i|0,g&255|0,18)|0;f[k>>2]=i&-1835009|(c&e)<<18&1835008;b[k+4>>0]=g;g=a+196|0;c=f[g>>2]|0;f[g>>2]=c|256;g=f[l>>2]|0;if(!g){l=1;return l|0}if(!((c&680525824|0)==0&((i&4095|0)==0&0==0))){l=1;return l|0}f[l>>2]=0;RIa(g);sOb(g);l=1;return l|0}function $Ja(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;n=s+24|0;o=s+4|0;p=s;if(!c){r=0;u=s;return r|0}l=f[a>>2]|0;r=a+4|0;q=f[r>>2]|0;d=q-l|0;e=q;if(!d){m=l;j=c+b|0;k=l}else{d=(d|0)/20|0;m=l;g=l;while(1){k=(d|0)/2|0;h=(f[g+(k*20|0)+12>>2]|0)>>>0<b>>>0;i=g+(k*20|0)+20|0;m=h?i:m;d=h?d+-1-k|0:k;if(!d)break;else g=h?i:g}k=m;j=c+b|0;if((m|0)!=(l|0)){d=m+-20|0;g=f[m+-8>>2]|0;h=m+-4|0;i=(f[h>>2]|0)+g|0;if(i>>>0>=b>>>0){f[h>>2]=b-g;if(i>>>0>j>>>0){f[o>>2]=f[d>>2];f[o+4>>2]=f[d+4>>2];f[o+8>>2]=f[d+8>>2];f[o+12>>2]=j;f[o+16>>2]=i-j;f[p>>2]=k;f[n>>2]=f[p>>2];YJa(a,n,o)|0;r=1;u=s;return r|0}}}}a:do if((m|0)==(e|0)){g=0;d=k}else{d=k;c=m;while(1){h=c+12|0;g=f[h>>2]|0;if(j>>>0<=g>>>0){g=0;break a}i=c+16|0;g=(f[i>>2]|0)+g|0;if(g>>>0>j>>>0)break;d=d+20|0;c=c+20|0;if((c|0)==(e|0)){g=0;break a}}f[h>>2]=j;f[i>>2]=g-j;g=1}while(0);if((m|0)==(d|0)){r=g;u=s;return r|0}d=m+(((d-k|0)/20|0)*20|0)|0;g=q-d|0;if(g){cQb(m|0,d|0,g|0)|0;e=f[r>>2]|0}d=m+(((g|0)/20|0)*20|0)|0;if((e|0)==(d|0)){r=1;u=s;return r|0}f[r>>2]=e+(~(((e+-20-d|0)>>>0)/20|0)*20|0);r=1;u=s;return r|0}function aKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;d=n+4|0;l=n;k=a+200|0;k=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,3)|0;b=b&255;if(!(1<<b&7&k)){m=0;u=n;return m|0}k=f[a+104>>2]|0;j=f[k+144+(b*48|0)+12>>2]|0;k=f[k+144+(b*48|0)+16>>2]|0;f[l>>2]=k;b=k-j>>3;if(!b)b=j;else{a=b;b=j;e=j;while(1){o=(a|0)/2|0;i=e+(o<<3)|0;g=(f[i>>2]|0)>>>0<c>>>0;i=i+8|0;b=g?i:b;a=g?a+-1-o|0:o;if(!a)break;else e=g?i:e}}f[d>>2]=b;if((b|0)==(k|0))m=6;else if((f[b>>2]|0)!=(c|0))m=6;if((m|0)==6)if((b|0)==(j|0))d=l;else{o=b+-8|0;f[d>>2]=o;d=((f[b+-4>>2]|0)+(f[o>>2]|0)|0)>>>0>c>>>0?d:l}o=(f[d>>2]|0)!=(k|0);u=n;return o|0}function bKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;d=n+4|0;l=n;k=a+200|0;k=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,9)|0;b=b&255;if(!(1<<b&7&k)){m=0;u=n;return m|0}k=f[a+104>>2]|0;j=f[k+144+(b*48|0)+36>>2]|0;k=f[k+144+(b*48|0)+40>>2]|0;f[l>>2]=k;b=k-j>>3;if(!b)b=j;else{a=b;b=j;e=j;while(1){o=(a|0)/2|0;i=e+(o<<3)|0;g=(f[i>>2]|0)>>>0<c>>>0;i=i+8|0;b=g?i:b;a=g?a+-1-o|0:o;if(!a)break;else e=g?i:e}}f[d>>2]=b;if((b|0)==(k|0))m=6;else if((f[b>>2]|0)!=(c|0))m=6;if((m|0)==6)if((b|0)==(j|0))d=l;else{o=b+-8|0;f[d>>2]=o;d=((f[b+-4>>2]|0)+(f[o>>2]|0)|0)>>>0>c>>>0?d:l}o=(f[d>>2]|0)!=(k|0);u=n;return o|0}function cKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;p=u;u=u+16|0;e=p+4|0;m=p;l=b+200|0;l=ZPb(f[l>>2]|0,(h[l+4>>0]|0)&255|0,6)|0;c=c&255;if(1<<c&7&l|0){l=f[b+104>>2]|0;k=f[l+144+(c*48|0)+24>>2]|0;l=f[l+144+(c*48|0)+28>>2]|0;f[m>>2]=l;c=l-k|0;if(!c)c=k;else{b=(c|0)/20|0;c=k;g=k;while(1){q=(b|0)/2|0;i=(f[g+(q*20|0)+12>>2]|0)>>>0<d>>>0;j=g+(q*20|0)+20|0;c=i?j:c;b=i?b+-1-q|0:q;if(!b)break;else g=i?j:g}}f[e>>2]=c;if((c|0)==(l|0))o=7;else if((f[c+12>>2]|0)!=(d|0))o=7;if((o|0)==7)if((c|0)==(k|0))e=m;else{f[e>>2]=c+-20;e=((f[c+-4>>2]|0)+(f[c+-8>>2]|0)|0)>>>0>d>>>0?e:m}e=f[e>>2]|0;if(!((e|0)==(l|0)|(e|0)==0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];u=p;return}}n[a>>2]=-1.0;n[a+4>>2]=-1.0;n[a+8>>2]=-1.0;u=p;return}function dKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;e=n+4|0;l=n;k=b+200|0;c=c&255;if(1<<c&7&f[k>>2]|0){k=f[b+104>>2]|0;j=f[k+144+(c*48|0)>>2]|0;k=f[k+144+(c*48|0)+4>>2]|0;f[l>>2]=k;c=k-j>>4;if(!c)c=j;else{b=c;c=j;g=j;while(1){o=(b|0)/2|0;h=(f[g+(o<<4)+8>>2]|0)>>>0<d>>>0;i=g+(o<<4)+16|0;c=h?i:c;b=h?b+-1-o|0:o;if(!b)break;else g=h?i:g}}f[e>>2]=c;if((c|0)==(k|0))m=6;else if((f[c+8>>2]|0)!=(d|0))m=6;if((m|0)==6)if((c|0)==(j|0))e=l;else{f[e>>2]=c+-16;e=((f[c+-4>>2]|0)+(f[c+-8>>2]|0)|0)>>>0>d>>>0?e:l}e=f[e>>2]|0;if(!((e|0)==(k|0)|(e|0)==0)){f[a>>2]=f[e>>2];e=f[e+4>>2]|0;f[a+4>>2]=e;if(!e){u=n;return}gOb(e);u=n;return}}f[a>>2]=0;f[a+4>>2]=0;u=n;return}function eKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;e=v+12|0;o=v+8|0;t=v;r=b+200|0;r=ZPb(f[r>>2]|0,(h[r+4>>0]|0)&255|0,6)|0;s=c&255;if(1<<s&7&r|0){r=f[b+104>>2]|0;p=f[r+144+(s*48|0)+24>>2]|0;r=f[r+144+(s*48|0)+28>>2]|0;f[o>>2]=r;g=r-p|0;if(!g)g=p;else{j=(g|0)/20|0;g=p;k=p;while(1){w=(j|0)/2|0;l=(f[k+(w*20|0)+12>>2]|0)>>>0<d>>>0;m=k+(w*20|0)+20|0;g=l?m:g;j=l?j+-1-w|0:w;if(!j)break;else k=l?m:k}}f[e>>2]=g;if((g|0)==(r|0))q=7;else if((f[g+12>>2]|0)!=(d|0))q=7;if((q|0)==7)if((g|0)==(p|0))e=o;else{f[e>>2]=g+-20;e=((f[g+-4>>2]|0)+(f[g+-8>>2]|0)|0)>>>0>d>>>0?e:o}e=f[e>>2]|0;if(!((e|0)==(r|0)|(e|0)==0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];u=v;return}}if(f[b+196>>2]&8388608|0){e=f[b+104>>2]|0;i=+n[e+328+(s*12|0)>>2];if(i>=0.0){w=f[e+328+(s*12|0)+8>>2]|0;t=f[e+328+(s*12|0)+4>>2]|0;n[a>>2]=i;f[a+4>>2]=t;f[a+8>>2]=w;u=v;return}}dKa(t,b,c,d);e=f[t>>2]|0;j=t+4|0;g=f[j>>2]|0;if(!e){if(g|0)iOb(g);g=b+12+(s<<3)|0;e=f[g>>2]|0;if(!e){fKa(b,c);e=f[g>>2]|0}f[t>>2]=e;g=f[b+12+(s<<3)+4>>2]|0;f[j>>2]=g;if(!g)g=0;else gOb(g)}f[a>>2]=f[e+152>>2];f[a+4>>2]=f[e+156>>2];f[a+8>>2]=f[e+160>>2];if(!g){u=v;return}iOb(g);u=v;return}function fKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;j=k+16|0;h=k+8|0;g=k;i=b&255;c=a+36+(i<<3)|0;d=f[c>>2]|0;e=d;if(!d){u=k;return}b=a+60+(i<<2)|0;if(!(f[b>>2]|0)){c=f[a+36+(i<<3)+4>>2]|0;if(c|0)gOb(c);f[a+12+(i<<3)>>2]=e;j=a+12+(i<<3)+4|0;b=f[j>>2]|0;f[j>>2]=c;if(!b){u=k;return}iOb(b);u=k;return}hGa(j,d);if(gKa(f[b>>2]|0,j)|0){if(!(f[a+196>>2]&262144))b=(f[a>>2]|0)+8|0;else b=a;b=AQa(f[b>>2]|0)|0;d=f[j>>2]|0;f[j>>2]=0;f[g>>2]=d;c=pOb(16)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37416;f[c+12>>2]=d;d=g+4|0;f[d>>2]=c;i9a(h,b,g);b=f[h>>2]|0;c=h+4|0;g=f[c>>2]|0;f[h>>2]=0;f[c>>2]=0;f[a+12+(i<<3)>>2]=b;a=a+12+(i<<3)+4|0;b=f[a>>2]|0;f[a>>2]=g;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if(b|0)iOb(b)}else{b=f[c>>2]|0;c=f[a+36+(i<<3)+4>>2]|0;if(c|0)gOb(c);f[a+12+(i<<3)>>2]=b;a=a+12+(i<<3)+4|0;b=f[a>>2]|0;f[a>>2]=c;if(b|0)iOb(b)}b=f[j>>2]|0;f[j>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=k;return}function gKa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0;m=0;o=u;u=u+1248|0;g=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;a:do if(!g)c=0;else{c=f[b>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[b>>2]=c;e=b}else e=b;b:while(1){switch(Rg[f[(f[c>>2]|0)+104>>2]&255](c,g)|0){case 1:{c=1;break a}case 0:break b;case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;c=f[b>>2]|0;f[e>>2]=p;if(!c)f[(o+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[b>>2]|0}c=0}while(0);e=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;c:while(1){switch(Qg[f[(f[e>>2]|0)+108>>2]&15](e,i)|0){case 0:{m=26;break c}case 1:{h=1;break c}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==26)h=0;c=c|h}e=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;d:while(1){switch(Qg[f[(f[e>>2]|0)+112>>2]&15](e,i)|0){case 0:{m=40;break d}case 1:{j=1;break d}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==40)j=0;c=c|j}e=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;e:while(1){switch(Qg[f[(f[e>>2]|0)+116>>2]&15](e,i)|0){case 0:{m=54;break e}case 1:{k=1;break e}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==54)k=0;c=c|k}h=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;if(h){e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;f:while(1){switch(Rg[f[(f[e>>2]|0)+120>>2]&255](e,h)|0){case 0:{m=68;break f}case 1:{l=1;break f}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==68)l=0;c=c|l}p=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;f[o+32>>2]=a;f[o+40>>2]=b;f[o+168>>2]=c;f[o+520>>2]=p;f[o+1192>>2]=m;f[o+1200>>2]=0;f[o+1204>>2]=0;YMa(o);G=f[o+1200>>2]|0;D=f[o+1204>>2]|0;H=+n[o+1204>>2];f[o+1200>>2]=0;f[o+1204>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function hKa(a){a=a|0;aOb(a);sOb(a);return}function iKa(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jKa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==189081?a+12|0:0)|0}function kKa(a){a=a|0;sOb(a);return}function lKa(a,b){a=a|0;b=b|0;return mKa(a,b)|0}function mKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,3)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+12>>2]|0;c=e+144+(c*48|0)+16|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~((d+-8-i|0)>>>3)<<3);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,3)|0;k=ZPb(c|0,g&255|0,15)|0;d=c&-229433|(j&d)<<3&56;f[m>>2]=d|(j&k)<<15&229376;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|512;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function nKa(a,b){a=a|0;b=b|0;return oKa(a,b)|0}function oKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,9)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+36>>2]|0;c=e+144+(c*48|0)+40|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~((d+-8-i|0)>>>3)<<3);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,9)|0;k=ZPb(c|0,g&255|0,21)|0;d=c&-14683649|(j&d)<<9&3584;f[m>>2]=d|(j&k)<<21&14680064;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function pKa(a,b){a=a|0;b=b|0;return qKa(a,b)|0}function qKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,6)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+24>>2]|0;c=e+144+(c*48|0)+28|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~(((d+-20-i|0)>>>0)/20|0)*20|0);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,6)|0;k=ZPb(c|0,g&255|0,18)|0;d=c&-1835457|(j&d)<<6&448;f[m>>2]=d|(j&k)<<18&1835008;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function rKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+200|0;e=f[m>>2]|0;c=c&255;l=1<<c;k=l&7;if(!(k&e)){n=0;return n|0}n=a+104|0;g=f[n>>2]|0;j=f[g+144+(c*48|0)>>2]|0;i=g+144+(c*48|0)+4|0;d=f[i>>2]|0;if((d|0)==(j|0)){c=e;e=h[m+4>>0]|0}else{while(1){c=d+-16|0;f[i>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[i>>2]|0}if((c|0)==(j|0))break;else d=c}c=f[m>>2]|0;e=h[m+4>>0]|0;g=f[n>>2]|0}j=ZPb(c|0,e&255|0,12)|0;d=c&-28680|(k^7)&c;f[m>>2]=d|((l^7)&j)<<12&28672;b[m+4>>0]=e;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!g){n=1;return n|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){n=1;return n|0}f[n>>2]=0;RIa(g);sOb(g);n=1;return n|0}function sKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&56|0)==0&0==0){b=0;return b|0}mKa(a,0)|0;mKa(a,1)|0;mKa(a,2)|0;b=1;return b|0}function tKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&3584|0)==0&0==0){b=0;return b|0}oKa(a,0)|0;oKa(a,1)|0;oKa(a,2)|0;b=1;return b|0}function uKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&448|0)==0&0==0){b=0;return b|0}qKa(a,0)|0;qKa(a,1)|0;qKa(a,2)|0;b=1;return b|0}function vKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;m=p+40|0;l=p+36|0;n=p+32|0;o=p+28|0;i=p+16|0;j=p+8|0;k=p;if(!(f[a+196>>2]&262144))e=(f[a>>2]|0)+8|0;else e=a;h=f[e>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=f[c+4>>2];f[i+8>>2]=f[c+8>>2];e=f[b>>2]|0;if(e|0)f[i>>2]=e;e=f[b+4>>2]|0;if(e|0)f[i+4>>2]=e;e=f[b+8>>2]|0;if(e|0)f[i+8>>2]=e;e=f[d>>2]|0;if(e|0)f[i>>2]=e;e=f[d+4>>2]|0;if(e|0)f[i+4>>2]=e;e=f[d+8>>2]|0;if(e|0)f[i+8>>2]=e;b=a+4|0;d=j+4|0;g=k+4|0;e=f[i>>2]|0;if(!e)rKa(a,0)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)e=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,0,l,m);e=0}c=f[g>>2]|0;if(c|0)iOb(c);if(e|0){o=0;u=p;return o|0}}e=f[i+4>>2]|0;if(!e)rKa(a,1)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)e=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,1,l,m);e=0}c=f[g>>2]|0;if(c|0)iOb(c);if(e|0){o=0;u=p;return o|0}}e=f[i+8>>2]|0;if(!e)rKa(a,2)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)c=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,2,l,m);c=0}e=f[g>>2]|0;if(e|0)iOb(e);if(c|0){o=0;u=p;return o|0}}o=1;u=p;return o|0}function wKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;p=f[d>>2]|0;s=f[e>>2]|0;j=p;k=s;if((p|0)==(s|0)){rKa(a,c)|0;u=v;return}g=c&255;q=1<<g;r=a+200|0;c=f[r>>2]|0;e=(h[r+4>>0]|0)&255;f[r>>2]=c&-8|(q|c)&7;b[r+4>>0]=e;e=a+104|0;c=f[e>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[e>>2]=c}m=c+144+(g*48|0)|0;i=f[m>>2]|0;f[m>>2]=0;o=c+144+(g*48|0)+4|0;e=f[o>>2]|0;f[o>>2]=0;l=c+144+(g*48|0)+8|0;f[l>>2]=0;g=i;if(i|0){if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-16|0;if(c|0)iOb(c)}while((e|0)!=(g|0));sOb(i)}xKa(m,k-j>>4);g=t+4|0;i=t+8|0;j=t+12|0;c=p;do{f[t>>2]=f[c>>2];e=f[c+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[i>>2]=f[c+8>>2];f[j>>2]=f[c+12>>2];e=f[o>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){f[e>>2]=f[t>>2];f[e+4>>2]=f[g>>2];f[t>>2]=0;f[g>>2]=0;w=i;k=f[w+4>>2]|0;p=e+8|0;f[p>>2]=f[w>>2];f[p+4>>2]=k;f[o>>2]=(f[o>>2]|0)+16}else{yKa(m,t);e=f[g>>2]|0;if(e|0)iOb(e)}c=c+16|0;f[d>>2]=c}while((c|0)!=(s|0));d=f[r>>2]|0;w=h[r+4>>0]|0;t=ZPb(d|0,w&255|0,12)|0;f[r>>2]=d&-28673|((q^7)&t)<<12&28672;b[r+4>>0]=w;w=a+196|0;f[w>>2]=f[w>>2]|256;u=v;return}function xKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;d=f[a>>2]|0;c=d;if((f[k>>2]|0)-d>>4>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>268435455)vd();g=f[l>>2]|0;i=pOb(b<<4)|0;h=i+(g-d>>4<<4)|0;j=h;i=i+(b<<4)|0;d=g;if((d|0)==(c|0))e=j;else{e=j;b=h;do{m=d;d=d+-16|0;f[b+-16>>2]=f[d>>2];g=m+-12|0;f[b+-12>>2]=f[g>>2];f[d>>2]=0;f[g>>2]=0;m=m+-8|0;g=f[m+4>>2]|0;h=b+-8|0;f[h>>2]=f[m>>2];f[h+4>>2]=g;b=e+-16|0;e=b}while((d|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=f[c+-12>>2]|0;c=c+-16|0;if(d|0)iOb(d)}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function yKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;g=f[n>>2]|0;c=f[a>>2]|0;j=g-c>>4;d=j+1|0;l=c;e=g;if(d>>>0>268435455)AMb(a);m=a+8|0;k=(f[m>>2]|0)-c|0;h=k>>3;h=k>>4>>>0<134217727?(h>>>0<d>>>0?d:h):268435455;do if(!h)i=0;else if(h>>>0>268435455)vd();else{i=pOb(h<<4)|0;break}while(0);d=i+(j<<4)|0;c=d;k=i+(h<<4)|0;f[d>>2]=f[b>>2];o=b+4|0;f[i+(j<<4)+4>>2]=f[o>>2];f[b>>2]=0;f[o>>2]=0;o=b+8|0;b=f[o+4>>2]|0;h=i+(j<<4)+8|0;f[h>>2]=f[o>>2];f[h+4>>2]=b;h=d+16|0;if((e|0)!=(l|0)){do{i=e;e=e+-16|0;f[d+-16>>2]=f[e>>2];j=i+-12|0;f[d+-12>>2]=f[j>>2];f[e>>2]=0;f[j>>2]=0;i=i+-8|0;j=f[i+4>>2]|0;o=d+-8|0;f[o>>2]=f[i>>2];f[o+4>>2]=j;d=c+-16|0;c=d}while((e|0)!=(l|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-12>>2]|0;c=c+-16|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function zKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;e=d+12|0;g=d+8|0;i=d+4|0;h=d;f[i>>2]=f[c>>2];f[h>>2]=f[c+4>>2];f[g>>2]=f[i>>2];f[e>>2]=f[h>>2];wKa(a,b,g,e);u=d;return}function AKa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+64|0;j=q+56|0;m=q+48|0;k=q+44|0;l=q+40|0;e=q;p=q+32|0;o=q+24|0;n=q+8|0;g=a+196|0;d=f[g>>2]|0;h=a+116|0;c=h;b=f[c>>2]|0;c=f[c+4>>2]|0;if(!(d&131072)){f[e>>2]=f[(f[a+4>>2]|0)+28>>2];f[e+4>>2]=c}else{i=e;f[i>>2]=b;f[i+4>>2]=c}if(!(d&262144))b=(f[a>>2]|0)+8|0;else b=a;i=f[b>>2]|0;yRa(p,i,e);e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](j,e);xRa(o,i,j);e=f[o>>2]|0;e=e|0?e:258672;i=f[p>>2]|0;i=i|0?i:258672;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;b=f[g>>2]|0;if(!(b&131072)){c=h;d=f[c+4>>2]|0;if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=f[b>>2]|0;f[k>>2]=f[c>>2];f[j>>2]=f[k>>2];IQa(m,b,j);b=f[m>>2]|0;f[l>>2]=d;f[j>>2]=f[l>>2];b=aGa(b,j)|0;if(b|0){f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2]}b=f[m+4>>2]|0;if(b|0)iOb(b)}c=vKa(a,i,e,n)|0;b=f[o+4>>2]|0;if(b|0)iOb(b);b=f[p+4>>2]|0;if(!b){u=q;return c|0}iOb(b);u=q;return c|0}function BKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;j=c&255;l=d+(j*48|0)+12|0;c=a+200|0;i=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(i|0,e&255|0,15)|0;f[c>>2]=i&-229377|(1<<j|k)<<15&229376;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(j*48|0)+16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(j*12|0)>>2]|0;c=f[c+72+(j*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;i=(c-k|0)/12|0;c=f[a+144+(j*48|0)+12>>2]|0;a=f[a+144+(j*48|0)+16>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;while(1){d=f[c>>2]|0;if(d>>>0>=i>>>0){c=10;break}e=(f[c+4>>2]|0)+d|0;e=i>>>0<e>>>0?i:e;if(d>>>0<e>>>0)do{j=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[k+(d*12|0)>>2];f[g>>2]=j;QJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+8|0;if((c|0)==(a|0)){c=10;break}}if((c|0)==10){u=n;return}}function CKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;j=c&255;l=d+(j*48|0)+36|0;c=a+200|0;i=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(i|0,e&255|0,21)|0;f[c>>2]=i&-14680065|(1<<j|k)<<21&14680064;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(j*48|0)+40|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(j*12|0)>>2]|0;c=f[c+72+(j*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;i=(c-k|0)/12|0;c=f[a+144+(j*48|0)+36>>2]|0;a=f[a+144+(j*48|0)+40>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;while(1){d=f[c>>2]|0;if(d>>>0>=i>>>0){c=10;break}e=(f[c+4>>2]|0)+d|0;e=i>>>0<e>>>0?i:e;if(d>>>0<e>>>0)do{j=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[k+(d*12|0)>>2];f[g>>2]=j;QJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+8|0;if((c|0)==(a|0)){c=10;break}}if((c|0)==10){u=n;return}}function DKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;m=n;g=a+104|0;d=f[g>>2]|0;i=c&255;l=d+(i*48|0)+24|0;c=a+200|0;j=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(j|0,e&255|0,18)|0;f[c>>2]=j&-1835009|(1<<i|k)<<18&1835008;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(i*48|0)+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-20-c|0)>>>0)/20|0)*20|0);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(i*12|0)>>2]|0;c=f[c+72+(i*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;j=(c-k|0)/12|0;c=f[a+144+(i*48|0)+24>>2]|0;a=f[a+144+(i*48|0)+28>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+12|0;i=m+16|0;while(1){d=f[c+12>>2]|0;if(d>>>0>=j>>>0){c=11;break}e=(f[c+16>>2]|0)+d|0;e=j>>>0<e>>>0?j:e;if(d>>>0<e>>>0)do{p=f[k+(d*12|0)>>2]|0;o=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[c>>2];f[m+4>>2]=f[c+4>>2];f[m+8>>2]=f[c+8>>2];f[g>>2]=p;f[i>>2]=o;WJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+20|0;if((c|0)==(a|0)){c=11;break}}if((c|0)==11){u=n;return}}function EKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;i=c&255;l=d+(i*48|0)|0;c=a+200|0;j=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(j|0,e&255|0,12)|0;f[c>>2]=j&-28673|(1<<i|k)<<12&28672;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(i*48|0)+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(i*12|0)>>2]|0;c=f[c+72+(i*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;j=(c-k|0)/12|0;c=f[a+144+(i*48|0)>>2]|0;a=f[a+144+(i*48|0)+4>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;i=m+8|0;while(1){d=f[c+8>>2]|0;if(d>>>0>=j>>>0){c=11;break}e=(f[c+12>>2]|0)+d|0;e=j>>>0<e>>>0?j:e;if(d>>>0<e>>>0)do{p=f[k+(d*12|0)>>2]|0;o=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[c>>2];f[g>>2]=p;f[i>>2]=o;FKa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+16|0;if((c|0)==(a|0)){c=11;break}}if((c|0)==11){u=n;return}}function FKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;v=z+44|0;n=z+16|0;p=z+40|0;y=z+8|0;w=z+4|0;c=z;s=b+8|0;l=f[s>>2]|0;if(!l){y=0;u=z;return y|0}k=f[a>>2]|0;x=a+4|0;r=f[x>>2]|0;q=b+4|0;d=r-k|0;do if(!d){h=k;d=k;k=h;e=l+(f[q>>2]|0)|0}else{i=f[q>>2]|0;e=(d|0)/12|0;d=k;g=k;while(1){o=(e|0)/2|0;h=(f[g+(o*12|0)+4>>2]|0)>>>0<i>>>0;j=g+(o*12|0)+12|0;d=h?j:d;e=h?e+-1-o|0:o;if(!e)break;else g=h?j:g}o=d;e=l+i|0;if((d|0)==(k|0)){k=o;h=o}else{g=d+-12|0;h=g;m=f[d+-8>>2]|0;j=d+-4|0;k=(f[j>>2]|0)+m|0;if(i>>>0>k>>>0){k=o;h=o}else{l=(f[b>>2]|0)==(f[g>>2]|0);if(k>>>0<e>>>0){if(l){f[q>>2]=m;i=e;g=b}else h=o;f[g+8>>2]=i-m;k=h;h=o;break}if(l){y=0;u=z;return y|0}f[j>>2]=i-m;if(k>>>0>e>>>0){f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2];f[n+12>>2]=f[g>>2];f[n+16>>2]=e;f[n+20>>2]=k-e;f[p>>2]=o;f[v>>2]=f[p>>2];GKa(a,v,n,n+24|0)|0;y=1;u=z;return y|0}else{k=o;h=o}}}}while(0);a:do if((d|0)==(r|0))g=h;else{g=h;while(1){j=d+4|0;i=f[j>>2]|0;if(e>>>0<=i>>>0){t=17;break}i=(f[d+8>>2]|0)+i|0;if(i>>>0>e>>>0)break;h=h+12|0;d=d+12|0;g=d;if((d|0)==(r|0))break a}if((t|0)==17){if((e|0)!=(i|0))break;if((f[b>>2]|0)!=(f[d>>2]|0))break;f[s>>2]=(f[d+8>>2]|0)+e-(f[q>>2]|0);h=h+12|0;break}if((f[b>>2]|0)==(f[d>>2]|0)){e=f[q>>2]|0;d=b;h=h+12|0}else f[j>>2]=e;f[d+8>>2]=i-e}while(0);e=k;d=h;if((e|0)==(d|0)){f[w>>2]=g;f[v>>2]=f[w>>2];d=HKa(a,v,b)|0}else{g=k;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];g=e+12|0;if((g|0)==(d|0))c=y;else{c=g+(((h-g|0)/12|0)*12|0)|0;d=f[x>>2]|0;e=d-c|0;if(e){cQb(g|0,c|0,e|0)|0;d=f[x>>2]|0}c=g+(((e|0)/12|0)*12|0)|0;if((d|0)==(c|0)){d=g;c=y}else{f[x>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);d=g;c=y}}}f[c>>2]=d;y=1;u=z;return y|0}function GKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;g=m;i=(f[b>>2]|0)-g|0;p=m+(((i|0)/12|0)*12|0)|0;h=d;k=c;q=h-k|0;j=(q|0)/12|0;if((q|0)<=0){q=p;return q|0}o=a+8|0;e=f[o>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((j|0)<=((e-b|0)/12|0|0)){g=b-p|0;b=(g|0)/12|0;if((j|0)>(b|0)){e=c+(b*12|0)|0;b=h-e|0;if((b|0)>0){bQb(n|0,e|0,b|0)|0;b=(f[q>>2]|0)+(((b>>>0)/12|0)*12|0)|0;f[q>>2]=b}else b=n;if((g|0)>0){d=e;h=b}else{q=p;return q|0}}else h=n;g=h-(p+(j*12|0))|0;b=p+(((g|0)/12|0)*12|0)|0;if(b>>>0<n>>>0){e=h;do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];b=b+12|0;e=(f[q>>2]|0)+12|0;f[q>>2]=e}while(b>>>0<n>>>0)}if(g|0)cQb(h+(((g|0)/-12|0)*12|0)|0,p|0,g|0)|0;b=d-k|0;if(!b){q=p;return q|0}cQb(p|0,c|0,b|0)|0;q=p;return q|0}b=((b-g|0)/12|0)+j|0;if(b>>>0>357913941)AMb(a);j=(e-g|0)/12|0;g=j<<1;g=j>>>0<178956970?(g>>>0<b>>>0?b:g):357913941;j=p;b=(i|0)/12|0;do if(!g)l=0;else if(g>>>0>357913941)vd();else{l=pOb(g*12|0)|0;break}while(0);k=l+(b*12|0)|0;e=k;i=l+(g*12|0)|0;if((c|0)==(d|0))b=m;else{b=c;g=k;do{f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];g=e+12|0;e=g;b=b+12|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(((g|0)/-12|0)*12|0)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[q>>2]|0)-j|0;if((g|0)>0){bQb(e|0,p|0,g|0)|0;e=e+(((g>>>0)/12|0)*12|0)|0;b=f[a>>2]|0}f[a>>2]=h;f[q>>2]=e;f[o>>2]=i;if(!b){q=k;return q|0}sOb(b);q=k;return q|0}function HKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;p=g+(((j|0)/12|0)*12|0)|0;q=a+4|0;h=f[q>>2]|0;o=a+8|0;n=f[o>>2]|0;b=h;d=n;if(h>>>0<n>>>0){if((p|0)==(h|0)){f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];f[q>>2]=(f[q>>2]|0)+12;q=p;return q|0}e=b-(p+12)|0;b=p+(((e|0)/12|0)*12|0)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];b=b+12|0;d=(f[q>>2]|0)+12|0;f[q>>2]=d}while(b>>>0<h>>>0)}if(!e)b=p;else{cQb(h+(((e|0)/-12|0)*12|0)|0,p|0,e|0)|0;b=p};f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];q=p;return q|0}b=((b-e|0)/12|0)+1|0;if(b>>>0>357913941)AMb(a);n=(d-e|0)/12|0;d=n<<1;d=n>>>0<178956970?(d>>>0<b>>>0?b:d):357913941;n=p;h=(j|0)/12|0;do if(!d){l=0;m=0}else if(d>>>0>357913941)vd();else{m=pOb(d*12|0)|0;l=m;break}while(0);b=l+(h*12|0)|0;e=b;i=l+(d*12|0)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)*12|0)|0;e=b;break}d=d*12|0;d=(d|0)==0?1:((d|0)/12|0)<<1;b=d>>>2;do if(!d)k=0;else if(d>>>0>357913941)vd();else{k=pOb(d*12|0)|0;break}while(0);b=k+(b*12|0)|0;e=b;d=k+(d*12|0)|0;if(!l)i=d;else{sOb(m);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];b=e+12|0;d=n-g|0;h=e+(((d|0)/-12|0)*12|0)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[q>>2]|0)-n|0;if((d|0)>0){bQb(b|0,p|0,d|0)|0;b=b+(((d>>>0)/12|0)*12|0)|0}d=f[a>>2]|0;f[a>>2]=h;f[q>>2]=b;f[o>>2]=i;if(!d){q=e;return q|0}sOb(d);q=e;return q|0}function IKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,15)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{BKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+12|0;return e|0}function JKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,21)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{CKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+36|0;return e|0}function KKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,18)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{DKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+24|0;return e|0}function LKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;e=a+200|0;d=f[e>>2]|0;g=h[e+4>>0]|0;i=ZPb(d|0,g&255|0,12)|0;m=c&255;j=1<<m;l=a+104|0;do if(!(j&7&i)){k=f[l>>2]|0;if(!k){m=0;return m|0}if(!(f[a+60+(m<<2)>>2]|0)){EKa(a,c);break}f[e>>2]=d&-28673|(j|i)<<12&28672;b[e+4>>0]=g;c=f[k+(m*48|0)>>2]|0;d=k+(m*48|0)+4|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~(((a+-12-c|0)>>>0)/12|0)*12|0)}while(0);m=(f[l>>2]|0)+(m*48|0)|0;return m|0}function MKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i+12|0;d=i+8|0;g=i+4|0;h=i;j=c+200|0;if((f[j>>2]&7|0)==0&0==0){rKa(a,b)|0;u=i;return}else{c=f[c+104>>2]|0;j=b&255;f[g>>2]=f[c+144+(j*48|0)>>2];f[h>>2]=f[c+144+(j*48|0)+4>>2];f[d>>2]=f[g>>2];f[e>>2]=f[h>>2];NKa(a,b,d,e);u=i;return}}function NKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;p=f[d>>2]|0;s=f[e>>2]|0;j=p;k=s;if((p|0)==(s|0)){rKa(a,c)|0;u=v;return}g=c&255;q=1<<g;r=a+200|0;c=f[r>>2]|0;e=(h[r+4>>0]|0)&255;f[r>>2]=c&-8|(q|c)&7;b[r+4>>0]=e;e=a+104|0;c=f[e>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[e>>2]=c}m=c+144+(g*48|0)|0;i=f[m>>2]|0;f[m>>2]=0;o=c+144+(g*48|0)+4|0;e=f[o>>2]|0;f[o>>2]=0;l=c+144+(g*48|0)+8|0;f[l>>2]=0;g=i;if(i|0){if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-16|0;if(c|0)iOb(c)}while((e|0)!=(g|0));sOb(i)}xKa(m,k-j>>4);g=t+4|0;i=t+8|0;j=t+12|0;c=p;do{f[t>>2]=f[c>>2];e=f[c+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[i>>2]=f[c+8>>2];f[j>>2]=f[c+12>>2];e=f[o>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){f[e>>2]=f[t>>2];f[e+4>>2]=f[g>>2];f[t>>2]=0;f[g>>2]=0;w=i;k=f[w+4>>2]|0;p=e+8|0;f[p>>2]=f[w>>2];f[p+4>>2]=k;f[o>>2]=(f[o>>2]|0)+16}else{yKa(m,t);e=f[g>>2]|0;if(e|0)iOb(e)}c=c+16|0;f[d>>2]=c}while((c|0)!=(s|0));d=f[r>>2]|0;w=h[r+4>>0]|0;t=ZPb(d|0,w&255|0,12)|0;f[r>>2]=d&-28673|((q^7)&t)<<12&28672;b[r+4>>0]=w;w=a+196|0;f[w>>2]=f[w>>2]|256;u=v;return}function OKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;e=a+108|0;c=f[b>>2]|0;if((f[e>>2]|0)==(c|0))return;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=c;g=a+112|0;b=f[g>>2]|0;f[g>>2]=d;if(b){iOb(b);c=f[e>>2]|0}g=a+196|0;f[g>>2]=f[g>>2]&-4353|((c|0)!=0&1)<<12|256;return}function PKa(a,c,d){a=a|0;c=c|0;d=+d;var e=0,g=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j+4|0;g=j+8|0;k=j;n[i>>2]=d;n[g>>2]=0.0;n[k>>2]=1.0;k=d<1.0?i:k;g=f[(+n[k>>2]>0.0?k:g)>>2]|0;f[i>>2]=g;i=a+200|0;k=ZPb(f[i>>2]|0,(h[i+4>>0]|0)&255|0,34)|0;c=c&255;e=1<<c;if(!(e&7&k))c=a+180+(c<<2)|0;else{c=a+180+(c<<2)|0;if(+n[c>>2]==(f[s>>2]=g,+n[s>>2])){k=0;u=j;return k|0}}f[c>>2]=g;g=f[i>>2]|0;k=h[i+4>>0]|0;c=ZPb(g|0,k&255|0,34)|0;e=_Pb((e|c)&7|0,0,34)|0;f[i>>2]=e|g;b[i+4>>0]=I|k&227;k=a+196|0;f[k>>2]=f[k>>2]|256;k=1;u=j;return k|0}function QKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;j=a+200|0;d=f[j>>2]|0;g=h[j+4>>0]|0;k=ZPb(d|0,g&255|0,34)|0;c=c&255;e=1<<c;i=e&7;if(!(i&k)){k=0;return k|0}c=a+180+(c<<2)|0;if(+n[c>>2]==1.0)c=g;else{f[c>>2]=1065353216;d=f[j>>2]|0;c=h[j+4>>0]|0;k=ZPb(d|0,c&255|0,34)|0;k=_Pb((e|k)&7|0,0,34)|0;d=k|d;c=I|c&227;f[j>>2]=d;b[j+4>>0]=c;k=a+196|0;f[k>>2]=f[k>>2]|256}k=ZPb(d|0,c&255|0,34)|0;k=_Pb((i^7)&k|0,0,34)|0;f[j>>2]=k|d;b[j+4>>0]=I|c&227;k=1;return k|0}function RKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;d=b&255;e=+n[a+180+(d<<2)>>2];d=a+12+(d<<3)|0;c=f[d>>2]|0;if(!c){fKa(a,b);c=f[d>>2]|0}return +(e*+n[c+164>>2])}function SKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;g=l+8|0;h=l+4|0;j=l;d=a+104|0;e=f[d>>2]|0;if(!e){k=pOb(368)|0;dQb(k|0,0,300)|0;n[k+328>>2]=-1.0;n[k+332>>2]=-1.0;n[k+336>>2]=-1.0;n[k+340>>2]=-1.0;n[k+344>>2]=-1.0;n[k+348>>2]=-1.0;n[k+352>>2]=-1.0;n[k+356>>2]=-1.0;n[k+360>>2]=-1.0;f[d>>2]=k}else k=e;n[g>>2]=0.0;n[h>>2]=0.0;n[j>>2]=0.0;i=f[(+n[c>>2]>0.0?c:g)>>2]|0;g=c+4|0;g=f[(+n[g>>2]>0.0?g:h)>>2]|0;e=c+8|0;e=f[(+n[e>>2]>0.0?e:j)>>2]|0;d=b&255;if(+n[k+328+(d*12|0)>>2]==(f[s>>2]=i,+n[s>>2]))if(+n[k+328+(d*12|0)+4>>2]==(f[s>>2]=g,+n[s>>2]))if(!(+n[k+328+(d*12|0)+8>>2]!=(f[s>>2]=e,+n[s>>2]))){a=0;u=l;return a|0}f[k+328+(d*12|0)>>2]=i;f[k+328+(d*12|0)+4>>2]=g;f[k+328+(d*12|0)+8>>2]=e;a=a+196|0;f[a>>2]=f[a>>2]|8388864;a=1;u=l;return a|0}function TKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=a+196|0;if(!(f[g>>2]&8388608)){h=0;return h|0}h=a+104|0;c=f[h>>2]|0;e=b&255;b=c+328+(e*12|0)|0;if(!(+n[b>>2]>=0.0)){h=0;return h|0}n[b>>2]=-1.0;n[c+328+(e*12|0)+4>>2]=-1.0;n[c+328+(e*12|0)+8>>2]=-1.0;b=f[g>>2]|0;c=b|256;f[g>>2]=c;d=f[h>>2]|0;if(+n[d+328+(e*12|0)>>2]>=0.0){h=1;return h|0}f[g>>2]=c&-8388609;if(!d){h=1;return h|0}g=a+200|0;if(!((b&672137216|0)==0&((f[g>>2]&4095|0)==0&0==0))){h=1;return h|0}f[h>>2]=0;RIa(d);sOb(d);h=1;return h|0}function UKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0;if(+n[d>>2]==0.0)if(+n[d+4>>2]==0.0)if(+n[d+8>>2]==0.0)return;h=a+104|0;g=f[h>>2]|0;if(!g){g=pOb(368)|0;dQb(g|0,0,300)|0;n[g+328>>2]=-1.0;n[g+332>>2]=-1.0;n[g+336>>2]=-1.0;n[g+340>>2]=-1.0;n[g+344>>2]=-1.0;n[g+348>>2]=-1.0;n[g+352>>2]=-1.0;n[g+356>>2]=-1.0;n[g+360>>2]=-1.0;f[h>>2]=g}m=a+196|0;f[m>>2]=f[m>>2]|134217728;g=g+364|0;b[g>>0]=b[g>>0]&-2|c&1;k=+n[d>>2];j=+n[d+4>>2];l=+n[d+8>>2];i=+L(+(k*k+(j*j+l*l)));k=k/i;j=j/i;i=l/i;d=f[h>>2]|0;n[d+312>>2]=k;n[d+316>>2]=j;n[d+320>>2]=i;n[d+300>>2]=k;n[d+304>>2]=j;n[d+308>>2]=i;e=+N(+(e*.01745329238474369));n[d+324>>2]=e;fJa(a);return}function VKa(a){a=a|0;var b=0,c=0,d=0;c=a+196|0;b=f[c>>2]|0;f[c>>2]=b&-134217729;c=a+104|0;d=f[c>>2]|0;if(!d)return;a=a+200|0;if(!((b&546308096|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[c>>2]=0;RIa(d);sOb(d);return}function WKa(a){a=a|0;return +(+Q(+(+n[(f[a+104>>2]|0)+324>>2]))*57.295780181884766)}function XKa(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+136>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function YKa(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+76>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function ZKa(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+140>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function _Ka(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+84>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function $Ka(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+144>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function aLa(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+92>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function bLa(a,b,c,e){a=a|0;b=b|0;c=+c;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=a+64|0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;a:while(1){switch(Rg[f[(f[g>>2]|0)+124>>2]&255](g,b)|0){case 0:{j=12;break a}case 1:{i=1;break a}case 2:{i=f[l>>2]|0;oh[f[(f[i>>2]|0)+100>>2]&1023](k,i);i=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=i;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==12)i=0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;b:while(1){switch(Qg[f[(f[g>>2]|0)+128>>2]&15](g,c)|0){case 0:{j=24;break b}case 1:{b=1;break b}case 2:{b=f[l>>2]|0;oh[f[(f[b>>2]|0)+100>>2]&1023](k,b);b=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=b;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==24)b=0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;c:while(1){switch(Rg[f[(f[g>>2]|0)+132>>2]&255](g,e)|0){case 0:{j=37;break c}case 1:{j=36;break c}case 2:{j=f[l>>2]|0;oh[f[(f[j>>2]|0)+100>>2]&1023](k,j);j=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=j;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==36){l=a+196|0;f[l>>2]=f[l>>2]|268435456;oJa(a)}else if((j|0)==37){l=a+196|0;f[l>>2]=f[l>>2]|268435456;if(!(i|b)){l=0;u=m;return l|0}}f[a+20>>2]=0;l=a+24|0;g=f[l>>2]|0;f[l>>2]=0;if(!g){l=1;u=m;return l|0}iOb(g);l=1;u=m;return l|0}function cLa(a){a=a|0;var b=0,c=0,e=0,g=0;c=a+196|0;if(!(f[c>>2]&268435456)){e=0;return e|0}e=a+64|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+52>>2]&1023](g)|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+60>>2]&1023](g)|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+68>>2]&1023](g)|0;f[c>>2]=f[c>>2]&-268435457;f[a+20>>2]=0;g=a+24|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(!(d[b+4>>1]&2047)){f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}if((f[c>>2]&805306368|0)!=536870912){g=1;return g|0}oJa(a);g=1;return g|0}function dLa(a){a=a|0;if(!(f[a+196>>2]&536870912)){a=f[(f[a+4>>2]|0)+44>>2]|0;return a|0}else{a=f[(f[a+104>>2]|0)+288>>2]|0;return a|0}return 0}function eLa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+640|0;s=y+528|0;t=y+136|0;v=y;w=y+400|0;x=y+272|0;o=a+196|0;h=f[o>>2]|0;if(!(h&268435456)){u=y;return}q=(f[a+4>>2]|0)+44|0;i=f[q>>2]|0;if(!(f[i+28>>2]|0)){u=y;return}if(!(b[i+148>>0]&2)){u=y;return}r=(h&536870912|0)!=0;if(!r){m=a+104|0;h=f[m>>2]|0;if(!h){h=pOb(368)|0;dQb(h|0,0,300)|0;n[h+328>>2]=-1.0;n[h+332>>2]=-1.0;n[h+336>>2]=-1.0;n[h+340>>2]=-1.0;n[h+344>>2]=-1.0;n[h+348>>2]=-1.0;n[h+352>>2]=-1.0;n[h+356>>2]=-1.0;n[h+360>>2]=-1.0;f[m>>2]=h}j=pOb(56)|0;mMa(j);k=h+288|0;l=f[k>>2]|0;f[k>>2]=j;if(l|0){h=f[l+16>>2]|0;if(h|0)iOb(h);h=f[l>>2]|0;if(h|0){k=l+4|0;i=f[k>>2]|0;if((i|0)!=(h|0)){do{j=i+-28|0;f[k>>2]=j;i=f[i+-24>>2]|0;if(!i)i=j;else{iOb(i);i=f[k>>2]|0}}while((i|0)!=(h|0));h=f[l>>2]|0}sOb(h)}sOb(l)}f[o>>2]=f[o>>2]|536870912;l=f[(f[m>>2]|0)+288>>2]|0;k=f[q>>2]|0;f[l+52>>2]=f[k+52>>2];pMa(l,0,f[k+24>>2]|0);pMa(l,1,f[(f[q>>2]|0)+28>>2]|0);pMa(l,2,f[(f[q>>2]|0)+32>>2]|0);qMa(l,0,0);qMa(l,1,(f[l+24>>2]|0)+(f[l+36>>2]|0)|0);qMa(l,2,(f[l+28>>2]|0)+(f[l+40>>2]|0)|0);iub(s,34962);rMa(l,s,0);k=f[(f[l>>2]|0)+20>>2]|0;q=k+4|0;m=l+4|0;h=f[m>>2]|0;if(h>>>0<(f[l+8>>2]|0)>>>0){f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;i=(f[m>>2]|0)+28|0;f[m>>2]=i}else{fLa(l);i=f[m>>2]|0}h=f[s>>2]|0;o=s+4|0;j=f[o>>2]|0;if(j|0)gOb(j);f[i+-28>>2]=h;z=i+-24|0;h=f[z>>2]|0;f[z>>2]=j;if(h|0)iOb(h);f[i+-20>>2]=k;f[i+-16>>2]=8;f[i+-12>>2]=5126;f[i+-8>>2]=q;b[i+-4>>0]=1;b[i+-3>>0]=1;h=f[l>>2]|0;i=f[m>>2]|0;if((h|0)!=(i|0))do{f[h+20>>2]=q;h=h+28|0}while((h|0)!=(i|0));h=f[o>>2]|0;if(h|0)iOb(h)}i=a+20|0;h=f[i>>2]|0;if(!h){fKa(a,1);h=f[i>>2]|0}switch(b[h+214>>0]|0){case 0:{if(r){u=y;return}z=s+8|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;n[s+36>>2]=1.0;n[s+40>>2]=0.0;gLa(a,0,s);u=y;return}case 1:{if(r){u=y;return}j=f[a+96>>2]|0;k=f[j+4>>2]|0;l=f[j+8>>2]|0;m=f[j+12>>2]|0;o=f[j+16>>2]|0;q=f[j+20>>2]|0;r=f[j+24>>2]|0;c=f[j+28>>2]|0;d=f[j+32>>2]|0;e=f[j+36>>2]|0;g=f[j+40>>2]|0;t=f[j+44>>2]|0;v=f[j+48>>2]|0;w=f[j+52>>2]|0;x=f[j+56>>2]|0;z=f[j+60>>2]|0;f[s>>2]=f[j>>2];f[s+4>>2]=k;f[s+8>>2]=l;f[s+12>>2]=m;f[s+16>>2]=o;f[s+20>>2]=q;f[s+24>>2]=r;f[s+28>>2]=c;f[s+32>>2]=d;f[s+36>>2]=e;f[s+40>>2]=g;f[s+44>>2]=t;f[s+48>>2]=v;f[s+52>>2]=w;f[s+56>>2]=x;f[s+60>>2]=z;z=s+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;n[s+92>>2]=1.0;n[s+96>>2]=0.0;hLa(a,0,s);u=y;return}case 2:{if(!(r^1|c)){u=y;return}TAa(w,1.0,+(g|0)/+(e|0));k=JAa(d,e,g)|0;f[v>>2]=w;f[v+4>>2]=k;k=v+8|0;yAa(k,v)|0;j=f[a+96>>2]|0;n[t>>2]=+p[k>>3];n[t+4>>2]=+p[v+16>>3];n[t+8>>2]=+p[v+24>>3];n[t+12>>2]=+p[v+32>>3];n[t+16>>2]=+p[v+40>>3];n[t+20>>2]=+p[v+48>>3];n[t+24>>2]=+p[v+56>>3];n[t+28>>2]=+p[v+64>>3];n[t+32>>2]=+p[v+72>>3];n[t+36>>2]=+p[v+80>>3];n[t+40>>2]=+p[v+88>>3];n[t+44>>2]=+p[v+96>>3];n[t+48>>2]=+p[v+104>>3];n[t+52>>2]=+p[v+112>>3];n[t+56>>2]=+p[v+120>>3];n[t+60>>2]=+p[v+128>>3];f[t+64>>2]=j;iLa(s,t)|0;j=f[s+4>>2]|0;k=f[s+8>>2]|0;l=f[s+12>>2]|0;m=f[s+16>>2]|0;o=f[s+20>>2]|0;q=f[s+24>>2]|0;r=f[s+28>>2]|0;c=f[s+32>>2]|0;d=f[s+36>>2]|0;e=f[s+40>>2]|0;g=f[s+44>>2]|0;v=f[s+48>>2]|0;w=f[s+52>>2]|0;x=f[s+56>>2]|0;z=f[s+60>>2]|0;f[t>>2]=f[s>>2];f[t+4>>2]=j;f[t+8>>2]=k;f[t+12>>2]=l;f[t+16>>2]=m;f[t+20>>2]=o;f[t+24>>2]=q;f[t+28>>2]=r;f[t+32>>2]=c;f[t+36>>2]=d;f[t+40>>2]=e;f[t+44>>2]=g;f[t+48>>2]=v;f[t+52>>2]=w;f[t+56>>2]=x;f[t+60>>2]=z;z=t+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;n[t+84>>2]=1.0;n[t+88>>2]=0.0;jLa(a,1,t);u=y;return}case 3:{if(!(r^1|c)){u=y;return}TAa(x,+(e|0)/+(g|0),1.0);k=JAa(d,e,g)|0;f[v>>2]=x;f[v+4>>2]=k;k=v+8|0;yAa(k,v)|0;j=f[a+96>>2]|0;n[t>>2]=+p[k>>3];n[t+4>>2]=+p[v+16>>3];n[t+8>>2]=+p[v+24>>3];n[t+12>>2]=+p[v+32>>3];n[t+16>>2]=+p[v+40>>3];n[t+20>>2]=+p[v+48>>3];n[t+24>>2]=+p[v+56>>3];n[t+28>>2]=+p[v+64>>3];n[t+32>>2]=+p[v+72>>3];n[t+36>>2]=+p[v+80>>3];n[t+40>>2]=+p[v+88>>3];n[t+44>>2]=+p[v+96>>3];n[t+48>>2]=+p[v+104>>3];n[t+52>>2]=+p[v+112>>3];n[t+56>>2]=+p[v+120>>3];n[t+60>>2]=+p[v+128>>3];f[t+64>>2]=j;iLa(s,t)|0;j=f[s+4>>2]|0;k=f[s+8>>2]|0;l=f[s+12>>2]|0;m=f[s+16>>2]|0;o=f[s+20>>2]|0;q=f[s+24>>2]|0;r=f[s+28>>2]|0;c=f[s+32>>2]|0;d=f[s+36>>2]|0;e=f[s+40>>2]|0;g=f[s+44>>2]|0;v=f[s+48>>2]|0;w=f[s+52>>2]|0;x=f[s+56>>2]|0;z=f[s+60>>2]|0;f[t>>2]=f[s>>2];f[t+4>>2]=j;f[t+8>>2]=k;f[t+12>>2]=l;f[t+16>>2]=m;f[t+20>>2]=o;f[t+24>>2]=q;f[t+28>>2]=r;f[t+32>>2]=c;f[t+36>>2]=d;f[t+40>>2]=e;f[t+44>>2]=g;f[t+48>>2]=v;f[t+52>>2]=w;f[t+56>>2]=x;f[t+60>>2]=z;z=t+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;n[t+84>>2]=1.0;n[t+88>>2]=0.0;jLa(a,1,t);u=y;return}default:{u=y;return}}}function fLa(a){a=a|0;var b=0,c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;k=f[l>>2]|0;c=f[a>>2]|0;i=(k-c|0)/28|0;e=i+1|0;b=c;g=k;if(e>>>0>153391689)AMb(a);m=a+8|0;c=((f[m>>2]|0)-c|0)/28|0;h=c<<1;h=c>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)j=0;else if(h>>>0>153391689)vd();else{j=pOb(h*28|0)|0;break}while(0);c=j+(i*28|0)|0;e=c;h=j+(h*28|0)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;i=c+28|0;if((g|0)==(b|0))g=k;else{do{j=g;g=g+-28|0;f[c+-28>>2]=f[g>>2];k=j+-24|0;f[c+-24>>2]=f[k>>2];f[g>>2]=0;f[k>>2]=0;k=c+-20|0;j=j+-20|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];d[k+16>>1]=d[j+16>>1]|0;c=e+-28|0;e=c}while((g|0)!=(b|0));g=f[a>>2]|0;b=f[l>>2]|0}f[a>>2]=e;f[l>>2]=i;f[m>>2]=h;e=g;if((b|0)!=(e|0))do{c=f[b+-24>>2]|0;b=b+-28|0;if(c|0)iOb(c)}while((b|0)!=(e|0));if(!g)return;sOb(g);return}function gLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0;x=(f[a+4>>2]|0)+44|0;D=f[x>>2]|0;d=D+68|0;y=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[y+20>>2]|0;z=a>>>2;A=z+-1|0;B=A<<2;D=X((f[D+28>>2]|0)+(f[D+24>>2]|0)+(f[D+32>>2]|0)|0,z)|0;C=D<<2;D=qOb(D>>>0>1073741823?-1:D<<2)|0;E=zLa(d)|0;E=qOb(E>>>0>1073741823?-1:E<<2)|0;CLa(d,E)|0;if(!(ALa(d)|0)){s=c+8|0;t=c+16|0;u=c+24|0;v=c+36|0;r=c+32|0;k=a+-4&-4;a=f[x>>2]|0;g=f[a+24>>2]|0;if(!g){d=E;g=D}else{d=E+(A<<2)+(X(k,g+-1|0)|0)|0;h=X(z,g)|0;a=0;c=E;e=D;while(1){bQb(e|0,c|0,B|0)|0;n[e+(A<<2)>>2]=0.0;a=a+1|0;if((a|0)==(g|0))break;else{c=c+(A<<2)|0;e=e+(z<<2)|0}}g=D+(h<<2)|0;a=f[x>>2]|0}q=f[a+28>>2]|0;if(q){e=d+(A<<2)+(X(k,q+-1|0)|0)|0;h=X(z,q)|0;c=0;a=g;while(1){bQb(a|0,d|0,B|0)|0;l=+n[d>>2];m=+n[d+4>>2];o=+n[d+8>>2];i=+p[s>>3];if(i==l)if(+p[t>>3]==m)if(+p[u>>3]==o){n[v>>2]=0.0;i=+n[r>>2]}else w=16;else w=16;else w=16;do if((w|0)==16){w=0;if(+n[v>>2]==0.0){G=l-i;F=m-+p[t>>3];i=o-+p[u>>3];i=+L(+(G*G+(F*F+i*i)));n[v>>2]=i;i=+n[r>>2]+i;n[r>>2]=i;break}else{n[r>>2]=0.0;n[v>>2]=0.0;i=0.0;break}}while(0);p[s>>3]=l;p[t>>3]=m;p[u>>3]=o;n[a+(A<<2)>>2]=i;c=c+1|0;if((c|0)==(q|0))break;else{d=d+(A<<2)|0;a=a+(z<<2)|0}}d=e;g=g+(h<<2)|0;a=f[x>>2]|0}e=f[a+32>>2]|0;if(!e){B=f[y>>2]|0;b=b?35040:35044;nub(B,C,D,b);tOb(E);tOb(D);return}else{c=0;a=g}while(1){bQb(a|0,d|0,B|0)|0;n[a+(A<<2)>>2]=0.0;c=c+1|0;if((c|0)==(e|0))break;else{d=d+(A<<2)|0;a=a+(z<<2)|0}}B=f[y>>2]|0;b=b?35040:35044;nub(B,C,D,b);tOb(E);tOb(D);return}else{v=ALa(d)|0;v=qOb(v>>>0>2147483647?-1:v<<1)|0;DLa(d,v)|0;r=c+8|0;s=c+16|0;t=c+24|0;u=c+36|0;q=c+32|0;a=f[x>>2]|0;h=f[a+24>>2]|0;if(!h){g=D;d=v}else{e=X(z,h)|0;a=0;d=v;c=D;while(1){bQb(c|0,E+((X(A,j[d>>1]|0)|0)<<2)|0,B|0)|0;n[c+(A<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;c=c+(z<<2)|0}}g=D+(e<<2)|0;d=v+(h<<1)|0;a=f[x>>2]|0}k=f[a+28>>2]|0;if(k){h=X(z,k)|0;a=0;c=d;e=g;while(1){H=E+((X(A,j[c>>1]|0)|0)<<2)|0;bQb(e|0,H|0,B|0)|0;l=+n[H>>2];m=+n[H+4>>2];o=+n[H+8>>2];i=+p[r>>3];if(i==l)if(+p[s>>3]==m)if(+p[t>>3]==o){n[u>>2]=0.0;i=+n[q>>2]}else w=29;else w=29;else w=29;do if((w|0)==29){w=0;if(+n[u>>2]==0.0){F=l-i;G=m-+p[s>>3];i=o-+p[t>>3];i=+L(+(F*F+(G*G+i*i)));n[u>>2]=i;i=+n[q>>2]+i;n[q>>2]=i;break}else{n[q>>2]=0.0;n[u>>2]=0.0;i=0.0;break}}while(0);p[r>>3]=l;p[s>>3]=m;p[t>>3]=o;n[e+(A<<2)>>2]=i;a=a+1|0;if((a|0)==(k|0))break;else{c=c+2|0;e=e+(z<<2)|0}}g=g+(h<<2)|0;d=d+(k<<1)|0;a=f[x>>2]|0}e=f[a+32>>2]|0;if(e|0){c=0;a=g;while(1){bQb(a|0,E+((X(A,j[d>>1]|0)|0)<<2)|0,B|0)|0;n[a+(A<<2)>>2]=0.0;c=c+1|0;if((c|0)==(e|0))break;else{d=d+2|0;a=a+(z<<2)|0}}}tOb(v);B=f[y>>2]|0;H=b?35040:35044;nub(B,C,D,H);tOb(E);tOb(D);return}}function hLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0.0,w=0;m=(f[a+4>>2]|0)+44|0;t=f[m>>2]|0;d=t+68|0;o=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[o+20>>2]|0;p=a>>>2;q=p+-1|0;r=q<<2;t=X((f[t+28>>2]|0)+(f[t+24>>2]|0)+(f[t+32>>2]|0)|0,p)|0;s=t<<2;t=qOb(t>>>0>1073741823?-1:t<<2)|0;u=zLa(d)|0;u=qOb(u>>>0>1073741823?-1:u<<2)|0;CLa(d,u)|0;if(!(ALa(d)|0)){l=a+-4&-4;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){d=u;h=t}else{d=u+(q<<2)+(X(l,h+-1|0)|0)|0;i=X(p,h)|0;a=0;e=u;g=t;while(1){bQb(g|0,e|0,r|0)|0;n[g+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{e=e+(q<<2)|0;g=g+(p<<2)|0}}h=t+(i<<2)|0;a=f[m>>2]|0}k=f[a+28>>2]|0;if(k){g=d+(q<<2)+(X(l,k+-1|0)|0)|0;i=X(p,k)|0;e=0;a=h;while(1){bQb(a|0,d|0,r|0)|0;v=+lLa(c,d);n[a+(q<<2)>>2]=v;e=e+1|0;if((e|0)==(k|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}d=g;h=h+(i<<2)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(!g){r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{e=0;a=h}while(1){bQb(a|0,d|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{l=ALa(d)|0;l=qOb(l>>>0>2147483647?-1:l<<1)|0;DLa(d,l)|0;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){k=t;d=l}else{g=X(p,h)|0;a=0;d=l;e=t;while(1){bQb(e|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[e+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;e=e+(p<<2)|0}}k=t+(g<<2)|0;d=l+(h<<1)|0;a=f[m>>2]|0}i=f[a+28>>2]|0;if(!i)h=k;else{h=X(p,i)|0;a=0;e=d;g=k;while(1){w=u+((X(q,j[e>>1]|0)|0)<<2)|0;bQb(g|0,w|0,r|0)|0;v=+lLa(c,w);n[g+(q<<2)>>2]=v;a=a+1|0;if((a|0)==(i|0))break;else{e=e+2|0;g=g+(p<<2)|0}}h=k+(h<<2)|0;d=d+(i<<1)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(g|0){e=0;a=h;while(1){bQb(a|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+2|0;a=a+(p<<2)|0}}}tOb(l);r=f[o>>2]|0;w=b?35040:35044;nub(r,s,t,w);tOb(u);tOb(t);return}}function iLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;h=b+64|0;r=f[h>>2]|0;u=b+16|0;t=b+32|0;s=b+48|0;n[a>>2]=+n[b>>2]*+n[r>>2]+ +n[u>>2]*+n[r+4>>2]+ +n[t>>2]*+n[r+8>>2]+ +n[s>>2]*+n[r+12>>2];r=f[h>>2]|0;q=b+4|0;p=b+20|0;o=b+36|0;m=b+52|0;n[a+4>>2]=+n[q>>2]*+n[r>>2]+ +n[p>>2]*+n[r+4>>2]+ +n[o>>2]*+n[r+8>>2]+ +n[m>>2]*+n[r+12>>2];r=f[h>>2]|0;l=b+8|0;k=b+24|0;j=b+40|0;i=b+56|0;n[a+8>>2]=+n[l>>2]*+n[r>>2]+ +n[k>>2]*+n[r+4>>2]+ +n[j>>2]*+n[r+8>>2]+ +n[i>>2]*+n[r+12>>2];r=f[h>>2]|0;g=b+12|0;e=b+28|0;d=b+44|0;c=b+60|0;n[a+12>>2]=+n[g>>2]*+n[r>>2]+ +n[e>>2]*+n[r+4>>2]+ +n[d>>2]*+n[r+8>>2]+ +n[c>>2]*+n[r+12>>2];r=f[h>>2]|0;n[a+16>>2]=+n[b>>2]*+n[r+16>>2]+ +n[u>>2]*+n[r+20>>2]+ +n[t>>2]*+n[r+24>>2]+ +n[s>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+20>>2]=+n[q>>2]*+n[r+16>>2]+ +n[p>>2]*+n[r+20>>2]+ +n[o>>2]*+n[r+24>>2]+ +n[m>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+24>>2]=+n[l>>2]*+n[r+16>>2]+ +n[k>>2]*+n[r+20>>2]+ +n[j>>2]*+n[r+24>>2]+ +n[i>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+28>>2]=+n[g>>2]*+n[r+16>>2]+ +n[e>>2]*+n[r+20>>2]+ +n[d>>2]*+n[r+24>>2]+ +n[c>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+32>>2]=+n[b>>2]*+n[r+32>>2]+ +n[u>>2]*+n[r+36>>2]+ +n[t>>2]*+n[r+40>>2]+ +n[s>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+36>>2]=+n[q>>2]*+n[r+32>>2]+ +n[p>>2]*+n[r+36>>2]+ +n[o>>2]*+n[r+40>>2]+ +n[m>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+40>>2]=+n[l>>2]*+n[r+32>>2]+ +n[k>>2]*+n[r+36>>2]+ +n[j>>2]*+n[r+40>>2]+ +n[i>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+44>>2]=+n[g>>2]*+n[r+32>>2]+ +n[e>>2]*+n[r+36>>2]+ +n[d>>2]*+n[r+40>>2]+ +n[c>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+48>>2]=+n[b>>2]*+n[r+48>>2]+ +n[u>>2]*+n[r+52>>2]+ +n[t>>2]*+n[r+56>>2]+ +n[s>>2]*+n[r+60>>2];b=f[h>>2]|0;n[a+52>>2]=+n[q>>2]*+n[b+48>>2]+ +n[p>>2]*+n[b+52>>2]+ +n[o>>2]*+n[b+56>>2]+ +n[m>>2]*+n[b+60>>2];b=f[h>>2]|0;n[a+56>>2]=+n[l>>2]*+n[b+48>>2]+ +n[k>>2]*+n[b+52>>2]+ +n[j>>2]*+n[b+56>>2]+ +n[i>>2]*+n[b+60>>2];b=f[h>>2]|0;n[a+60>>2]=+n[g>>2]*+n[b+48>>2]+ +n[e>>2]*+n[b+52>>2]+ +n[d>>2]*+n[b+56>>2]+ +n[c>>2]*+n[b+60>>2];return a|0}function jLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0.0,w=0;m=(f[a+4>>2]|0)+44|0;t=f[m>>2]|0;d=t+68|0;o=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[o+20>>2]|0;p=a>>>2;q=p+-1|0;r=q<<2;t=X((f[t+28>>2]|0)+(f[t+24>>2]|0)+(f[t+32>>2]|0)|0,p)|0;s=t<<2;t=qOb(t>>>0>1073741823?-1:t<<2)|0;u=zLa(d)|0;u=qOb(u>>>0>1073741823?-1:u<<2)|0;CLa(d,u)|0;if(!(ALa(d)|0)){l=a+-4&-4;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){d=u;h=t}else{d=u+(q<<2)+(X(l,h+-1|0)|0)|0;i=X(p,h)|0;a=0;e=u;g=t;while(1){bQb(g|0,e|0,r|0)|0;n[g+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{e=e+(q<<2)|0;g=g+(p<<2)|0}}h=t+(i<<2)|0;a=f[m>>2]|0}k=f[a+28>>2]|0;if(k){g=d+(q<<2)+(X(l,k+-1|0)|0)|0;i=X(p,k)|0;e=0;a=h;while(1){bQb(a|0,d|0,r|0)|0;v=+kLa(c,d);n[a+(q<<2)>>2]=v;e=e+1|0;if((e|0)==(k|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}d=g;h=h+(i<<2)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(!g){r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{e=0;a=h}while(1){bQb(a|0,d|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{l=ALa(d)|0;l=qOb(l>>>0>2147483647?-1:l<<1)|0;DLa(d,l)|0;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){k=t;d=l}else{g=X(p,h)|0;a=0;d=l;e=t;while(1){bQb(e|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[e+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;e=e+(p<<2)|0}}k=t+(g<<2)|0;d=l+(h<<1)|0;a=f[m>>2]|0}i=f[a+28>>2]|0;if(!i)h=k;else{h=X(p,i)|0;a=0;e=d;g=k;while(1){w=u+((X(q,j[e>>1]|0)|0)<<2)|0;bQb(g|0,w|0,r|0)|0;v=+kLa(c,w);n[g+(q<<2)>>2]=v;a=a+1|0;if((a|0)==(i|0))break;else{e=e+2|0;g=g+(p<<2)|0}}h=k+(h<<2)|0;d=d+(i<<1)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(g|0){e=0;a=h;while(1){bQb(a|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+2|0;a=a+(p<<2)|0}}}tOb(l);r=f[o>>2]|0;w=b?35040:35044;nub(r,s,t,w);tOb(u);tOb(t);return}}function kLa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0.0,i=0.0;i=+n[b>>2];h=+n[b+4>>2];g=+n[b+8>>2];e=+n[a+60>>2]+(i*+n[a+12>>2]+h*+n[a+28>>2]+g*+n[a+44>>2]);e=1.0/(e<9.999999747378752e-06?9.999999747378752e-06:e);d=(+n[a+48>>2]+(i*+n[a>>2]+h*+n[a+16>>2]+g*+n[a+32>>2]))*e;e=(+n[a+52>>2]+(i*+n[a+4>>2]+h*+n[a+20>>2]+g*+n[a+36>>2]))*e;f=a+64|0;g=+p[f>>3];if(g==d){c=a+72|0;b=a+84|0;if(+p[c>>3]==e){n[b>>2]=0.0;i=+n[a+80>>2];a=c;p[f>>3]=d;p[a>>3]=e;return +i}}else b=a+84|0;if(+n[b>>2]==0.0){h=d-g;c=a+72|0;i=e-+p[c>>3];i=+L(+(h*h+i*i));n[b>>2]=i;a=a+80|0;i=+n[a>>2]+i;n[a>>2]=i;a=c;p[f>>3]=d;p[a>>3]=e;return +i}else{n[a+80>>2]=0.0;n[b>>2]=0.0;i=0.0;a=a+72|0;p[f>>3]=d;p[a>>3]=e;return +i}return 0.0}function lLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,f=0.0,g=0.0,h=0,i=0.0,j=0,k=0.0,l=0.0;k=+n[b>>2];i=+n[b+4>>2];g=+n[b+8>>2];e=+n[a>>2]*k+ +n[a+16>>2]*i+ +n[a+32>>2]*g+ +n[a+48>>2];f=+n[a+4>>2]*k+ +n[a+20>>2]*i+ +n[a+36>>2]*g+ +n[a+52>>2];g=+n[a+8>>2]*k+ +n[a+24>>2]*i+ +n[a+40>>2]*g+ +n[a+56>>2];h=a+64|0;i=+p[h>>3];if(i==e){c=a+72|0;if(+p[c>>3]==f){d=a+80|0;b=a+92|0;if(+p[d>>3]==g){n[b>>2]=0.0;k=+n[a+88>>2];j=d;a=c;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +k}}else j=3}else j=3;if((j|0)==3)b=a+92|0;if(+n[b>>2]==0.0){l=e-i;d=a+72|0;i=f-+p[d>>3];j=a+80|0;k=g-+p[j>>3];k=+L(+(l*l+(i*i+k*k)));n[b>>2]=k;a=a+88|0;k=+n[a>>2]+k;n[a>>2]=k;a=d;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +k}else{n[a+88>>2]=0.0;n[b>>2]=0.0;l=0.0;j=a+80|0;a=a+72|0;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +l}return 0.0}function mLa(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;return}function nLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;j=f[d>>2]|0;k=j;if(!j){pLa(a,b,c)|0;u=n;return}l=a+4|0;g=f[l>>2]|0;if((f[a>>2]|0)!=(g|0)){e=g+-4|0;h=f[e>>2]|0;i=h+(f[g+-8>>2]|0)|0;if(i>>>0>=b>>>0){if((i|0)!=(b|0)){f[m>>2]=k;g=m+4|0;e=f[d+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[m+8>>2]=b;f[m+12>>2]=c;oLa(a,m)|0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}if((f[g+-16>>2]|0)==(j|0)){f[e>>2]=h+c;u=n;return}f[m>>2]=k;i=m+4|0;h=f[d+4>>2]|0;f[i>>2]=h;if(h){gOb(h);g=f[l>>2]|0}e=m+8|0;f[e>>2]=b;f[m+12>>2]=c;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=k;f[g+4>>2]=h;f[m>>2]=0;f[i>>2]=0;b=e;c=f[b+4>>2]|0;m=g+8|0;f[m>>2]=f[b>>2];f[m+4>>2]=c;f[l>>2]=(f[l>>2]|0)+16}else{yKa(a,m);e=f[i>>2]|0;if(e|0)iOb(e)}u=n;return}}f[m>>2]=k;i=m+4|0;h=f[d+4>>2]|0;f[i>>2]=h;if(h){gOb(h);g=f[l>>2]|0}e=m+8|0;f[e>>2]=b;f[m+12>>2]=c;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=k;f[g+4>>2]=h;f[m>>2]=0;f[i>>2]=0;b=e;c=f[b+4>>2]|0;m=g+8|0;f[m>>2]=f[b>>2];f[m+4>>2]=c;f[l>>2]=(f[l>>2]|0)+16}else{yKa(a,m);e=f[i>>2]|0;if(e|0)iOb(e)}u=n;return}function oLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;w=A+52|0;q=A+16|0;p=A+48|0;z=A+8|0;v=A+4|0;c=A;s=b+12|0;l=f[s>>2]|0;if(!l){z=0;u=A;return z|0}k=f[a>>2]|0;y=a+4|0;r=f[y>>2]|0;x=b+8|0;d=r-k>>4;i=f[x>>2]|0;do if(!d){e=k;d=k;k=e;g=l+i|0}else{e=d;d=k;g=k;while(1){o=(e|0)/2|0;h=(f[g+(o<<4)+8>>2]|0)>>>0<i>>>0;j=g+(o<<4)+16|0;d=h?j:d;e=h?e+-1-o|0:o;if(!e)break;else g=h?j:g}o=d;g=l+i|0;if((d|0)==(k|0)){k=o;e=o}else{e=d+-16|0;h=e;n=f[d+-8>>2]|0;j=d+-4|0;m=(f[j>>2]|0)+n|0;if(i>>>0>m>>>0){k=o;e=o}else{l=f[b>>2]|0;k=(l|0)==(f[e>>2]|0);if(m>>>0<g>>>0){if(k){f[x>>2]=n;i=g;e=b}else h=o;f[e+12>>2]=i-n;k=h;e=o;break}if(k){z=0;u=A;return z|0}f[j>>2]=i-n;if(m>>>0>g>>>0){f[q>>2]=l;y=b+4|0;f[q+4>>2]=f[y>>2];f[b>>2]=0;f[y>>2]=0;y=x;z=f[y+4>>2]|0;c=q+8|0;f[c>>2]=f[y>>2];f[c+4>>2]=z;f[q+16>>2]=f[e>>2];c=f[d+-12>>2]|0;f[q+20>>2]=c;if(c|0)gOb(c);f[q+24>>2]=g;f[q+28>>2]=m-g;f[p>>2]=o;f[w>>2]=f[p>>2];sLa(a,w,q,q+32|0)|0;c=f[q+20>>2]|0;if(c|0)iOb(c);c=f[q+4>>2]|0;if(c|0)iOb(c);z=1;u=A;return z|0}else{k=o;e=o}}}}while(0);a:do if((d|0)==(r|0)){h=e;g=e}else{h=e;while(1){j=d+8|0;i=f[j>>2]|0;if(g>>>0<=i>>>0){t=20;break}i=(f[d+12>>2]|0)+i|0;if(i>>>0>g>>>0)break;e=e+16|0;d=d+16|0;h=d;if((d|0)==(r|0)){g=e;break a}}if((t|0)==20){if((g|0)!=(i|0)){g=e;break}if((f[b>>2]|0)!=(f[d>>2]|0)){g=e;break}f[s>>2]=(f[d+12>>2]|0)+g-(f[x>>2]|0);g=e+16|0;break}if((f[b>>2]|0)==(f[d>>2]|0)){g=f[x>>2]|0;d=b;e=e+16|0}else f[j>>2]=g;f[d+12>>2]=i-g;g=e}while(0);e=k;d=g;if((e|0)==(d|0)){f[v>>2]=h;f[w>>2]=f[v>>2];d=qLa(a,w,b)|0}else{a=f[b>>2]|0;c=b+4|0;w=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[k>>2]=a;a=e+4|0;c=f[a>>2]|0;f[a>>2]=w;if(c|0)iOb(c);a=x;x=f[a+4>>2]|0;h=e+8|0;f[h>>2]=f[a>>2];f[h+4>>2]=x;h=e+16|0;if((h|0)==(d|0))c=z;else{c=h+(g-h>>4<<4)|0;g=f[y>>2]|0;if((c|0)==(g|0))d=h;else{d=h;do{x=f[c>>2]|0;e=c+4|0;a=f[e>>2]|0;f[c>>2]=0;f[e>>2]=0;f[d>>2]=x;x=d+4|0;e=f[x>>2]|0;f[x>>2]=a;if(e|0)iOb(e);w=c+8|0;a=f[w+4>>2]|0;x=d+8|0;f[x>>2]=f[w>>2];f[x+4>>2]=a;c=c+16|0;d=d+16|0}while((c|0)!=(g|0));c=f[y>>2]|0}if((c|0)==(d|0)){d=h;c=z}else{do{e=c+-16|0;f[y>>2]=e;c=f[c+-12>>2]|0;if(!c)c=e;else{iOb(c);c=f[y>>2]|0}}while((c|0)!=(d|0));d=h;c=z}}}f[c>>2]=d;z=1;u=A;return z|0}function pLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;n=r+24|0;o=r+8|0;p=r;if(!c){q=0;u=r;return q|0}m=f[a>>2]|0;q=a+4|0;d=f[q>>2]|0;e=d-m>>4;if(!e){g=m;k=c+b|0;l=m}else{g=m;h=m;while(1){l=(e|0)/2|0;i=(f[h+(l<<4)+8>>2]|0)>>>0<b>>>0;j=h+(l<<4)+16|0;g=i?j:g;e=i?e+-1-l|0:l;if(!e)break;else h=i?j:h}l=g;k=c+b|0;if((g|0)!=(m|0)){e=g+-16|0;h=f[g+-8>>2]|0;i=g+-4|0;j=(f[i>>2]|0)+h|0;if(j>>>0>=b>>>0){f[i>>2]=b-h;if(j>>>0>k>>>0){f[o>>2]=f[e>>2];e=o+4|0;d=f[g+-12>>2]|0;f[e>>2]=d;if(d|0)gOb(d);f[o+8>>2]=k;f[o+12>>2]=j-k;f[p>>2]=l;f[n>>2]=f[p>>2];qLa(a,n,o)|0;d=f[e>>2]|0;if(d|0)iOb(d);q=1;u=r;return q|0}}}}a:do if((g|0)==(d|0)){h=0;e=l}else{e=l;c=g;while(1){i=c+8|0;h=f[i>>2]|0;if(k>>>0<=h>>>0){h=0;break a}j=c+12|0;h=(f[j>>2]|0)+h|0;if(h>>>0>k>>>0)break;e=e+16|0;c=c+16|0;if((c|0)==(d|0)){h=0;break a}}f[i>>2]=k;f[j>>2]=h-k;h=1}while(0);if((g|0)==(e|0)){q=h;u=r;return q|0}e=g+(e-l>>4<<4)|0;if((e|0)!=(d|0)){do{p=f[e>>2]|0;h=e+4|0;o=f[h>>2]|0;f[e>>2]=0;f[h>>2]=0;f[g>>2]=p;p=g+4|0;h=f[p>>2]|0;f[p>>2]=o;if(h|0)iOb(h);a=e+8|0;o=f[a+4>>2]|0;p=g+8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o;e=e+16|0;g=g+16|0}while((e|0)!=(d|0));d=f[q>>2]|0}if((d|0)==(g|0)){q=1;u=r;return q|0}do{e=d+-16|0;f[q>>2]=e;d=f[d+-12>>2]|0;if(!d)d=e;else{iOb(d);d=f[q>>2]|0}}while((d|0)!=(g|0));d=1;u=r;return d|0}function qLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+32|0;p=q;k=f[a>>2]|0;g=k;h=(f[b>>2]|0)-g|0;j=h>>4;n=k+(j<<4)|0;o=a+4|0;d=f[o>>2]|0;m=a+8|0;l=f[m>>2]|0;b=d;e=l;if(d>>>0<l>>>0){if((n|0)==(d|0)){f[n>>2]=f[c>>2];m=c+4|0;f[k+(j<<4)+4>>2]=f[m>>2];f[c>>2]=0;f[m>>2]=0;m=c+8|0;a=f[m+4>>2]|0;p=k+(j<<4)+8|0;f[p>>2]=f[m>>2];f[p+4>>2]=a;f[o>>2]=(f[o>>2]|0)+16;p=n;u=q;return p|0}e=b-(n+16)>>4;h=n+(e<<4)|0;if(h>>>0<d>>>0){b=h;g=d;do{f[g>>2]=f[b>>2];m=b+4|0;f[g+4>>2]=f[m>>2];f[b>>2]=0;f[m>>2]=0;m=b+8|0;a=f[m+4>>2]|0;p=g+8|0;f[p>>2]=f[m>>2];f[p+4>>2]=a;b=b+16|0;g=(f[o>>2]|0)+16|0;f[o>>2]=g}while(b>>>0<d>>>0)}if(e|0)do{b=h;h=h+-16|0;e=d;d=d+-16|0;p=f[h>>2]|0;g=b+-12|0;o=f[g>>2]|0;f[h>>2]=0;f[g>>2]=0;f[d>>2]=p;p=e+-12|0;g=f[p>>2]|0;f[p>>2]=o;if(g|0)iOb(g);a=b+-8|0;o=f[a+4>>2]|0;p=e+-8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o}while((h|0)!=(n|0));p=f[c>>2]|0;b=c+4|0;o=f[b>>2]|0;f[c>>2]=0;f[b>>2]=0;f[n>>2]=p;p=k+(j<<4)+4|0;b=f[p>>2]|0;f[p>>2]=o;if(b|0)iOb(b);a=c+8|0;o=f[a+4>>2]|0;p=k+(j<<4)+8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o;p=n;u=q;return p|0}b=(b-g>>4)+1|0;if(b>>>0>268435455)AMb(a);l=e-g|0;d=l>>3;d=l>>4>>>0<134217727?(d>>>0<b>>>0?b:d):268435455;b=h>>4;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!d)i=0;else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;break}while(0);f[p>>2]=i;k=i+(b<<4)|0;l=p+8|0;f[l>>2]=k;j=p+4|0;f[j>>2]=k;k=p+12|0;f[k>>2]=i+(d<<4);rLa(p,c);i=f[j>>2]|0;e=f[a>>2]|0;if((e|0)==(n|0))b=i;else{d=n;b=i;do{h=d;d=d+-16|0;f[b+-16>>2]=f[d>>2];c=h+-12|0;f[b+-12>>2]=f[c>>2];f[d>>2]=0;f[c>>2]=0;h=h+-8|0;c=f[h+4>>2]|0;b=b+-8|0;f[b>>2]=f[h>>2];f[b+4>>2]=c;b=(f[j>>2]|0)+-16|0;f[j>>2]=b}while((d|0)!=(e|0))}d=f[o>>2]|0;if((d|0)==(n|0)){g=j;h=l;e=f[l>>2]|0}else{b=n;e=f[l>>2]|0;do{f[e>>2]=f[b>>2];h=b+4|0;f[e+4>>2]=f[h>>2];f[b>>2]=0;f[h>>2]=0;h=b+8|0;c=f[h+4>>2]|0;n=e+8|0;f[n>>2]=f[h>>2];f[n+4>>2]=c;b=b+16|0;e=(f[l>>2]|0)+16|0;f[l>>2]=e}while((b|0)!=(d|0));g=j;h=l;b=f[j>>2]|0;d=f[o>>2]|0}n=f[a>>2]|0;f[a>>2]=b;f[g>>2]=n;f[o>>2]=e;f[h>>2]=d;b=f[m>>2]|0;f[m>>2]=f[k>>2];f[k>>2]=b;f[p>>2]=n;b=n;if((d|0)!=(b|0)){do{e=d+-16|0;f[l>>2]=e;d=f[d+-12>>2]|0;if(!d)d=e;else{iOb(d);d=f[l>>2]|0}}while((d|0)!=(b|0));b=f[p>>2]|0}if(b|0)sOb(b);p=i;u=q;return p|0}function rLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=a+8|0;m=f[o>>2]|0;l=a+12|0;n=f[l>>2]|0;g=n;do if((m|0)==(n|0)){n=a+4|0;e=f[n>>2]|0;c=f[a>>2]|0;d=c;if(e>>>0>c>>>0){g=((e-d>>4)+1|0)/-2|0;d=e+(g<<4)|0;if((e|0)==(m|0))c=m;else{do{l=f[e>>2]|0;c=e+4|0;a=f[c>>2]|0;f[e>>2]=0;f[c>>2]=0;f[d>>2]=l;l=d+4|0;c=f[l>>2]|0;f[l>>2]=a;if(c|0)iOb(c);k=e+8|0;a=f[k+4>>2]|0;l=d+8|0;f[l>>2]=f[k>>2];f[l+4>>2]=a;e=e+16|0;d=d+16|0}while((e|0)!=(m|0));c=f[n>>2]|0}f[o>>2]=d;f[n>>2]=c+(g<<4);break}d=g-d>>3;d=(d|0)==0?1:d;if(d>>>0>268435455)vd();i=pOb(d<<4)|0;j=i;g=i+(d>>>2<<4)|0;k=g;i=i+(d<<4)|0;if((e|0)==(m|0)){f[a>>2]=j;f[n>>2]=k;f[o>>2]=k;f[l>>2]=i}else{h=k;c=g;do{f[c>>2]=f[e>>2];p=e+4|0;f[c+4>>2]=f[p>>2];f[e>>2]=0;f[p>>2]=0;p=e+8|0;d=f[p+4>>2]|0;g=c+8|0;f[g>>2]=f[p>>2];f[g+4>>2]=d;c=h+16|0;h=c;e=e+16|0}while((e|0)!=(m|0));c=f[a>>2]|0;g=f[n>>2]|0;d=f[o>>2]|0;f[a>>2]=j;f[n>>2]=k;f[o>>2]=h;f[l>>2]=i;if((d|0)!=(g|0))do{e=f[d+-12>>2]|0;d=d+-16|0;if(e|0)iOb(e)}while((d|0)!=(g|0))}if(c|0)sOb(c)}while(0);p=f[o>>2]|0;f[p>>2]=f[b>>2];n=b+4|0;f[p+4>>2]=f[n>>2];f[b>>2]=0;f[n>>2]=0;n=b+8|0;b=f[n+4>>2]|0;p=p+8|0;f[p>>2]=f[n>>2];f[p+4>>2]=b;f[o>>2]=(f[o>>2]|0)+16;return}function sLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;h=f[a>>2]|0;i=h;j=(f[b>>2]|0)-i|0;b=h+(j>>4<<4)|0;o=d-c|0;l=o>>4;if((o|0)<=0){o=b;return o|0}n=a+8|0;g=f[n>>2]|0;o=a+4|0;m=f[o>>2]|0;e=m;if((l|0)<=(g-e>>4|0)){j=e-b|0;e=j>>4;if((l|0)>(e|0)){i=c+(e<<4)|0;if((i|0)==(d|0))g=m;else{h=i;g=m;do{f[g>>2]=f[h>>2];e=f[h+4>>2]|0;f[g+4>>2]=e;if(e|0)gOb(e);n=h+8|0;a=f[n+4>>2]|0;g=g+8|0;f[g>>2]=f[n>>2];f[g+4>>2]=a;h=h+16|0;g=(f[o>>2]|0)+16|0;f[o>>2]=g}while((h|0)!=(d|0))}if((j|0)>0)k=i;else{o=b;return o|0}}else{k=d;g=m}h=g-(b+(l<<4))>>4;j=b+(h<<4)|0;if(j>>>0<m>>>0){e=j;i=g;do{f[i>>2]=f[e>>2];d=e+4|0;f[i+4>>2]=f[d>>2];f[e>>2]=0;f[d>>2]=0;d=e+8|0;n=f[d+4>>2]|0;a=i+8|0;f[a>>2]=f[d>>2];f[a+4>>2]=n;e=e+16|0;i=(f[o>>2]|0)+16|0;f[o>>2]=i}while(e>>>0<m>>>0)}if(h|0)do{e=j;j=j+-16|0;h=g;g=g+-16|0;o=f[j>>2]|0;i=e+-12|0;a=f[i>>2]|0;f[j>>2]=0;f[i>>2]=0;f[g>>2]=o;o=h+-12|0;i=f[o>>2]|0;f[o>>2]=a;if(i|0)iOb(i);n=e+-8|0;a=f[n+4>>2]|0;o=h+-8|0;f[o>>2]=f[n>>2];f[o+4>>2]=a}while((j|0)!=(b|0));if((k|0)==(c|0)){o=b;return o|0}else g=b;while(1){e=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0)gOb(h);f[g>>2]=e;o=g+4|0;e=f[o>>2]|0;f[o>>2]=h;if(e|0)iOb(e);n=c+8|0;a=f[n+4>>2]|0;o=g+8|0;f[o>>2]=f[n>>2];f[o+4>>2]=a;c=c+16|0;if((c|0)==(k|0))break;else g=g+16|0}return b|0}e=(e-i>>4)+l|0;if(e>>>0>268435455)AMb(a);m=g-i|0;g=m>>3;g=m>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;e=j>>4;do if(!g)k=0;else if(g>>>0>268435455)vd();else{k=pOb(g<<4)|0;break}while(0);l=k+(e<<4)|0;j=l;k=k+(g<<4)|0;if((c|0)==(d|0))i=j;else{e=j;g=l;do{f[g>>2]=f[c>>2];h=f[c+4>>2]|0;f[g+4>>2]=h;if(h|0)gOb(h);h=c+8|0;i=f[h+4>>2]|0;m=g+8|0;f[m>>2]=f[h>>2];f[m+4>>2]=i;g=e+16|0;e=g;c=c+16|0}while((c|0)!=(d|0));i=e;h=f[a>>2]|0}if((h|0)==(b|0)){e=l;h=j}else{g=b;c=j;e=l;do{m=g;g=g+-16|0;f[e+-16>>2]=f[g>>2];d=m+-12|0;f[e+-12>>2]=f[d>>2];f[g>>2]=0;f[d>>2]=0;m=m+-8|0;d=f[m+4>>2]|0;e=e+-8|0;f[e>>2]=f[m>>2];f[e+4>>2]=d;e=c+-16|0;c=e}while((g|0)!=(h|0));h=c}g=f[o>>2]|0;if((g|0)==(b|0))c=i;else{c=i;e=i;do{f[e>>2]=f[b>>2];j=b+4|0;f[e+4>>2]=f[j>>2];f[b>>2]=0;f[j>>2]=0;j=b+8|0;m=f[j+4>>2]|0;d=e+8|0;f[d>>2]=f[j>>2];f[d+4>>2]=m;b=b+16|0;e=c+16|0;c=e}while((b|0)!=(g|0));e=h;b=f[o>>2]|0}g=f[a>>2]|0;f[a>>2]=e;f[o>>2]=c;f[n>>2]=k;if((b|0)!=(g|0))do{e=f[b+-12>>2]|0;b=b+-16|0;if(e|0)iOb(e)}while((b|0)!=(g|0));if(!g){o=l;return o|0}sOb(g);o=l;return o|0}function tLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=e;e=a+4|0;c=b+4|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+8|0;b=b+8|0;a=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=a;return}function uLa(a){a=a|0;var b=0;b=Qb()|0;f[a>>2]=b;return}function vLa(a){a=a|0;Rb(f[a>>2]|0);return}function wLa(a){a=a|0;Pb(f[a>>2]|0);return}function xLa(a,b,c){a=a|0;b=b|0;c=c|0;return (Nb(f[a>>2]|0,b|0,c|0)|0)!=0|0}function yLa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return (Ob(f[a>>2]|0,b|0,c|0,d|0,e|0)|0)!=0|0}function zLa(a){a=a|0;return _b(f[a>>2]|0)|0}function ALa(a){a=a|0;return Ub(f[a>>2]|0)|0}function BLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return (Zb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0|0}function CLa(a,b){a=a|0;b=b|0;return (Tb(f[a>>2]|0,b|0)|0)!=0|0}function DLa(a,b){a=a|0;b=b|0;return (Sb(f[a>>2]|0,b|0)|0)!=0|0}function ELa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;c=f[c>>2]|0;if(!c){b=0;return b|0}switch(f[c+4>>2]|0){case 34962:{d=f[64754]|0;Yvb(258928,f[c>>2]|0)|0;b=(Xb(f[a>>2]|0,b|0)|0)!=0;Yvb(258928,d)|0;return b|0}case 34963:{e=f[64755]|0;Zvb(258928,f[c>>2]|0)|0;d=(Vb(f[a>>2]|0,b|0)|0)!=0;Zvb(258928,e)|0;return d|0}default:{e=0;return e|0}}return 0}function FLa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;e=f[e>>2]|0;if(!e){d=0;return d|0}switch(f[e+4>>2]|0){case 34962:{g=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;d=(Yb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0;Yvb(258928,g)|0;return d|0}case 34963:{h=f[64755]|0;Zvb(258928,f[e>>2]|0)|0;g=(Wb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0;Zvb(258928,h)|0;return g|0}default:{h=0;return h|0}}return 0}function GLa(a){a=a|0;var b=0;f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function HLa(a){a=a|0;yf()}function ILa(a,b){a=a|0;b=b|0;var c=0,d=0;d=b+28|0;c=f[d+4>>2]|0;b=a;f[b>>2]=f[d>>2];f[b+4>>2]=c;return}function JLa(a){a=a|0;return 0}function KLa(a){a=a|0;return 1}function LLa(a,b,c){a=a|0;b=b|0;c=c|0;return 0}function MLa(a){a=a|0;return 0}function NLa(a){a=a|0;return f[a+44>>2]|0}function OLa(a){a=a|0;var b=0;f[a>>2]=37492;b=f[a+204>>2]|0;if(b|0)iOb(b);ZLa(a+48|0);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function PLa(a){a=a|0;var b=0;f[a>>2]=37492;b=f[a+204>>2]|0;if(b|0)iOb(b);ZLa(a+48|0);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function QLa(a){a=a|0;return 0}function RLa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;k=a+200|0;if(f[k>>2]|0){m=0;u=n;return m|0}if(!(f[a+28>>2]|0)){m=0;u=n;return m|0}if(c){ULa(m,a);d=m+4|0;e=d;c=f[m>>2]|0;d=f[d>>2]|0}else{d=pOb(220)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37540;c=d+12|0;e=d+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[d+44>>2]=-1;f[d+48>>2]=0;f[d+52>>2]=0;e=d+56|0;f[e>>2]=0;f[c>>2]=37492;g=d+60|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[d+108>>2]=5123;h=d+112|0;i=d+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;uLa(d+128|0);h=d+208|0;i=d+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[h>>0]=b[h>>0]&-16|2;f[d+212>>2]=0;f[d+216>>2]=0;f[e>>2]=g;f[m>>2]=c;e=m+4|0;f[e>>2]=d;gOb(d);iOb(d)}f[m>>2]=0;f[e>>2]=0;f[k>>2]=c;l=a+204|0;c=f[l>>2]|0;f[l>>2]=d;if(c|0)iOb(c);c=f[(f[k>>2]|0)+44>>2]|0;i=a+164|0;e=f[i>>2]|0;j=a+160|0;d=f[j>>2]|0;f[a+44>>2]=c;if((e|0)==(d|0)){m=1;u=n;return m|0}k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=d;d=e;a:while(1){while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[m>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,m);f[e+128>>2]=d;QIa(j,g);d=f[i>>2]|0;c=f[j>>2]|0;if(g>>>0>=d-c>>2>>>0){c=1;d=17;break a}}g=g+1|0;if(g>>>0>=d-c>>2>>>0){c=1;d=17;break}}if((d|0)==17){u=n;return c|0}return 0}function SLa(a){a=a|0;return 1}function TLa(a){a=a|0;return a+48|0}function ULa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=pOb(220)|0;f[k+4>>2]=0;f[k+8>>2]=0;f[k>>2]=37540;h=k+12|0;d=k+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[k+44>>2]=-1;f[k+48>>2]=0;f[k+52>>2]=0;d=k+56|0;f[d>>2]=0;f[h>>2]=37492;e=k+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[k+108>>2]=5123;g=k+112|0;i=k+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(k+128|0);g=k+208|0;i=k+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[g>>0]=b[g>>0]&-16|2;f[k+212>>2]=0;f[k+216>>2]=0;f[d>>2]=e;f[a>>2]=h;f[a+4>>2]=k;gOb(k);iOb(k);a=f[c+36>>2]|0;d=f[c+40>>2]|0;if(d|0)gOb(d);f[k+48>>2]=a;j=k+52|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+4>>2]|0;d=f[c+8>>2]|0;if(d|0)gOb(d);f[k+16>>2]=a;j=k+20|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+12>>2]|0;d=f[c+16>>2]|0;if(d|0)gOb(d);f[k+24>>2]=a;j=k+28|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+20>>2]|0;d=f[c+24>>2]|0;if(d|0)gOb(d);f[k+32>>2]=a;k=k+36|0;a=f[k>>2]|0;f[k>>2]=d;if(!a)return;iOb(a);return}function VLa(a){a=a|0;var b=0,c=0;f[a>>2]=37540;b=a+12|0;f[b>>2]=37492;c=f[a+216>>2]|0;if(c|0)iOb(c);ZLa(a+60|0);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function WLa(a){a=a|0;var b=0,c=0;f[a>>2]=37540;b=a+12|0;f[b>>2]=37492;c=f[a+216>>2]|0;if(c|0)iOb(c);ZLa(a+60|0);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);sOb(a);return}iOb(b);aOb(a);sOb(a);return}function XLa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function YLa(a){a=a|0;sOb(a);return}function ZLa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+96>>2]|0;if(b|0){c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+84>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+72>>2]|0;if(b|0){c=a+76|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}vLa(a+68|0);d=f[a+56>>2]|0;if(d|0){b=a+60|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d)}b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a>>2]|0;if(!b)return;e=a+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function _La(a){a=a|0;var b=0;f[a>>2]=37568;b=f[a+52>>2]|0;if(b|0)iOb(b);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function $La(a){a=a|0;var b=0;f[a>>2]=37568;b=f[a+52>>2]|0;if(b|0)iOb(b);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function aMa(a){a=a|0;return 0}function bMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;p=s+8|0;k=s;m=a+48|0;n=f[m>>2]|0;if(!(f[n+28>>2]|0))if((f[n+32>>2]|0)==-1){r=0;u=s;return r|0}l=a+52|0;q=f[l>>2]|0;r=(q|0)==0;if(!r)gOb(q);if(c){ULa(k,a);c=f[k>>2]|0;d=k+4|0;g=f[d>>2]|0;e=g;if(!g)o=d;else h=8}else{j=pOb(220)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37540;c=j+12|0;d=j+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[j+44>>2]=-1;f[j+48>>2]=0;f[j+52>>2]=0;d=j+56|0;f[d>>2]=0;f[c>>2]=37492;e=j+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[j+108>>2]=5123;g=j+112|0;h=j+84|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(j+128|0);g=j+208|0;h=j+132|0;i=h+76|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=b[g>>0]&-16|2;f[j+212>>2]=0;f[j+216>>2]=0;f[d>>2]=e;f[k>>2]=c;d=k+4|0;f[d>>2]=j;gOb(j);iOb(j);g=j;e=j;h=8}if((h|0)==8){gOb(g);o=d}f[m>>2]=c;d=f[l>>2]|0;f[l>>2]=e;if(d){iOb(d);c=f[m>>2]|0}c=f[c+44>>2]|0;f[a+44>>2]=c;j=f[n+44>>2]|0;i=j+112|0;j=j+116|0;e=f[j>>2]|0;d=f[i>>2]|0;a:do if((e|0)!=(d|0)){k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=d;d=e;do{while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[p>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,p);f[e+128>>2]=d;QIa(i,g);d=f[j>>2]|0;c=f[i>>2]|0;if(g>>>0>=d-c>>2>>>0)break a}g=g+1|0}while(g>>>0<d-c>>2>>>0)}while(0);c=f[o>>2]|0;if(c|0)iOb(c);if(r){r=1;u=s;return r|0}iOb(q);r=1;u=s;return r|0}function cMa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37616;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function dMa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37616;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function eMa(a){a=a|0;return (f[a+56>>2]|0)-(f[a+52>>2]|0)>>2>>>0>1|0}function fMa(a,b){a=a|0;b=b|0;var c=0,d=0;d=(f[b+64>>2]|0)+28|0;c=f[d+4>>2]|0;b=a;f[b>>2]=f[d>>2];f[b+4>>2]=c;return}function gMa(a){a=a|0;var b=0,c=0,d=0;d=f[(f[a+64>>2]|0)+32>>2]|0;b=f[a+56>>2]|0;a=f[a+52>>2]|0;c=a;if((b|0)==(a|0)){d=0;return d|0}b=b-a>>2;a=0;while(1){if((f[c+(a<<2)>>2]|0)==(d|0)){b=5;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=5;break}}if((b|0)==5)return a|0;return 0}function hMa(a){a=a|0;return (f[a+56>>2]|0)-(f[a+52>>2]|0)>>2|0}function iMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;p=w+16|0;v=w+8|0;q=w;e=f[a+52>>2]|0;if((f[a+56>>2]|0)-e>>2>>>0<=c>>>0){v=0;u=w;return v|0}r=a+48|0;t=f[r>>2]|0;c=f[e+(c<<2)>>2]|0;f[p>>2]=f[a+28>>2];f[p+4>>2]=c;zRa(v,t,p);c=f[v>>2]|0;do if(!c)e=0;else{g=a+64|0;h=f[g>>2]|0;if((c|0)==(h|0))e=0;else{if(!d){t=f[c+44>>2]|0;if((f[t+32>>2]|0)==(0-((f[t+24>>2]|0)+(f[t+28>>2]|0))|0)){e=0;break}}d=a+68|0;s=f[d>>2]|0;t=(s|0)==0;if(!t){gOb(s);c=f[v>>2]|0}i=f[c+44>>2]|0;n=v+4|0;e=f[n>>2]|0;if(e|0)gOb(e);f[g>>2]=c;c=f[d>>2]|0;f[d>>2]=e;if(c|0)iOb(c);o=a+44|0;a:do if((f[o>>2]|0)!=(i|0)){f[o>>2]=i;k=f[h+44>>2]|0;j=k+112|0;k=k+116|0;e=f[k>>2]|0;c=f[j>>2]|0;if((e|0)!=(c|0)){l=i+112|0;m=i+116|0;h=i+120|0;g=0;do{while(1){d=f[c+(g<<2)>>2]|0;if((f[d+4>>2]|0)!=(a|0))break;f[p>>2]=d;c=f[m>>2]|0;e=c-(f[l>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=d;f[m>>2]=(f[m>>2]|0)+4}else MIa(l,p);f[d+128>>2]=e;QIa(j,g);e=f[k>>2]|0;c=f[j>>2]|0;if(g>>>0>=e-c>>2>>>0)break a}g=g+1|0}while(g>>>0<e-c>>2>>>0)}}while(0);f[q>>2]=f[v>>2];c=f[n>>2]|0;f[q+4>>2]=c;if(!c)kMa(a,q);else{gOb(c);kMa(a,q);iOb(c)}c=f[o>>2]|0;e=f[c+112>>2]|0;d=f[c+116>>2]|0;if((e|0)!=(d|0)){c=e;do{q=f[c>>2]|0;mJa(q,0,0);nJa(q,0,0);c=c+4|0}while((c|0)!=(d|0));c=f[o>>2]|0}if(b[c+148>>0]&2){d=ySa(f[r>>2]|0)|0;e=f[o>>2]|0;c=f[e+112>>2]|0;e=f[e+116>>2]|0;if((c|0)!=(e|0))do{xDa(d,f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0))}if(t)e=1;else{iOb(s);e=1}}}while(0);c=f[v+4>>2]|0;if(c|0)iOb(c);v=e;u=w;return v|0}function jMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;p=v+8|0;k=v;m=a+64|0;n=f[m>>2]|0;if(!(f[n+28>>2]|0))if((f[n+32>>2]|0)==-1){t=0;u=v;return t|0}l=a+68|0;s=f[l>>2]|0;t=(s|0)==0;if(!t)gOb(s);if(c){ULa(k,a);c=f[k>>2]|0;d=k+4|0;e=f[d>>2]|0;g=e;if(!e){o=d;e=g}else h=8}else{j=pOb(220)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37540;c=j+12|0;d=j+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[j+44>>2]=-1;f[j+48>>2]=0;f[j+52>>2]=0;d=j+56|0;f[d>>2]=0;f[c>>2]=37492;e=j+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[j+108>>2]=5123;g=j+112|0;h=j+84|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(j+128|0);g=j+208|0;h=j+132|0;i=h+76|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=b[g>>0]&-16|2;f[j+212>>2]=0;f[j+216>>2]=0;f[d>>2]=e;f[k>>2]=c;d=k+4|0;f[d>>2]=j;gOb(j);iOb(j);g=j;e=j;h=8}if((h|0)==8){gOb(e);o=d;e=g}f[m>>2]=c;d=f[l>>2]|0;f[l>>2]=e;if(d){iOb(d);c=f[m>>2]|0}c=f[c+44>>2]|0;f[a+44>>2]=c;j=f[n+44>>2]|0;i=j+112|0;j=j+116|0;d=f[j>>2]|0;e=f[i>>2]|0;a:do if((d|0)!=(e|0)){k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=e;do{while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[p>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,p);f[e+128>>2]=d;QIa(i,g);d=f[j>>2]|0;c=f[i>>2]|0;if(g>>>0>=d-c>>2>>>0)break a}g=g+1|0}while(g>>>0<d-c>>2>>>0)}while(0);h=a+52|0;i=f[h>>2]|0;j=a+56|0;c=f[j>>2]|0;g=i;if((c|0)!=(i|0)){c=c+(~((c+-4-g|0)>>>2)<<2)|0;f[j>>2]=c}e=a+60|0;d=c-g|0;c=d>>2;if((f[e>>2]|0)-g>>2>>>0>c>>>0){do if(!c){q=0;r=0}else if(c>>>0>1073741823)vd();else{r=pOb(d)|0;q=r;break}while(0);c=q+(c<<2)|0;if((d|0)>0)bQb(r|0,i|0,d|0)|0;f[h>>2]=q;f[j>>2]=c;f[e>>2]=c;if(i|0)sOb(i)}c=f[o>>2]|0;if(c|0)iOb(c);if(t){t=1;u=v;return t|0}iOb(s);t=1;u=v;return t|0}function kMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[b>>2]|0;c=f[d+36>>2]|0;d=f[d+40>>2]|0;if(d|0)gOb(d);f[a+36>>2]=c;e=a+40|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+4>>2]|0;d=f[d+8>>2]|0;if(d|0)gOb(d);f[a+4>>2]=c;e=a+8|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;e=a+16|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+20>>2]|0;d=f[d+24>>2]|0;if(d|0)gOb(d);f[a+20>>2]=c;e=a+24|0;c=f[e>>2]|0;f[e>>2]=d;if(!c)return;iOb(c);return}function lMa(a){a=a|0;var b=0;b=f[a>>2]|0;a=(b&4096|0)==0?3:6;return (b>>>14&1)+((b&8192|0)==0?a:a+2|0)|0}function mMa(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+48>>2]=5123;f[a+52>>2]=0;a=a+24|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function nMa(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;c=a+16|0;b=f[c>>2]|0;f[c>>2]=d;if(!b)return;iOb(b);return}function oMa(a,b){a=a|0;b=b|0;f[a+20>>2]=b;return}function pMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+24+((b&255)<<2)>>2]=c;return}function qMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+36+((b&255)<<2)>>2]=c;return}function rMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;h=f[a>>2]|0;n=a+4|0;e=f[n>>2]|0;if((e|0)!=(h|0)){g=e;while(1){e=g+-28|0;f[n>>2]=e;g=f[g+-24>>2]|0;if(g){iOb(g);e=f[n>>2]|0}if((e|0)==(h|0))break;else g=e}}j=a+52|0;m=f[j>>2]|0;e=m>>>12&1;sMa(a,((m&8192|0)==0?e+1|0:e|2)+(m>>>14&1)|0);m=f[j>>2]|0;e=(m&4096|0)==0?3:6;m=((m&8192|0)==0?e:e+2|0)+(m>>>14&1)<<2;e=f[n>>2]|0;k=a+8|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;l=c+4|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;i=g+-24|0;e=f[i>>2]|0;f[i>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=d;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=3;f[g+-16>>2]=0;e=f[j>>2]|0;if(!(e&4096))i=3;else{e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;i=g+-24|0;e=f[i>>2]|0;f[i>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=d+12;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=3;f[g+-16>>2]=1;i=6;e=f[j>>2]|0}if(e&8192){e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;o=g+-24|0;e=f[o>>2]|0;f[o>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=(i<<2)+d;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=2;f[g+-16>>2]=4;i=i+2|0;e=f[j>>2]|0}if(!(e&16384))return;e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;h=(f[n>>2]|0)+28|0;f[n>>2]=h}else{fLa(a);h=f[n>>2]|0}e=f[c>>2]|0;g=f[l>>2]|0;if(g|0)gOb(g);f[h+-28>>2]=e;o=h+-24|0;e=f[o>>2]|0;f[o>>2]=g;if(e|0)iOb(e);f[h+-20>>2]=(i<<2)+d;f[h+-8>>2]=m;b[h+-4>>0]=1;f[h+-16>>2]=3;b[h+-3>>0]=4;f[h+-12>>2]=5121;return}function sMa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+8|0;e=f[a>>2]|0;c=e;if((((f[l>>2]|0)-e|0)/28|0)>>>0>=b>>>0)return;m=a+4|0;if(b>>>0>153391689)vd();h=f[m>>2]|0;j=pOb(b*28|0)|0;i=j+(((h-e|0)/28|0)*28|0)|0;k=i;j=j+(b*28|0)|0;e=h;if((e|0)==(c|0))g=k;else{g=k;b=i;do{h=e;e=e+-28|0;f[b+-28>>2]=f[e>>2];i=h+-24|0;f[b+-24>>2]=f[i>>2];f[e>>2]=0;f[i>>2]=0;i=b+-20|0;h=h+-20|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];d[i+16>>1]=d[h+16>>1]|0;b=g+-28|0;g=b}while((e|0)!=(c|0));h=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=g;f[m>>2]=k;f[l>>2]=j;b=h;if((c|0)!=(b|0))do{e=f[c+-24>>2]|0;c=c+-28|0;if(e|0)iOb(e)}while((c|0)!=(b|0));if(!h)return;sOb(h);return}function tMa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=pOb(220)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37540;g=c+12|0;h=c+16|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;f[c+44>>2]=-1;f[c+48>>2]=0;f[c+52>>2]=0;h=c+56|0;f[h>>2]=0;f[g>>2]=37492;d=c+60|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[c+108>>2]=5123;e=c+112|0;i=c+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;uLa(c+128|0);e=c+208|0;i=c+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[e>>0]=b[e>>0]&-16|2;f[c+212>>2]=0;f[c+216>>2]=0;f[h>>2]=d;f[a>>2]=g;f[a+4>>2]=c;gOb(c);iOb(c);return}function uMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=f[b>>2]|0;if(!c){f[a>>2]=0;f[a+4>>2]=0;return}g=pOb(68)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=37664;h=g+12|0;e=g+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[g+44>>2]=-1;f[g+48>>2]=0;f[g+52>>2]=0;e=g+56|0;f[e>>2]=0;f[h>>2]=37568;d=g+60|0;f[d>>2]=c;b=f[b+4>>2]|0;f[g+64>>2]=b;if(b){gOb(b);c=f[d>>2]|0}d=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;f[e>>2]=d;f[a>>2]=h;f[a+4>>2]=g;gOb(g);iOb(g);return}function vMa(a){a=a|0;var b=0,c=0;f[a>>2]=37664;b=a+12|0;f[b>>2]=37568;c=f[a+64>>2]|0;if(c|0)iOb(c);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function wMa(a){a=a|0;var b=0,c=0;f[a>>2]=37664;b=a+12|0;f[b>>2]=37568;c=f[a+64>>2]|0;if(c|0)iOb(c);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);sOb(a);return}iOb(b);aOb(a);sOb(a);return}function xMa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function yMa(a){a=a|0;sOb(a);return}function zMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;if(f[d>>2]|0)if((f[c>>2]|0)!=(f[c+4>>2]|0)){e=pOb(84)|0;f[e+4>>2]=0;f[e+8>>2]=0;f[e>>2]=37692;g=e+12|0;AMa(g,b,c,d);f[a>>2]=g;f[a+4>>2]=e;gOb(e);iOb(e);return}f[a>>2]=0;f[a+4>>2]=0;return}function AMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;i=a+4|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+24>>2]=0;f[a+32>>2]=-1;f[a+36>>2]=0;f[a+40>>2]=0;i=a+44|0;f[i>>2]=0;f[a>>2]=37616;f[a+48>>2]=b;e=a+52|0;f[e>>2]=0;g=a+56|0;f[g>>2]=0;f[a+60>>2]=0;f[e>>2]=f[c>>2];e=c+4|0;f[g>>2]=f[e>>2];g=c+8|0;f[a+60>>2]=f[g>>2];f[g>>2]=0;f[e>>2]=0;f[c>>2]=0;c=a+64|0;e=f[d>>2]|0;f[c>>2]=e;g=a+68|0;b=f[d+4>>2]|0;f[g>>2]=b;if(!b){d=e;c=e;b=0}else{gOb(b);c=f[c>>2]|0;d=c;b=f[g>>2]|0}f[i>>2]=f[d+44>>2];f[h>>2]=c;f[h+4>>2]=b;if(!b){kMa(a,h);u=j;return}else{gOb(b);kMa(a,h);iOb(b);u=j;return}}function BMa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=37692;e=a+12|0;f[e>>2]=37616;b=f[a+80>>2]|0;if(b|0)iOb(b);b=f[a+64>>2]|0;if(b|0){c=a+68|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[e>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function CMa(a){a=a|0;BMa(a);sOb(a);return}function DMa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function EMa(a){a=a|0;sOb(a);return}function FMa(a,b){a=a|0;b=b|0;var c=0;Rg[f[(f[a>>2]|0)+28>>2]&255](a,0)|0;GMa(a,b,1)|0;b=f[a+44>>2]|0;a=f[b+112>>2]|0;b=f[b+116>>2]|0;if((a|0)==(b|0))return;do{c=f[a>>2]|0;mJa(c,0,0);nJa(c,0,0);a=a+4|0}while((a|0)!=(b|0));return}function GMa(a,b,c){a=a|0;b=b|0;c=c|0;if(!c)if(!(f[a+28>>2]|0)){a=0;return a|0}b=HMa(f[a+44>>2]|0,b,c)|0;if(!(b&c)){a=b;return a|0}f[a+36>>2]=0;c=a+40|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+4>>2]=0;c=a+8|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+12>>2]=0;c=a+16|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+20>>2]=0;a=a+24|0;b=f[a>>2]|0;f[a>>2]=0;if(!b){a=1;return a|0}iOb(b);a=1;return a|0}function HMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+112|0;a:do if(d)g=a+116|0;else{e=f[j>>2]|0;g=a+116|0;i=f[g>>2]|0;if((e|0)!=(i|0)){while(1){h=f[e>>2]|0;if(f[h+196>>2]&131072|0)if(!(f[h+116>>2]|0)){e=0;break}e=e+4|0;if((e|0)==(i|0))break a}return e|0}}while(0);i=ySa(c)|0;e=f[j>>2]|0;h=f[g>>2]|0;if((e|0)!=(h|0))do{g=f[e>>2]|0;if(!(f[g+196>>2]&131072))rDa(i,g);e=e+4|0}while((e|0)!=(h|0));j=a+56|0;k=f[j>>2]|0;l=a+60|0;e=f[l>>2]|0;i=k;if((e|0)!=(k|0)){e=e+(~(((e+-24-i|0)>>>0)/24|0)*24|0)|0;f[l>>2]=e}c=a+64|0;g=e-i|0;h=(g|0)/24|0;if((((f[c>>2]|0)-i|0)/24|0)>>>0>h>>>0){do if(!g)m=0;else if(h>>>0>178956970)vd();else{m=pOb(g)|0;break}while(0);g=m+(h*24|0)|0;h=g;if((e|0)==(k|0))e=h;else{do{m=g;g=g+-24|0;i=e;e=e+-24|0;f[g>>2]=f[e>>2];f[m+-20>>2]=f[i+-20>>2];f[m+-16>>2]=f[i+-16>>2];f[m+-12>>2]=f[i+-12>>2];f[m+-8>>2]=f[i+-8>>2];f[m+-4>>2]=f[i+-4>>2]}while((e|0)!=(k|0));e=g}f[j>>2]=e;f[l>>2]=h;f[c>>2]=h;if(k|0)sOb(k)}m=a+148|0;b[m>>0]=b[m>>0]&-5;j=a+72|0;k=f[j>>2]|0;l=a+76|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+80|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}j=a+84|0;k=f[j>>2]|0;l=a+88|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+92|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}j=a+96|0;k=f[j>>2]|0;l=a+100|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+104|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}wLa(a+68|0);b[m>>0]=b[m>>0]|2;f[a+108>>2]=0;i=f[a>>2]|0;h=a+4|0;e=f[h>>2]|0;if((e|0)!=(i|0))do{g=e+-28|0;f[h>>2]=g;e=f[e+-24>>2]|0;if(!e)e=g;else{iOb(e);e=f[h>>2]|0}}while((e|0)!=(i|0));f[a+12>>2]=0;l=a+16|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)iOb(e);l=a+20|0;f[a+52>>2]=0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;if(!d){d=1;return d|0}b[m>>0]=b[m>>0]&-10|8;d=a+124|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;d=1;return d|0}function IMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+128>>2]=b;return}function JMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=d&1;h=a+148|0;if(!((b[h>>0]&2)!=0|d^1)){e=ySa(c)|0;c=f[a+112>>2]|0;a=f[a+116>>2]|0;if((c|0)!=(a|0))do{d=f[c>>2]|0;if(!(f[d+196>>2]&131072))qDa(e,d);c=c+4|0}while((c|0)!=(a|0))}b[h>>0]=b[h>>0]&-3|g<<1&255;return}function KMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,f=0,g=0.0,h=0.0;h=+n[b>>2]*.5+ +n[c>>2]*.5;n[a+124>>2]=h;f=b+4|0;g=+n[f>>2]*.5+ +n[c+4>>2]*.5;n[a+128>>2]=g;d=b+8|0;e=+n[d>>2]*.5+ +n[c+8>>2]*.5;n[a+132>>2]=e;n[a+136>>2]=h-+n[b>>2];n[a+140>>2]=g-+n[f>>2];n[a+144>>2]=e-+n[d>>2];return}function LMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[a+112>>2]|0;a=f[a+116>>2]|0;if((e|0)==(a|0)){c=0;return c|0}if(d){do{d=f[e>>2]|0;mJa(d,b,c);nJa(d,0,0);e=e+4|0}while((e|0)!=(a|0));e=1;return e|0}else{do{mJa(f[e>>2]|0,b,c);e=e+4|0}while((e|0)!=(a|0));e=1;return e|0}return 0}function MMa(a){a=a|0;switch(a|0){case 2:case 3:{a=5;break}case 0:{a=10;break}case 4:{a=3;break}case 6:{a=4;break}case 8:{a=1;break}case 7:{a=7;break}case 1:{a=8;break}default:a=6}return a|0}function NMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k+12|0;h=k+8|0;d=k;e=pOb(2624)|0;f[e>>2]=a;c=e+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;n[e+28>>2]=1.0;c=e+32|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+48>>2]=1.0;c=e+52|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[e+76>>2]=1065353216;f[e+80>>2]=1065353216;f[e+84>>2]=1065353216;c=e+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;f[e+120>>2]=1065353216;f[e+124>>2]=1065353216;f[e+128>>2]=1065353216;c=e+180|0;i=e+132|0;j=i+48|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));n[c>>2]=1.0;c=e+184|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+200>>2]=1.0;c=e+204|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+220>>2]=1.0;c=e+224|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+240>>2]=1.0;f[e+244>>2]=-1;f[e+248>>2]=1;f[e+252>>2]=1;f[e+256>>2]=1;f[e+260>>2]=1;f[e+264>>2]=1;c=e+364|0;i=e+268|0;j=i+96|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));n[c>>2]=1.0;c=e+368|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[e+392>>2]=1065353216;f[e+396>>2]=1065353216;f[e+400>>2]=1065353216;f[e+404>>2]=0;f[e+408>>2]=0;f[e+412>>2]=0;b[e+416>>0]=6;c=e+420|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;n[e+448>>2]=1.0;n[e+452>>2]=0.0;f[e+456>>2]=0;f[e+460>>2]=0;zBa(e+464|0,a);c=e+1840|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;n[e+1864>>2]=1.0;eAa(e+1872|0);f[a>>2]=e;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;JIa(d);f[h>>2]=f[64671];f[g>>2]=f[64672];OMa(e,0,h,g,d,2)|0;c=f[d+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function OMa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;w=z+16|0;h=z+12|0;i=z+8|0;j=z;x=z+4|0;y=PMa(a+32|0,c)|0;if(f[y>>2]|0){y=0;u=z;return y|0}s=pOb(144)|0;f[s+4>>2]=0;f[s+8>>2]=0;f[s>>2]=37720;v=s+12|0;f[i>>2]=f[c>>2];f[j>>2]=f[d>>2];f[h>>2]=f[i>>2];f[w>>2]=f[j>>2];RFa(v,b,h,w,e,g);f[y>>2]=v;v=y+4|0;h=f[v>>2]|0;f[v>>2]=s;if(h|0)iOb(h);i=a+52|0;j=a+56|0;h=f[i>>2]|0;do if((((f[j>>2]|0)-h|0)/20|0)>>>0<=b>>>0){g=b+1|0;h=((f[a+60>>2]|0)-h|0)/20|0;h=h>>>0>4?h:4;a:do if(h>>>0<g>>>0)do{if(h>>>0>2147483646){h=g;break a}h=h<<1}while(h>>>0<g>>>0);while(0);QMa(i,h);h=f[j>>2]|0;c=f[i>>2]|0;e=(h-c|0)/20|0;if(g>>>0>e>>>0){RMa(i,g-e|0);break}if(g>>>0<e>>>0){e=c+(g*20|0)|0;if((e|0)!=(h|0))do{c=h+-20|0;f[j>>2]=c;h=f[h+-12>>2]|0;if(h|0)do{s=h;h=f[h>>2]|0;sOb(s)}while((h|0)!=0);h=f[c>>2]|0;f[c>>2]=0;if(h|0)sOb(h);h=f[j>>2]|0}while((h|0)!=(e|0))}}while(0);r=f[i>>2]|0;s=r+(b*20|0)|0;i=f[y>>2]|0;j=i;q=X(j,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=r+(b*20|0)+4|0;o=f[m>>2]|0;p=(o|0)==0;b:do if(p){h=0;t=33}else{g=o+-1|0;e=(g&o|0)==0;if(e)h=q&g;else if(q>>>0<o>>>0)h=q;else h=(q>>>0)%(o>>>0)|0;c=f[(f[s>>2]|0)+(h<<2)>>2]|0;if(!c)t=33;else{if(e)while(1){c=f[c>>2]|0;if(!c){t=33;break b}e=f[c+4>>2]|0;if(!((e|0)==(q|0)|(e&g|0)==(h|0))){t=33;break b}if((f[c+8>>2]|0)==(i|0))break b}do{c=f[c>>2]|0;if(!c){t=33;break b}e=f[c+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=o>>>0)e=(e>>>0)%(o>>>0)|0;if((e|0)!=(h|0)){t=33;break b}}}while((f[c+8>>2]|0)!=(i|0))}}while(0);if((t|0)==33){i=pOb(12)|0;f[i+8>>2]=j;f[i+4>>2]=q;f[i>>2]=0;g=r+(b*20|0)+12|0;k=+(((f[g>>2]|0)+1|0)>>>0);l=+n[r+(b*20|0)+16>>2];do if(p|l*+(o>>>0)<k){h=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;c=~~+W(+(k/l))>>>0;SMa(s,h>>>0<c>>>0?c:h);h=f[m>>2]|0;c=h+-1|0;if(!(c&h)){e=h;h=c&q;break}if(q>>>0<h>>>0){e=h;h=q}else{e=h;h=(q>>>0)%(h>>>0)|0}}else e=o;while(0);c=(f[s>>2]|0)+(h<<2)|0;h=f[c>>2]|0;if(!h){h=r+(b*20|0)+8|0;f[i>>2]=f[h>>2];f[h>>2]=i;f[c>>2]=h;h=f[i>>2]|0;if(h|0){h=f[h+4>>2]|0;c=e+-1|0;if(!(c&e))h=h&c;else if(h>>>0>=e>>>0)h=(h>>>0)%(e>>>0)|0;h=(f[s>>2]|0)+(h<<2)|0;t=46}}else{f[i>>2]=f[h>>2];t=46}if((t|0)==46)f[h>>2]=i;f[g>>2]=(f[g>>2]|0)+1}i=f[d>>2]|0;f[x>>2]=i;f[w>>2]=f[x>>2];g=TMa(a,w)|0;e=g+12|0;h=f[e>>2]|0;if((h|0)==(f[g+16>>2]|0))UMa(g+8|0,y);else{f[h>>2]=f[y>>2];c=f[v>>2]|0;f[h+4>>2]=c;if(c){gOb(c);h=f[e>>2]|0}f[e>>2]=h+8}c=f[y>>2]|0;h=f[g+68>>2]|0;if(h|0)do{VMa(0,c,f[h+12>>2]|0);h=f[h>>2]|0}while((h|0)!=0);h=f[g+228>>2]|0;if(h|0)do{WMa(0,c,f[h+12>>2]|0);h=f[h>>2]|0}while((h|0)!=0);h=f[g+4>>2]|0;if(h|0){SFa(c,h);XMa(a+64|0,c);uDa(a+464|0,c)}h=f[g+28>>2]|0;if(!h){y=1;u=z;return y|0}if(!i){do{ZMa(a,y,f[h+16>>2]|0,0);h=f[h>>2]|0}while((h|0)!=0);h=1;u=z;return h|0}else{do{x=h;ZMa(a,y,f[x+16>>2]|0,x+24|0);h=f[h>>2]|0}while((h|0)!=0);h=1;u=z;return h|0}return 0}function PMa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;FNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function QMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=a+8|0;c=f[a>>2]|0;d=c;if((((f[o>>2]|0)-c|0)/20|0)>>>0>=b>>>0)return;p=a+4|0;if(b>>>0>214748364)vd();e=f[p>>2]|0;m=pOb(b*20|0)|0;g=m+(((e-c|0)/20|0)*20|0)|0;n=g;m=m+(b*20|0)|0;c=e;if((c|0)==(d|0))c=n;else{l=n;do{r=c;c=c+-20|0;q=f[c>>2]|0;f[c>>2]=0;i=r+-16|0;h=f[i>>2]|0;f[i>>2]=0;f[g+-20>>2]=q;f[g+-16>>2]=h;i=g+-12|0;j=r+-12|0;b=f[j>>2]|0;f[i>>2]=b;k=r+-8|0;e=f[k>>2]|0;f[g+-8>>2]=e;f[g+-4>>2]=f[r+-4>>2];g=q;if(e|0){b=f[b+4>>2]|0;e=h+-1|0;if(!(e&h))b=b&e;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;f[g+(b<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}g=l+-20|0;l=g}while((c|0)!=(d|0));c=l;e=f[a>>2]|0;d=f[p>>2]|0}f[a>>2]=c;f[p>>2]=n;f[o>>2]=m;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function RMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;p=a+8|0;g=f[p>>2]|0;q=a+4|0;c=f[q>>2]|0;if(((g-c|0)/20|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;c=(f[q>>2]|0)+20|0;f[q>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/20|0;c=e+b|0;if(c>>>0>214748364)AMb(a);m=(g-d|0)/20|0;o=m<<1;c=m>>>0<107374182?(o>>>0<c>>>0?c:o):214748364;do if(!c)h=0;else if(c>>>0>214748364)vd();else{h=pOb(c*20|0)|0;break}while(0);g=h+(e*20|0)|0;e=g;d=h+(c*20|0)|0;o=e;c=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;c=o+20|0;o=c;b=b+-1|0}while((b|0)!=0);m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=e;e=m;b=m}else{l=e;b=g;do{s=c;c=c+-20|0;h=f[c>>2]|0;f[c>>2]=0;i=s+-16|0;g=f[i>>2]|0;f[i>>2]=0;f[b+-20>>2]=h;f[b+-16>>2]=g;i=b+-12|0;j=s+-12|0;e=f[j>>2]|0;f[i>>2]=e;k=s+-8|0;r=f[k>>2]|0;f[b+-8>>2]=r;f[b+-4>>2]=f[s+-4>>2];if(r|0){b=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))b=b&e;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;f[h+(b<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}b=l+-20|0;l=b}while((c|0)!=(m|0));c=l;e=f[a>>2]|0;b=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[p>>2]=d;d=e;if((b|0)!=(d|0))do{c=f[b+-12>>2]|0;b=b+-20|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);c=f[b>>2]|0;f[b>>2]=0;if(c|0)sOb(c)}while((b|0)!=(d|0));if(!e)return;sOb(e);return}function SMa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){zNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;zNa(a,b);return}function TMa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;p=a+12|0;m=f[b>>2]|0;l=a+16|0;k=f[l>>2]|0;a:do if(!k){b=0;c=0;e=1;g=p}else{j=k+-1|0;i=(j&k|0)==0;if(i)e=j&m;else if(m>>>0<k>>>0)e=m;else e=(m>>>0)%(k>>>0)|0;g=f[p>>2]|0;b=f[g+(e<<2)>>2]|0;b:do if(b|0){b=f[b>>2]|0;if(b|0){if(i){while(1){q=f[b+4>>2]|0;c=(q|0)==(m|0);if(!(c|(q&j|0)==(e|0)))break b;if(c)if((f[b+8>>2]|0)==(m|0))break;b=f[b>>2]|0;if(!b)break b}q=b+12|0;return q|0}while(1){c=f[b+4>>2]|0;if((c|0)==(m|0)){if((f[b+8>>2]|0)==(m|0))break}else{if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(e|0))break b}b=f[b>>2]|0;if(!b)break b}q=b+12|0;return q|0}}while(0);if(i)e=j&m;else if(m>>>0<k>>>0)e=m;else e=(m>>>0)%(k>>>0)|0;b=f[g+(e<<2)>>2]|0;if(!b){b=e;c=k;e=0;g=p}else{if(i){do{b=f[b>>2]|0;if(!b){b=e;c=k;e=0;g=p;break a}q=f[b+4>>2]|0;if(!((q|0)==(m|0)|(q&j|0)==(e|0))){b=e;c=k;e=0;g=p;break a}}while((f[b+8>>2]|0)!=(m|0));q=b+12|0;return q|0}do{b=f[b>>2]|0;if(!b){b=e;c=k;e=0;g=p;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(e|0)){b=e;c=k;e=0;g=p;break a}}}while((f[b+8>>2]|0)!=(m|0));q=b+12|0;return q|0}}while(0);i=pOb(292)|0;f[i+8>>2]=m;f[i+12>>2]=m;j=i+16|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;n[i+48>>2]=1.0;j=i+52|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+68>>2]=1.0;j=i+72|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+88>>2]=1.0;j=i+92|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+108>>2]=1.0;j=i+112|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+128>>2]=1.0;j=i+132|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+148>>2]=1.0;j=i+152|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+168>>2]=1.0;j=i+172|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+188>>2]=1.0;j=i+192|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+208>>2]=1.0;j=i+212|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+228>>2]=1.0;j=i+232|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+248>>2]=1.0;j=i+252|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+268>>2]=1.0;j=i+272|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+288>>2]=1.0;f[i+4>>2]=m;f[i>>2]=0;j=a+24|0;h=+(((f[j>>2]|0)+1|0)>>>0);d=+n[a+28>>2];do if(e|d*+(c>>>0)<h){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;c=~~+W(+(h/d))>>>0;xNa(g,b>>>0<c>>>0?c:b);b=f[l>>2]|0;c=b+-1|0;if(!(c&b)){e=b;b=c&m;break}if(m>>>0<b>>>0){e=b;b=m}else{e=b;b=(m>>>0)%(b>>>0)|0}}else e=c;while(0);c=(f[p>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+20|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=e+-1|0;if(!(c&e))b=b&c;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;b=(f[p>>2]|0)+(b<<2)|0;o=48}}else{f[i>>2]=f[b>>2];o=48}if((o|0)==48)f[b>>2]=i;f[j>>2]=(f[j>>2]|0)+1;q=i;q=q+12|0;return q|0}function UMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+96|0;g=d+80|0;e=d+8|0;a=d;f[e>>2]=f[b+12>>2];f[e+4>>2]=c;h=e+8|0;gma(h,e)|0;IIa(g,h);h=f[c+116>>2]|0;f[a>>2]=f[b+4>>2];f[a+4>>2]=h;h=a;e=f[h+4>>2]|0;c=(f[g>>2]|0)+112|0;f[c>>2]=f[h>>2];f[c+4>>2]=e;c=$Ma(b+88|0,a+4|0)|0;b=f[g>>2]|0;a=g+4|0;e=f[a>>2]|0;f[g>>2]=0;f[a>>2]=0;f[c>>2]=b;c=c+4|0;b=f[c>>2]|0;f[c>>2]=e;if(b|0)iOb(b);a=f[a>>2]|0;if(!a){u=d;return}iOb(a);u=d;return}function WMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;e=i+8|0;g=i;Rpb(h);f[e>>2]=b;f[e+4>>2]=h;a=f[c+24>>2]|0;d=f[c+28>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));a=f[c>>2]|0;d=f[c+4>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));a=f[c+12>>2]|0;d=f[c+16>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));c=f[c+40>>2]|0;f[g>>2]=f[b+4>>2];f[g+4>>2]=c;c=g;d=f[c+4>>2]|0;a=(f[h>>2]|0)+36|0;f[a>>2]=f[c>>2];f[a+4>>2]=d;a=aNa(b+108|0,g+4|0)|0;b=f[h>>2]|0;d=h+4|0;c=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[a>>2]=b;h=a+4|0;a=f[h>>2]|0;f[h>>2]=c;if(a|0)iOb(a);a=f[d>>2]|0;if(!a){u=i;return}iOb(a);u=i;return}function XMa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+32|0;j=o+24|0;m=o;cGa(m,c);k=a+4|0;d=f[k>>2]|0;i=f[a>>2]|0;a:do if((i|0)==(d|0))l=5;else{h=0;while(1){d=d+-4|0;g=f[d>>2]|0;if(jNa(g,m)|0)break;h=h+1|0;if(!((i|0)!=(d|0)&h>>>0<32)){l=5;break a}}if(!g)l=5}while(0);if((l|0)==5){i=pOb(52)|0;d=i+49|0;g=i;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));b[d>>0]=1;f[j>>2]=i;d=f[k>>2]|0;if(d>>>0<(f[a+8>>2]|0)>>>0){f[d>>2]=i;d=d+4|0;f[k>>2]=d}else{kNa(a,j);d=f[k>>2]|0}g=f[d+-4>>2]|0;f[g+40>>2]=0;f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[g+12>>2]=f[m+12>>2];f[g+16>>2]=f[m+16>>2];f[g+20>>2]=f[m+20>>2]}e=+n[m>>2];if(e<+n[g>>2]){d=g;l=11}else{d=g+12|0;if(e>+n[d>>2])l=11}if((l|0)==11)n[d>>2]=e;e=+n[m+4>>2];h=g+4|0;if(e<+n[h>>2]){d=g;l=14}else if(e>+n[g+16>>2]){d=g+12|0;l=14}if((l|0)==14)n[d+4>>2]=e;e=+n[m+8>>2];i=g+8|0;if(e<+n[i>>2]){d=g;l=17}else if(e>+n[g+20>>2]){d=g+12|0;l=17}if((l|0)==17)n[d+8>>2]=e;e=+n[m+12>>2];if(e<+n[g>>2]){d=g;l=20}else{d=g+12|0;if(e>+n[d>>2])l=20}if((l|0)==20)n[d>>2]=e;e=+n[m+16>>2];if(e<+n[h>>2]){d=g;l=23}else if(e>+n[g+16>>2]){d=g+12|0;l=23}if((l|0)==23)n[d+4>>2]=e;e=+n[m+20>>2];if(e<+n[i>>2])d=g;else if(e>+n[g+20>>2])d=g+12|0;else{l=a+12|0;f[l>>2]=1065353216;l=a+16|0;f[l>>2]=1065353216;l=a+20|0;f[l>>2]=1065353216;l=a+24|0;f[l>>2]=0;l=a+28|0;f[l>>2]=0;a=a+32|0;f[a>>2]=0;lNa(g,m,c);u=o;return}n[d+8>>2]=e;l=a+12|0;f[l>>2]=1065353216;l=a+16|0;f[l>>2]=1065353216;l=a+20|0;f[l>>2]=1065353216;l=a+24|0;f[l>>2]=0;l=a+28|0;f[l>>2]=0;a=a+32|0;f[a>>2]=0;lNa(g,m,c);u=o;return}function YMa(a){a=a|0;var c=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;o=f[a+32>>2]|0;q=f[a+40>>2]|0;c=f[a+168>>2]|0;e=f[a+520>>2]|0;r=f[a+1192>>2]|0;a:{if(e){f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+8>>2]=0;g=f[e>>2]|0;e=(f[e+4>>2]|0)-g|0;do if(e|0)if((e|0)<0)AMb(a);else{s=pOb(e)|0;f[(a+4|0)>>2]=s;f[a>>2]=s;f[a+8>>2]=s+e|0;bQb(s|0,g|0,e|0)|0;f[(a+4|0)>>2]=s+e|0;break}while(0);e=f[q>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[q>>2]=e;g=q}else g=q;b:while(1){switch(Rg[f[(f[e>>2]|0)+124>>2]&255](e,a)|0){case 0:{r=86;break b}case 1:{h=1;break b}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;e=f[q>>2]|0;f[g>>2]=s;if(!e)f[(a+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[q>>2]|0}if((r|0)==86)h=0;c=c|h;e=f[a>>2]|0;if(e|0){if((f[(a+4|0)>>2]|0)!=(e|0))f[(a+4|0)>>2]=e;sOb(e)}}e=Pg[f[(f[o>>2]|0)+64>>2]&1023](o)|0;if(!e)e=c;else{i=+n[e>>2];e=f[q>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[q>>2]=e;g=q}else g=q;c:while(1){switch(Qg[f[(f[e>>2]|0)+128>>2]&15](e,i)|0){case 0:{r=104;break c}case 1:{j=1;break c}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;e=f[q>>2]|0;f[g>>2]=s;if(!e)f[(a+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[q>>2]|0}if((r|0)==104)j=0;e=c|j}c=Pg[f[(f[o>>2]|0)+72>>2]&1023](o)|0;if(c){h=b[c>>0]|0;c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;d:while(1){switch(Rg[f[(f[c>>2]|0)+132>>2]&255](c,h)|0){case 0:{r=118;break d}case 1:{k=1;break d}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==118)k=0;e=e|k}h=Pg[f[(f[o>>2]|0)+80>>2]&1023](o)|0;if(h){c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;e:while(1){switch(Rg[f[(f[c>>2]|0)+136>>2]&255](c,h)|0){case 0:{r=132;break e}case 1:{l=1;break e}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==132)l=0;e=e|l}h=Pg[f[(f[o>>2]|0)+88>>2]&1023](o)|0;if(!h)h=e;else{c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;f:while(1){switch(Rg[f[(f[c>>2]|0)+140>>2]&255](c,h)|0){case 0:{r=146;break f}case 1:{m=1;break f}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==146)m=0;h=e|m}c=Pg[f[(f[o>>2]|0)+96>>2]&1023](o)|0;if(!c){s=h;u=a;f[a+1200>>2]=6;f[a+1204>>2]=s|0;break a}g=b[c>>0]|0;c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;e=q}else e=q;g:while(1){switch(Rg[f[(f[c>>2]|0)+144>>2]&255](c,g)|0){case 0:{r=160;break g}case 1:{p=1;break g}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[e>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==160)p=0;s=h|p;u=a;f[a+1200>>2]=6;f[a+1204>>2]=s|0;break a}f[a+1192>>2]=r}
+function dqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){d=c;do{h=d+-36|0;f[i>>2]=h;c=f[d+-12>>2]|0;if(c|0)iOb(c);c=f[d+-20>>2]|0;if(c|0)iOb(c);c=f[h>>2]|0;if(c|0){g=d+-32|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-8|0;f[g>>2]=e;d=f[d+-4>>2]|0;if(!d)d=e;else{iOb(d);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}d=f[i>>2]|0}while((d|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function eqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;a:do switch(b[c+32>>0]|0){case 1:{d=b[c+33>>0]|0;e=d&255;g=a+(e*12|0)+4|0;h=f[g>>2]|0;if(h>>>0<(f[a+(e*12|0)+8>>2]|0)>>>0){f[h>>2]=0;i=h+4|0;f[i>>2]=0;f[h+8>>2]=0;f[h>>2]=f[c>>2];e=c+4|0;f[i>>2]=f[e>>2];i=c+8|0;f[h+8>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[c>>2]=0;e=c+12|0;f[h+12>>2]=f[e>>2];i=c+16|0;f[h+16>>2]=f[i>>2];f[e>>2]=0;f[i>>2]=0;i=c+20|0;f[h+20>>2]=f[i>>2];e=c+24|0;f[h+24>>2]=f[e>>2];f[i>>2]=0;f[e>>2]=0;f[h+28>>2]=f[c+28>>2];b[h+32>>0]=1;b[h+33>>0]=d;f[g>>2]=(f[g>>2]|0)+36;break a}else{fqb(a+(e*12|0)|0,c);break a}}case 0:{d=a+28|0;e=f[d>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=0;h=e+4|0;f[h>>2]=0;f[e+8>>2]=0;f[e>>2]=f[c>>2];i=c+4|0;f[h>>2]=f[i>>2];h=c+8|0;f[e+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;i=c+12|0;f[e+12>>2]=f[i>>2];h=c+16|0;f[e+16>>2]=f[h>>2];f[i>>2]=0;f[h>>2]=0;h=c+20|0;f[e+20>>2]=f[h>>2];i=c+24|0;f[e+24>>2]=f[i>>2];f[h>>2]=0;f[i>>2]=0;f[e+28>>2]=f[c+28>>2];b[e+32>>0]=0;b[e+33>>0]=b[c+33>>0]|0;f[d>>2]=(f[d>>2]|0)+36;break a}else{fqb(a+24|0,c);break a}}default:{}}while(0);e=a+68|0;if(b[e>>0]&1)return;f[a+44>>2]=0;i=a+48|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)iOb(d);f[a+60>>2]=0;f[a+52>>2]=0;i=a+56|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)iOb(d);f[a+64>>2]=0;b[e>>0]=b[e>>0]|1;return}function fqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;m=o;n=a+4|0;d=f[a>>2]|0;h=((f[n>>2]|0)-d|0)/36|0;e=h+1|0;if(e>>>0>119304647)AMb(a);l=a+8|0;k=((f[l>>2]|0)-d|0)/36|0;d=k<<1;d=k>>>0<59652323?(d>>>0<e>>>0?e:d):119304647;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>119304647)vd();else{g=pOb(d*36|0)|0;break}while(0);f[m>>2]=g;e=g+(h*36|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=e;p=g+(d*36|0)|0;i=m+12|0;f[i>>2]=p;f[g+(h*36|0)+8>>2]=0;f[e>>2]=f[c>>2];d=c+4|0;f[g+(h*36|0)+4>>2]=f[d>>2];q=c+8|0;f[g+(h*36|0)+8>>2]=f[q>>2];f[q>>2]=0;f[d>>2]=0;f[c>>2]=0;d=c+12|0;f[g+(h*36|0)+12>>2]=f[d>>2];q=c+16|0;f[g+(h*36|0)+16>>2]=f[q>>2];f[d>>2]=0;f[q>>2]=0;q=c+20|0;f[g+(h*36|0)+20>>2]=f[q>>2];d=c+24|0;f[g+(h*36|0)+24>>2]=f[d>>2];f[q>>2]=0;f[d>>2]=0;f[g+(h*36|0)+28>>2]=f[c+28>>2];b[g+(h*36|0)+32>>0]=b[c+32>>0]|0;b[g+(h*36|0)+33>>0]=b[c+33>>0]|0;g=e+36|0;f[j>>2]=g;c=f[a>>2]|0;d=f[n>>2]|0;h=p;if((d|0)==(c|0)){q=c;p=d;c=e;f[a>>2]=c;f[k>>2]=q;f[n>>2]=g;f[j>>2]=p;p=f[l>>2]|0;f[l>>2]=h;f[i>>2]=p;f[m>>2]=q;gqb(m);u=o;return}do{e=e+-36|0;d=d+-36|0;wNa(e,d)}while((d|0)!=(c|0));f[k>>2]=e;c=e;q=f[a>>2]|0;p=f[n>>2]|0;f[a>>2]=c;f[k>>2]=q;f[n>>2]=g;f[j>>2]=p;p=f[l>>2]|0;f[l>>2]=h;f[i>>2]=p;f[m>>2]=q;gqb(m);u=o;return}function gqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+4>>2]|0;i=a+8|0;b=f[i>>2]|0;if((b|0)!=(h|0)){c=b;do{g=c+-36|0;f[i>>2]=g;b=f[c+-12>>2]|0;if(b|0)iOb(b);b=f[c+-20>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=c+-32|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-8|0;f[e>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}c=f[i>>2]|0}while((c|0)!=(h|0))}b=f[a>>2]|0;if(!b)return;sOb(b);return}function hqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0;W=u;u=u+48|0;K=W+32|0;N=W+24|0;O=W;P=K+4|0;Q=K+8|0;R=N+4|0;S=K+8|0;T=O+4|0;U=O+8|0;L=O+12|0;M=O+16|0;J=0;a:while(1){m=a+(J*12|0)|0;p=a+(J*12|0)+4|0;if((((f[p>>2]|0)-(f[m>>2]|0)|0)/36|0)>>>0>=2){f[K>>2]=0;f[P>>2]=0;f[Q>>2]=0;iub(N,34962);I=f[64754]|0;Yvb(258928,f[f[N>>2]>>2]|0)|0;c=f[m>>2]|0;o=f[p>>2]|0;if((c|0)!=(o|0)){d=0;while(1){e=f[c>>2]|0;l=f[c+4>>2]|0;if((e|0)==(l|0))H=d;else{do{i=f[e>>2]|0;j=i+40|0;h=f[j>>2]|0;k=i+44|0;g=f[k>>2]|0;if((h|0)==(g|0)){Npb(i);h=f[j>>2]|0;g=f[k>>2]|0}d=((g-h|0)/12|0)+d|0;e=e+8|0}while((e|0)!=(l|0));H=d}c=c+36|0;if((c|0)==(o|0))break;else d=H}if(H|0){nub(f[N>>2]|0,H*12|0,0,35044);d=f[m>>2]|0;G=f[p>>2]|0;if((d|0)!=(G|0)){c=0;do{e=d+12|0;g=f[e>>2]|0;if(!g)V=20;else{n[O>>2]=9.999999747378752e-06;if(BWa(g,O)|0)V=20;else{C=f[e>>2]|0;e=f[d>>2]|0;D=f[d+4>>2]|0;if((e|0)!=(D|0)){E=C+16|0;F=C+32|0;m=C+4|0;o=C+20|0;p=C+36|0;r=C+8|0;s=C+24|0;t=C+40|0;v=C+12|0;w=C+28|0;x=C+44|0;y=C+48|0;z=C+52|0;A=C+56|0;B=C+60|0;do{k=f[K>>2]|0;g=f[P>>2]|0;l=k;if((g|0)!=(k|0))f[P>>2]=g+(~(((g+-12-l|0)>>>0)/12|0)*12|0);h=f[e>>2]|0;i=h+40|0;j=f[i>>2]|0;k=h+44|0;g=f[k>>2]|0;if((j|0)==(g|0)){Npb(h);j=f[i>>2]|0;g=f[k>>2]|0;l=f[K>>2]|0}g=g-j|0;h=(g|0)/12|0;j=l;do if((((f[S>>2]|0)-l|0)/12|0)>>>0<h>>>0){if(h>>>0>357913941){V=37;break a}X=f[P>>2]|0;i=pOb(g)|0;g=i+(((X-l|0)/12|0)*12|0)|0;k=g;i=i+(h*12|0)|0;h=X;if((h|0)==(j|0))g=k;else do{X=g;g=g+-12|0;Y=h;h=h+-12|0;f[g>>2]=f[h>>2];f[X+-8>>2]=f[Y+-8>>2];f[X+-4>>2]=f[Y+-4>>2]}while((h|0)!=(j|0));f[K>>2]=g;f[P>>2]=k;f[S>>2]=i;if(!l)break;sOb(l)}while(0);h=f[e>>2]|0;i=h+40|0;g=f[i>>2]|0;j=h+44|0;k=f[j>>2]|0;if((g|0)==(k|0)){Npb(h);g=f[i>>2]|0;i=f[j>>2]|0}else i=k;if((g|0)!=(i|0))do{ba=+n[g>>2];aa=+n[g+4>>2];q=+n[g+8>>2];$=ba*+n[m>>2]+aa*+n[o>>2]+q*+n[p>>2];_=ba*+n[r>>2]+aa*+n[s>>2]+q*+n[t>>2];Z=ba*+n[v>>2]+aa*+n[w>>2]+q*+n[x>>2];q=+n[C>>2]*ba+ +n[E>>2]*aa+ +n[F>>2]*q+ +n[y>>2];n[O>>2]=q;n[T>>2]=$+ +n[z>>2];n[U>>2]=_+ +n[A>>2];n[L>>2]=Z+ +n[B>>2];f[M>>2]=0;h=f[P>>2]|0;if(h>>>0<(f[S>>2]|0)>>>0){n[h>>2]=q;f[h+4>>2]=f[T>>2];f[h+8>>2]=f[U>>2];f[P>>2]=h+12}else iqb(K,O);g=g+12|0}while((g|0)!=(i|0));X=f[K>>2]|0;Y=(f[P>>2]|0)-X|0;oub(f[N>>2]|0,c,Y,X);c=Y+c|0;e=e+8|0}while((e|0)!=(D|0))}}}if((V|0)==20){V=0;e=f[d>>2]|0;m=f[d+4>>2]|0;if((e|0)!=(m|0))do{j=f[e>>2]|0;g=j+40|0;h=f[g>>2]|0;i=j+44|0;k=f[i>>2]|0;if((h|0)==(k|0)){Npb(j);l=f[e>>2]|0;h=f[g>>2]|0;g=f[i>>2]|0;j=l;l=f[l+44>>2]|0}else{g=k;l=k}i=g-h|0;k=f[N>>2]|0;h=j+40|0;g=f[h>>2]|0;if((g|0)==(l|0)){Npb(j);g=f[h>>2]|0}oub(k,c,i,g);c=i+c|0;e=e+8|0}while((e|0)!=(m|0))}d=d+36|0}while((d|0)!=(G|0))}c=f[N>>2]|0;d=f[R>>2]|0;if(d|0)gOb(d);f[a+44+(J<<3)>>2]=c;Y=a+44+(J<<3)+4|0;c=f[Y>>2]|0;f[Y>>2]=d;if(c|0)iOb(c);f[a+60+(J<<2)>>2]=H}}Yvb(258928,I)|0;c=f[R>>2]|0;if(c|0)iOb(c);c=f[K>>2]|0;if(c|0){d=f[P>>2]|0;if((d|0)!=(c|0))f[P>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}}J=J+1|0;if(J>>>0>=2){V=2;break}}if((V|0)==2){Y=a+68|0;b[Y>>0]=b[Y>>0]&-2;u=W;return}else if((V|0)==37)vd()}function iqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;d=f[b+16>>2]|0;f[c>>2]=f[b+(d<<2)>>2];f[g+(h*12|0)+4>>2]=f[b+(d+1<<2)>>2];f[g+(h*12|0)+8>>2]=f[b+(d+2<<2)>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function jqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=pOb(68)|0;f[e+4>>2]=0;f[e+8>>2]=0;f[e>>2]=42088;g=e+12|0;f[g>>2]=f[c>>2];h=c+4|0;f[e+16>>2]=f[h>>2];i=c+8|0;f[e+20>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[c>>2]=0;f[e+24>>2]=f[d>>2];c=d+4|0;f[e+28>>2]=f[c>>2];h=d+8|0;f[e+32>>2]=f[h>>2];f[h>>2]=0;f[c>>2]=0;f[d>>2]=0;f[e+36>>2]=0;f[e+40>>2]=-1;d=e+44|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;b[d+20>>0]=0;f[a>>2]=g;f[a+4>>2]=e;return}function kqb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=42088;b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);aOb(a);return}function lqb(a){a=a|0;kqb(a);sOb(a);return}function mqb(a){a=a|0;var b=0,c=0,d=0;b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+12>>2]|0;if(!d)return;b=a+16|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function nqb(a){a=a|0;sOb(a);return}function oqb(){var a=0,b=0;b=pOb(128)|0;f[64722]=b;a=b+128|0;f[64724]=a;p[b>>3]=-1.0;p[b+8>>3]=-0.0;p[b+16>>3]=0.0;p[b+24>>3]=-1.0;p[b+32>>3]=1.0;p[b+40>>3]=-0.0;p[b+48>>3]=0.0;p[b+56>>3]=-1.0;p[b+64>>3]=0.0;p[b+72>>3]=-1.0;p[b+80>>3]=0.0;p[b+88>>3]=-1.0;p[b+96>>3]=0.0;p[b+104>>3]=1.0;p[b+112>>3]=0.0;p[b+120>>3]=-1.0;f[64723]=a;p[32183]=-1.0;p[32184]=-1.0;p[32185]=1.0;p[32186]=1.0;return}function pqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=f[b>>2]|0;h=f[b+4>>2]|0;if((c|0)==(h|0)){e=-2147483648;d=2147483647;c=-2147483648;b=2147483647}else{e=-2147483648;d=2147483647;g=-2147483648;b=2147483647;do{i=f[c>>2]|0;d=(d|0)>(i|0)?i:d;e=(e|0)<(i|0)?i:e;i=f[c+4>>2]|0;b=(b|0)>(i|0)?i:b;g=(g|0)<(i|0)?i:g;c=c+12|0}while((c|0)!=(h|0));c=g}f[a>>2]=d;f[a+4>>2]=b;f[a+8>>2]=e;f[a+12>>2]=c;return}function qqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0.0;if(!c){g=-1797693134862315708145274.0e284;f=1797693134862315708145274.0e284;e=-1797693134862315708145274.0e284;d=1797693134862315708145274.0e284}else{h=0;g=-1797693134862315708145274.0e284;f=1797693134862315708145274.0e284;e=-1797693134862315708145274.0e284;d=1797693134862315708145274.0e284;do{i=+p[b+(h*24|0)>>3];f=f>i?i:f;g=g<i?i:g;i=+p[b+(h*24|0)+8>>3];d=d>i?i:d;e=e<i?i:e;h=h+1|0}while((h|0)!=(c|0))}p[a>>3]=f;p[a+8>>3]=d;p[a+16>>3]=g;p[a+24>>3]=e;return}function rqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+32|0;c=l+24|0;d=l+16|0;g=l+8|0;i=l;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;k=b+4|0;h=f[k>>2]|0;f[c>>2]=f[b>>2];f[c+4>>2]=h;h=a+8|0;T6a(a,c);c=f[j>>2]|0;m=f[h>>2]|0;e=b+12|0;n=f[e>>2]|0;f[d>>2]=f[b>>2];f[d+4>>2]=n;if((c|0)==(m|0)){T6a(a,d);c=f[j>>2]|0}else{m=d;n=f[m+4>>2]|0;f[c>>2]=f[m>>2];f[c+4>>2]=n;c=(f[j>>2]|0)+8|0;f[j>>2]=c}d=b+8|0;n=f[e>>2]|0;f[g>>2]=f[d>>2];f[g+4>>2]=n;if((c|0)==(f[h>>2]|0)){T6a(a,g);c=f[j>>2]|0}else{m=g;n=f[m+4>>2]|0;f[c>>2]=f[m>>2];f[c+4>>2]=n;c=(f[j>>2]|0)+8|0;f[j>>2]=c}n=f[k>>2]|0;f[i>>2]=f[d>>2];f[i+4>>2]=n;if((c|0)==(f[h>>2]|0)){T6a(a,i);u=l;return}else{k=i;m=f[k+4>>2]|0;n=c;f[n>>2]=f[k>>2];f[n+4>>2]=m;f[j>>2]=(f[j>>2]|0)+8;u=l;return}}function sqb(a){a=a|0;return +((+p[a+16>>3]+ +p[a+40>>3]+ +p[a+64>>3])*.3333333333333333)}function tqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+176|0;s=w+160|0;t=w;g=w+156|0;o=w+152|0;r=w+148|0;v=w+144|0;i=+p[a>>3];h=i<1797693134862315708145274.0e284?i:1797693134862315708145274.0e284;i=i>-1797693134862315708145274.0e284?i:-1797693134862315708145274.0e284;j=+p[a+8>>3];k=j<1797693134862315708145274.0e284?j:1797693134862315708145274.0e284;j=j>-1797693134862315708145274.0e284?j:-1797693134862315708145274.0e284;l=+p[a+24>>3];h=h>l?l:h;i=i<l?l:i;l=+p[a+32>>3];k=k>l?l:k;j=j<l?l:j;l=+p[a+48>>3];h=h>l?l:h;i=i<l?l:i;l=+p[a+56>>3];k=k>l?l:k;j=j<l?l:j;l=+p[32183];if(h>=l){m=+p[32184];if(k>=m){n=+p[32185];if(h<=n){h=+p[32186];if(!(!(i>=l)|!(k<=h)))if(j>=m&i<=n&j<=h){v=0;u=w;return v|0}}}}d=f[c>>2]|0;q=c+4|0;e=f[q>>2]|0;if((e|0)!=(d|0))f[q>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);d=bCa(f[64722]|0,a,t)|0;f[g>>2]=f[q>>2];f[s>>2]=f[g>>2];ZBa(c,s,t,t+(d*24|0)|0)|0;d=f[q>>2]|0;g=f[c>>2]|0;e=g;if((d|0)!=(g|0)){g=b+4|0;a=0;do{d=bCa((f[64722]|0)+32|0,e+(a*24|0)|0,t)|0;f[o>>2]=f[g>>2];f[s>>2]=f[o>>2];ZBa(b,s,t,t+(d*24|0)|0)|0;a=a+3|0;d=f[q>>2]|0;x=f[c>>2]|0;e=x}while(a>>>0<((d-x|0)/24|0)>>>0)}if((e|0)!=(d|0))f[q>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);g=b+4|0;d=f[g>>2]|0;x=f[b>>2]|0;e=x;if((d|0)!=(x|0)){a=0;d=e;while(1){d=bCa((f[64722]|0)+64|0,d+(a*24|0)|0,t)|0;f[r>>2]=f[q>>2];f[s>>2]=f[r>>2];ZBa(c,s,t,t+(d*24|0)|0)|0;a=a+3|0;d=f[g>>2]|0;x=f[b>>2]|0;e=x;if(a>>>0>=((d-x|0)/24|0)>>>0)break;else d=e}}if((e|0)!=(d|0))f[g>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);d=f[c>>2]|0;if((f[q>>2]|0)!=(d|0)){e=0;do{x=bCa((f[64722]|0)+96|0,d+(e*24|0)|0,t)|0;f[v>>2]=f[g>>2];f[s>>2]=f[v>>2];ZBa(b,s,t,t+(x*24|0)|0)|0;e=e+3|0;d=f[c>>2]|0}while(e>>>0<(((f[q>>2]|0)-d|0)/24|0)>>>0)}x=1;u=w;return x|0}function uqb(a,b){a=a|0;b=b|0;return vqb(a,258888,257464,b)|0}function vqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0,w=0;w=u;u=u+32|0;v=w;j=+p[a>>3];q=j<1797693134862315708145274.0e284?j:1797693134862315708145274.0e284;r=j>-1797693134862315708145274.0e284?j:-1797693134862315708145274.0e284;h=a+8|0;s=+p[h>>3];t=s<1797693134862315708145274.0e284?s:1797693134862315708145274.0e284;s=s>-1797693134862315708145274.0e284?s:-1797693134862315708145274.0e284;o=+p[a+24>>3];q=q>o?o:q;r=r<o?o:r;k=a+32|0;o=+p[k>>3];t=t>o?o:t;s=s<o?o:s;l=d+4|0;e=f[l>>2]|0;i=d+8|0;g=f[i>>2]|0;if((e|0)==(g|0)){jlb(d,a);h=f[l>>2]|0;g=f[i>>2]|0}else{p[e>>3]=j;p[e+8>>3]=+p[h>>3];p[e+16>>3]=+p[a+16>>3];h=e+24|0;f[l>>2]=h}e=a+24|0;if((h|0)==(g|0))jlb(d,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[k>>3];p[h+16>>3]=+p[a+40>>3];f[l>>2]=h+24}m=+p[c>>3];if(q>=m){n=+p[c+8>>3];if(t>=n){o=+p[c+16>>3];if(q<=o){j=+p[c+24>>3];if(!(!(r>=m)|!(t<=j)))if(s>=n&r<=o&s<=j){v=0;u=w;return v|0}}}}e=f[b>>2]|0;a=f[b+4>>2]|0;if((e|0)==(a|0)){v=0;u=w;return v|0}k=v+8|0;l=v+16|0;while(1){g=f[d>>2]|0;r=+p[e>>3];s=+p[e+8>>3];t=+p[e+16>>3];q=+p[e+24>>3];h=g+24|0;i=q+(r*+p[g>>3]+(s*+p[g+8>>3]+t*+p[g+16>>3]))>=0.0;if(i^q+(r*+p[h>>3]+(s*+p[g+32>>3]+t*+p[g+40>>3]))>=0.0){cCa(v,e,g,h);b=(i^1)&1;t=+p[v>>3];c=g+(b*24|0)|0;p[v>>3]=+p[c>>3];p[c>>3]=t;t=+p[k>>3];c=g+(b*24|0)+8|0;p[k>>3]=+p[c>>3];p[c>>3]=t;p[g+(b*24|0)+16>>3]=+p[l>>3]}else if(i){e=1;g=18;break}e=e+32|0;if((e|0)==(a|0)){e=0;g=18;break}}if((g|0)==18){u=w;return e|0}return 0}function wqb(a){a=a|0;var b=0,c=0.0,d=0.0,e=0;b=u;u=u+32|0;e=b;Kha(e);d=+(f[e>>2]|0);c=+(f[e+4>>2]|0);f[a>>2]=0;f[a+4>>2]=0;n[a+8>>2]=d;n[a+12>>2]=c;u=b;return}function xqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+160|0;d=j+136|0;g=j;h=g+4|0;f[g>>2]=15100;i=g+56|0;f[i>>2]=15120;tEb(g+56|0,h);f[g+128>>2]=0;f[g+132>>2]=-1;f[g>>2]=39656;f[g+56>>2]=39676;xEb(h);f[h>>2]=39692;e=g+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[g+52>>2]=16;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;k3a(h,d);if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);f[g+(f[(f[g>>2]|0)+-12>>2]|0)+76>>2]=48;d=g+(f[(f[g>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-75|8;d=m3a(g,240469,1)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;d=LEb(d,$Cb(+n[c>>2]*255.0)|0)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;d=LEb(d,$Cb(+n[c+4>>2]*255.0)|0)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;LEb(d,$Cb(+n[c+8>>2]*255.0)|0)|0;c=$Cb(+n[c+12>>2]*255.0)|0;if((c|0)<255){f[g+(f[(f[g>>2]|0)+-12>>2]|0)+12>>2]=2;LEb(g,c)|0}l3a(a,h);f[g>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[e+11>>0]|0)>=0){oDb(h);kEb(g,39752);jDb(i);u=j;return}sOb(f[e>>2]|0);oDb(h);kEb(g,39752);jDb(i);u=j;return}function yqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;if(!b){n[a>>2]=1.0;n[a+4>>2]=0.0;n[a+8>>2]=1.0;d=a+12|0;n[d>>2]=1.0;u=e;return}else{eKa(d,b,0,c);f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];d=a+12|0;n[d>>2]=1.0;u=e;return}}function zqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;i=k;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;c=f[b>>2]|0;g=f[b+4>>2]|0;if((c|0)==(g|0)){u=k;return}h=i+4|0;e=a+8|0;b=c;c=0;d=0;while(1){l=f[b+4>>2]|0;f[i>>2]=f[b>>2];f[h>>2]=l;if((c|0)==(d|0))T6a(a,i);else{m=i;d=f[m+4>>2]|0;l=c;f[l>>2]=f[m>>2];f[l+4>>2]=d;f[j>>2]=(f[j>>2]|0)+8}b=b+12|0;if((b|0)==(g|0))break;c=f[j>>2]|0;d=f[e>>2]|0}u=k;return}function Aqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,t=0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0.0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0;B=u;u=u+144|0;y=B;f[d>>2]=0;z=a+16|0;U=+p[z>>3];A=+p[a>>3];w=U-A;t=a+24|0;r=a+8|0;G=+p[t>>3];v=+p[r>>3];J=G-v;I=+L(+(w*w+J*J));w=w/I;x=J/I;I=-J/I;J=A*I+v*w;k=b+16|0;P=+p[k>>3];q=+p[b>>3];g=P-q;j=b+24|0;S=+p[j>>3];l=b+8|0;h=+p[l>>3];O=S-h;Q=+L(+(g*g+O*O));O=O/Q;M=O*.5;F=q+M;D=-g/Q*.5;R=h+D;D=S+D-R;M=P+M-F;H=+L(+(M*M+D*D));D=-D/H;H=M/H;F=R*H+F*D;R=A*D+v*H-F;M=+p[b+32>>3];K=+p[b+40>>3];p[y>>3]=-R/(w*D+x*H);p[y+8>>3]=-(I*q+w*h-J)/(I*(g/Q)+w*O);p[y+16>>3]=Q;e=y+24|0;p[e>>3]=D*M+H*K-F;C=y+32|0;p[C>>3]=R;n=y+40|0;p[n>>3]=U*D+H*G-F;F=M-P;G=K-S;H=+L(+(F*F+G*G));G=G/H;D=G*.5;U=P+D;R=-F/H*.5;Q=S+R;R=K+R-Q;D=M+D-U;O=+L(+(D*D+R*R));R=-R/O;O=D/O;U=Q*O+U*R;Q=+p[a>>3];D=+p[r>>3];g=Q*R+D*O-U;h=+p[z>>3];q=+p[t>>3];i=h*R+O*q-U;N=+p[b>>3];T=+p[l>>3];E=R*N+O*T-U;p[y+48>>3]=-(A*R+v*O-U)/(w*R+x*O);p[y+56>>3]=-(I*P+w*S-J)/(I*(F/H)+w*G);p[y+64>>3]=H;p[y+72>>3]=E;p[y+80>>3]=g;p[y+88>>3]=i;H=N-M;G=T-K;F=+L(+(H*H+G*G));G=G/F;S=G*.5;P=M+S;O=-H/F*.5;R=K+O;O=T+O-R;S=N+S-P;N=+L(+(S*S+O*O));O=-O/N;N=S/N;P=R*N+P*O;D=Q*O+D*N-P;q=h*O+N*q-P;h=O*+p[k>>3]+N*+p[j>>3]-P;p[y+96>>3]=-(A*O+v*N-P)/(w*O+x*N);p[y+104>>3]=-(I*M+w*K-J)/(I*(H/F)+w*G);p[y+112>>3]=F;p[y+120>>3]=h;p[y+128>>3]=D;p[y+136>>3]=q;e=(f[e+4>>2]|0)<0;p[s>>3]=E;j=f[s+4>>2]|0;p[s>>3]=D;b=f[s+4>>2]|0;p[s>>3]=h;k=f[s+4>>2]|0;p[s>>3]=i;l=f[s+4>>2]|0;p[s>>3]=q;m=f[s+4>>2]|0;if((f[C+4>>2]|0)<0^e)b=0;else{p[s>>3]=g;if((f[s+4>>2]|0)<0^(j|0)<0)b=0;else b=((b|0)<0^(k|0)<0^1)&1}if((f[n+4>>2]|0)<0^e)o=6;else if((l|0)<0^(j|0)<0)o=6;else{e=(m|0)<0^(k|0)<0;b=b<<24>>24==0;if(b|e)k=e;else{C=1;u=B;return C|0}}if((o|0)==6){b=b<<24>>24==0;k=1}U=+p[z>>3]-+p[a>>3];q=+p[t>>3]-+p[r>>3];q=+L(+(U*U+q*q));if(b){b=0;e=0;j=0;do{h=+p[y+(j*48|0)>>3];do if(!(!(h>=0.0)|!(h<=q))){g=+p[y+(j*48|0)+8>>3];if(g>=0.0)if(g<=+p[y+(j*48|0)+16>>3]){i=A+w*h;g=v+x*h;e=(f[y+(j*48|0)+24+4>>2]|0)<0;if(e^(f[y+(j*48|0)+32+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=+p[a>>3];p[c+(b<<4)+8>>3]=+p[r>>3];p[c+(e<<4)>>3]=i;p[c+(e<<4)+8>>3]=g;e=1;b=b+2|0;break}if(k)if(e^(f[y+(j*48|0)+40+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=i;p[c+(b<<4)+8>>3]=g;p[c+(e<<4)>>3]=+p[z>>3];p[c+(e<<4)+8>>3]=+p[t>>3];e=1;b=b+2|0}else e=1;else e=1}}while(0);j=j+1|0}while((b|0)!=4&j>>>0<3)}else{b=0;e=0;j=0;do{i=+p[y+(j*48|0)>>3];if(!(!(i>=0.0)|!(i<=q))){g=+p[y+(j*48|0)+8>>3];if(g>=0.0)if(g<=+p[y+(j*48|0)+16>>3]){h=A+w*i;g=v+x*i;if(k)if((f[y+(j*48|0)+24+4>>2]|0)<0^(f[y+(j*48|0)+40+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=h;p[c+(b<<4)+8>>3]=g;p[c+(e<<4)>>3]=+p[z>>3];p[c+(e<<4)+8>>3]=+p[t>>3];e=1;b=b+2|0}else e=1;else e=1}}j=j+1|0}while((b|0)!=4&j>>>0<3)}f[d>>2]=b>>>1;C=e;u=B;return C|0}function Bqb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=+j;var k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,M=0,N=0,O=0.0,P=0.0,Q=0;N=u;u=u+608|0;M=N+544|0;J=N+80|0;G=N+48|0;H=N;f[h>>2]=0;if(!(+p[c+16>>3]>=+p[e>>3])){h=0;u=N;return h|0}if(!(+p[c>>3]<=+p[e+16>>3])){h=0;u=N;return h|0}if(!(+p[c+24>>3]>=+p[e+8>>3])){h=0;u=N;return h|0}if(!(+p[c+8>>3]<=+p[e+24>>3])){h=0;u=N;return h|0}r=a+32|0;C=a+8|0;w=+p[r>>3];z=+p[C>>3];o=w-z;l=+p[a+64>>3];x=+p[a+16>>3];n=l-x;q=+p[a+40>>3];P=q-x;D=a+56|0;k=+p[D>>3];O=k-z;m=o*n-P*O;E=a+48|0;v=+p[E>>3];y=+p[a>>3];B=v-y;F=a+24|0;t=+p[F>>3];A=t-y;n=P*B-n*A;B=O*A-o*B;o=+L(+(m*m+(n*n+B*B)));m=m/o*j;y=y+m;n=n/o*j;z=z+n;o=B/o*j;x=x+o;j=v+m-y;k=k+n-z;l=l+o-x;m=t+m-y;n=w+n-z;o=q+o-x;q=k*o-l*n;w=m*l-j*o;t=j*n-m*k;v=+L(+(q*q+(t*t+w*w)));if(!(v<=+L(+(j*j+(k*k+l*l)))*+L(+(m*m+(n*n+o*o)))*2.220446049250313e-16)){B=q/v;A=t/v;v=w/v}else{p[M>>3]=j;p[M+16>>3]=k;p[M+32>>3]=l;p[M+8>>3]=m;p[M+24>>3]=n;p[M+40>>3]=o;b[J+152>>0]=0;b[J+153>>0]=0;b[J+154>>0]=0;f[J+160>>2]=0;f[J+168>>2]=-1;f[J+172>>2]=-1;b[J+304>>0]=0;b[J+305>>0]=0;g7a(J,M,16)|0;B=+p[J+80>>3];A=+p[J+96>>3];v=+p[J+88>>3]}l=y*B+(x*A+z*v);if(+K(+(0.0-v))<1.0e-12)if(+K(+(0.0-A))<1.0e-12){h=0;u=N;return h|0}q=+p[d>>3];t=+p[d+8>>3];j=+p[d+24>>3];k=+p[d+32>>3];w=+p[d+16>>3]-i;x=+p[d+40>>3]-i;o=B*q+(v*t+A*w)-l;p[s>>3]=o;e=ZPb(f[s>>2]|0,f[s+4>>2]|0,63)|0;Q=I;p[s>>3]=B*j+(v*k+A*x)-l;c=ZPb(f[s>>2]|0,f[s+4>>2]|0,63)|0;d=(e|0)==0;if((c|e|0)==0&(I|Q|0)==0){Q=0;u=N;return Q|0}l=j-q;m=k-t;P=x-w;n=+L(+(l*l+(m*m+P*P)));l=l/n;m=m/n;n=P/n;if((e|0)==(c|0)){c=0;A=q;z=t;y=w}else{P=-o/(B*l+(v*m+A*n));i=q+l*P;O=t+m*P;P=w+n*P;p[g>>3]=d?q:i;p[g+8>>3]=d?t:O;p[g+16>>3]=d?w:P;p[g+24>>3]=d?i:j;p[g+32>>3]=d?O:k;p[g+40>>3]=d?P:x;c=2;A=d?i:q;z=d?O:t;y=d?P:w;j=d?j:i;k=d?k:O;x=d?x:P}p[G>>3]=A;p[G+8>>3]=z;p[G+16>>3]=j;p[G+24>>3]=k;p[H>>3]=+p[a>>3];p[H+8>>3]=+p[C>>3];p[H+16>>3]=+p[F>>3];p[H+24>>3]=+p[r>>3];p[H+32>>3]=+p[E>>3];p[H+40>>3]=+p[D>>3];if(Aqb(G,H,M,J)|0){e=f[J>>2]|0;if(e&2147483647){w=j-A;t=k-z;v=t*t+w*w;d=e<<1;q=x-y;r=c+((d>>>0>2?d:2)+-1&-2)|0;e=0;while(1){n=+p[M+(e<<4)>>3];o=+p[M+(e<<4)+8>>3];j=(w*(n-A)+t*(o-z))/v;if(j<0.0|+K(+j)<1.0e-10)k=y;else if(j>1.0)k=x;else if(+K(+(j+-1.0))<1.0e-10)k=x;else k=y+q*j;Q=e|1;l=+p[M+(Q<<4)>>3];m=+p[M+(Q<<4)+8>>3];j=(w*(l-A)+t*(m-z))/v;if(j<0.0|+K(+j)<1.0e-10)j=y;else if(j>1.0)j=x;else if(+K(+(j+-1.0))<1.0e-10)j=x;else j=y+q*j;Q=c|1;p[g+(c*24|0)>>3]=n;p[g+(c*24|0)+8>>3]=o;p[g+(c*24|0)+16>>3]=k;p[g+(Q*24|0)>>3]=l;p[g+(Q*24|0)+8>>3]=m;p[g+(Q*24|0)+16>>3]=j;e=e+2|0;if(e>>>0>=d>>>0)break;else c=c+2|0}c=r+2|0}f[h>>2]=c>>>1;c=1}else{Q=c|1;p[g+(c*24|0)>>3]=A;p[g+(c*24|0)+8>>3]=z;p[g+(c*24|0)+16>>3]=y;p[g+(Q*24|0)>>3]=j;p[g+(Q*24|0)+8>>3]=k;p[g+(Q*24|0)+16>>3]=x;c=0}Q=c;u=N;return Q|0}function Cqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0;w=0;E=u;u=u+1664|0;A=(E+44|0)+4|0;f[A>>2]=0;B=(E+44|0)+8|0;f[B>>2]=0;C=(E+44|0)+4|0;f[(E+44|0)>>2]=C;d=f[b>>2]|0;p=f[b+4>>2]|0;do if((d|0)==(p|0)){v=C;t=C;z=E+44|0}else{a:while(1){b=f[d>>2]|0;o=f[d+4>>2]|0;if((b|0)!=(o|0))do{e=f[b>>2]|0;l=f[e>>2]|0;m=f[e+4>>2]|0;f[E>>2]=l;f[E+4>>2]=m;f[(E+8|0)>>2]=0;f[(E+12|0)>>2]=0;f[(E+16|0)>>2]=0;g=(f[b+4>>2]|0)-e|0;if(!(g>>3)){j=0;k=0;g=0}else{if(g>>3>>>0>536870911){w=11;break a}h=pOb(g)|0;f[(E+12|0)>>2]=h;f[(E+8|0)>>2]=h;f[(E+16|0)>>2]=h+(g>>3<<3)|0;if((g|0)>0){bQb(h|0,e|0,g|0)|0;f[(E+12|0)>>2]=h+(g>>>3<<3)|0;j=h;k=h+(g>>>3<<3)|0;g=h+(g>>3<<3)|0}else{j=h;k=h;g=h+(g>>3<<3)|0}}e=pOb(36)|0;f[(e+16|0)>>2]=l;f[(e+16|0)+4>>2]=m;f[e+24>>2]=j;f[e+28>>2]=k;f[e+32>>2]=g;f[(E+16|0)>>2]=0;f[(E+12|0)>>2]=0;f[(E+8|0)>>2]=0;g=f[C>>2]|0;do if(!g){q=C;r=C}else{while(1){w=f[g+16>>2]|0;if((w|0)==(l|0)?(f[g+20>>2]|0)>(m|0):(w|0)>(l|0)){h=f[g>>2]|0;if(!h){w=17;break}else g=h}else{s=g+4|0;h=f[s>>2]|0;if(!h){w=20;break}else g=h}}if((w|0)==17){q=g;r=g;break}else if((w|0)==20){q=g;r=s;break}}while(0);f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=q;f[r>>2]=e;g=f[f[(E+44|0)>>2]>>2]|0;if(g){f[(E+44|0)>>2]=g;e=f[r>>2]|0}r_a(f[A>>2]|0,e);f[B>>2]=(f[B>>2]|0)+1;e=f[(E+8|0)>>2]|0;if(e|0){g=f[(E+12|0)>>2]|0;if((g|0)!=(e|0))f[(E+12|0)>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}b=b+12|0}while((b|0)!=(o|0));d=d+12|0;if((d|0)==(p|0)){w=4;break}}if((w|0)==4){t=f[(E+44|0)>>2]|0;v=t;z=E+44|0;break}else if((w|0)==11)AMb(E+8|0)}while(0);do{b=1;if(b){b=0;if((C|0)==(v|0))i=t;else b=1}if(b)if(1){o=(E+28|0)+4|0;k=v;b:while(1){l=k;m=f[(l+28|0)>>2]|0;h=f[m+-8>>2]|0;j=f[m+-4>>2]|0;d=f[C>>2]|0;c:do if(!d){y=C;w=45}else{b=C;d:while(1){g=d;while(1){d=f[g+16>>2]|0;e=f[g+20>>2]|0;if((d|0)==(h|0)?(e|0)>(j|0):(d|0)>(h|0))break;if(!((d|0)==(h|0)?(e|0)<(j|0):(d|0)<(h|0)))break d;d=f[g+4>>2]|0;if(!d){y=b;w=45;break c}else g=d}d=f[g>>2]|0;if(!d){y=g;w=45;break c}else b=g}d=f[g>>2]|0;e:do if(!d)c=g;else{c=g;while(1){e=d;while(1){x=f[e+16>>2]|0;if(!((x|0)==(h|0)?(f[e+20>>2]|0)<(j|0):(x|0)<(h|0)))break;d=f[e+4>>2]|0;if(!d)break e;else e=d}d=f[e>>2]|0;if(!d){c=e;break}else c=e}}while(0);e=f[g+4>>2]|0;f:do if(e)while(1){d=e;while(1){x=f[d+16>>2]|0;if((x|0)==(h|0)?(f[d+20>>2]|0)>(j|0):(x|0)>(h|0))break;d=f[d+4>>2]|0;if(!d)break f}e=f[d>>2]|0;if(!e){b=d;break}else b=d}while(0);x=b}while(0);if((w|0)==45){w=0;x=y;c=x}t=c;v=x;f[E+464>>2]=z;f[E+488>>2]=c;f[E+544>>2]=k;f[E+576>>2]=l;f[E+584>>2]=m;f[E+672>>2]=t;f[E+680>>2]=v;f[E+896>>2]=o;f[E+1456>>2]=A;f[E+1496>>2]=B;f[E+1536>>2]=C;f[E+1576>>2]=w;f[E+1600>>2]=0;f[E+1604>>2]=0;$rb(E);k=f[E+544>>2]|0;w=f[E+1576>>2]|0;G=f[E+1600>>2]|0;D=f[E+1604>>2]|0;H=+n[E+1604>>2];f[E+1600>>2]=0;f[E+1604>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b}}if((w|0)==55)AMb(E+28|0);else if((w|0)==82)AMb(E+8|0);else if((w|0)==123){i=f[(E+44|0)>>2]|0;break}}}while(0);f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+8>>2]=0;if((i|0)==(C|0)){C=f[C>>2]|0;Eqb(E+44|0,C);u=E;return}d=0;b=0;j=0;while(1){c=i+24|0;if((d|0)==(b|0))H7a(a,c);else{f[d>>2]=0;g=d+4|0;f[g>>2]=0;f[d+8>>2]=0;e=i+28|0;b=(f[e>>2]|0)-(f[c>>2]|0)|0;if(b>>3|0){if(b>>3>>>0>536870911){w=130;break}h=pOb(b)|0;f[g>>2]=h;f[d>>2]=h;f[d+8>>2]=h+(b>>3<<3);c=f[c>>2]|0;b=(f[e>>2]|0)-c|0;if((b|0)>0){bQb(h|0,c|0,b|0)|0;f[g>>2]=h+(b>>>3<<3)}}f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+12}b=f[i+4>>2]|0;if(!b){c=i+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(i|0))do{B=f[c>>2]|0;c=B+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(B|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((b|0)==(C|0)){w=126;break}j=f[(a+4|0)>>2]|0;i=b;d=j;b=f[(a+8|0)>>2]|0}if((w|0)==126){C=f[C>>2]|0;Eqb(E+44|0,C);u=E;return}else if((w|0)==130)AMb(j)}function Dqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;i=m;j=(f[b>>2]|0)-i|0;b=m+(j>>3<<3)|0;o=f[c>>2]|0;g=f[d>>2]|0;q=g-o|0;k=q>>3;d=o;o=g;if((q|0)<=0){q=b;return q|0}p=a+8|0;h=f[p>>2]|0;q=a+4|0;n=f[q>>2]|0;e=n;if((k|0)<=(h-e>>3|0)){i=e-b|0;e=i>>3;if((k|0)>(e|0)){h=d+(e<<3)|0;g=h;if((h|0)==(o|0))e=n;else{e=n;do{p=h;a=f[p+4>>2]|0;f[e>>2]=f[p>>2];f[e+4>>2]=a;h=h+8|0;e=(f[q>>2]|0)+8|0;f[q>>2]=e}while((h|0)!=(o|0))}if((i|0)<=0){q=b;return q|0}}else e=n;j=e-(b+(k<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<n>>>0){i=e;do{o=h;p=f[o+4>>2]|0;a=i;f[a>>2]=f[o>>2];f[a+4>>2]=p;h=h+8|0;i=(f[q>>2]|0)+8|0;f[q>>2]=i}while(h>>>0<n>>>0)}if(k){cQb(e+(0-k<<3)|0,b|0,j|0)|0;d=f[c>>2]|0}if((d|0)==(g|0)){q=b;return q|0}else e=b;while(1){c=d;a=f[c+4>>2]|0;q=e;f[q>>2]=f[c>>2];f[q+4>>2]=a;d=d+8|0;if((d|0)==(g|0))break;else e=e+8|0}return b|0}e=(e-i>>3)+k|0;if(e>>>0>536870911)AMb(a);k=h-i|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;k=b;e=j>>3;do if(!g)l=0;else if(g>>>0>536870911)vd();else{l=pOb(g<<3)|0;break}while(0);j=l+(e<<3)|0;e=j;i=l+(g<<3)|0;if((o|0)==(d|0)){d=e;g=m}else{g=j;do{m=d;n=f[m+4>>2]|0;c=g;f[c>>2]=f[m>>2];f[c+4>>2]=n;g=e+8|0;e=g;d=d+8|0}while((d|0)!=(o|0));d=e;g=f[a>>2]|0}e=k-g|0;h=j+(0-(e>>3)<<3)|0;if((e|0)>0)bQb(h|0,g|0,e|0)|0;e=(f[q>>2]|0)-k|0;if((e|0)>0){bQb(d|0,b|0,e|0)|0;d=d+(e>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[q>>2]=d;f[p>>2]=i;if(!b){q=j;return q|0}sOb(b);q=j;return q|0}function Eqb(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;Eqb(a,f[b>>2]|0);Eqb(a,f[b+4>>2]|0);c=f[b+24>>2]|0;if(c|0){d=b+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-8-c|0)>>>3)<<3);sOb(c)}sOb(b);return}function Fqb(a){a=a|0;var c=0,d=0,e=0;c=a+48|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.20000000298023224;e=a+64|0;b[e>>0]=b[e>>0]|1;return}function Gqb(a){a=a|0;return (f[a+24>>2]|0)==(f[a+28>>2]|0)|0}function Hqb(a,b){a=a|0;b=b|0;a=a+36|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Iqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(c|0){e=a+64|0;if(!d)return;Jqb(a+24|0,d,d+((c<<1)*12|0)|0);b[e>>0]=b[e>>0]|1;return}j=a+24|0;k=f[j>>2]|0;l=a+28|0;e=f[l>>2]|0;g=k;if((e|0)==(k|0))c=e;else{c=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}i=a+32|0;e=c-g|0;d=(e|0)/12|0;if((((f[i>>2]|0)-g|0)/12|0)>>>0>d>>>0){do if(!e)h=0;else if(d>>>0>357913941)vd();else{h=pOb(e)|0;break}while(0);e=h+(d*12|0)|0;d=e;if((c|0)==(k|0))e=d;else do{h=e;e=e+-12|0;g=c;c=c+-12|0;f[e>>2]=f[c>>2];f[h+-8>>2]=f[g+-8>>2];f[h+-4>>2]=f[g+-4>>2]}while((c|0)!=(k|0));f[j>>2]=e;f[l>>2]=d;f[i>>2]=d;if(k|0)sOb(k)}f[a+8>>2]=0;l=a+12|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)iOb(e);f[a+16>>2]=0;a=a+20|0;e=f[a>>2]|0;f[a>>2]=0;if(!e)return;iOb(e);return}function Jqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=(c-b|0)/12|0;k=a+8|0;d=f[k>>2]|0;i=f[a>>2]|0;e=i;if(j>>>0>((d-i|0)/12|0)>>>0){h=i;if(i){d=a+4|0;g=f[d>>2]|0;if((g|0)!=(e|0))f[d>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(h);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(j>>>0>357913941)AMb(a);i=(d|0)/12|0;e=i<<1;e=i>>>0<178956970?(e>>>0<j>>>0?j:e):357913941;if(e>>>0>357913941)AMb(a);d=pOb(e*12|0)|0;g=a+4|0;f[g>>2]=d;f[a>>2]=d;f[k>>2]=d+(e*12|0);if((b|0)==(c|0))return;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];b=b+12|0;d=d+12|0}while((b|0)!=(c|0));f[g>>2]=d;return}else{a=a+4|0;k=f[a>>2]|0;d=(k-i|0)/12|0;h=j>>>0>d>>>0;d=b+(d*12|0)|0;g=h?d:c;i=k;if((g|0)==(b|0))b=e;else{do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];b=b+12|0;e=e+12|0}while((b|0)!=(g|0));b=e}if(!h){if((b|0)==(i|0))return;f[a>>2]=i+(~(((i+-12-b|0)>>>0)/12|0)*12|0);return}if((g|0)==(c|0))return;b=f[a>>2]|0;do{f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];d=d+12|0;b=b+12|0}while((d|0)!=(c|0));f[a>>2]=b;return}}function Kqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;b=g+24|0;e=g;if(f[a>>2]|0){u=g;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,240471,240505,e,1);h=f[b>>2]|0;c=b+4|0;i=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[a>>2]=h;h=a+4|0;b=f[h>>2]|0;f[h>>2]=i;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);i=Jvb(f[a>>2]|0,240539)|0;f[a+52>>2]=i;i=Kvb(f[a>>2]|0,240548)|0;f[a+56>>2]=i;i=Kvb(f[a>>2]|0,240573)|0;f[a+60>>2]=i;u=g;return}function Lqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0;v=u;u=u+16|0;q=v;r=a+48|0;if(+n[r>>2]<=0.0){u=v;return}s=a+24|0;t=a+28|0;if(((f[t>>2]|0)-(f[s>>2]|0)|0)>>>0>65536)if(fvb()|0){Mqb(a);p=5125}else e=5;else e=5;if((e|0)==5){Nqb(a);p=5123}e=a+8|0;if(!(f[e>>2]|0)){u=v;return}Kqb(a);o=f[64754]|0;Yvb(258928,f[f[e>>2]>>2]|0)|0;k=f[64755]|0;Zvb(258928,f[f[a+16>>2]>>2]|0)|0;l=f[64756]|0;bwb(258928,f[f[a>>2]>>2]|0)|0;m=b[259206]|0;Hwb(258928,d)|0;e=b[259052]|0;kwb(258928,0)|0;d=b[259204]|0;g=f[64773]|0;h=f[64775]|0;i=f[64774]|0;j=f[64776]|0;if(+n[r>>2]<1.0){pwb(258928,1,771)|0;Fwb(258928,1)|0}nf(f[a+56>>2]|0,1,0,c|0);c=f[a+60>>2]|0;w=+n[r>>2];y=w*+n[a+40>>2];x=w*+n[a+44>>2];n[q>>2]=+n[a+36>>2]*w;n[q+4>>2]=y;n[q+8>>2]=x;n[q+12>>2]=w;lf(c|0,1,q|0);r=a+52|0;sf(f[r>>2]|0,3,5126,0,0,0);r=f[r>>2]|0;re(r|0);oe(1,(f[t>>2]|0)-(f[s>>2]|0)|0,p|0,0);ke(r|0);owb(258928,g,h,i,j)|0;Fwb(258928,d<<24>>24!=0)|0;kwb(258928,e<<24>>24!=0)|0;Hwb(258928,m<<24>>24!=0)|0;bwb(258928,l)|0;Zvb(258928,k)|0;Yvb(258928,o)|0;u=v;return}function Mqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;o=u;u=u+16|0;j=o;n=a+64|0;if(!(b[n>>0]&1)){u=o;return}g=a+24|0;e=f[g>>2]|0;i=a+28|0;h=f[i>>2]|0;c=h;d=e;if((e|0)==(h|0)){u=o;return}k=c-d|0;m=k>>>0>1073741823?-1:k<<2;l=qOb(m)|0;m=qOb(m)|0;if(k){d=l;c=e;while(1){f[d>>2]=f[c>>2];r=c+4|0;f[d+4>>2]=f[r>>2];e=c+8|0;f[d+8>>2]=f[e>>2];q=c+12|0;f[d+12>>2]=f[q>>2];f[d+16>>2]=f[r>>2];f[d+20>>2]=f[e>>2];f[d+24>>2]=f[c>>2];p=c+16|0;f[d+28>>2]=f[p>>2];f[d+32>>2]=f[e>>2];f[d+36>>2]=f[q>>2];f[d+40>>2]=f[p>>2];f[d+44>>2]=f[e>>2];f[d+48>>2]=f[c>>2];f[d+52>>2]=f[r>>2];e=c+20|0;f[d+56>>2]=f[e>>2];f[d+60>>2]=f[q>>2];f[d+64>>2]=f[r>>2];f[d+68>>2]=f[e>>2];f[d+72>>2]=f[c>>2];f[d+76>>2]=f[p>>2];f[d+80>>2]=f[e>>2];f[d+84>>2]=f[q>>2];f[d+88>>2]=f[p>>2];f[d+92>>2]=f[e>>2];c=c+24|0;if((c|0)==(h|0))break;else d=d+96|0}d=f[g>>2]|0;c=f[i>>2]|0}g=((c-d|0)/12|0)>>>1;if(g|0){c=0;d=0;e=m;while(1){f[e>>2]=d;s=d|1;f[e+4>>2]=s;f[e+8>>2]=s;i=d|5;f[e+12>>2]=i;f[e+16>>2]=i;q=d|4;f[e+20>>2]=q;f[e+24>>2]=q;f[e+28>>2]=d;t=d|2;f[e+32>>2]=t;h=d|3;f[e+36>>2]=h;f[e+40>>2]=h;p=d|7;f[e+44>>2]=p;f[e+48>>2]=p;r=d|6;f[e+52>>2]=r;f[e+56>>2]=r;f[e+60>>2]=t;f[e+64>>2]=d;f[e+68>>2]=t;f[e+72>>2]=s;f[e+76>>2]=h;f[e+80>>2]=i;f[e+84>>2]=p;f[e+88>>2]=q;f[e+92>>2]=r;c=c+1|0;if((c|0)==(g|0))break;else{d=d+8|0;e=e+96|0}}}g=a+8|0;if(!(f[g>>2]|0)){iub(j,34962);t=f[j>>2]|0;c=j+4|0;s=f[c>>2]|0;f[j>>2]=0;f[c>>2]=0;f[g>>2]=t;t=a+12|0;d=f[t>>2]|0;f[t>>2]=s;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}}e=a+16|0;if(!(f[e>>2]|0)){iub(j,34963);t=f[j>>2]|0;d=j+4|0;s=f[d>>2]|0;f[j>>2]=0;f[d>>2]=0;f[e>>2]=t;t=a+20|0;c=f[t>>2]|0;f[t>>2]=s;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}}t=k<<2;nub(f[g>>2]|0,t,l,35048);nub(f[e>>2]|0,t,m,35048);b[n>>0]=b[n>>0]&-2;tOb(m);tOb(l);u=o;return}function Nqb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;p=u;u=u+16|0;k=p;o=a+64|0;if(!(b[o>>0]&1)){u=p;return}h=a+24|0;g=f[h>>2]|0;j=a+28|0;i=f[j>>2]|0;c=i;e=g;if((g|0)==(i|0)){u=p;return}l=c-e|0;m=qOb(l>>>0>1073741823?-1:l<<2)|0;n=qOb(l>>>0>2147483647?-1:l<<1)|0;if(l){e=m;c=g;while(1){f[e>>2]=f[c>>2];s=c+4|0;f[e+4>>2]=f[s>>2];g=c+8|0;f[e+8>>2]=f[g>>2];r=c+12|0;f[e+12>>2]=f[r>>2];f[e+16>>2]=f[s>>2];f[e+20>>2]=f[g>>2];f[e+24>>2]=f[c>>2];q=c+16|0;f[e+28>>2]=f[q>>2];f[e+32>>2]=f[g>>2];f[e+36>>2]=f[r>>2];f[e+40>>2]=f[q>>2];f[e+44>>2]=f[g>>2];f[e+48>>2]=f[c>>2];f[e+52>>2]=f[s>>2];g=c+20|0;f[e+56>>2]=f[g>>2];f[e+60>>2]=f[r>>2];f[e+64>>2]=f[s>>2];f[e+68>>2]=f[g>>2];f[e+72>>2]=f[c>>2];f[e+76>>2]=f[q>>2];f[e+80>>2]=f[g>>2];f[e+84>>2]=f[r>>2];f[e+88>>2]=f[q>>2];f[e+92>>2]=f[g>>2];c=c+24|0;if((c|0)==(i|0))break;else e=e+96|0}e=f[h>>2]|0;c=f[j>>2]|0}h=((c-e|0)/12|0)>>>1;if(h|0){c=0;e=0;g=n;while(1){i=e&65535;d[g>>1]=e;v=i+1&65535;d[g+2>>1]=v;d[g+4>>1]=v;j=i+5&65535;d[g+6>>1]=j;d[g+8>>1]=j;r=i+4&65535;d[g+10>>1]=r;d[g+12>>1]=r;d[g+14>>1]=e;w=i+2&65535;d[g+16>>1]=w;t=i+3&65535;d[g+18>>1]=t;d[g+20>>1]=t;q=i+7&65535;d[g+22>>1]=q;d[g+24>>1]=q;s=i+6&65535;d[g+26>>1]=s;d[g+28>>1]=s;d[g+30>>1]=w;d[g+32>>1]=e;d[g+34>>1]=w;d[g+36>>1]=v;d[g+38>>1]=t;d[g+40>>1]=j;d[g+42>>1]=q;d[g+44>>1]=r;d[g+46>>1]=s;c=c+1|0;if((c|0)==(h|0))break;else{e=i+8&65535;g=g+48|0}}}h=a+8|0;if(!(f[h>>2]|0)){iub(k,34962);w=f[k>>2]|0;c=k+4|0;v=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[h>>2]=w;w=a+12|0;e=f[w>>2]|0;f[w>>2]=v;if(e|0){iOb(e);c=f[c>>2]|0;if(c|0)iOb(c)}}g=a+16|0;if(!(f[g>>2]|0)){iub(k,34963);w=f[k>>2]|0;e=k+4|0;v=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[g>>2]=w;w=a+20|0;c=f[w>>2]|0;f[w>>2]=v;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}}nub(f[h>>2]|0,l<<2,m,35048);nub(f[g>>2]|0,l<<1,n,35048);b[o>>0]=b[o>>0]&-2;tOb(n);tOb(m);u=p;return}function Oqb(a){a=a|0;var c=0,d=0;c=pOb(224)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42116;d=c+12|0;f[c+212>>2]=0;f[c+216>>2]=0;b[c+220>>0]=0;dQb(d|0,-1,200)|0;f[a>>2]=d;f[a+4>>2]=c;return}function Pqb(a){a=a|0;var b=0;f[a>>2]=42116;b=f[a+216>>2]|0;if(b|0)iOb(b);aOb(a);return}function Qqb(a){a=a|0;var b=0;f[a>>2]=42116;b=f[a+216>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function Rqb(a){a=a|0;a=f[a+216>>2]|0;if(!a)return;iOb(a);return}function Sqb(a){a=a|0;sOb(a);return}function Tqb(a,c,d){a=a|0;c=+c;d=d|0;p[a>>3]=c;f[a+8>>2]=d;b[a+12>>0]=0;return}function Uqb(a,c,d){a=a|0;c=+c;d=d|0;p[a>>3]=c;f[a+8>>2]=d;b[a+12>>0]=1;return}function Vqb(a,b){a=a|0;b=b|0;return +p[a>>3]<+p[b>>3]|0}function Wqb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;d=+W(+c);p[a+400>>3]=d;Xqb(a,d-b,d-c);return}function Xqb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;if(c==0.0)if(b<2.2250738585072014e-308){b=2.2250738585072014e-308;c=2.2250738585072014e-308}else c=2.2250738585072014e-308;d=+U(+((+V(+b)-+V(+c))/31.0));p[a+16>>3]=c;c=d*(d*(d*c));p[a+40>>3]=c;c=d*c;p[a+64>>3]=c;c=d*c;p[a+88>>3]=c;c=d*c;p[a+112>>3]=c;c=d*c;p[a+136>>3]=c;c=d*c;p[a+160>>3]=c;c=d*c;p[a+184>>3]=c;c=d*c;p[a+208>>3]=c;c=d*c;p[a+232>>3]=c;c=d*c;p[a+256>>3]=c;c=d*c;p[a+280>>3]=c;c=d*c;p[a+304>>3]=c;c=d*c;p[a+328>>3]=c;p[a+352>>3]=d*c;p[a+376>>3]=b;return}function Yqb(a){a=a|0;return (f[a>>2]|0)==0|0}function Zqb(a){a=a|0;_qb(a);return}function _qb(a){a=a|0;var b=0,c=0,d=0;b=f[a+24>>2]|0;c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+48>>2]|0;c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+72>>2]|0;c=a+76|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+96>>2]|0;c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+120>>2]|0;c=a+124|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+144>>2]|0;c=a+148|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+168>>2]|0;c=a+172|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+192>>2]|0;c=a+196|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+216>>2]|0;c=a+220|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+240>>2]|0;c=a+244|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+264>>2]|0;c=a+268|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+288>>2]|0;c=a+292|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+312>>2]|0;c=a+316|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+336>>2]|0;c=a+340|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+360>>2]|0;c=a+364|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+384>>2]|0;c=a+388|0;d=f[c>>2]|0;if((d|0)==(b|0)){d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}function $qb(a,b){a=a|0;b=b|0;arb(a,b);return}function arb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;f[c>>2]=(f[c>>2]|0)+-1;t=c+4|0;d=f[t>>2]|0;a:do if(d|0){g=f[c+16+(d*24|0)+8>>2]|0;e=f[c+16+(d*24|0)+12>>2]|0;if((g|0)==(e|0)){do{d=d+-1|0;f[t>>2]=d;if(!d)break a;g=f[c+16+(d*24|0)+8>>2]|0;e=f[c+16+(d*24|0)+12>>2]|0}while((g|0)==(e|0));h=e-g|0;r=h>>4;if((h|0)>16){s=(r+-2|0)/2|0;if((h|0)>=32){q=s;while(1){l=g+(q<<4)|0;d=q<<4;if((s|0)>=(d>>4|0)){d=d>>3|1;e=g+(d<<4)|0;i=e;h=d+1|0;if((h|0)<(r|0)){j=e+16|0;if(+p[e>>3]<+p[j>>3]){d=h;e=j}else e=i}else e=i;o=+p[l>>3];if(!(+p[e>>3]<o)){n=g+(q<<4)+8|0;m=f[n>>2]|0;n=f[n+4>>2]|0;while(1){k=l;l=e;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];b[k+12>>0]=b[l+12>>0]|0;if((s|0)<(d|0))break;d=d<<1|1;i=g+(d<<4)|0;h=i;j=d+1|0;if((j|0)<(r|0)){k=i+16|0;if(+p[i>>3]<+p[k>>3]){d=j;h=k}}if(+p[h>>3]<o)break;else e=h}l=e;p[l>>3]=o;l=l+8|0;f[l>>2]=m;b[l+4>>0]=n}}if((q|0)>0)q=q+-1|0;else break}g=f[t>>2]|0;d=g;e=f[c+16+(g*24|0)+12>>2]|0;g=f[c+16+(g*24|0)+8>>2]|0}}}s=c+16+(d*24|0)+12|0;i=e-g|0;d=i>>4;if((i|0)>16){r=e+-16|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[g>>2]=f[r>>2];f[g+4>>2]=f[r+4>>2];f[g+8>>2]=f[r+8>>2];b[g+12>>0]=b[r+12>>0]|0;f[r>>2]=f[v>>2];f[r+4>>2]=f[v+4>>2];f[r+8>>2]=f[v+8>>2];b[r+12>>0]=b[v+12>>0]|0;r=d+-1|0;if((d|0)!=2){q=(d+-3|0)/2|0;d=g+16|0;h=d;if((i|0)>48){e=g+32|0;if(+p[d>>3]<+p[e>>3])d=2;else{d=1;e=h}}else{d=1;e=h}o=+p[g>>3];if(!(+p[e>>3]<o)){n=g+8|0;m=f[n>>2]|0;n=f[n+4>>2]|0;l=g;while(1){v=l;l=e;f[v>>2]=f[l>>2];f[v+4>>2]=f[l+4>>2];f[v+8>>2]=f[l+8>>2];b[v+12>>0]=b[l+12>>0]|0;if((q|0)<(d|0))break;d=d<<1|1;i=g+(d<<4)|0;h=i;j=d+1|0;if((j|0)<(r|0)){k=i+16|0;if(+p[i>>3]<+p[k>>3]){d=j;h=k}}if(+p[h>>3]<o)break;else e=h}v=e;p[v>>3]=o;v=v+8|0;f[v>>2]=m;b[v+4>>0]=n}}}v=(f[s>>2]|0)+-16|0;f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];f[s>>2]=v;u=w;return}while(0);h=c+8|0;t=f[h>>2]|0;i=f[c+24>>2]|0;d=i+(t<<4)|0;f[v>>2]=f[d>>2];f[v+4>>2]=f[d+4>>2];f[v+8>>2]=f[d+8>>2];f[v+12>>2]=f[d+12>>2];t=t+1|0;f[h>>2]=t;d=c+28|0;c=f[d>>2]|0;e=i;g=c;if((t|0)==(c-e>>4|0)){f[h>>2]=0;if((i|0)!=(g|0))f[d>>2]=g+(~((g+-16-e|0)>>>4)<<4)};f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];u=w;return}function brb(a,b){a=a|0;b=b|0;return +(+p[a+400>>3]-+p[b>>3])}function crb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=42144;lSa(f[a+8>>2]|0);b=f[a+472>>2]|0;if(b|0){c=a+476|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}Mjb(a+80|0);return}function drb(a){a=a|0;yf()}function erb(){f[64725]=0;f[64726]=0;f[64727]=0;return}function frb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0;f[a>>2]=42144;b[a+4>>0]=b[c>>0]|0;j=a+8|0;f[j>>2]=d;c=a+12|0;f[c>>2]=e;i=a+16|0;f[i>>2]=0;d=a+20|0;f[d>>2]=0;h=a+24|0;f[h>>2]=0;f[a+28>>2]=g;b[a+57>>0]=0;b[a+58>>0]=0;f[a+64>>2]=0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+88>>2]=0;f[a+92>>2]=0;f[a+96>>2]=0;f[a+112>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;f[a+144>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0;f[a+168>>2]=0;f[a+184>>2]=0;f[a+188>>2]=0;f[a+192>>2]=0;f[a+208>>2]=0;f[a+212>>2]=0;f[a+216>>2]=0;f[a+232>>2]=0;f[a+236>>2]=0;f[a+240>>2]=0;f[a+256>>2]=0;f[a+260>>2]=0;f[a+264>>2]=0;f[a+280>>2]=0;f[a+284>>2]=0;f[a+288>>2]=0;f[a+304>>2]=0;f[a+308>>2]=0;f[a+312>>2]=0;f[a+328>>2]=0;f[a+332>>2]=0;f[a+336>>2]=0;f[a+352>>2]=0;f[a+356>>2]=0;f[a+360>>2]=0;f[a+376>>2]=0;f[a+380>>2]=0;f[a+384>>2]=0;f[a+400>>2]=0;f[a+404>>2]=0;f[a+408>>2]=0;f[a+424>>2]=0;f[a+428>>2]=0;f[a+432>>2]=0;f[a+448>>2]=0;f[a+452>>2]=0;f[a+456>>2]=0;p[a+80>>3]=2.2250738585072014e-308;p[a+104>>3]=8.938889586303288e-249;p[a+128>>3]=6.5957363400673356e-229;p[a+152>>3]=4.8667944097154903e-209;p[a+176>>3]=3.5910604374152623e-189;p[a+200>>3]=2.6497349136888998e-169;p[a+224>>3]=1.9551592726396706e-149;p[a+248>>3]=1.4426529090289578e-129;p[a+272>>3]=1.0644899600019857e-109;p[a+296>>3]=7.85454954447594e-90;p[a+320>>3]=5.795634610448756e-70;p[a+344>>3]=4.2764235361472415e-50;p[a+368>>3]=3.1554436208838314e-30;p[a+392>>3]=2.3283064365385257e-10;p[a+416>>3]=17179869183.998657;p[a+440>>3]=1797693134862315708145274.0e284;g=a+472|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;b[g+16>>0]=0;kSa(f[j>>2]|0);c=f[c>>2]|0;if(!c){j=a+32|0;f[j>>2]=0;j=a+40|0;p[j>>3]=-1.0;return}o=+p[e+32>>3]-+p[c+56>>3];m=+p[e+40>>3]-+p[c+64>>3];l=+p[e+48>>3]-+p[c+72>>3];k=+L(+(o*o+(m*m+l*l)));n[i>>2]=o/k;n[d>>2]=m/k;n[h>>2]=l/k;j=a+32|0;f[j>>2]=0;j=a+40|0;p[j>>3]=-1.0;return}function grb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;h=n+20|0;g=n+16|0;e=n+12|0;i=n+8|0;k=n+4|0;l=n;m=aSa(f[a+8>>2]|0)|0;if(!(b[a+4>>0]|0)){b[a+56>>0]=0;c=0}else{d=(f[m+12>>2]|0)!=0;j=a+56|0;c=d&1;b[j>>0]=c;if(d){c=f[64725]|0;o=f[64726]|0;d=o+(~((o+-4-c|0)>>>2)<<2)|0;if((o|0)!=(c|0)){f[64726]=d;c=d}f[i>>2]=c;f[k>>2]=f[m+8>>2];f[l>>2]=0;f[e>>2]=f[i>>2];f[g>>2]=f[k>>2];f[h>>2]=f[l>>2];hrb(258900,e,g,h)|0;irb(f[64725]|0,f[64726]|0);f[a+60>>2]=f[64725];c=b[j>>0]|0}}f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(c<<24>>24)){krb(a);u=n;return}else{jrb(a,0);u=n;return}}function hrb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=f[a>>2]|0;j=n;k=(f[b>>2]|0)-j|0;b=n+(k>>2<<2)|0;n=f[c>>2]|0;q=f[d>>2]|0;i=q;g=n;if((n|0)==(q|0)){r=b;return r|0}h=0;d=n;while(1){l=h+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else h=l}if((h|0)<=-1){r=b;return r|0}p=a+8|0;e=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((h|0)<(e-d>>2|0)){e=d-b|0;d=e>>2;if((h|0)<(d|0)){g=i;d=o}else{h=(e|0)>0;if(h)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{e=g;d=o;do{f[d>>2]=f[e+8>>2];e=f[e>>2]|0;d=(f[r>>2]|0)+4|0;f[r>>2]=d}while((q|0)!=(e|0))}if(!h){r=b;return r|0}}i=d-(b+(l<<2))|0;j=i>>2;e=b+(j<<2)|0;if(e>>>0<o>>>0){h=d;do{f[h>>2]=f[e>>2];e=e+4|0;h=(f[r>>2]|0)+4|0;f[r>>2]=h}while(e>>>0<o>>>0)}if(j|0)cQb(d+(0-j<<2)|0,b|0,i|0)|0;d=f[c>>2]|0;if((g|0)==(d|0)){r=b;return r|0}else e=b;while(1){f[e>>2]=f[d+8>>2];d=f[d>>2]|0;if((g|0)==(d|0))break;else e=e+4|0}return b|0}d=(d-j>>2)+l|0;if(d>>>0>1073741823)AMb(a);l=e-j|0;e=l>>1;e=l>>2>>>0<536870911?(e>>>0<d>>>0?d:e):1073741823;l=b;d=k>>2;do if(!e)m=0;else if(e>>>0>1073741823)vd();else{m=pOb(e<<2)|0;break}while(0);k=m+(d<<2)|0;j=m+(e<<2)|0;g=k;d=k;h=n;e=n;while(1){f[g>>2]=f[e+8>>2];i=d+4|0;d=i;e=f[h>>2]|0;if((q|0)==(e|0))break;else{g=i;h=e}}g=f[a>>2]|0;e=l-g|0;h=k+(0-(e>>2)<<2)|0;if((e|0)>0)bQb(h|0,g|0,e|0)|0;e=(f[r>>2]|0)-l|0;if((e|0)>0){bQb(i|0,b|0,e|0)|0;d=i+(e>>>2<<2)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=d;f[p>>2]=j;if(!b){r=k;return r|0}sOb(b);r=k;return r|0}function irb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0.0;a:while(1){p=b;r=b+-4|0;q=b+-8|0;while(1){b:while(1){o=a;c=p-o|0;d=c>>2;switch(d|0){case 2:{s=5;break a}case 3:{s=9;break a}case 4:{s=10;break a}case 5:{s=11;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<124){s=13;break a}l=a+(((d|0)/2|0)<<2)|0;if((c|0)>3996){c=(d|0)/4|0;c=Jrb(a,a+(c<<2)|0,l,l+(c<<2)|0,r)|0}else c=Hrb(a,l,r)|0;j=f[a>>2]|0;d=f[l>>2]|0;m=+n[j+144>>2];m=!(m<=4.827976454180316e-07)?m:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;if(m<g){d=r;break}if(!(m>g)){t=+n[j+148>>2];e=+n[d+148>>2];if((!(t>=.9999995231628418)?t:1.0)<(!(e>=.9999995231628418)?e:1.0)){d=r;break}}if((a|0)!=(q|0)){i=d+148|0;d=q;do{h=f[d>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(e<g){s=59;break b}if(!(e>g)){e=+n[h+148>>2];t=+n[i>>2];if((!(e>=.9999995231628418)?e:1.0)<(!(t>=.9999995231628418)?t:1.0)){s=59;break b}}d=d+-4|0}while((a|0)!=(d|0))}c=a+4|0;d=f[r>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;i=d;do if(!(m<e)){if(!(m>e)){g=+n[j+148>>2];t=+n[d+148>>2];if((!(g>=.9999995231628418)?g:1.0)<(!(t>=.9999995231628418)?t:1.0))break}if((c|0)==(r|0)){s=84;break a}h=j+148|0;while(1){d=f[c>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(m<e)break;if(!(m>e)){g=+n[h>>2];t=+n[d+148>>2];if((!(g>=.9999995231628418)?g:1.0)<(!(t>=.9999995231628418)?t:1.0))break}c=c+4|0;if((c|0)==(r|0)){s=84;break a}}f[c>>2]=i;f[r>>2]=d;c=c+4|0}while(0);if((c|0)==(r|0)){s=84;break a}else d=r;while(1){j=f[a>>2]|0;h=f[c>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;c:do if(!(g<e)){i=j+148|0;do{if(!(g>e)){m=+n[i>>2];t=+n[h+148>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))break c}c=c+4|0;h=f[c>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0}while(!(g<e))}while(0);i=j+148|0;while(1){d=d+-4|0;h=f[d>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(g<e)continue;if(g>e)break;m=+n[i>>2];t=+n[h+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}if(c>>>0>=d>>>0){a=c;continue b}o=f[c>>2]|0;f[c>>2]=h;f[d>>2]=o;c=c+4|0}}if((s|0)==59){s=0;f[a>>2]=h;f[d>>2]=j;c=c+1|0}h=a+4|0;d:do if(h>>>0<d>>>0)while(1){k=f[l>>2]|0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;k=k+148|0;while(1){i=f[h>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(!(e<g)){if(e>g)break;m=+n[i+148>>2];t=+n[k>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}h=h+4|0}d=d+-4|0;j=f[d>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;e:do if(!(e<g))do{if(!(e>g)){m=+n[j+148>>2];t=+n[k>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))break e}d=d+-4|0;j=f[d>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0}while(!(e<g));while(0);if(h>>>0>d>>>0)break d;f[h>>2]=f[d>>2];f[d>>2]=i;l=(l|0)==(h|0)?d:l;h=h+4|0;c=c+1|0}while(0);do if((h|0)!=(l|0)){d=f[l>>2]|0;i=f[h>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[i+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=i;k=d;if(!(e<g)){if(e>g)break;m=+n[d+148>>2];t=+n[i+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}f[h>>2]=k;f[l>>2]=j;c=c+1|0}while(0);if(!c){c=Krb(a,h)|0;d=h+4|0;if(Krb(d,b)|0){s=83;break}if(c){a=d;continue}}l=h;if((l-o|0)>=(p-l|0)){s=82;break}irb(a,h);a=h+4|0}if((s|0)==82){s=0;irb(h+4|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){d=f[r>>2]|0;h=f[a>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[h+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;b=h;c=d;if(!(e<g)){if(e>g)return;m=+n[d+148>>2];t=+n[h+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))return}f[a>>2]=c;f[r>>2]=b;return}else if((s|0)==9){Hrb(a,a+4|0,r)|0;return}else if((s|0)==10){Irb(a,a+4|0,a+8|0,r)|0;return}else if((s|0)==11){Jrb(a,a+4|0,a+8|0,a+12|0,r)|0;return}else if((s|0)==13){d=a+8|0;Hrb(a,a+4|0,d)|0;c=a+12|0;if((c|0)==(b|0))return;while(1){h=f[c>>2]|0;i=f[d>>2]|0;g=+n[h+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;l=h;j=i;if(g<e){h=h+148|0;s=18}else if(!(g>e)){h=h+148|0;m=+n[h>>2];t=+n[i+148>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))s=18}if((s|0)==18){s=0;f[c>>2]=j;f:do if((d|0)!=(a|0))while(1){i=d+-4|0;j=f[i>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;k=j;if(!(g<e)){if(g>e)break f;m=+n[h>>2];t=+n[j+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break f}f[d>>2]=k;if((i|0)==(a|0)){d=i;break}else d=i}while(0);f[d>>2]=l}d=c+4|0;if((d|0)==(b|0))break;else{r=c;c=d;d=r}}return}else if((s|0)==84)return}function jrb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0.0,r=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0;X=u;u=u+48|0;y=X;E=X+40|0;N=a+8|0;O=(AQa(f[N>>2]|0)|0)+112|0;P=+p[O>>3];P=!(P<=4.827976454180316e-07)?P:0.0;O=(n[s>>2]=P,f[s>>2]|0);e=(AQa(f[N>>2]|0)|0)+120|0;Q=+p[e>>3];Q=!(Q>=.9999995231628418)?Q:1.0;e=(n[s>>2]=Q,f[s>>2]|0);x=f[64726]|0;R=a+58|0;z=a+472|0;A=a+476|0;B=a+60|0;S=a+57|0;T=a+484|0;U=a+488|0;V=a+32|0;w=a+60|0;C=a+472|0;D=a+12|0;F=a+28|0;G=y+8|0;H=y+16|0;I=y+24|0;J=a+480|0;K=a+32|0;L=a+40|0;M=a+48|0;while(1){if(b[R>>0]|0)if(!(b[S>>0]|0)){yrb(a);if(f[V>>2]|0){W=52;break}b[S>>0]=1}h=f[z>>2]|0;g=f[A>>2]|0;if((h|0)==(g|0)){g=f[B>>2]|0;if((g|0)!=(x|0)){v=f[g>>2]|0;d=+n[v+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;j=+n[v+148>>2];j=!(j>=.9999995231628418)?j:1.0;r=P-d+(Q-j);v=r+9.999999747378752e-06<0.0?1:r+-9.999999747378752e-06>0.0?2:0;g=(v|0)!=0;if((b[S>>0]|0)==0&(v|0)!=2){if(!(b[R>>0]|0)){if(!(g&c)){f[T>>2]=0;b[R>>0]=1;b[U>>0]=0;W=12}}else W=12;if((W|0)==12){W=0;yrb(a);if(f[V>>2]|0){W=52;break}}b[S>>0]=1}if(g&c){W=52;break}g=f[w>>2]|0;v=g;while(1){h=v+4|0;f[B>>2]=h;if((h|0)==(x|0))break;t=f[h>>2]|0;q=+n[t+144>>2];r=+n[t+148>>2];r=(!(q<=4.827976454180316e-07)?q:0.0)-d+((!(r>=.9999995231628418)?r:1.0)-j);if(!(r+-9.999999747378752e-06>0.0)&!(r+9.999999747378752e-06<0.0))v=h;else break}b[U>>0]=0;if((g|0)!=(h|0))while(1){t=f[g>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,t)|0){h=t+196|0;if(!(f[h>>2]&64)){i=f[(f[t+4>>2]|0)+44>>2]|0;if((f[i+32>>2]|0)!=(0-((f[i+24>>2]|0)+(f[i+28>>2]|0))|0))if(zLa(i+68|0)|0){Vib(y,f[N>>2]|0,f[D>>2]|0,t,0);a:do if(!(f[h>>2]&2)){o=f[F>>2]|0;i=f[o>>2]|0;o=f[o+4>>2]|0;if((i|0)==(o|0))W=32;else{d=+p[y>>3];j=+p[G>>3];q=+p[H>>3];r=+p[I>>3];h=0;do{k=f[i>>2]|0;m=f[i+4>>2]|0;if((k|0)==(m|0))h=(h|0)>0?h:0;else{l=2;do{Z=+p[k+24>>3]+(d*+p[k>>3]+(j*+p[k+8>>3]+q*+p[k+16>>3]));Y=!(Z*Z>=r)?1:Z<0.0?0:2;l=(Y|0)<(l|0)?Y:l;k=k+32|0}while((k|0)!=(m|0));if((l|0)==2)break a;else h=(h|0)<(l|0)?l:h}i=i+12|0}while((i|0)!=(o|0));if((h|0)!=2)W=32}}else W=32;while(0);if((W|0)==32){W=0;d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,y);if(d>=0.0){p[y>>3]=d;f[E>>2]=t;h=f[A>>2]|0;if(h>>>0<(f[J>>2]|0)>>>0){p[h>>3]=d;f[h+8>>2]=t;f[A>>2]=h+16}else lrb(z,y,E);break}}}}}while(0);if((g|0)==(v|0))break;else g=g+4|0}zrb(f[C>>2]|0,f[A>>2]|0);f[T>>2]=3;b[U>>0]=1;h=f[z>>2]|0;g=f[A>>2]|0;W=40}}else W=40;if((W|0)==40){W=0;if((h|0)!=(g|0)){f[K>>2]=f[g+-8>>2];p[L>>3]=+p[g+-16>>3];f[M>>2]=f[T>>2];f[A>>2]=g+-16;if(f[V>>2]|0){W=52;break}}}if((f[w>>2]|0)==(x|0)){W=43;break}}if((W|0)==43){if(!(b[S>>0]|0)){g=f[64726]|0;if((f[64725]|0)==(g|0))g=O;else{e=f[g+-4>>2]|0;d=+n[e+144>>2];g=!(d<=4.827976454180316e-07)?(n[s>>2]=d,f[s>>2]|0):0;d=+n[e+148>>2];e=!(d>=.9999995231628418)?(n[s>>2]=d,f[s>>2]|0):1065353216}d=(f[s>>2]=g,+n[s>>2]);d=P-d+(Q-(f[s>>2]=e,+n[s>>2]));if(!(b[R>>0]|0)){if(!((d+9.999999747378752e-06<0.0|d+-9.999999747378752e-06>0.0)&c)){f[T>>2]=0;b[R>>0]=1;b[U>>0]=0;W=49}}else W=49;if((W|0)==49){yrb(a);if(f[V>>2]|0){u=X;return}}b[S>>0]=1}f[T>>2]=4;u=X;return}else if((W|0)==52){u=X;return}}function krb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0;y=0;z=u;u=u+1792|0;if(!(b[(a+488|0)>>0]|0))if(tSa(f[(a+8|0)>>2]|0)|0){c=(IRa(f[(a+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;a:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break a}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);b:do if(c|0)c:while(1){do{s=f[d+12>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))if(zLa(e+68|0)|0){Vib(z+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);d:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0))y=22;else{g=+p[(z+16|0)>>3];o=+p[((z+16|0)+8|0)>>3];q=+p[((z+16|0)+16|0)>>3];r=+p[((z+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{A=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));x=!(A*A>=r)?1:A<0.0?0:2;k=(x|0)<(k|0)?x:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break d;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)y=22}}else y=22;while(0);if((y|0)==22){y=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,z+16|0);if(g>=0.0){p[(z+16|0)>>3]=g;f[z>>2]=s;e=f[(a+476|0)>>2]|0;if(e>>>0<(f[(a+480|0)>>2]|0)>>>0){p[e>>3]=g;f[e+8>>2]=s;f[(a+476|0)>>2]=e+16}else lrb(a+472|0,z+16|0,z);break}}}}while(0);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break b;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}while(0);mrb(f[a+472>>2]|0,f[(a+476|0)>>2]|0);f[a+484>>2]=3;b[(a+488|0)>>0]=1}c=f[(a+484|0)>>2]|0;if((c|0)==3){c=f[(a+476|0)>>2]|0;if((f[a+472>>2]|0)==(c|0))c=f[a+32>>2]|0;else{y=f[c+-8>>2]|0;f[a+32>>2]=y;p[a+40>>3]=+p[c+-16>>3];f[a+48>>2]=3;f[(a+476|0)>>2]=c+-16;c=y}if(c|0){u=z;return}b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=4;u=z;return}x=f[(a+12|0)>>2]|0?a+16|0:0;e:{d=1;c=c|0;if(d)switch(c|0){case 0:{f[(z+56|0)>>2]=z+80|0;if(!(b[(a+488|0)>>0]|0)){if(!(Rg[f[(f[a>>2]|0)+8>>2]&255](a,a+64|0)|0)){f[(a+484|0)>>2]=4;u=z;return}c=FQa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(z+72|0)>>2]=f[c>>2];f[(z+68|0)>>2]=f[(c+4|0)>>2];f[(z+76|0)>>2]=f[(z+72|0)>>2];f[z>>2]=f[(z+68|0)>>2];b[(z+16|0)>>0]=b[(z+81|0)>>0]|0;d=cDa(z+76|0,z,z+16|0)|0;f[(z+64|0)>>2]=d;f[(z+60|0)>>2]=f[(c+4|0)>>2];f[z>>2]=f[(z+64|0)>>2];f[(z+16|0)>>2]=f[(z+60|0)>>2];dDa(c,z,z+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{nrb(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));c=gSa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(z+72|0)>>2]=f[c>>2];f[(z+68|0)>>2]=f[(c+4|0)>>2];f[(z+76|0)>>2]=f[(z+72|0)>>2];f[z>>2]=f[(z+68|0)>>2];b[(z+16|0)>>0]=b[(z+81|0)>>0]|0;d=aDa(z+76|0,z,z+16|0)|0;f[(z+64|0)>>2]=d;f[(z+60|0)>>2]=f[(c+4|0)>>2];f[z>>2]=f[(z+64|0)>>2];f[(z+16|0)>>2]=f[(z+60|0)>>2];bDa(c,z,z+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{orb(a,f[c>>2]|0,z+56|0);c=c+4|0}while((c|0)!=(d|0));b[(a+488|0)>>0]=1}f:do if(!(Yqb(a+64|0)|0)){g:while(1){$qb(z,a+64|0);switch(b[(z+12|0)>>0]|0){case 0:break g;case 1:{e=f[(z+8|0)>>2]|0;c=f[e+12>>2]|0;d=f[e+16>>2]|0;if((c|0)!=(d|0))do{qrb(a,c);c=c+72|0}while((c|0)!=(d|0));w=f[(a+12|0)>>2]|0?a+16|0:0;c=f[e+24>>2]|0;v=f[e+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;h:do if(0==0?(h[s+200+4>>0]&3|0)==1:0)if(!(f[(s+196|0)>>2]&2))if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0)){if(!(zLa(e+68|0)|0))break;Vib(z+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);i:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0)){y=76;break}g=+p[(z+16|0)>>3];o=+p[((z+16|0)+8|0)>>3];q=+p[((z+16|0)+16|0)>>3];r=+p[((z+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{A=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));B=!(A*A>=r)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break i;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)y=76}else y=76;while(0);do if((y|0)==76){y=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,z+16|0);if(!(g>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break h}while(0);prb(a+64|0,+p[(a+464|0)>>3]-g,s);break h}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(a+64|0)|0)break f}f[a+32>>2]=f[z+8>>2];A=+brb(a+64|0,z);p[a+40>>3]=A;f[a+48>>2]=f[(a+484|0)>>2]}while(0);if(!(f[a+32>>2]|0)){b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=1;y=89;break e}u=z;return}default:d=1}if(d)switch(c|0){case 1:{if(!(b[(a+488|0)>>0]|0))y=89;else y=113;break}case 2:{if(!(b[(a+488|0)>>0]|0))y=148;break}default:{u=z;return}}}f[z+112>>2]=a;f[z+672>>2]=x;f[z+1680>>2]=y;f[z+1704>>2]=0;f[z+1708>>2]=0;asb(z);G=f[z+1704>>2]|0;D=f[z+1708>>2]|0;H=+n[z+1708>>2];f[z+1704>>2]=0;f[z+1708>>2]=0;if((G|0)==5)return}function lrb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>4;d=m+1|0;if(d>>>0>268435455)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>3;d=n>>4>>>0<134217727?(e>>>0<d>>>0?d:e):268435455;do if(!d){h=0;j=0}else if(d>>>0>268435455)vd();else{j=pOb(d<<4)|0;h=j;break}while(0);e=h+(m<<4)|0;p[e>>3]=+p[b>>3];f[h+(m<<4)+8>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+16;f[g>>2]=h+(d<<4);if(!k)return;sOb(k);return}function mrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=wrb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=xrb(a,h)|0;g=h+16|0;if(xrb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}mrb(a,h);a=h+16|0}if((s|0)==82){s=0;mrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){wrb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;wrb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function nrb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;g=u;u=u+48|0;d=g;l=+n[c+4>>2];k=+n[c+8>>2];j=+n[c+12>>2];i=+n[c+16>>2];h=+n[c+20>>2];p[d>>3]=+n[c>>2];p[d+8>>3]=l;p[d+16>>3]=k;p[d+24>>3]=j;p[d+32>>3]=i;p[d+40>>3]=h;if((urb(f[a+28>>2]|0,d)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,d)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(d,c,b[c+48>>0]|0,+n[c+44>>2]);e=f[e>>2]|0;f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[e+12>>2]=f[d+12>>2];f[e+16>>2]=f[d+16>>2];f[e+20>>2]=f[d+20>>2];f[e+52>>2]=f[d+24>>2];f[e+56>>2]=f[d+28>>2];f[e+60>>2]=f[d+32>>2];f[e+64>>2]=f[d+36>>2];f[e+68>>2]=f[d+40>>2];f[e+72>>2]=f[d+44>>2];nrb(a,e);nrb(a,e+52|0)}vrb(a,c);u=g;return}u=g;return}function orb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0;I=u;u=u+48|0;G=I;J=+n[c+4>>2];g=+n[c+8>>2];l=+n[c+12>>2];m=+n[c+16>>2];o=+n[c+20>>2];p[G>>3]=+n[c>>2];p[G+8>>3]=J;p[G+16>>3]=g;p[G+24>>3]=l;p[G+32>>3]=m;p[G+40>>3]=o;F=a+28|0;if((urb(f[F>>2]|0,G)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,G)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(G,c,b[c+48>>0]|0,+n[c+44>>2]);E=f[e>>2]|0;f[E>>2]=f[G>>2];f[E+4>>2]=f[G+4>>2];f[E+8>>2]=f[G+8>>2];f[E+12>>2]=f[G+12>>2];f[E+16>>2]=f[G+16>>2];f[E+20>>2]=f[G+20>>2];f[E+52>>2]=f[G+24>>2];f[E+56>>2]=f[G+28>>2];f[E+60>>2]=f[G+32>>2];f[E+64>>2]=f[G+36>>2];f[E+68>>2]=f[G+40>>2];f[E+72>>2]=f[G+44>>2];orb(a,E,d);orb(a,E+52|0,d)}D=a+12|0;E=f[D>>2]|0?a+16|0:0;d=f[c+24>>2]|0;s=f[c+28>>2]|0;if((d|0)==(s|0)){u=I;return}t=a+8|0;v=G+8|0;w=G+16|0;x=G+24|0;y=(E|0)==0;z=a+64|0;A=a+464|0;B=E+4|0;C=E+8|0;do{r=f[d>>2]|0;q=r+196|0;do if(!(f[q>>2]&2))if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,r)|0)if(!(f[q>>2]&64)){e=f[(f[r+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))if(zLa(e+68|0)|0){Vib(G,f[t>>2]|0,f[D>>2]|0,r,0);a:do if(!(f[q>>2]&2)){k=f[F>>2]|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if((c|0)==(k|0))H=22;else{g=+p[G>>3];l=+p[v>>3];m=+p[w>>3];o=+p[x>>3];e=0;do{h=f[c>>2]|0;j=f[c+4>>2]|0;if((h|0)==(j|0))e=(e|0)>0?e:0;else{i=2;do{J=+p[h+24>>3]+(g*+p[h>>3]+(l*+p[h+8>>3]+m*+p[h+16>>3]));K=!(J*J>=o)?1:J<0.0?0:2;i=(K|0)<(i|0)?K:i;h=h+32|0}while((h|0)!=(j|0));if((i|0)==2)break a;else e=(e|0)<(i|0)?i:e}c=c+12|0}while((c|0)!=(k|0));if((e|0)!=2)H=22}}else H=22;while(0);if((H|0)==22){H=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,G);if(g>=0.0){if(!y)if(f[q>>2]&134217728|0){K=f[r+104>>2]|0;if(+n[E>>2]*+n[K+312>>2]+(+n[B>>2]*+n[K+316>>2]+ +n[C>>2]*+n[K+320>>2])<+n[K+324>>2])break}prb(z,+p[A>>3]-g,r);break}}}}while(0);d=d+4|0}while((d|0)!=(s|0));u=I;return}u=I;return}function prb(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l+8|0;g=l;p[g>>3]=c;f[a>>2]=(f[a>>2]|0)+1;if(+p[a+16>>3]>c)h=0;else if(+p[a+40>>3]>c)h=1;else if(+p[a+64>>3]>c)h=2;else if(+p[a+88>>3]>c)h=3;else if(+p[a+112>>3]>c)h=4;else if(+p[a+136>>3]>c)h=5;else if(+p[a+160>>3]>c)h=6;else if(+p[a+184>>3]>c)h=7;else if(+p[a+208>>3]>c)h=8;else if(+p[a+232>>3]>c)h=9;else if(+p[a+256>>3]>c)h=10;else if(+p[a+280>>3]>c)h=11;else if(+p[a+304>>3]>c)h=12;else if(+p[a+328>>3]>c)h=13;else if(+p[a+352>>3]>c)h=14;else h=15;i=a+16+(h*24|0)+8|0;j=a+16+(h*24|0)+12|0;e=f[j>>2]|0;if(e>>>0<(f[a+16+(h*24|0)+16>>2]|0)>>>0){Tqb(e,c,d);f[j>>2]=(f[j>>2]|0)+16}else trb(i,g,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=l;return}if(!((h|0)!=0&(h|0)==(e|0))){u=l;return}h=f[i>>2]|0;e=f[j>>2]|0;a=e-h|0;if((a|0)<=16){u=l;return}d=((a>>>4)+-2|0)/2|0;g=h+(d<<4)|0;a=e+-16|0;if(!(Vqb(g,a)|0)){u=l;return};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];e=g;while(1){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];b[a+12>>0]=b[e+12>>0]|0;if(!d)break;d=(d+-1|0)/2|0;a=h+(d<<4)|0;if(!(Vqb(a,k)|0))break;else{j=e;e=a;a=j}}f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];b[e+12>>0]=b[k+12>>0]|0;u=l;return}function qrb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;l=q;Xib(l,b);m=f[a+28>>2]|0;e=f[m>>2]|0;m=f[m+4>>2]|0;a:do if((e|0)==(m|0))o=9;else{n=+p[l>>3];c=+p[l+8>>3];j=+p[l+16>>3];k=+p[l+24>>3];d=0;do{g=f[e>>2]|0;i=f[e+4>>2]|0;if((g|0)==(i|0))d=(d|0)>0?d:0;else{h=2;do{s=+p[g+24>>3]+(n*+p[g>>3]+(c*+p[g+8>>3]+j*+p[g+16>>3]));r=!(s*s>=k)?1:s<0.0?0:2;h=(r|0)<(h|0)?r:h;g=g+32|0}while((g|0)!=(i|0));if((h|0)==2)break a;else d=(d|0)<(h|0)?h:d}e=e+12|0}while((e|0)!=(m|0));if((d|0)!=2)o=9}while(0);if((o|0)==9){c=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,l);if(c>=0.0){rrb(a+64|0,+p[a+464>>3]-c,b);u=q;return}}u=q;return}function rrb(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l+8|0;g=l;p[g>>3]=c;f[a>>2]=(f[a>>2]|0)+1;if(+p[a+16>>3]>c)h=0;else if(+p[a+40>>3]>c)h=1;else if(+p[a+64>>3]>c)h=2;else if(+p[a+88>>3]>c)h=3;else if(+p[a+112>>3]>c)h=4;else if(+p[a+136>>3]>c)h=5;else if(+p[a+160>>3]>c)h=6;else if(+p[a+184>>3]>c)h=7;else if(+p[a+208>>3]>c)h=8;else if(+p[a+232>>3]>c)h=9;else if(+p[a+256>>3]>c)h=10;else if(+p[a+280>>3]>c)h=11;else if(+p[a+304>>3]>c)h=12;else if(+p[a+328>>3]>c)h=13;else if(+p[a+352>>3]>c)h=14;else h=15;i=a+16+(h*24|0)+8|0;j=a+16+(h*24|0)+12|0;e=f[j>>2]|0;if(e>>>0<(f[a+16+(h*24|0)+16>>2]|0)>>>0){Uqb(e,c,d);f[j>>2]=(f[j>>2]|0)+16}else srb(i,g,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=l;return}if(!((h|0)!=0&(h|0)==(e|0))){u=l;return}h=f[i>>2]|0;e=f[j>>2]|0;a=e-h|0;if((a|0)<=16){u=l;return}d=((a>>>4)+-2|0)/2|0;g=h+(d<<4)|0;a=e+-16|0;if(!(Vqb(g,a)|0)){u=l;return};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];e=g;while(1){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];b[a+12>>0]=b[e+12>>0]|0;if(!d)break;d=(d+-1|0)/2|0;a=h+(d<<4)|0;if(!(Vqb(a,k)|0))break;else{j=e;e=a;a=j}}f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];b[e+12>>0]=b[k+12>>0]|0;u=l;return}function srb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[a>>2]|0;g=(f[l>>2]|0)-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(a);j=a+8|0;h=(f[j>>2]|0)-d|0;i=h>>3;i=h>>4>>>0<134217727?(i>>>0<e>>>0?e:i):268435455;do if(!i)k=0;else if(i>>>0>268435455)vd();else{k=pOb(i<<4)|0;break}while(0);h=k+(g<<4)|0;Uqb(h,+p[b>>3],c);d=f[a>>2]|0;e=(f[l>>2]|0)-d|0;g=h+(0-(e>>4)<<4)|0;if((e|0)>0)bQb(g|0,d|0,e|0)|0;f[a>>2]=g;f[l>>2]=h+16;f[j>>2]=k+(i<<4);if(!d)return;sOb(d);return}function trb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[a>>2]|0;g=(f[l>>2]|0)-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(a);j=a+8|0;h=(f[j>>2]|0)-d|0;i=h>>3;i=h>>4>>>0<134217727?(i>>>0<e>>>0?e:i):268435455;do if(!i)k=0;else if(i>>>0>268435455)vd();else{k=pOb(i<<4)|0;break}while(0);h=k+(g<<4)|0;Tqb(h,+p[b>>3],c);d=f[a>>2]|0;e=(f[l>>2]|0)-d|0;g=h+(0-(e>>4)<<4)|0;if((e|0)>0)bQb(g|0,d|0,e|0)|0;f[a>>2]=g;f[l>>2]=h+16;f[j>>2]=k+(i<<4);if(!d)return;sOb(d);return}function urb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0.0;V=u;u=u+192|0;U=V;c=f[a>>2]|0;Q=f[a+4>>2]|0;if((c|0)==(Q|0)){U=0;u=V;return U|0}R=b+24|0;S=b+32|0;T=b+8|0;q=b+40|0;r=b+16|0;s=U+8|0;t=U+16|0;v=U+24|0;w=U+32|0;x=U+40|0;y=U+48|0;z=U+56|0;A=U+64|0;B=U+72|0;C=U+80|0;D=U+88|0;E=U+96|0;F=U+104|0;G=U+112|0;H=U+120|0;I=U+128|0;J=U+136|0;K=U+144|0;L=U+152|0;M=U+160|0;N=U+168|0;O=U+176|0;P=U+184|0;a=0;while(1){d=f[c>>2]|0;o=f[c+4>>2]|0;if((d|0)==(o|0))a=(a|0)>0?a:0;else{n=2;do{g=+p[R>>3];h=+p[b>>3];Y=(g-h)*.5;i=+p[S>>3];j=+p[T>>3];X=(i-j)*.5;k=+p[q>>3];l=+p[r>>3];W=(k-l)*.5;m=+p[d+24>>3]+((h+Y)*+p[d>>3]+((j+X)*+p[d+8>>3]+(l+W)*+p[d+16>>3]));if(!(m*m>=Y*Y+(X*X+W*W))){p[U>>3]=h;p[s>>3]=j;p[t>>3]=l;p[v>>3]=g;p[w>>3]=j;p[x>>3]=l;p[y>>3]=h;p[z>>3]=i;p[A>>3]=l;p[B>>3]=g;p[C>>3]=i;p[D>>3]=l;p[E>>3]=h;p[F>>3]=j;p[G>>3]=k;p[H>>3]=g;p[I>>3]=j;p[J>>3]=k;p[K>>3]=h;p[L>>3]=i;p[M>>3]=k;p[N>>3]=g;p[O>>3]=i;p[P>>3]=k;e=gDa(d,U)|0}else e=m<0.0?0:2;n=(e|0)<(n|0)?e:n;d=d+32|0}while((d|0)!=(o|0));if((n|0)==2){a=2;c=11;break}else a=(a|0)<(n|0)?n:a}c=c+12|0;if((c|0)==(Q|0)){c=11;break}}if((c|0)==11){u=V;return a|0}return 0}function vrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0;y=u;u=u+48|0;x=y;c=f[b+24>>2]|0;t=f[b+28>>2]|0;if((c|0)==(t|0)){u=y;return}v=a+28|0;w=a+64|0;o=a+464|0;q=x+8|0;r=x+16|0;s=x+24|0;do{n=XFa(f[c>>2]|0)|0;Xib(x,n);j=f[v>>2]|0;e=f[j>>2]|0;j=f[j+4>>2]|0;a:do if((e|0)==(j|0))b=12;else{d=+p[x>>3];k=+p[q>>3];l=+p[r>>3];m=+p[s>>3];b=0;do{g=f[e>>2]|0;i=f[e+4>>2]|0;if((g|0)==(i|0))b=(b|0)>0?b:0;else{h=2;do{A=+p[g+24>>3]+(d*+p[g>>3]+(k*+p[g+8>>3]+l*+p[g+16>>3]));z=!(A*A>=m)?1:A<0.0?0:2;h=(z|0)<(h|0)?z:h;g=g+32|0}while((g|0)!=(i|0));if((h|0)==2){b=13;break a}else b=(b|0)<(h|0)?h:b}e=e+12|0}while((e|0)!=(j|0));if((b|0)==2)b=13;else b=12}while(0);if((b|0)==12){b=0;d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,x);if(!(d>=0.0))b=13;else rrb(w,+p[o>>3]-d,n)}c=c+4|0}while((c|0)!=(t|0));u=y;return}function wrb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function xrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{wrb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;wrb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function yrb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0;A=0;B=u;u=u+1920|0;f[(B+56|0)>>2]=a;if(!(b[(a+488|0)>>0]|0))if(tSa(f[(a+8|0)>>2]|0)|0){c=(IRa(f[(a+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;a:do if(!c)A=7;else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){A=7;break a}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);b:while(1){do{e=f[d+12>>2]|0;g=+Crb(a,e,f[(B+56|0)>>2]|0);if(g>=0.0){p[(B+16|0)>>3]=g;f[B>>2]=e;i=f[(a+476|0)>>2]|0;if(i>>>0<(f[(a+480|0)>>2]|0)>>>0){p[i>>3]=g;f[i+8>>2]=e;f[(a+476|0)>>2]=i+16}else lrb(a+472|0,B+16|0,B)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c){e=a+476|0;break a}d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}while(0);if((A|0)==7)e=a+476|0;Drb(f[a+472>>2]|0,f[e>>2]|0);f[a+484>>2]=3;b[(a+488|0)>>0]=1}c=f[(a+484|0)>>2]|0;if((c|0)==3){c=f[(a+476|0)>>2]|0;if((f[a+472>>2]|0)==(c|0))c=f[a+32>>2]|0;else{A=f[c+-8>>2]|0;f[a+32>>2]=A;p[a+40>>3]=+p[c+-16>>3];f[a+48>>2]=3;f[(a+476|0)>>2]=c+-16;c=A}if(c|0){u=B;return}b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=4;u=B;return}z=f[(a+12|0)>>2]|0?a+16|0:0;c:{d=1;c=c|0;if(d)switch(c|0){case 0:{f[(B+60|0)>>2]=B+56|0;if(!(b[(a+488|0)>>0]|0)){if(!(Rg[f[(f[a>>2]|0)+8>>2]&255](a,a+64|0)|0)){f[(a+484|0)>>2]=4;u=B;return}c=FQa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(B+76|0)>>2]=f[c>>2];f[(B+72|0)>>2]=f[(c+4|0)>>2];f[(B+80|0)>>2]=f[(B+76|0)>>2];f[B>>2]=f[(B+72|0)>>2];b[(B+16|0)>>0]=b[(B+84|0)>>0]|0;d=cDa(B+80|0,B,B+16|0)|0;f[(B+68|0)>>2]=d;f[(B+64|0)>>2]=f[(c+4|0)>>2];f[B>>2]=f[(B+68|0)>>2];f[(B+16|0)>>2]=f[(B+64|0)>>2];dDa(c,B,B+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{nrb(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));c=gSa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(B+76|0)>>2]=f[c>>2];f[(B+72|0)>>2]=f[(c+4|0)>>2];f[(B+80|0)>>2]=f[(B+76|0)>>2];f[B>>2]=f[(B+72|0)>>2];b[(B+16|0)>>0]=b[(B+84|0)>>0]|0;d=aDa(B+80|0,B,B+16|0)|0;f[(B+68|0)>>2]=d;f[(B+64|0)>>2]=f[(c+4|0)>>2];f[B>>2]=f[(B+68|0)>>2];f[(B+16|0)>>2]=f[(B+64|0)>>2];bDa(c,B,B+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{Erb(a,f[c>>2]|0,B+60|0);c=c+4|0}while((c|0)!=(d|0));b[(a+488|0)>>0]=1}d:do if(!(Yqb(a+64|0)|0)){e:while(1){$qb(B,a+64|0);x=1;y=b[(B+12|0)>>0]|0;if(x)switch(y|0){case 0:break e;default:x=1}if(x){x=0;switch(y|0){case 1:{e=f[(B+8|0)>>2]|0;c=f[e+12>>2]|0;d=f[e+16>>2]|0;if((c|0)!=(d|0))do{qrb(a,c);c=c+72|0}while((c|0)!=(d|0));w=f[(a+12|0)>>2]|0?a+16|0:0;c=f[e+24>>2]|0;v=f[e+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;f:do if(0==0?(h[s+200+4>>0]&3|0)==1:0){e=f[(s+196|0)>>2]|0;if(!(e&2)){if(e&1|0){m=(f[(B+56|0)>>2]|0)+8|0;l=(AQa(f[m>>2]|0)|0)+112|0;g=+p[l>>3];m=(AQa(f[m>>2]|0)|0)+120|0;q=+p[m>>3];o=+n[s+144>>2];r=+n[s+148>>2];r=(!(g<=4.827976454180316e-07)?g:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(r>=.9999995231628418)?r:1.0));if(!(!(r+-9.999999747378752e-06>0.0)&!(r+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)==(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))break;if(!(zLa(e+68|0)|0))break;Vib(B+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);g:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0)){A=65;break}g=+p[(B+16|0)>>3];o=+p[((B+16|0)+8|0)>>3];q=+p[((B+16|0)+16|0)>>3];r=+p[((B+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{E=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));C=!(E*E>=r)?1:E<0.0?0:2;k=(C|0)<(k|0)?C:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break g;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)A=65}else A=65;while(0);do if((A|0)==65){A=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,B+16|0);if(!(g>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;C=f[s+104>>2]|0;if(+n[w>>2]*+n[C+312>>2]+(+n[(w+4|0)>>2]*+n[C+316>>2]+ +n[(w+8|0)>>2]*+n[C+320>>2])<+n[C+324>>2])break f}while(0);prb(a+64|0,+p[(a+464|0)>>3]-g,s);break f}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(a+64|0)|0)break d}f[a+32>>2]=f[B+8>>2];E=+brb(a+64|0,B);p[a+40>>3]=E;f[a+48>>2]=f[(a+484|0)>>2]}while(0);if(!(f[a+32>>2]|0)){b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=1;A=78;break c}u=B;return}default:d=1}if(d)switch(c|0){case 1:{if(!(b[(a+488|0)>>0]|0))A=78;else A=106;break}case 2:{if(!(b[(a+488|0)>>0]|0))A=145;break}default:{u=B;return}}}f[B+112>>2]=a;f[B+1744>>2]=z;f[B+1768>>2]=A;f[B+1840>>2]=0;f[B+1844>>2]=0;bsb(B);G=f[B+1840>>2]|0;D=f[B+1844>>2]|0;H=+n[B+1844>>2];f[B+1840>>2]=0;f[B+1844>>2]=0;if((G|0)==5)return}function zrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Arb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Brb(a,h)|0;g=h+16|0;if(Brb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}zrb(a,h);a=h+16|0}if((s|0)==82){s=0;zrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Arb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Arb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Arb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Brb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Arb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Arb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Crb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;m=q;e=b+196|0;if(f[e>>2]&1|0){i=c+8|0;h=(AQa(f[i>>2]|0)|0)+112|0;d=+p[h>>3];i=(AQa(f[i>>2]|0)|0)+120|0;k=+p[i>>3];j=+n[b+144>>2];l=+n[b+148>>2];l=(!(d<=4.827976454180316e-07)?d:0.0)-(!(j<=4.827976454180316e-07)?j:0.0)+((!(k>=.9999995231628418)?k:1.0)-(!(l>=.9999995231628418)?l:1.0));if(!(!(l+-9.999999747378752e-06>0.0)&!(l+9.999999747378752e-06<0.0))){l=-1.0;u=q;return +l}}if(!(Rg[f[(f[a>>2]|0)+12>>2]&255](a,b)|0)){l=-1.0;u=q;return +l}if(f[e>>2]&64|0){l=-1.0;u=q;return +l}c=f[(f[b+4>>2]|0)+44>>2]|0;if((f[c+32>>2]|0)==(0-((f[c+24>>2]|0)+(f[c+28>>2]|0))|0)){l=-1.0;u=q;return +l}if(!(zLa(c+68|0)|0)){l=-1.0;u=q;return +l}Vib(m,f[a+8>>2]|0,f[a+12>>2]|0,b,0);a:do if(!(f[e>>2]&2)){i=f[a+28>>2]|0;b=f[i>>2]|0;i=f[i+4>>2]|0;if((b|0)==(i|0))o=16;else{d=+p[m>>3];j=+p[m+8>>3];k=+p[m+16>>3];l=+p[m+24>>3];c=0;do{e=f[b>>2]|0;h=f[b+4>>2]|0;if((e|0)==(h|0))c=(c|0)>0?c:0;else{g=2;do{s=+p[e+24>>3]+(d*+p[e>>3]+(j*+p[e+8>>3]+k*+p[e+16>>3]));r=!(s*s>=l)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;e=e+32|0}while((e|0)!=(h|0));if((g|0)==2)break a;else c=(c|0)<(g|0)?g:c}b=b+12|0}while((b|0)!=(i|0));if((c|0)!=2)o=16}}else o=16;while(0);if((o|0)==16){d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,m);if(d>=0.0){s=d;u=q;return +s}}s=-1.0;u=q;return +s}function Drb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Frb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Grb(a,h)|0;g=h+16|0;if(Grb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}Drb(a,h);a=h+16|0}if((s|0)==82){s=0;Drb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Frb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Frb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Erb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0;J=u;u=u+48|0;H=J;K=+n[c+4>>2];g=+n[c+8>>2];m=+n[c+12>>2];o=+n[c+16>>2];q=+n[c+20>>2];p[H>>3]=+n[c>>2];p[H+8>>3]=K;p[H+16>>3]=g;p[H+24>>3]=m;p[H+32>>3]=o;p[H+40>>3]=q;G=a+28|0;if((urb(f[G>>2]|0,H)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,H)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(H,c,b[c+48>>0]|0,+n[c+44>>2]);F=f[e>>2]|0;f[F>>2]=f[H>>2];f[F+4>>2]=f[H+4>>2];f[F+8>>2]=f[H+8>>2];f[F+12>>2]=f[H+12>>2];f[F+16>>2]=f[H+16>>2];f[F+20>>2]=f[H+20>>2];f[F+52>>2]=f[H+24>>2];f[F+56>>2]=f[H+28>>2];f[F+60>>2]=f[H+32>>2];f[F+64>>2]=f[H+36>>2];f[F+68>>2]=f[H+40>>2];f[F+72>>2]=f[H+44>>2];Erb(a,F,d);Erb(a,F+52|0,d)}E=a+12|0;F=f[E>>2]|0?a+16|0:0;e=f[c+24>>2]|0;t=f[c+28>>2]|0;if((e|0)==(t|0)){u=J;return}v=a+8|0;w=H+8|0;x=H+16|0;y=H+24|0;z=(F|0)==0;A=a+64|0;B=a+464|0;C=F+4|0;D=F+8|0;do{r=f[e>>2]|0;c=f[d>>2]|0;s=r+196|0;h=f[s>>2]|0;do if(!(h&2)){if(h&1|0){l=(f[c>>2]|0)+8|0;k=(AQa(f[l>>2]|0)|0)+112|0;m=+p[k>>3];l=(AQa(f[l>>2]|0)|0)+120|0;q=+p[l>>3];o=+n[r+144>>2];K=+n[r+148>>2];K=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(K>=.9999995231628418)?K:1.0));if(!(!(K+-9.999999747378752e-06>0.0)&!(K+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,r)|0)if(!(f[s>>2]&64)){c=f[(f[r+4>>2]|0)+44>>2]|0;if((f[c+32>>2]|0)!=(0-((f[c+24>>2]|0)+(f[c+28>>2]|0))|0))if(zLa(c+68|0)|0){Vib(H,f[v>>2]|0,f[E>>2]|0,r,0);a:do if(!(f[s>>2]&2)){l=f[G>>2]|0;h=f[l>>2]|0;l=f[l+4>>2]|0;if((h|0)==(l|0))I=24;else{g=+p[H>>3];m=+p[w>>3];o=+p[x>>3];q=+p[y>>3];c=0;do{i=f[h>>2]|0;k=f[h+4>>2]|0;if((i|0)==(k|0))c=(c|0)>0?c:0;else{j=2;do{K=+p[i+24>>3]+(g*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));L=!(K*K>=q)?1:K<0.0?0:2;j=(L|0)<(j|0)?L:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break a;else c=(c|0)<(j|0)?j:c}h=h+12|0}while((h|0)!=(l|0));if((c|0)!=2)I=24}}else I=24;while(0);if((I|0)==24){I=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,H);if(g>=0.0){if(!z)if(f[s>>2]&134217728|0){L=f[r+104>>2]|0;if(+n[F>>2]*+n[L+312>>2]+(+n[C>>2]*+n[L+316>>2]+ +n[D>>2]*+n[L+320>>2])<+n[L+324>>2])break}prb(A,+p[B>>3]-g,r);break}}}}}while(0);e=e+4|0}while((e|0)!=(t|0));u=J;return}u=J;return}function Frb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Grb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Frb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Frb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Hrb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0.0;h=f[b>>2]|0;m=f[a>>2]|0;d=+n[h+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;l=+n[m+144>>2];l=!(l<=4.827976454180316e-07)?l:0.0;k=h;o=m;if(d<l)i=1;else if(d>l)i=0;else{p=+n[h+148>>2];e=+n[m+148>>2];i=(!(p>=.9999995231628418)?p:1.0)<(!(e>=.9999995231628418)?e:1.0)}g=f[c>>2]|0;e=+n[g+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;j=g;if(e<d)g=1;else if(e>d)g=0;else{e=+n[g+148>>2];p=+n[h+148>>2];g=(!(e>=.9999995231628418)?e:1.0)<(!(p>=.9999995231628418)?p:1.0)}if(!i){if(!g){b=0;return b|0}f[b>>2]=j;f[c>>2]=k;g=f[b>>2]|0;h=f[a>>2]|0;d=+n[g+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;i=h;j=g;if(!(d<e)){if(d>e){b=1;return b|0}l=+n[g+148>>2];p=+n[h+148>>2];if(!((!(l>=.9999995231628418)?l:1.0)<(!(p>=.9999995231628418)?p:1.0))){b=1;return b|0}}f[a>>2]=j;f[b>>2]=i;b=2;return b|0}if(g){f[a>>2]=j;f[c>>2]=o;b=1;return b|0}f[a>>2]=k;f[b>>2]=o;g=f[c>>2]|0;d=+n[g+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;h=g;if(!(d<l)){if(d>l){b=1;return b|0}l=+n[g+148>>2];p=+n[m+148>>2];if(!((!(l>=.9999995231628418)?l:1.0)<(!(p>=.9999995231628418)?p:1.0))){b=1;return b|0}}f[b>>2]=h;f[c>>2]=o;b=2;return b|0}function Irb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0;l=Hrb(a,b,c)|0;j=f[d>>2]|0;k=f[c>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=k;i=j;if(!(e<g)){if(e>g)return l|0;e=+n[j+148>>2];g=+n[k+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0)))return l|0}f[c>>2]=i;f[d>>2]=h;h=l+1|0;i=f[c>>2]|0;d=f[b>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=d;k=i;if(!(e<g)){if(e>g){l=h;return l|0}e=+n[i+148>>2];g=+n[d+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0))){l=h;return l|0}}f[b>>2]=k;f[c>>2]=j;h=l+2|0;i=f[b>>2]|0;d=f[a>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=d;k=i;if(!(e<g)){if(e>g){l=h;return l|0}e=+n[i+148>>2];g=+n[d+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0))){l=h;return l|0}}f[a>>2]=k;f[b>>2]=j;l=l+3|0;return l|0}function Jrb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0;m=Irb(a,b,c,d)|0;k=f[e>>2]|0;l=f[d>>2]|0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[l+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;i=l;j=k;if(!(g<h)){if(g>h)return m|0;g=+n[k+148>>2];h=+n[l+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0)))return m|0}f[d>>2]=j;f[e>>2]=i;i=m+1|0;j=f[d>>2]|0;e=f[c>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[c>>2]=l;f[d>>2]=k;i=m+2|0;j=f[c>>2]|0;e=f[b>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[b>>2]=l;f[c>>2]=k;i=m+3|0;j=f[b>>2]|0;e=f[a>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[a>>2]=l;f[b>>2]=k;m=m+4|0;return m|0}function Krb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;switch(b-a>>2|0){case 2:{e=b+-4|0;i=f[e>>2]|0;j=f[a>>2]|0;g=+n[i+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[j+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;c=j;d=i;if(!(g<h)){if(g>h){a=1;return a|0}g=+n[i+148>>2];h=+n[j+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){a=1;return a|0}}f[a>>2]=d;f[e>>2]=c;a=1;return a|0}case 3:{Hrb(a,a+4|0,b+-4|0)|0;a=1;return a|0}case 4:{Irb(a,a+4|0,a+8|0,b+-4|0)|0;a=1;return a|0}case 5:{Jrb(a,a+4|0,a+8|0,a+12|0,b+-4|0)|0;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{e=a+8|0;Hrb(a,a+4|0,e)|0;c=a+12|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){i=f[c>>2]|0;j=f[e>>2]|0;h=+n[i+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;m=i;k=j;if(h<g){i=i+148|0;o=14}else if(!(h>g)){i=i+148|0;p=+n[i>>2];g=+n[j+148>>2];if((!(p>=.9999995231628418)?p:1.0)<(!(g>=.9999995231628418)?g:1.0))o=14}if((o|0)==14){o=0;f[c>>2]=k;b:do if((e|0)!=(a|0)){j=e;while(1){l=e;e=j+-4|0;j=f[e>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;k=j;if(!(h<g)){if(h>g){e=l;break b}g=+n[i>>2];p=+n[j+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(p>=.9999995231628418)?p:1.0))){e=l;break b}}f[l>>2]=k;if((e|0)==(a|0))break;else j=e}}while(0);f[e>>2]=m;d=d+1|0;if((d|0)==8){d=0;c=(c+4|0)==(b|0);break a}}e=c+4|0;if((e|0)==(b|0)){d=1;c=0;break}else{m=c;c=e;e=m}}}while(0);a=c|d;return a|0}}return 0}function Lrb(a,c){a=a|0;c=c|0;f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(b[a+56>>0]|0)){krb(a);return}else{jrb(a,c);return}}function Mrb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0;F=u;u=u+48|0;B=F;C=F+40|0;E=a+56|0;b[E>>0]=0;d=f[c>>2]|0;r=f[c+4>>2]|0;if((d|0)==(r|0))c=a+476|0;else{x=a+8|0;y=a+12|0;z=a+28|0;A=B+8|0;s=B+16|0;t=B+24|0;c=a+476|0;v=a+480|0;w=a+472|0;do{q=f[d>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,q)|0){e=q+196|0;if(!(f[e>>2]&64)){g=f[(f[q+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(B,f[x>>2]|0,f[y>>2]|0,q,0);a:do if(!(f[e>>2]&2)){l=f[z>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))D=17;else{h=+p[B>>3];m=+p[A>>3];n=+p[s>>3];o=+p[t>>3];e=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))e=(e|0)>0?e:0;else{j=2;do{H=+p[i+24>>3]+(h*+p[i>>3]+(m*+p[i+8>>3]+n*+p[i+16>>3]));G=!(H*H>=o)?1:H<0.0?0:2;j=(G|0)<(j|0)?G:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break a;else e=(e|0)<(j|0)?j:e}g=g+12|0}while((g|0)!=(l|0));if((e|0)!=2)D=17}}else D=17;while(0);if((D|0)==17){D=0;h=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,B);if(h>=0.0){p[B>>3]=h;f[C>>2]=q;e=f[c>>2]|0;if(e>>>0<(f[v>>2]|0)>>>0){p[e>>3]=h;f[e+8>>2]=q;f[c>>2]=e+16}else lrb(w,B,C);break}}}}}while(0);d=d+4|0}while((d|0)!=(r|0))}Nrb(f[a+472>>2]|0,f[c>>2]|0);f[a+484>>2]=3;b[a+488>>0]=1;f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(b[E>>0]|0)){krb(a);u=F;return}else{jrb(a,0);u=F;return}}function Nrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Orb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Prb(a,h)|0;g=h+16|0;if(Prb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}Nrb(a,h);a=h+16|0}if((s|0)==82){s=0;Nrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Orb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Orb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Orb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Prb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Orb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Orb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Qrb(a){a=a|0;return f[a+12>>2]|0}function Rrb(a,b,c){a=a|0;b=b|0;c=c|0;p[b>>3]=+p[a+40>>3];f[c>>2]=f[a+48>>2];return f[a+32>>2]|0}function Srb(a){a=a|0;var c=0,d=0;b[a+488>>0]=0;d=a+484|0;switch(f[d>>2]|0){case 3:{a=0;c=4;break}case 0:{a=1;c=1;break}case 1:{a=1;c=2;break}case 2:{a=0;c=4;break}default:{d=0;return d|0}}f[d>>2]=c;d=a;return d|0}function Trb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0;l=u;u=u+48|0;i=l;if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){k=+Fib(f[a+60>>2]|0,c);u=l;return +k}e=f[f[a+56>>2]>>2]|0;g=+p[c>>3];h=+p[c+8>>3];j=+p[c+16>>3];k=+K(+(g*+p[e+328>>3]+h*+p[e+336>>3]+(j*+p[e+344>>3]+ +p[e+352>>3])));k=+p[e+360>>3]*k;e=c+32|0;d=+p[e>>3];if(d==-1.0){d=+L(+(+p[c+24>>3]));p[e>>3]=d}k=k+d;a=f[a+60>>2]|0;p[i>>3]=g;p[i+8>>3]=h;p[i+16>>3]=j;p[i+24>>3]=k*k;p[i+32>>3]=-1.0;k=+Fib(a,i);u=l;return +k}function Urb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;e=u;u=u+48|0;d=e;if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){g=+Gib(f[a+60>>2]|0,c);u=e;return +g}j=+p[c>>3];m=(+p[c+24>>3]-j)*.5;i=+p[c+8>>3];l=(+p[c+32>>3]-i)*.5;h=+p[c+16>>3];k=(+p[c+40>>3]-h)*.5;j=j+m;i=i+l;h=h+k;c=f[f[a+56>>2]>>2]|0;g=+K(+(j*+p[c+328>>3]+i*+p[c+336>>3]+(h*+p[c+344>>3]+ +p[c+352>>3])));g=+L(+(m*m+(l*l+k*k)))+ +p[c+360>>3]*g;c=f[a+60>>2]|0;p[d>>3]=j;p[d+8>>3]=i;p[d+16>>3]=h;p[d+24>>3]=g*g;p[d+32>>3]=-1.0;g=+Fib(c,d);u=e;return +g}function Vrb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;q=0;r=u;u=u+5808|0;g=f[(a+48|0)>>2]|0;do{c=1;if(c){c=0;if(!(b[a+109>>0]|0))q=5;else c=1}if(c)if(1){c=f[(a+120|0)>>2]|0;d=f[(a+124|0)>>2]|0;e=1;if(e){e=0;if((c|0)==(d|0)){if((f[(a+156|0)>>2]|0)==(f[a+160>>2]|0)){q=5;break}f[(r+248|0)>>2]=a;i=r+248|0;q=17}else e=1}f[r+320>>2]=a;f[r+1360>>2]=g;f[r+2808>>2]=c;f[r+3320>>2]=d;f[r+3408>>2]=i;f[r+5320>>2]=o;f[r+5336>>2]=s;f[r+5344>>2]=t;f[r+5424>>2]=q;f[r+5440>>2]=e;f[r+5576>>2]=0;f[r+5580>>2]=0;gsb(r);o=f[r+5320>>2]|0;s=f[r+5336>>2]|0;t=f[r+5344>>2]|0;q=f[r+5424>>2]|0}}while(0);if((q|0)==5)if(!(f[a+104>>2]|0))p[a+112>>3]=C;c=b[(a+110|0)>>0]|0;if(!(c<<24>>24)){if(b[a+111>>0]|0)q=94}else q=94;if((q|0)==94){if(b[a+12>>0]|0){g=f[(a+48|0)>>2]|0;d=f[a+120>>2]|0;i=f[a+124>>2]|0;if((d|0)!=(i|0)){do{ARa(r+144|0,g,d);c=f[(r+144|0)>>2]|0;e=f[((r+144|0)+4|0)>>2]|0;if(e|0)iOb(e);m=ZPb(f[(c+200|0)>>2]|0,h[(c+200|0)+4>>0]&255|0,28)|0;if((m&15|0)==(f[(a+104|0)>>2]|0))if((f[c+196>>2]&24576|0)!=24576)Lsb(a,2,c,0.0);d=d+192|0}while((d|0)!=(i|0));c=b[(a+110|0)>>0]|0}}if(c<<24>>24){m=f[(a+48|0)>>2]|0;c=f[(a+132|0)>>2]|0;d=f[(a+136|0)>>2]|0;if((c|0)!=(d|0)){osb(c,d);if(!(b[a+23>>0]|0)){c=f[(a+136|0)>>2]|0;d=c}else{g=f[(a+48|0)>>2]|0;i=b[a+32>>0]|0;c=f[(a+132|0)>>2]|0;j=f[(a+136|0)>>2]|0;a:do if((c|0)==(j|0)){k=c;q=112}else{do{if(!(FSa(g,c,i)|0)){k=c;q=112;break a}c=c+208|0}while((c|0)!=(j|0));l=j}while(0);b:do if((q|0)==112){d=k;if((k|0)==(j|0))l=d;else{c=d;e=d;while(1){do{d=c+208|0;c=d;if((d|0)==(j|0)){l=e;break b}}while(!(FSa(g,d,i)|0));l=e;psb(l,d)|0;e=l+208|0}}}while(0);d=l;e=f[(a+136|0)>>2]|0;c=f[(a+132|0)>>2]|0;c=c+(((l-c|0)/208|0)*208|0)|0;if((e|0)==(d|0))c=e;else{d=c+(((e-l|0)/208|0)*208|0)|0;if((d|0)==(e|0)){g=c;c=e;d=e}else{do{psb(c,d)|0;d=d+208|0;c=c+208|0}while((d|0)!=(e|0));d=f[(a+136|0)>>2]|0;g=c;c=d}if((d|0)!=(g|0)){while(1){c=d+-208|0;f[(a+136|0)>>2]=c;e=f[d+-120>>2]|0;if(e){c=d+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[(a+136|0)>>2]|0}if((c|0)==(g|0))break;else d=c}d=g;c=g}}}k=f[(a+132|0)>>2]|0;l=c-k|0;f[r+320>>2]=a;f[r+3432>>2]=d;f[r+4752>>2]=m;f[r+4936>>2]=k;f[r+4944>>2]=l;f[r+4952>>2]=c;f[r+5424>>2]=q;f[r+5552>>2]=0;f[r+5556>>2]=0;dsb(r);q=f[r+5424>>2]|0}}}f[r+320>>2]=a;f[r+5320>>2]=o;f[r+5336>>2]=s;f[r+5344>>2]=t;f[r+5424>>2]=q;f[r+5568>>2]=0;f[r+5572>>2]=0;fsb(r);G=f[r+5568>>2]|0;D=f[r+5572>>2]|0;H=+n[r+5572>>2];f[r+5568>>2]=0;f[r+5572>>2]=0;if((G|0)==5)return}function Wrb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0,r=0.0;i=u;u=u+32|0;e=i;g=i+8|0;l=f[c+4>>2]|0;q=d+64|0;r=+p[q>>3];j=d+72|0;o=+p[j>>3];k=d+80|0;n=+p[k>>3];m=+L(+(r*r+(o*o+n*n)));p[q>>3]=r/m;p[j>>3]=o/m;p[k>>3]=n/m;k=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;f[d+16>>2]=k;oh[f[(f[l>>2]|0)+12>>2]&1023](e,l);l=e;k=f[l+4>>2]|0;j=d+8|0;f[j>>2]=f[l>>2];f[j+4>>2]=k;j=c+200|0;j=ZPb(f[j>>2]|0,h[j+4>>0]&255|0,28)|0;f[d+32>>2]=j&15;if(!(b[(f[a>>2]|0)+25>>0]|0)){f[d+88>>2]=1065353216;f[d+92>>2]=1065353216;f[d+96>>2]=1065353216;f[d+100>>2]=0;f[d+104>>2]=0;f[d+108>>2]=0;u=i;return}else{f[e>>2]=f[d+24>>2];cEa(g,c,0,e,1);k=d+88|0;q=f[g>>2]|0;f[g>>2]=f[k>>2];f[k>>2]=q;k=g+4|0;q=f[k>>2]|0;l=d+92|0;f[k>>2]=f[l>>2];f[l>>2]=q;l=g+8|0;q=f[l>>2]|0;k=d+96|0;f[l>>2]=f[k>>2];f[k>>2]=q;k=d+100|0;q=g+12|0;l=f[q>>2]|0;f[q>>2]=f[k>>2];f[k>>2]=l;k=g+16|0;l=f[k>>2]|0;q=d+104|0;f[k>>2]=f[q>>2];f[q>>2]=l;f[d+108>>2]=f[g+20>>2];u=i;return}}function Xrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0;M=0;N=u;u=u+6864|0;a:while(1){R=b;m=b+-240|0;Q=b+-480|0;o=b+-24|0;p=b+-16|0;q=b+-200|0;r=b+-192|0;s=b+-184|0;c=b+-176|0;d=b+-168|0;e=b+-160|0;g=b+-152|0;h=b+-148|0;i=b+-144|0;j=b+-140|0;k=b+-136|0;l=b+-132|0;f[N+352>>2]=a;f[N+400>>2]=b;f[N+432>>2]=t;f[N+1720>>2]=c;f[N+1784>>2]=d;f[N+1808>>2]=e;f[N+1848>>2]=g;f[N+1880>>2]=h;f[N+1920>>2]=i;f[N+1936>>2]=j;f[N+1968>>2]=k;f[N+1992>>2]=l;f[N+2016>>2]=v;f[N+2040>>2]=R;f[N+2048>>2]=w;f[N+2064>>2]=x;f[N+2096>>2]=y;f[N+2160>>2]=z;f[N+2232>>2]=A;f[N+2296>>2]=B;f[N+2368>>2]=C;f[N+2432>>2]=E;f[N+2504>>2]=F;f[N+2568>>2]=I;f[N+2640>>2]=m;f[N+2648>>2]=J;f[N+2720>>2]=K;f[N+3080>>2]=Q;f[N+3584>>2]=o;f[N+4176>>2]=p;f[N+4832>>2]=q;f[N+5368>>2]=r;f[N+5936>>2]=s;f[N+6544>>2]=L;f[N+6560>>2]=O;f[N+6568>>2]=P;f[N+6576>>2]=M;f[N+6640>>2]=0;f[N+6644>>2]=0;ksb(N);a=f[N+352>>2]|0;b=f[N+400>>2]|0;t=f[N+432>>2]|0;v=f[N+2016>>2]|0;w=f[N+2048>>2]|0;x=f[N+2064>>2]|0;y=f[N+2096>>2]|0;z=f[N+2160>>2]|0;A=f[N+2232>>2]|0;B=f[N+2296>>2]|0;C=f[N+2368>>2]|0;E=f[N+2432>>2]|0;F=f[N+2504>>2]|0;I=f[N+2568>>2]|0;J=f[N+2648>>2]|0;K=f[N+2720>>2]|0;L=f[N+6544>>2]|0;O=f[N+6560>>2]|0;P=f[N+6568>>2]|0;M=f[N+6576>>2]|0;G=f[N+6640>>2]|0;D=f[N+6644>>2]|0;H=+n[N+6644>>2];f[N+6640>>2]=0;f[N+6644>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break a}if((G|0)==3)continue}R=1;f[N+400>>2]=b;f[N+432>>2]=t;f[N+1720>>2]=c;f[N+1784>>2]=d;f[N+1808>>2]=e;f[N+1848>>2]=g;f[N+1880>>2]=h;f[N+1920>>2]=i;f[N+1936>>2]=j;f[N+1968>>2]=k;f[N+1992>>2]=l;f[N+2016>>2]=v;f[N+2048>>2]=w;f[N+2064>>2]=x;f[N+2096>>2]=y;f[N+2160>>2]=z;f[N+2232>>2]=A;f[N+2296>>2]=B;f[N+2368>>2]=C;f[N+2432>>2]=E;f[N+2504>>2]=F;f[N+2568>>2]=I;f[N+2640>>2]=m;f[N+2648>>2]=J;f[N+2720>>2]=K;f[N+3584>>2]=o;f[N+4176>>2]=p;f[N+4832>>2]=q;f[N+5368>>2]=r;f[N+5936>>2]=s;f[N+6544>>2]=L;f[N+6560>>2]=O;f[N+6568>>2]=P;f[N+6576>>2]=M;f[N+6584>>2]=R;f[N+6648>>2]=0;f[N+6652>>2]=0;lsb(N);G=f[N+6648>>2]|0;D=f[N+6652>>2]|0;H=+n[N+6652>>2];f[N+6648>>2]=0;f[N+6652>>2]=0;if((G|0)==5)return}function Yrb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0;j=f[a>>2]|0;e=f[c>>2]|0;j=j+(((e-j|0)/240|0)*240|0)|0;c=f[d>>2]|0;if((c|0)==(e|0))return j|0;c=j+(((c-e|0)/240|0)*240|0)|0;i=a+4|0;h=f[i>>2]|0;if((c|0)==(h|0))d=j;else{d=j;do{e=d;a=c;g=e+36|0;do{f[e>>2]=f[a>>2];e=e+4|0;a=a+4|0}while((e|0)<(g|0));a=c+40|0;k=+p[a>>3];g=d+40|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+48|0;k=+p[g>>3];a=d+48|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+56|0;k=+p[a>>3];g=d+56|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+64|0;k=+p[g>>3];a=d+64|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+72|0;k=+p[a>>3];g=d+72|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+80|0;k=+p[g>>3];a=d+80|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=d+88|0;g=c+88|0;e=f[g>>2]|0;f[g>>2]=f[a>>2];f[a>>2]=e;a=c+92|0;e=f[a>>2]|0;g=d+92|0;f[a>>2]=f[g>>2];f[g>>2]=e;g=c+96|0;e=f[g>>2]|0;a=d+96|0;f[g>>2]=f[a>>2];f[a>>2]=e;a=d+100|0;e=c+100|0;g=f[e>>2]|0;f[e>>2]=f[a>>2];f[a>>2]=g;a=c+104|0;g=f[a>>2]|0;e=d+104|0;f[a>>2]=f[e>>2];f[e>>2]=g;e=c+108|0;g=f[e>>2]|0;a=d+108|0;f[e>>2]=f[a>>2];f[a>>2]=g;a=c+112|0;k=+p[a>>3];g=d+112|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+120|0;k=+p[g>>3];a=d+120|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+128|0;k=+p[a>>3];g=d+128|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+136|0;k=+p[g>>3];a=d+136|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+144|0;k=+p[a>>3];g=d+144|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+152|0;k=+p[g>>3];a=d+152|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+160|0;k=+p[a>>3];g=d+160|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+168|0;k=+p[g>>3];a=d+168|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+176|0;k=+p[a>>3];g=d+176|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=d+184|0;a=c+184|0;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];g=c+200|0;k=+p[g>>3];a=d+200|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+208|0;k=+p[a>>3];g=d+208|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=d+216|0;a=c+216|0;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;c=c+240|0;d=d+240|0}while((c|0)!=(h|0));c=f[i>>2]|0}if((c|0)==(d|0))return j|0;f[i>>2]=c+(~(((c+-240-d|0)>>>0)/240|0)*240|0);return j|0}function Zrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;i=j;g=f[a+8>>2]|0;d=a+4|0;c=f[d>>2]|0;if(((g-c|0)/240|0)>>>0>=b>>>0){do{dQb(c|0,0,240)|0;c=(f[d>>2]|0)+240|0;f[d>>2]=c;b=b+-1|0}while((b|0)!=0);u=j;return}d=f[a>>2]|0;e=(c-d|0)/240|0;c=e+b|0;if(c>>>0>17895697)AMb(a);d=(g-d|0)/240|0;g=d<<1;c=d>>>0<8947848?(g>>>0<c>>>0?c:g):17895697;f[i+12>>2]=0;f[i+16>>2]=a+8;do if(!c)h=0;else if(c>>>0>17895697)vd();else{h=pOb(c*240|0)|0;break}while(0);f[i>>2]=h;e=h+(e*240|0)|0;d=i+8|0;g=i+4|0;f[g>>2]=e;f[i+12>>2]=h+(c*240|0);dQb(e|0,0,b*240|0)|0;f[d>>2]=e+(b*240|0);B0(a,i);c=f[g>>2]|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);c=f[i>>2]|0;if(c|0)sOb(c);u=j;return}function _rb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=f[b+16>>2];vsb(a,f[b+4>>2]|0);b=f[b+8>>2]|0;if(!b)return;p=a+4|0;q=a+12|0;s=a+16|0;t=a+8|0;r=b;c=f[p>>2]|0;while(1){k=f[b+8>>2]|0;m=X(k,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;l=(c|0)==0;j=k;a:do if(l){b=0;o=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)b=m&i;else if(m>>>0<c>>>0)b=m;else b=(m>>>0)%(c>>>0)|0;d=f[(f[a>>2]|0)+(b<<2)>>2]|0;if(!d)o=19;else{if(h)while(1){d=f[d>>2]|0;if(!d){o=19;break a}h=f[d+4>>2]|0;if(!((h|0)==(m|0)|(h&i|0)==(b|0))){o=19;break a}if((f[d+8>>2]|0)==(j|0))break a}do{d=f[d>>2]|0;if(!d){o=19;break a}h=f[d+4>>2]|0;if((h|0)!=(m|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(b|0)){o=19;break a}}}while((f[d+8>>2]|0)!=(j|0))}}while(0);if((o|0)==19){o=0;h=pOb(12)|0;f[h+8>>2]=k;f[h+4>>2]=m;f[h>>2]=0;e=+(((f[q>>2]|0)+1|0)>>>0);g=+n[s>>2];do if(l|g*+(c>>>0)<e){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;d=~~+W(+(e/g))>>>0;vsb(a,b>>>0<d>>>0?d:b);b=f[p>>2]|0;d=b+-1|0;if(!(d&b)){c=b;b=d&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}while(0);d=(f[a>>2]|0)+(b<<2)|0;b=f[d>>2]|0;if(!b){f[h>>2]=f[t>>2];f[t>>2]=h;f[d>>2]=t;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;d=c+-1|0;if(!(d&c))b=b&d;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=32}}else{f[h>>2]=f[b>>2];o=32}if((o|0)==32){o=0;f[b>>2]=h}f[q>>2]=(f[q>>2]|0)+1}b=f[r>>2]|0;if(!b)break;else r=b}return}function $rb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;o=f[a+464>>2]|0;d=f[a+488>>2]|0;u=f[a+544>>2]|0;j=f[a+576>>2]|0;h=f[a+584>>2]|0;g=f[a+672>>2]|0;i=f[a+680>>2]|0;s=f[a+896>>2]|0;p=f[a+1456>>2]|0;q=f[a+1496>>2]|0;v=f[a+1536>>2]|0;t=f[a+1576>>2]|0;a:{b:do{e=1;if(e){e=0;if((g|0)==(i|0)){c=u;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)==(c|0))break;else c=c+8|0;do{k=f[c>>2]|0;c=k+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(k|0))}else{while(1){c=f[b>>2]|0;if(!c)break;else b=c}break}}else e=1}if(e)if(1){k=d;while(1){e=k;if((e|0)!=(j|0))break;c=k;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)!=(c|0)){c=c+8|0;do{d=f[c>>2]|0;c=d+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(d|0))}}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((b|0)==(i|0)){t=118;break}else{k=b;g=b}}if((t|0)==118){t=0;c=u;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)==(c|0))break;else c=c+8|0;while(1){s=f[c>>2]|0;c=s+8|0;b=f[c>>2]|0;if((f[b>>2]|0)==(s|0))break b}}else{while(1){c=f[b>>2]|0;if(!c)break;else b=c}break}}f[(a+28|0)>>2]=0;f[s>>2]=0;f[((a+28|0)+8|0)>>2]=0;c=h-(f[(j+24|0)>>2]|0)|0;if(!(c>>3))b=0;else{if(c>>3>>>0>536870911){t=55;f[a+1600>>2]=2;f[a+1604>>2]=4;break a}b=pOb(c)|0;f[s>>2]=b;f[(a+28|0)>>2]=b;f[((a+28|0)+8|0)>>2]=b+(c>>3<<3);d=f[(j+24|0)>>2]|0;c=(f[(j+28|0)>>2]|0)-d|0;if((c|0)>0){bQb(b|0,d|0,c|0)|0;f[s>>2]=b+(c>>>3<<3)|0;b=b+(c>>>3<<3)|0}}f[(a+40|0)>>2]=b;f[(a+24|0)>>2]=(f[e+24>>2]|0)+8;f[(a+20|0)>>2]=f[e+28>>2];f[(a+56|0)>>2]=f[(a+40|0)>>2];f[(a+60|0)>>2]=f[(a+24|0)>>2];f[a>>2]=f[(a+20|0)>>2];Dqb(a+28|0,a+56|0,a+60|0,a)|0;b=f[g+4>>2]|0;if(!b){c=g+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(k|0))do{j=f[c>>2]|0;c=j+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(j|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[(a+44|0)>>2]|0)==(g|0))f[o>>2]=b;f[q>>2]=(f[q>>2]|0)+-1;n_a(f[p>>2]|0,k);d=f[g+24>>2]|0;if(d|0){b=g+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d)}sOb(k);d=u;b=f[d+4>>2]|0;if(!b){b=f[(d+8|0)>>2]|0;if((f[b>>2]|0)!=(u|0)){c=d+8|0;do{k=f[c>>2]|0;c=k+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(k|0))}}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[(a+44|0)>>2]|0)==(d|0))f[o>>2]=b;f[q>>2]=(f[q>>2]|0)+-1;n_a(f[p>>2]|0,u);b=f[d+24>>2]|0;if(b|0){c=f[(d+28|0)>>2]|0;if((c|0)!=(b|0))f[(d+28|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}sOb(u);b=f[(a+28|0)>>2]|0;h=f[b>>2]|0;i=f[b+4>>2]|0;f[a>>2]=h;f[a+4>>2]=i;f[(a+8|0)>>2]=0;f[(a+12|0)>>2]=0;f[(a+16|0)>>2]=0;c=(f[s>>2]|0)-b|0;if(!(c>>3)){e=0;g=0;c=0}else{if(c>>3>>>0>536870911){t=82;f[a+1600>>2]=2;f[a+1604>>2]=4;break a}d=pOb(c)|0;f[(a+12|0)>>2]=d;f[(a+8|0)>>2]=d;f[(a+16|0)>>2]=d+(c>>3<<3)|0;if((c|0)>0){bQb(d|0,b|0,c|0)|0;f[(a+12|0)>>2]=d+(c>>>3<<3)|0;e=d;g=d+(c>>>3<<3)|0;c=d+(c>>3<<3)|0}else{e=d;g=d;c=d+(c>>3<<3)|0}}b=pOb(36)|0;f[(b+16|0)>>2]=h;f[(b+16|0)+4>>2]=i;f[b+24>>2]=e;f[b+28>>2]=g;f[b+32>>2]=c;f[(a+16|0)>>2]=0;f[(a+12|0)>>2]=0;f[(a+8|0)>>2]=0;c=f[v>>2]|0;do if(!c){l=v;n=v}else{while(1){t=f[c+16>>2]|0;if((t|0)==(h|0)?(f[c+20>>2]|0)>(i|0):(t|0)>(h|0)){d=f[c>>2]|0;if(!d){t=88;break}else c=d}else{m=c+4|0;d=f[m>>2]|0;if(!d){t=91;break}else c=d}}if((t|0)==88){t=0;l=c;n=c;break}else if((t|0)==91){t=0;l=c;n=m;break}}while(0);f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=l;f[n>>2]=b;c=f[f[(a+44|0)>>2]>>2]|0;if(c){f[o>>2]=c;b=f[n>>2]|0}r_a(f[p>>2]|0,b);f[q>>2]=(f[q>>2]|0)+1;b=f[(a+8|0)>>2]|0;if(b|0){c=f[(a+12|0)>>2]|0;if((c|0)!=(b|0))f[(a+12|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}h=f[(a+28|0)>>2]|0;e=f[h>>2]|0;g=f[h+4>>2]|0;c=f[v>>2]|0;do if(!c)t=105;else{b=v;c:while(1){d=c;while(1){q=f[d+16>>2]|0;if(!((q|0)==(e|0)?(f[d+20>>2]|0)<(g|0):(q|0)<(e|0)))break;c=f[d+4>>2]|0;if(!c)break c;else d=c}c=f[d>>2]|0;if(!c){b=d;break}else b=d}if((b|0)==(v|0)){t=105;break}q=f[b+16>>2]|0;if((q|0)==(e|0)?(f[b+20>>2]|0)>(g|0):(q|0)>(e|0))t=105;else r=b}while(0);if((t|0)==105){t=0;r=v}if(h|0){b=f[s>>2]|0;if((b|0)!=(h|0))f[s>>2]=b+(~((b+-8-h|0)>>>3)<<3);sOb(h)}b=r}}while(0);if((v|0)==(b|0)){t=123;f[a+1600>>2]=1;break a}else u=b}f[a+544>>2]=u;f[a+1576>>2]=t}function asb(a){a=a|0;var c=0,d=0,e=0.0,g=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0;y=f[a+112>>2]|0;x=f[a+672>>2]|0;z=f[a+1680>>2]|0;a:{if((z|0)==89){c=(cSa(f[(y+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;if(c|0)do{r=f[c+8>>2]|0;do if((f[(r+200|0)>>2]&-268435456|0)==0&0==0&(0!=0|(h[(r+200|0)+4>>0]&3|0)!=0))if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,r,0);b:do if(!(f[(r+196|0)>>2]&2)){l=f[(y+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))z=106;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{A=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));w=!(A*A>=q)?1:A<0.0?0:2;j=(w|0)<(j|0)?w:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break b;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)z=106}}else z=106;while(0);if((z|0)==106){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(e>=0.0){if(x)if(f[(r+196|0)>>2]&134217728|0){w=f[r+104>>2]|0;if(+n[x>>2]*+n[w+312>>2]+(+n[(x+4|0)>>2]*+n[w+316>>2]+ +n[(x+8|0)>>2]*+n[w+320>>2])<+n[w+324>>2])break}prb(y+64|0,+p[(y+464|0)>>3]-e,r);break}}}}while(0);c=f[c>>2]|0}while((c|0)!=0);b[(y+488|0)>>0]=1;z=113}do if((z|0)==113){c:do if(!(Yqb(y+64|0)|0)){d:while(1){$qb(a,y+64|0);switch(b[(a+12|0)>>0]|0){case 0:break d;case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(y,c);c=c+72|0}while((c|0)!=(d|0));w=f[(y+12|0)>>2]|0?y+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;e:do if((f[(s+200|0)>>2]&-268435456|0)==0?(h[(s+200|0)+4>>0]&3|0)==1:0)if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,s,0);f:do if(!(f[(s+196|0)>>2]&2)){r=f[(y+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){z=136;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{A=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break f;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)z=136}else z=136;while(0);do if((z|0)==136){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break e}while(0);prb(y+64|0,+p[(y+464|0)>>3]-e,s);break e}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(y+64|0)|0)break c}f[y+32>>2]=f[a+8>>2];A=+brb(y+64|0,a);p[y+40>>3]=A;f[y+48>>2]=f[(y+484|0)>>2]}while(0);if(!(f[y+32>>2]|0)){b[(y+488|0)>>0]=0;f[(y+484|0)>>2]=2;z=148;break}else{u=a;f[a+1704>>2]=5;break a}}while(0);if((z|0)==148){s=fSa(f[(y+8|0)>>2]|0)|0;c=f[s>>2]|0;s=f[s+4>>2]|0;if((c|0)!=(s|0))do{r=f[c>>2]|0;do if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,r,0);g:do if(!(f[(r+196|0)>>2]&2)){l=f[(y+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))z=164;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{A=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;j=(B|0)<(j|0)?B:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break g;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)z=164}}else z=164;while(0);if((z|0)==164){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(e>=0.0){if(x)if(f[(r+196|0)>>2]&134217728|0){B=f[r+104>>2]|0;if(+n[x>>2]*+n[B+312>>2]+(+n[(x+4|0)>>2]*+n[B+316>>2]+ +n[(x+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break}prb(y+64|0,+p[(y+464|0)>>3]-e,r);break}}}}while(0);c=c+4|0}while((c|0)!=(s|0));b[(y+488|0)>>0]=1}h:do if(!(Yqb(y+64|0)|0)){i:while(1){$qb(a,y+64|0);switch(b[(a+12|0)>>0]|0){case 0:break i;case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(y,c);c=c+72|0}while((c|0)!=(d|0));w=f[(y+12|0)>>2]|0?y+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;j:do if(0==0?(h[s+200+4>>0]&3|0)==1:0)if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,s,0);k:do if(!(f[(s+196|0)>>2]&2)){r=f[(y+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){z=194;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{A=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break k;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)z=194}else z=194;while(0);do if((z|0)==194){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break j}while(0);prb(y+64|0,+p[(y+464|0)>>3]-e,s);break j}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(y+64|0)|0)break h}f[y+32>>2]=f[a+8>>2];A=+brb(y+64|0,a);p[y+40>>3]=A;f[y+48>>2]=f[(y+484|0)>>2]}while(0);if(f[y+32>>2]|0){u=a;f[a+1704>>2]=5;break a}b[(y+488|0)>>0]=0;f[(y+484|0)>>2]=4;u=a;f[a+1704>>2]=5;break a}f[a+1680>>2]=z}function bsb(a){a=a|0;var c=0,d=0,e=0.0,g=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0;A=f[a+112>>2]|0;z=f[a+1744>>2]|0;B=f[a+1768>>2]|0;a:{if((B|0)==78){c=(cSa(f[(A+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;if(c|0)do{r=f[c+8>>2]|0;d=f[(r+200|0)>>2]|0;y=h[(r+200|0)+4>>0]|0;do if(!(0==0&(y&3|0)==0)){if(f[(r+196|0)>>2]&1){y=(f[(a+56|0)>>2]|0)+8|0;x=(AQa(f[y>>2]|0)|0)+112|0;e=+p[x>>3];y=(AQa(f[y>>2]|0)|0)+120|0;o=+p[y>>3];m=+n[r+144>>2];q=+n[r+148>>2];q=(!(e<=4.827976454180316e-07)?e:0.0)-(!(m<=4.827976454180316e-07)?m:0.0)+((!(o>=.9999995231628418)?o:1.0)-(!(q>=.9999995231628418)?q:1.0));if(!(!(q+-9.999999747378752e-06>0.0)&!(q+9.999999747378752e-06<0.0)))break;d=f[(r+200|0)>>2]|0}if((d&-268435456|0)==0&0==0)if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,r,0);b:do if(!(f[(r+196|0)>>2]&2)){l=f[(A+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))B=99;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{C=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));y=!(C*C>=q)?1:C<0.0?0:2;j=(y|0)<(j|0)?y:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break b;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)B=99}}else B=99;while(0);if((B|0)==99){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(e>=0.0){if(z)if(f[(r+196|0)>>2]&134217728|0){y=f[r+104>>2]|0;if(+n[z>>2]*+n[y+312>>2]+(+n[(z+4|0)>>2]*+n[y+316>>2]+ +n[(z+8|0)>>2]*+n[y+320>>2])<+n[y+324>>2])break}prb(A+64|0,+p[(A+464|0)>>3]-e,r);break}}}}}while(0);c=f[c>>2]|0}while((c|0)!=0);b[(A+488|0)>>0]=1;B=106}do if((B|0)==106){c:do if(!(Yqb(A+64|0)|0)){d:while(1){$qb(a,A+64|0);x=1;y=b[(a+12|0)>>0]|0;if(x)switch(y|0){case 0:break d;default:x=1}if(x){x=0;switch(y|0){case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(A,c);c=c+72|0}while((c|0)!=(d|0));w=f[(A+12|0)>>2]|0?A+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;g=f[(s+200|0)>>2]|0;r=h[(s+200|0)+4>>0]|0;e:do if(0==0&(r&3|0)==1){if(f[(s+196|0)>>2]&1){r=(f[(a+56|0)>>2]|0)+8|0;l=(AQa(f[r>>2]|0)|0)+112|0;m=+p[l>>3];r=(AQa(f[r>>2]|0)|0)+120|0;q=+p[r>>3];o=+n[s+144>>2];C=+n[s+148>>2];C=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(C>=.9999995231628418)?C:1.0));if(!(!(C+-9.999999747378752e-06>0.0)&!(C+9.999999747378752e-06<0.0)))break;g=f[(s+200|0)>>2]|0}if((g&-268435456|0)==0&0==0)if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0)){if(!(zLa(g+68|0)|0))break;Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,s,0);f:do if(!(f[(s+196|0)>>2]&2)){r=f[(A+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){B=133;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{C=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));D=!(C*C>=q)?1:C<0.0?0:2;k=(D|0)<(k|0)?D:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break f;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)B=133}else B=133;while(0);do if((B|0)==133){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;D=f[s+104>>2]|0;if(+n[w>>2]*+n[D+312>>2]+(+n[(w+4|0)>>2]*+n[D+316>>2]+ +n[(w+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break e}while(0);prb(A+64|0,+p[(A+464|0)>>3]-e,s);break e}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(A+64|0)|0)break c}f[A+32>>2]=f[a+8>>2];C=+brb(A+64|0,a);p[A+40>>3]=C;f[A+48>>2]=f[(A+484|0)>>2]}while(0);if(!(f[A+32>>2]|0)){b[(A+488|0)>>0]=0;f[(A+484|0)>>2]=2;B=145;break}else{u=a;f[a+1840>>2]=5;break a}}while(0);if((B|0)==145){g=fSa(f[A+8>>2]|0)|0;c=f[g>>2]|0;g=f[g+4>>2]|0;g:do if((c|0)!=(g|0)){if(!z)while(1){d=f[c>>2]|0;e=+Crb(A,d,f[(a+56|0)>>2]|0);if(e>=0.0)prb(A+64|0,+p[(A+464|0)>>3]-e,d);c=c+4|0;if((c|0)==(g|0))break g}do{d=f[c>>2]|0;e=+Crb(A,d,f[(a+56|0)>>2]|0);do if(e>=0.0){if(f[d+196>>2]&134217728|0){D=f[d+104>>2]|0;if(+n[z>>2]*+n[D+312>>2]+(+n[(z+4|0)>>2]*+n[D+316>>2]+ +n[(z+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break}prb(A+64|0,+p[(A+464|0)>>3]-e,d)}while(0);c=c+4|0}while((c|0)!=(g|0))}while(0);b[(A+488|0)>>0]=1}h:do if(!(Yqb(A+64|0)|0)){i:while(1){$qb(a,A+64|0);x=1;y=b[(a+12|0)>>0]|0;if(x)switch(y|0){case 0:break i;default:x=1}if(x){x=0;switch(y|0){case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(A,c);c=c+72|0}while((c|0)!=(d|0));w=f[(A+12|0)>>2]|0?A+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;j:do if(0==0?(h[s+200+4>>0]&3|0)==1:0){if(f[(s+196|0)>>2]&1|0){D=(f[(a+56|0)>>2]|0)+8|0;z=(AQa(f[D>>2]|0)|0)+112|0;m=+p[z>>3];D=(AQa(f[D>>2]|0)|0)+120|0;q=+p[D>>3];o=+n[s+144>>2];C=+n[s+148>>2];C=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(C>=.9999995231628418)?C:1.0));if(!(!(C+-9.999999747378752e-06>0.0)&!(C+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,s,0);k:do if(!(f[(s+196|0)>>2]&2)){r=f[(A+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){B=181;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{C=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));D=!(C*C>=q)?1:C<0.0?0:2;k=(D|0)<(k|0)?D:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break k;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)B=181}else B=181;while(0);do if((B|0)==181){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;D=f[s+104>>2]|0;if(+n[w>>2]*+n[D+312>>2]+(+n[(w+4|0)>>2]*+n[D+316>>2]+ +n[(w+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break j}while(0);prb(A+64|0,+p[(A+464|0)>>3]-e,s);break j}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(A+64|0)|0)break h}f[A+32>>2]=f[a+8>>2];C=+brb(A+64|0,a);p[A+40>>3]=C;f[A+48>>2]=f[(A+484|0)>>2]}while(0);if(f[A+32>>2]|0){u=a;f[a+1840>>2]=5;break a}b[(A+488|0)>>0]=0;f[(A+484|0)>>2]=4;u=a;f[a+1840>>2]=5;break a}f[a+1768>>2]=B}function csb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0;x=f[a+320>>2]|0;v=f[a+2024>>2]|0;d=f[a+2344>>2]|0;s=f[a+2352>>2]|0;j=f[a+2360>>2]|0;q=f[a+3456>>2]|0;y=f[a+5320>>2]|0;A=f[a+5336>>2]|0;B=f[a+5344>>2]|0;z=f[a+5424>>2]|0;a:do{l=1;if(l){l=0;if(!(b[x+8>>0]|0))if(((s|0)/120|0)>>>0>1&(b[x+20>>0]|0)!=0){i=1;k=+p[d+96>>3];while(1){C=k;k=+p[d+(i*120|0)+96>>3];if(!(!(C<k)|!(k>=1.0)))break;i=i+1|0;if(i>>>0>=((s|0)/120|0)>>>0){i=q;break a}}if(i>>>0>((s|0)/120|0)>>>0){tsb(x+144|0,i-((s|0)/120|0)|0);i=f[(x+148|0)>>2]|0;break}if(i>>>0<((s|0)/120|0)>>>0){i=d+(i*120|0)|0;if((i|0)==(j|0))i=q;else{f[(x+148|0)>>2]=j+(~(((j+-120-i|0)>>>0)/120|0)*120|0)|0;i=j+(~(((j+-120-i|0)>>>0)/120|0)*120|0)|0}}else i=q}else i=q;else l=1}if(l)if(1){do{i=1;if(i){i=0;if(!s){m=d;o=q}else i=1}if(i)if(1){i=0;while(1){if(i|0?+p[d+(i*120|0)+96>>3]<1.0:0)r=d;else{if(!(Usb(x,d+(i*120|0)|0)|0))break;r=f[(x+144|0)>>2]|0}b[d+(i*120|0)+112>>0]=1;d=i+1|0;if(d>>>0<((s|0)/120|0)>>>0){i=d;d=r}else{z=280;break}}if((z|0)==280){m=r;o=f[(x+148|0)>>2]|0;break}d=i+1|0;b:do if(d>>>0<((s|0)/120|0)>>>0){j=d;while(1){d=f[(x+144|0)>>2]|0;C=+p[d+(j*120|0)+96>>3];if(!((C>=1.0?!(+p[d+(i*120|0)+96>>3]<C):1)|(b[(x+20|0)>>0]|0)==0))break;r=(Usb(x,d+(j*120|0)|0)|0)&1;b[d+(j*120|0)+112>>0]=r;d=j+1|0;if(d>>>0<((s|0)/120|0)>>>0){i=j;j=d}else break b}i=f[(x+148|0)>>2]|0;if(j>>>0>((i-d|0)/120|0)>>>0){tsb(x+144|0,j-((i-d|0)/120|0)|0);break}if(j>>>0<((i-d|0)/120|0)>>>0){d=d+(j*120|0)|0;if((d|0)!=(i|0))f[(x+148|0)>>2]=i+(~(((i+-120-d|0)>>>0)/120|0)*120|0)}}while(0);i=f[(x+144|0)>>2]|0;j=f[(x+148|0)>>2]|0;c:do if((i|0)==(j|0)){u=i;z=294}else{d=i;do{if(b[d+112>>0]|0){u=d;z=294;break c}d=d+120|0}while((d|0)!=(j|0));g=j;t=i;c=j}while(0);if((z|0)==294){d=u;if((u|0)==(j|0)){g=d;t=i;c=j}else{c=d;g=d;d:while(1){do{d=c;c=d+120|0;if((d+120|0|0)==(j|0))break d}while((b[d+232>>0]|0)!=0);i=g;y=g;A=d+120|0;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));C=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(i+40|0)>>3];p[(i+40|0)>>3]=C;C=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(i+48|0)>>3];p[(i+48|0)>>3]=C;C=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(i+56|0)>>3];p[(i+56|0)>>3]=C;f[(i+64|0)>>2]=f[(d+184|0)>>2];f[(i+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(i+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(i+64|0)+12>>2]=f[(d+184|0)+12>>2];C=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(i+80|0)>>3];p[(i+80|0)>>3]=C;C=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(i+88|0)>>3];p[(i+88|0)>>3]=C;f[(i+96|0)>>2]=f[(d+216|0)>>2];f[(i+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(i+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(i+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(i+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;g=i+120|0}t=f[(x+144|0)>>2]|0;c=f[(x+148|0)>>2]|0}}d=t+(((g-t|0)/120|0)*120|0)|0;if((c|0)==(g|0)){i=c;break a}g=d+(((c-g|0)/120|0)*120|0)|0;if((g|0)!=(c|0)){do{y=d;A=g;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));t=g+40|0;C=+p[t>>3];u=d+40|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=g+48|0;C=+p[u>>3];t=d+48|0;p[u>>3]=+p[t>>3];p[t>>3]=C;t=g+56|0;C=+p[t>>3];u=d+56|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=d+64|0;t=g+64|0;f[u>>2]=f[t>>2];f[u+4>>2]=f[t+4>>2];f[u+8>>2]=f[t+8>>2];f[u+12>>2]=f[t+12>>2];u=g+80|0;C=+p[u>>3];t=d+80|0;p[u>>3]=+p[t>>3];p[t>>3]=C;t=g+88|0;C=+p[t>>3];u=d+88|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=d+96|0;t=g+96|0;f[u>>2]=f[t>>2];f[u+4>>2]=f[t+4>>2];f[u+8>>2]=f[t+8>>2];f[u+12>>2]=f[t+12>>2];b[u+16>>0]=b[t+16>>0]|0;g=g+120|0;d=d+120|0}while((g|0)!=(c|0));c=f[(x+148|0)>>2]|0}if((c|0)==(d|0)){i=c;break a}i=c+(~(((c+-120-d|0)>>>0)/120|0)*120|0)|0;f[(x+148|0)>>2]=i;break a}}while(0);if((o|0)==(m|0))i=o;else{i=o+(~(((o+-120-m|0)>>>0)/120|0)*120|0)|0;f[(x+148|0)>>2]=i}}}while(0);c=f[(x+144|0)>>2]|0;if((c|0)!=(i|0))do{ARa(a+296|0,v,c);d=f[(a+296|0)>>2]|0;g=f[((a+296|0)+4|0)>>2]|0;if(g|0)iOb(g);t=f[d+4>>2]|0;u=Pg[f[(f[t>>2]|0)+16>>2]&1023](t)|0;f[c+16>>2]=u;oh[f[(f[t>>2]|0)+12>>2]&1023](a+144|0,t);t=f[(a+144|0)+4>>2]|0;u=c+8|0;f[u>>2]=f[(a+144|0)>>2];f[u+4>>2]=t;u=ZPb(f[(d+200|0)>>2]|0,h[(d+200|0)+4>>0]&255|0,28)|0;f[c+32>>2]=u&15;p[c+64>>3]=+p[c+96>>3];p[c+72>>3]=+p[c+104>>3];c=c+120|0}while((c|0)!=(i|0));if(b[x+22>>0]|0){f[(a+272|0)>>2]=0;f[(a+272|0)+4>>2]=0;f[(a+272|0)+8>>2]=0;f[(a+272|0)+12>>2]=0;n[(a+272|0)+16>>2]=1.0;_rb(a+120|0,a+272|0);c=f[(x+144|0)>>2]|0;i=f[(x+148|0)>>2]|0;f[(a+144|0)>>2]=v;f[(a+144|0)+4>>2]=a+120|0;e:do if((c|0)==(i|0)){w=c;z=316}else{do{if(usb(a+144|0,c)|0){w=c;z=316;break e}c=c+120|0}while((c|0)!=(i|0));e=i}while(0);f:do if((z|0)==316){c=w;if((w|0)==(i|0))e=c;else{d=c;e=c;while(1){c=d;do{d=c;c=d+120|0;if((d+120|0|0)==(i|0))break f}while(usb(a+144|0,d+120|0)|0);g=e;y=e;A=d+120|0;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));C=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=C;C=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=C;C=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=C;f[(g+64|0)>>2]=f[(d+184|0)>>2];f[(g+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(g+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(g+64|0)+12>>2]=f[(d+184|0)+12>>2];C=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=C;C=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(g+88|0)>>3];p[(g+88|0)>>3]=C;f[(g+96|0)>>2]=f[(d+216|0)>>2];f[(g+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(g+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(g+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(g+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;d=c;e=g+120|0}}}while(0);c=f[(x+148|0)>>2]|0;d=f[(x+144|0)>>2]|0;d=d+(((e-d|0)/120|0)*120|0)|0;if((c|0)!=(e|0)){e=d+(((c-e|0)/120|0)*120|0)|0;if((e|0)!=(c|0)){do{y=d;A=e;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));v=e+40|0;C=+p[v>>3];w=d+40|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=e+48|0;C=+p[w>>3];v=d+48|0;p[w>>3]=+p[v>>3];p[v>>3]=C;v=e+56|0;C=+p[v>>3];w=d+56|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=d+64|0;v=e+64|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];w=e+80|0;C=+p[w>>3];v=d+80|0;p[w>>3]=+p[v>>3];p[v>>3]=C;v=e+88|0;C=+p[v>>3];w=d+88|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=d+96|0;v=e+96|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];b[w+16>>0]=b[v+16>>0]|0;e=e+120|0;d=d+120|0}while((e|0)!=(c|0));c=f[(x+148|0)>>2]|0}if((c|0)!=(d|0))f[(x+148|0)>>2]=c+(~(((c+-120-d|0)>>>0)/120|0)*120|0)}c=f[(a+120|0)+8>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);c=f[(a+120|0)>>2]|0;f[(a+120|0)>>2]=0;if(c|0)sOb(c);c=f[(a+272|0)+8>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);c=f[(a+272|0)>>2]|0;f[(a+272|0)>>2]=0;if(c|0)sOb(c)}f[a+5320>>2]=y;f[a+5336>>2]=A;f[a+5344>>2]=B;f[a+5424>>2]=z}function dsb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0,A=0,B=0,D=0,E=0,F=0.0,G=0.0,H=0.0;D=f[a+320>>2]|0;r=f[a+3432>>2]|0;A=f[a+4752>>2]|0;t=f[a+4936>>2]|0;w=f[a+4944>>2]|0;i=f[a+4952>>2]|0;E=f[a+5424>>2]|0;a:do{q=1;if(q){q=0;if(!(b[(D+8|0)>>0]|0))if(((w|0)/208|0)>>>0>1&(b[D+20>>0]|0)!=0){d=1;j=+p[t+184>>3];while(1){k=j;j=+p[t+(d*208|0)+184>>3];if(!(!(k<j)|!(j>=1.0)))break;d=d+1|0;if(d>>>0>=((w|0)/208|0)>>>0){d=r;break a}}if(d>>>0>((w|0)/208|0)>>>0){qsb(D+132|0,d-((w|0)/208|0)|0);d=f[(D+136|0)>>2]|0;break}if(d>>>0<((w|0)/208|0)>>>0){d=t+(d*208|0)|0;if((d|0)==(i|0))d=r;else{m=i;while(1){i=m+-208|0;f[(D+136|0)>>2]=i;o=f[m+-120>>2]|0;if(o){i=m+-116|0;m=f[i>>2]|0;if((m|0)!=(o|0))f[i>>2]=m+(~(((m+-12-o|0)>>>0)/12|0)*12|0);sOb(o);i=f[(D+136|0)>>2]|0}if((i|0)==(d|0))break;else m=i}}}else d=r}else d=r;else q=1}if(q)if(1){do{d=1;if(d){d=0;if(!w){v=t;s=r}else d=1}if(d)if(1){i=0;d=t;while(1){if(i|0?+p[d+(i*208|0)+184>>3]<1.0:0)u=d;else{if(!(Psb(D,d+(i*208|0)|0)|0))break;u=f[(D+132|0)>>2]|0}b[d+(i*208|0)+200>>0]=1;d=i+1|0;if(d>>>0<((w|0)/208|0)>>>0){i=d;d=u}else{E=149;break}}if((E|0)==149){v=u;s=f[(D+136|0)>>2]|0;break}d=i+1|0;b:do if(d>>>0<((w|0)/208|0)>>>0){o=d;while(1){m=f[(D+132|0)>>2]|0;k=+p[m+(o*208|0)+184>>3];if(!((k>=1.0?!(+p[m+(i*208|0)+184>>3]<k):1)|(b[(D+20|0)>>0]|0)==0))break;d=(Psb(D,m+(o*208|0)|0)|0)&1;b[m+(o*208|0)+200>>0]=d;d=o+1|0;if(d>>>0<((w|0)/208|0)>>>0){i=o;o=d}else break b}d=f[(D+136|0)>>2]|0;if(o>>>0>((d-m|0)/208|0)>>>0){qsb(D+132|0,o-((d-m|0)/208|0)|0);break}if(o>>>0<((d-m|0)/208|0)>>>0){o=m+(o*208|0)|0;if((o|0)!=(d|0)){i=d;while(1){d=i+-208|0;f[(D+136|0)>>2]=d;m=f[i+-120>>2]|0;if(m){d=i+-116|0;i=f[d>>2]|0;if((i|0)!=(m|0))f[d>>2]=i+(~(((i+-12-m|0)>>>0)/12|0)*12|0);sOb(m);d=f[(D+136|0)>>2]|0}if((d|0)==(o|0))break;else i=d}}}}while(0);i=f[(D+132|0)>>2]|0;m=f[(D+136|0)>>2]|0;c:do if((i|0)==(m|0)){y=i;E=171}else{d=i;do{if(b[d+200>>0]|0){y=d;E=171;break c}d=d+208|0}while((d|0)!=(m|0));g=m;c=m;x=i}while(0);if((E|0)==171){g=y;if((y|0)==(m|0)){c=m;x=i}else{c=g;d:while(1){do{d=c;c=d+208|0;if((d+208|0|0)==(m|0))break d}while((b[d+408>>0]|0)!=0);y=g;psb(y,d+208|0)|0;g=y+208|0}c=f[(D+136|0)>>2]|0;x=f[(D+132|0)>>2]|0}}d=x+(((g-x|0)/208|0)*208|0)|0;if((c|0)==(g|0)){d=c;break a}g=d+(((c-g|0)/208|0)*208|0)|0;if((g|0)!=(c|0)){do{psb(d,g)|0;g=g+208|0;d=d+208|0}while((g|0)!=(c|0));c=f[(D+136|0)>>2]|0}if((c|0)==(d|0)){d=c;break a}while(1){g=c+-208|0;f[(D+136|0)>>2]=g;i=f[c+-120>>2]|0;if(!i)c=g;else{c=c+-116|0;g=f[c>>2]|0;if((g|0)!=(i|0))f[c>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(i);c=f[(D+136|0)>>2]|0}if((c|0)==(d|0))break a}}}while(0);if((s|0)==(v|0))d=s;else{d=s;while(1){c=d+-208|0;f[(D+136|0)>>2]=c;g=f[d+-120>>2]|0;if(g){c=d+-116|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~(((d+-12-g|0)>>>0)/12|0)*12|0);sOb(g);c=f[(D+136|0)>>2]|0}if((c|0)==(v|0)){d=v;break}else d=c}}}}while(0);c=f[(D+132|0)>>2]|0;if((c|0)!=(d|0))do{ARa(a+296|0,A,c);t=f[(a+296|0)>>2]|0;g=f[((a+296|0)+4|0)>>2]|0;if(g|0)iOb(g);m=f[(t+4|0)>>2]|0;i=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;f[c+16>>2]=i;oh[f[(f[m>>2]|0)+12>>2]&1023](a+144|0,m);m=f[(a+144|0)+4>>2]|0;i=c+8|0;f[i>>2]=f[(a+144|0)>>2];f[i+4>>2]=m;i=ZPb(f[(t+200|0)>>2]|0,h[(t+200|0)+4>>0]&255|0,28)|0;f[c+32>>2]=i&15;p[c+104>>3]=+p[c+184>>3];p[c+112>>3]=+p[c+192>>3];i=c+36|0;f[i>>2]=1065353216;m=c+40|0;f[m>>2]=1065353216;o=c+44|0;f[o>>2]=1065353216;q=c+48|0;f[q>>2]=0;r=c+52|0;f[r>>2]=0;s=c+56|0;f[s>>2]=0;g=f[c+24>>2]|0;if((g|0)>-1){f[(a+272|0)>>2]=g;if(b[(D+25|0)>>0]|0){cEa(a+144|0,t,1,a+272|0,1);g=f[(a+144|0)>>2]|0;f[(a+144|0)>>2]=f[i>>2];f[i>>2]=g;g=f[((a+144|0)+4|0)>>2]|0;f[((a+144|0)+4|0)>>2]=f[m>>2];f[m>>2]=g;g=f[((a+144|0)+8|0)>>2]|0;f[((a+144|0)+8|0)>>2]=f[o>>2];f[o>>2]=g;g=f[((a+144|0)+12|0)>>2]|0;f[((a+144|0)+12|0)>>2]=f[q>>2];f[q>>2]=g;g=f[((a+144|0)+16|0)>>2]|0;f[((a+144|0)+16|0)>>2]=f[r>>2];f[r>>2]=g;f[s>>2]=f[((a+144|0)+20|0)>>2];g=f[(a+272|0)>>2]|0}r=c+88|0;_Da(f[(f[(t+4|0)>>2]|0)+44>>2]|0,g,r);Ksb(a+144|0,D,f[t+96>>2]|0,t);o=f[r>>2]|0;q=f[c+92>>2]|0;if((o|0)!=(q|0)){g=o;do{H=+n[g>>2];x=g+4|0;G=+n[x>>2];y=g+8|0;F=+n[y>>2];j=H*+n[((a+144|0)+4|0)>>2]+G*+n[((a+144|0)+20|0)>>2]+F*+n[((a+144|0)+36|0)>>2]+ +n[((a+144|0)+52|0)>>2];k=H*+n[((a+144|0)+8|0)>>2]+G*+n[((a+144|0)+24|0)>>2]+F*+n[((a+144|0)+40|0)>>2]+ +n[((a+144|0)+56|0)>>2];n[g>>2]=+n[(a+144|0)>>2]*H+ +n[((a+144|0)+16|0)>>2]*G+ +n[((a+144|0)+32|0)>>2]*F+ +n[((a+144|0)+48|0)>>2];n[x>>2]=j;n[y>>2]=k;g=g+12|0}while((g|0)!=(q|0))}e:do if(!(q-o|0)){j=C;g=c+100|0}else{g=c+100|0;i=0;j=C;k=C;m=o;while(1){p[(a+144|0)>>3]=+n[m+(i*12|0)>>2];p[((a+144|0)+8|0)>>3]=+n[m+(i*12|0)+4>>2];p[((a+144|0)+16|0)>>3]=+n[m+(i*12|0)+8>>2];m=f[(t+108|0)>>2]|0;if(!m)E=203;else if(Wtb(D,m,a+144|0)|0)E=203;else{z=j;l=k}if((E|0)==203){E=0;eub(a+120|0,D,a+144|0,0);do if(b[(a+120|0)>>0]|0){l=+p[((a+120|0)+16|0)>>3];if(!(l<j))break;k=+p[((a+120|0)+8|0)>>3];f[g>>2]=i;j=l}while(0);z=j;l=k}i=i+1|0;if(i>>>0>=((q-o|0|0)/12|0)>>>0){j=l;break e}j=z;k=l;m=f[r>>2]|0}}while(0);i=f[g>>2]|0;if((i|0)>-1){y=f[r>>2]|0;p[(a+144|0)>>3]=+n[y+(i*12|0)>>2];p[((a+144|0)+8|0)>>3]=+n[y+(i*12|0)+4>>2];p[((a+144|0)+16|0)>>3]=+n[y+(i*12|0)+8>>2];sjb(a+120|0,f[(D+56|0)>>2]|0,a+144|0);b[(a+112|0)>>0]=0;p[(a+40|0)>>3]=+p[(a+144|0)>>3];p[(a+48|0)>>3]=+p[((a+144|0)+8|0)>>3];p[(a+56|0)>>3]=+p[((a+144|0)+16|0)>>3];G=+p[(a+120|0)>>3];p[(a+80|0)>>3]=G;H=+p[((a+120|0)+8|0)>>3];p[(a+88|0)>>3]=H;y=f[(D+56|0)>>2]|0;G=G-+p[y+24>>3];H=H-+p[y+32>>3];p[(a+96|0)>>3]=G*G+H*H;p[(a+104|0)>>3]=j;do if(b[(D+8|0)>>0]|0){if(!(Usb(D,a)|0))break;f[g>>2]=-1}while(0)}}c=c+208|0}while((c|0)!=(d|0));if(b[D+22>>0]|0){f[(a+272|0)>>2]=0;f[(a+272|0)+4>>2]=0;f[(a+272|0)+8>>2]=0;f[(a+272|0)+12>>2]=0;n[(a+272|0)+16>>2]=1.0;_rb(a+252|0,a+272|0);c=f[(D+132|0)>>2]|0;g=f[(D+136|0)>>2]|0;f[(a+144|0)>>2]=A;f[(a+144|0)+4>>2]=a+252|0;f:do if((c|0)==(g|0)){B=c;E=219}else{do{if(rsb(a+144|0,c)|0){B=c;E=219;break f}c=c+208|0}while((c|0)!=(g|0));e=g}while(0);g:do if((E|0)==219){d=B;if((B|0)==(g|0))e=d;else{c=d;e=d;while(1){do{d=c+208|0;c=d;if((d|0)==(g|0))break g}while(rsb(a+144|0,d)|0);B=e;psb(B,d)|0;e=B+208|0}}}while(0);c=f[(D+136|0)>>2]|0;d=f[(D+132|0)>>2]|0;d=d+(((e-d|0)/208|0)*208|0)|0;if((c|0)!=(e|0)){e=d+(((c-e|0)/208|0)*208|0)|0;if((e|0)!=(c|0)){do{psb(d,e)|0;e=e+208|0;d=d+208|0}while((e|0)!=(c|0));c=f[(D+136|0)>>2]|0}if((c|0)!=(d|0))do{e=c+-208|0;f[(D+136|0)>>2]=e;g=f[c+-120>>2]|0;if(!g)c=e;else{c=c+-116|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g);c=f[(D+136|0)>>2]|0}}while((c|0)!=(d|0))}c=f[(a+252|0)+8>>2]|0;if(c|0)do{D=c;c=f[c>>2]|0;sOb(D)}while((c|0)!=0);c=f[(a+252|0)>>2]|0;f[(a+252|0)>>2]=0;if(c|0)sOb(c);c=f[(a+272|0)+8>>2]|0;if(c|0)do{D=c;c=f[c>>2]|0;sOb(D)}while((c|0)!=0);c=f[(a+272|0)>>2]|0;f[(a+272|0)>>2]=0;if(c|0)sOb(c)}f[a+5424>>2]=E}function esb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0;t=f[a+320>>2]|0;l=f[a+816>>2]|0;u=f[a+1360>>2]|0;c=f[a+3408>>2]|0;v=f[a+5320>>2]|0;y=f[a+5336>>2]|0;z=f[a+5344>>2]|0;w=f[a+5424>>2]|0;x=f[a+5448>>2]|0;if(x){x=0;if(1){k=f[(t+48|0)>>2]|0;l=b[t+32>>0]|0;d=f[(t+156|0)>>2]|0;m=f[(t+160|0)>>2]|0;a:do if((d|0)==(m|0)){i=d;w=23}else{do{if(!(FSa(k,d,l)|0)){i=d;w=23;break a}d=d+240|0}while((d|0)!=(m|0));h=m}while(0);b:do if((w|0)==23){e=i;d=1;if(d){d=0;if((i|0)==(m|0))h=e;else d=1}if(d)if(1){d=e;h=e;while(1){do{e=d;d=e+240|0;if((e+240|0|0)==(m|0))break b}while(!(FSa(k,e+240|0,l)|0));i=h;v=h;y=e+240|0;z=v+36|0;do{f[v>>2]=f[y>>2];v=v+4|0;y=y+4|0}while((v|0)<(z|0));j=+p[(e+280|0)>>3];p[(e+280|0)>>3]=+p[(i+40|0)>>3];p[(i+40|0)>>3]=j;j=+p[(e+288|0)>>3];p[(e+288|0)>>3]=+p[(i+48|0)>>3];p[(i+48|0)>>3]=j;j=+p[(e+296|0)>>3];p[(e+296|0)>>3]=+p[(i+56|0)>>3];p[(i+56|0)>>3]=j;j=+p[(e+304|0)>>3];p[(e+304|0)>>3]=+p[(i+64|0)>>3];p[(i+64|0)>>3]=j;j=+p[(e+312|0)>>3];p[(e+312|0)>>3]=+p[(i+72|0)>>3];p[(i+72|0)>>3]=j;j=+p[(e+320|0)>>3];p[(e+320|0)>>3]=+p[(i+80|0)>>3];p[(i+80|0)>>3]=j;h=f[(e+328|0)>>2]|0;f[(e+328|0)>>2]=f[(i+88|0)>>2];f[(i+88|0)>>2]=h;h=f[(e+332|0)>>2]|0;f[(e+332|0)>>2]=f[(i+92|0)>>2];f[(i+92|0)>>2]=h;h=f[(e+336|0)>>2]|0;f[(e+336|0)>>2]=f[(i+96|0)>>2];f[(i+96|0)>>2]=h;h=f[(e+340|0)>>2]|0;f[(e+340|0)>>2]=f[(i+100|0)>>2];f[(i+100|0)>>2]=h;h=f[(e+344|0)>>2]|0;f[(e+344|0)>>2]=f[(i+104|0)>>2];f[(i+104|0)>>2]=h;h=f[(e+348|0)>>2]|0;f[(e+348|0)>>2]=f[(i+108|0)>>2];f[(i+108|0)>>2]=h;j=+p[(e+352|0)>>3];p[(e+352|0)>>3]=+p[(i+112|0)>>3];p[(i+112|0)>>3]=j;j=+p[(e+360|0)>>3];p[(e+360|0)>>3]=+p[(i+120|0)>>3];p[(i+120|0)>>3]=j;j=+p[(e+368|0)>>3];p[(e+368|0)>>3]=+p[(i+128|0)>>3];p[(i+128|0)>>3]=j;j=+p[(e+376|0)>>3];p[(e+376|0)>>3]=+p[(i+136|0)>>3];p[(i+136|0)>>3]=j;j=+p[(e+384|0)>>3];p[(e+384|0)>>3]=+p[(i+144|0)>>3];p[(i+144|0)>>3]=j;j=+p[(e+392|0)>>3];p[(e+392|0)>>3]=+p[(i+152|0)>>3];p[(i+152|0)>>3]=j;j=+p[(e+400|0)>>3];p[(e+400|0)>>3]=+p[(i+160|0)>>3];p[(i+160|0)>>3]=j;j=+p[(e+408|0)>>3];p[(e+408|0)>>3]=+p[(i+168|0)>>3];p[(i+168|0)>>3]=j;j=+p[(e+416|0)>>3];p[(e+416|0)>>3]=+p[(i+176|0)>>3];p[(i+176|0)>>3]=j;f[(i+184|0)>>2]=f[(e+424|0)>>2];f[(i+184|0)+4>>2]=f[(e+424|0)+4>>2];f[(i+184|0)+8>>2]=f[(e+424|0)+8>>2];f[(i+184|0)+12>>2]=f[(e+424|0)+12>>2];j=+p[(e+440|0)>>3];p[(e+440|0)>>3]=+p[(i+200|0)>>3];p[(i+200|0)>>3]=j;j=+p[(e+448|0)>>3];p[(e+448|0)>>3]=+p[(i+208|0)>>3];p[(i+208|0)>>3]=j;f[(i+216|0)>>2]=f[(e+456|0)>>2];f[(i+216|0)+4>>2]=f[(e+456|0)+4>>2];f[(i+216|0)+8>>2]=f[(e+456|0)+8>>2];f[(i+216|0)+12>>2]=f[(e+456|0)+12>>2];b[(i+216|0)+16>>0]=b[(e+456|0)+16>>0]|0;h=i+240|0}}}while(0);f[(a+272|0)>>2]=h;f[(a+120|0)>>2]=f[(t+160|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];Yrb(t+156|0,a+296|0,a+144|0)|0;l=t+160|0}else x=1}i=f[l>>2]|0;d=f[(t+156|0)>>2]|0;k=(i-d|0|0)/240|0;c:do{h=1;if(h){h=0;if(!(b[t+8>>0]|0)){if(k>>>0>1&(b[t+20>>0]|0)!=0){e=1;j=+p[d+216>>3];while(1){A=j;j=+p[d+(e*240|0)+216>>3];if(!(!(A<j)|!(j>=1.0)))break;e=e+1|0;if(e>>>0>=k>>>0)break c}if(e>>>0>k>>>0){Zrb(t+156|0,e-k|0);break}if(e>>>0<k>>>0){e=d+(e*240|0)|0;if((e|0)!=(i|0))f[(t+160|0)>>2]=i+(~(((i+-240-e|0)>>>0)/240|0)*240|0)}}}else h=1}if(h)if(1){do{e=1;if(e){e=0;if(!(i-d|0)){n=d;o=i}else e=1}if(e)if(1){e=0;while(1){if(e|0?+p[d+(e*240|0)+216>>3]<1.0:0)q=d;else{if(!(Vsb(t,d+(e*240|0)|0)|0))break;q=f[(t+156|0)>>2]|0}b[d+(e*240|0)+232>>0]=1;d=e+1|0;if(d>>>0<k>>>0){e=d;d=q}else{w=46;break}}if((w|0)==46){n=q;o=f[(t+160|0)>>2]|0;break}d=e+1|0;d:do if(d>>>0<k>>>0){h=d;while(1){d=f[(t+156|0)>>2]|0;A=+p[d+(h*240|0)+216>>3];if(!((A>=1.0?!(+p[d+(e*240|0)+216>>3]<A):1)|(b[(t+20|0)>>0]|0)==0))break;q=(Vsb(t,d+(h*240|0)|0)|0)&1;b[d+(h*240|0)+232>>0]=q;d=h+1|0;if(d>>>0<k>>>0){e=h;h=d}else break d}e=f[l>>2]|0;if(h>>>0>((e-d|0)/240|0)>>>0){Zrb(t+156|0,h-((e-d|0)/240|0)|0);break}if(h>>>0<((e-d|0)/240|0)>>>0){d=d+(h*240|0)|0;if((d|0)!=(e|0))f[(t+160|0)>>2]=e+(~(((e+-240-d|0)>>>0)/240|0)*240|0)}}while(0);d=f[(t+156|0)>>2]|0;i=f[(t+160|0)>>2]|0;e:do if((d|0)==(i|0)){r=d;w=59}else while(1){if(b[d+232>>0]|0){r=d;w=59;break e}d=d+240|0;if((d|0)==(i|0)){g=i;s=i;break}}while(0);if((w|0)==59){e=r;d=1;if(d){d=0;if((r|0)==(i|0)){g=e;s=i}else d=1}if(d)if(1){d=e;g=e;f:while(1){do{e=d;d=e+240|0;if((e+240|0|0)==(i|0))break f}while((b[e+472>>0]|0)!=0);h=g;v=g;y=e+240|0;z=v+36|0;do{f[v>>2]=f[y>>2];v=v+4|0;y=y+4|0}while((v|0)<(z|0));A=+p[(e+280|0)>>3];p[(e+280|0)>>3]=+p[(h+40|0)>>3];p[(h+40|0)>>3]=A;A=+p[(e+288|0)>>3];p[(e+288|0)>>3]=+p[(h+48|0)>>3];p[(h+48|0)>>3]=A;A=+p[(e+296|0)>>3];p[(e+296|0)>>3]=+p[(h+56|0)>>3];p[(h+56|0)>>3]=A;A=+p[(e+304|0)>>3];p[(e+304|0)>>3]=+p[(h+64|0)>>3];p[(h+64|0)>>3]=A;A=+p[(e+312|0)>>3];p[(e+312|0)>>3]=+p[(h+72|0)>>3];p[(h+72|0)>>3]=A;A=+p[(e+320|0)>>3];p[(e+320|0)>>3]=+p[(h+80|0)>>3];p[(h+80|0)>>3]=A;g=f[(e+328|0)>>2]|0;f[(e+328|0)>>2]=f[(h+88|0)>>2];f[(h+88|0)>>2]=g;g=f[(e+332|0)>>2]|0;f[(e+332|0)>>2]=f[(h+92|0)>>2];f[(h+92|0)>>2]=g;g=f[(e+336|0)>>2]|0;f[(e+336|0)>>2]=f[(h+96|0)>>2];f[(h+96|0)>>2]=g;g=f[(e+340|0)>>2]|0;f[(e+340|0)>>2]=f[(h+100|0)>>2];f[(h+100|0)>>2]=g;g=f[(e+344|0)>>2]|0;f[(e+344|0)>>2]=f[(h+104|0)>>2];f[(h+104|0)>>2]=g;g=f[(e+348|0)>>2]|0;f[(e+348|0)>>2]=f[(h+108|0)>>2];f[(h+108|0)>>2]=g;A=+p[(e+352|0)>>3];p[(e+352|0)>>3]=+p[(h+112|0)>>3];p[(h+112|0)>>3]=A;A=+p[(e+360|0)>>3];p[(e+360|0)>>3]=+p[(h+120|0)>>3];p[(h+120|0)>>3]=A;A=+p[(e+368|0)>>3];p[(e+368|0)>>3]=+p[(h+128|0)>>3];p[(h+128|0)>>3]=A;A=+p[(e+376|0)>>3];p[(e+376|0)>>3]=+p[(h+136|0)>>3];p[(h+136|0)>>3]=A;A=+p[(e+384|0)>>3];p[(e+384|0)>>3]=+p[(h+144|0)>>3];p[(h+144|0)>>3]=A;A=+p[(e+392|0)>>3];p[(e+392|0)>>3]=+p[(h+152|0)>>3];p[(h+152|0)>>3]=A;A=+p[(e+400|0)>>3];p[(e+400|0)>>3]=+p[(h+160|0)>>3];p[(h+160|0)>>3]=A;A=+p[(e+408|0)>>3];p[(e+408|0)>>3]=+p[(h+168|0)>>3];p[(h+168|0)>>3]=A;A=+p[(e+416|0)>>3];p[(e+416|0)>>3]=+p[(h+176|0)>>3];p[(h+176|0)>>3]=A;f[(h+184|0)>>2]=f[(e+424|0)>>2];f[(h+184|0)+4>>2]=f[(e+424|0)+4>>2];f[(h+184|0)+8>>2]=f[(e+424|0)+8>>2];f[(h+184|0)+12>>2]=f[(e+424|0)+12>>2];A=+p[(e+440|0)>>3];p[(e+440|0)>>3]=+p[(h+200|0)>>3];p[(h+200|0)>>3]=A;A=+p[(e+448|0)>>3];p[(e+448|0)>>3]=+p[(h+208|0)>>3];p[(h+208|0)>>3]=A;f[(h+216|0)>>2]=f[(e+456|0)>>2];f[(h+216|0)+4>>2]=f[(e+456|0)+4>>2];f[(h+216|0)+8>>2]=f[(e+456|0)+8>>2];f[(h+216|0)+12>>2]=f[(e+456|0)+12>>2];b[(h+216|0)+16>>0]=b[(e+456|0)+16>>0]|0;g=h+240|0}s=f[l>>2]|0}}f[a>>2]=g;f[(a+252|0)>>2]=s;f[(a+296|0)>>2]=f[a>>2];f[(a+144|0)>>2]=f[(a+252|0)>>2];Yrb(t+156|0,a+296|0,a+144|0)|0;break c}}while(0);if((o|0)!=(n|0))f[(t+160|0)>>2]=o+(~(((o+-240-n|0)>>>0)/240|0)*240|0)}}while(0);d=f[(t+156|0)>>2]|0;h=f[(t+160|0)>>2]|0;if((d|0)!=(h|0))do{ARa(a+232|0,u,d);e=f[(a+232|0)>>2]|0;g=f[((a+232|0)+4|0)>>2]|0;if(g|0)iOb(g);C=+p[d+120>>3];j=+p[d+144>>3]-C;E=+p[d+128>>3];D=+p[d+176>>3]-E;E=+p[d+152>>3]-E;C=+p[d+168>>3]-C;B=+p[d+112>>3];A=+p[d+160>>3]-B;B=+p[d+136>>3]-B;p[d+64>>3]=j*D-E*C;p[d+72>>3]=E*A-D*B;p[d+80>>3]=C*B-j*A;p[d+184>>3]=+p[d+216>>3];p[d+192>>3]=+p[d+224>>3];Wrb(a+248|0,e,d);d=d+240|0}while((d|0)!=(h|0));f[a+816>>2]=l;f[a+3416>>2]=c;f[a+5320>>2]=v;f[a+5336>>2]=y;f[a+5344>>2]=z;f[a+5424>>2]=w;f[a+5448>>2]=x}function fsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0;q=f[a+320>>2]|0;r=f[a+5320>>2]|0;t=f[a+5336>>2]|0;v=f[a+5344>>2]|0;s=f[a+5424>>2]|0;a:{if(b[q+111>>0]|0){n=f[(q+48|0)>>2]|0;c=f[(q+144|0)>>2]|0;h=f[(q+148|0)>>2]|0;if((c|0)!=(h|0)){ssb(c,h);c=1;if(c){c=0;if(!(b[q+23>>0]|0)){g=f[(q+148|0)>>2]|0;d=g}else c=1}if(c)if(1){j=f[(q+48|0)>>2]|0;k=b[q+32>>0]|0;c=f[(q+144|0)>>2]|0;l=f[(q+148|0)>>2]|0;b:do if((c|0)==(l|0)){i=c;s=252}else{do{if(!(FSa(j,c,k)|0)){i=c;s=252;break b}c=c+120|0}while((c|0)!=(l|0));m=l}while(0);c:do if((s|0)==252){c=i;if((i|0)==(l|0))m=c;else{d=c;g=c;while(1){c=d;do{d=c;c=d+120|0;if((d+120|0|0)==(l|0)){m=g;break c}}while(!(FSa(j,d+120|0,k)|0));h=g;r=g;t=d+120|0;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));w=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(h+40|0)>>3];p[(h+40|0)>>3]=w;w=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(h+48|0)>>3];p[(h+48|0)>>3]=w;w=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(h+56|0)>>3];p[(h+56|0)>>3]=w;f[(h+64|0)>>2]=f[(d+184|0)>>2];f[(h+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(h+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(h+64|0)+12>>2]=f[(d+184|0)+12>>2];w=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(h+80|0)>>3];p[(h+80|0)>>3]=w;w=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(h+88|0)>>3];p[(h+88|0)>>3]=w;f[(h+96|0)>>2]=f[(d+216|0)>>2];f[(h+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(h+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(h+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(h+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;d=c;g=h+120|0}}}while(0);g=m;h=f[(q+148|0)>>2]|0;c=f[(q+144|0)>>2]|0;c=c+(((m-c|0)/120|0)*120|0)|0;if((h|0)==(g|0))d=h;else{d=c+(((h-m|0)/120|0)*120|0)|0;if((d|0)==(h|0)){g=h;d=h}else{do{r=c;t=d;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));l=d+40|0;w=+p[l>>3];m=c+40|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=d+48|0;w=+p[m>>3];l=c+48|0;p[m>>3]=+p[l>>3];p[l>>3]=w;l=d+56|0;w=+p[l>>3];m=c+56|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=c+64|0;l=d+64|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];m=d+80|0;w=+p[m>>3];l=c+80|0;p[m>>3]=+p[l>>3];p[l>>3]=w;l=d+88|0;w=+p[l>>3];m=c+88|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=c+96|0;l=d+96|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];b[m+16>>0]=b[l+16>>0]|0;d=d+120|0;c=c+120|0}while((d|0)!=(h|0));d=f[(q+148|0)>>2]|0;g=d}if((g|0)!=(c|0)){g=g+(~(((g+-120-c|0)>>>0)/120|0)*120|0)|0;f[(q+148|0)>>2]=g;d=g}}}l=f[(q+144|0)>>2]|0;m=d-l|0;f[a+320>>2]=q;f[a+2024>>2]=n;f[a+2344>>2]=l;f[a+2352>>2]=m;f[a+2360>>2]=d;f[a+3456>>2]=g;f[a+5320>>2]=r;f[a+5336>>2]=t;f[a+5344>>2]=v;f[a+5424>>2]=s;f[a+5544>>2]=0;f[a+5548>>2]=0;csb(a);r=f[a+5320>>2]|0;t=f[a+5336>>2]|0;v=f[a+5344>>2]|0;s=f[a+5424>>2]|0}}if(!(b[q+23>>0]|0)){u=a;f[a+5568>>2]=5;break a}h=f[(q+48|0)>>2]|0;i=b[q+32>>0]|0;c=f[(q+120|0)>>2]|0;j=f[(q+124|0)>>2]|0;d:do if((c|0)==(j|0)){o=c;s=342}else{do{if(!(FSa(h,c,i)|0)){o=c;s=342;break d}c=c+192|0}while((c|0)!=(j|0));e=j}while(0);e:do if((s|0)==342){d=o;c=1;if(c){c=0;if((o|0)==(j|0))e=d;else c=1}if(c)if(1){c=d;e=d;while(1){do{d=c;c=d+192|0;if((d+192|0|0)==(j|0))break e}while(!(FSa(h,d+192|0,i)|0));g=e;r=e;t=d+192|0;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));w=+p[(d+232|0)>>3];p[(d+232|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=w;w=+p[(d+240|0)>>3];p[(d+240|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=w;w=+p[(d+248|0)>>3];p[(d+248|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=w;w=+p[(d+256|0)>>3];p[(d+256|0)>>3]=+p[(g+64|0)>>3];p[(g+64|0)>>3]=w;w=+p[(d+264|0)>>3];p[(d+264|0)>>3]=+p[(g+72|0)>>3];p[(g+72|0)>>3]=w;w=+p[(d+272|0)>>3];p[(d+272|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=w;e=f[(d+280|0)>>2]|0;f[(d+280|0)>>2]=f[(g+88|0)>>2];f[(g+88|0)>>2]=e;e=f[(d+284|0)>>2]|0;f[(d+284|0)>>2]=f[(g+92|0)>>2];f[(g+92|0)>>2]=e;e=f[(d+288|0)>>2]|0;f[(d+288|0)>>2]=f[(g+96|0)>>2];f[(g+96|0)>>2]=e;e=f[(d+292|0)>>2]|0;f[(d+292|0)>>2]=f[(g+100|0)>>2];f[(g+100|0)>>2]=e;e=f[(d+296|0)>>2]|0;f[(d+296|0)>>2]=f[(g+104|0)>>2];f[(g+104|0)>>2]=e;e=f[(d+300|0)>>2]|0;f[(d+300|0)>>2]=f[(g+108|0)>>2];f[(g+108|0)>>2]=e;w=+p[(d+304|0)>>3];p[(d+304|0)>>3]=+p[(g+112|0)>>3];p[(g+112|0)>>3]=w;w=+p[(d+312|0)>>3];p[(d+312|0)>>3]=+p[(g+120|0)>>3];p[(g+120|0)>>3]=w;w=+p[(d+320|0)>>3];p[(d+320|0)>>3]=+p[(g+128|0)>>3];p[(g+128|0)>>3]=w;w=+p[(d+328|0)>>3];p[(d+328|0)>>3]=+p[(g+136|0)>>3];p[(g+136|0)>>3]=w;w=+p[(d+336|0)>>3];p[(d+336|0)>>3]=+p[(g+144|0)>>3];p[(g+144|0)>>3]=w;w=+p[(d+344|0)>>3];p[(d+344|0)>>3]=+p[(g+152|0)>>3];p[(g+152|0)>>3]=w;w=+p[(d+352|0)>>3];p[(d+352|0)>>3]=+p[(g+160|0)>>3];p[(g+160|0)>>3]=w;w=+p[(d+360|0)>>3];p[(d+360|0)>>3]=+p[(g+168|0)>>3];p[(g+168|0)>>3]=w;w=+p[(d+368|0)>>3];p[(d+368|0)>>3]=+p[(g+176|0)>>3];p[(g+176|0)>>3]=w;e=f[(d+376|0)+4>>2]|0;f[(g+184|0)>>2]=f[(d+376|0)>>2];f[(g+184|0)+4>>2]=e;e=g+192|0}}}while(0);f[(a+272|0)>>2]=e;f[(a+120|0)>>2]=f[(q+124|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];nsb(q+120|0,a+296|0,a+144|0)|0;u=a;f[a+5568>>2]=5;break a}f[a+5320>>2]=r;f[a+5336>>2]=t;f[a+5344>>2]=v;f[a+5424>>2]=s}function gsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0;A=f[a+320>>2]|0;y=f[a+1360>>2]|0;c=f[a+2808>>2]|0;v=f[a+3320>>2]|0;B=f[a+3408>>2]|0;C=f[a+5320>>2]|0;F=f[a+5336>>2]|0;G=f[a+5344>>2]|0;D=f[a+5424>>2]|0;E=f[a+5440>>2]|0;if(E){E=0;if(1){f[(a+248|0)>>2]=A;do{ARa(a+240|0,y,c);u=f[(a+240|0)>>2]|0;d=f[((a+240|0)+4|0)>>2]|0;if(d|0)iOb(d);d=c+144|0;g=c+120|0;K=+p[g>>3];I=+p[d>>3]-K;h=c+176|0;i=c+128|0;M=+p[i>>3];L=+p[h>>3]-M;j=c+152|0;M=+p[j>>3]-M;k=c+168|0;K=+p[k>>3]-K;l=c+160|0;m=c+112|0;J=+p[m>>3];H=+p[l>>3]-J;o=c+136|0;J=+p[o>>3]-J;q=c+64|0;p[q>>3]=I*L-M*K;r=c+72|0;p[r>>3]=M*H-L*J;s=c+80|0;p[s>>3]=K*J-I*H;t=c+190|0;if(!(b[t>>0]|0)){Ksb(a+144|0,A,f[u+96>>2]|0,u);V=+n[(a+144|0)>>2];R=+n[((a+144|0)+4|0)>>2];H=+n[((a+144|0)+8|0)>>2];U=+n[((a+144|0)+16|0)>>2];Q=+n[((a+144|0)+20|0)>>2];J=+n[((a+144|0)+24|0)>>2];T=+n[((a+144|0)+32|0)>>2];P=+n[((a+144|0)+36|0)>>2];L=+n[((a+144|0)+40|0)>>2];S=+n[((a+144|0)+48|0)>>2];O=+n[((a+144|0)+52|0)>>2];M=+n[((a+144|0)+56|0)>>2];N=1.0/((Q*L-J*P)*V+((U*P-Q*T)*H+(J*T-U*L)*R));K=+p[q>>3];I=+p[r>>3];W=+p[s>>3];p[q>>3]=W*((R*J-H*Q)*N)+(K*((Q*L-J*P)*N)+I*((H*P-R*L)*N));p[r>>3]=W*((H*U-V*J)*N)+(K*((J*T-U*L)*N)+I*((V*L-H*T)*N));p[s>>3]=W*((V*Q-R*U)*N)+(K*((U*P-Q*T)*N)+I*((R*T-V*P)*N));N=+p[m>>3];I=+p[g>>3];K=+p[i>>3];p[m>>3]=N*V+I*U+K*T+S;p[g>>3]=N*R+I*Q+K*P+O;p[i>>3]=N*H+I*J+K*L+M;K=+p[o>>3];I=+p[d>>3];N=+p[j>>3];p[o>>3]=K*V+I*U+N*T+S;p[d>>3]=K*R+I*Q+N*P+O;p[j>>3]=K*H+I*J+N*L+M;N=+p[l>>3];I=+p[k>>3];K=+p[h>>3];p[l>>3]=N*V+I*U+K*T+S;p[k>>3]=N*R+I*Q+K*P+O;p[h>>3]=N*H+I*J+K*L+M;b[t>>0]=1}Wrb(a+248|0,u,c);u=f[(A+60|0)>>2]|0;U=+p[(A+112|0)>>3];V=+p[u+8>>3]+U*+p[u+32>>3];W=+p[u+16>>3]+U*+p[u+40>>3];p[c+40>>3]=+p[u>>3]+U*+p[u+24>>3];p[c+48>>3]=V;p[c+56>>3]=W;c=c+192|0}while((c|0)!=(v|0));if((f[(A+120|0)>>2]|0)==(f[(A+124|0)>>2]|0)){B=a+248|0;D=17}else if(!(b[A+20>>0]|0)){B=a+248|0;D=17}else{c=f[(A+156|0)>>2]|0;d=f[(A+160|0)>>2]|0;if((d|0)==(c|0))w=a+248|0;else{f[(A+160|0)>>2]=d+(~(((d+-240-c|0)>>>0)/240|0)*240|0);w=a+248|0}}}else E=1}if((D|0)==17){Xrb(f[(A+156|0)>>2]|0,f[(A+160|0)>>2]|0);c=1;if(c){c=0;if(!(b[A+23>>0]|0))x=A+160|0;else c=1}f[a+320>>2]=A;f[a+816>>2]=x;f[a+1360>>2]=y;f[a+3408>>2]=B;f[a+3416>>2]=w;f[a+5320>>2]=C;f[a+5336>>2]=F;f[a+5344>>2]=G;f[a+5424>>2]=D;f[a+5448>>2]=c;f[a+5560>>2]=0;f[a+5564>>2]=0;esb(a);C=f[a+5320>>2]|0;F=f[a+5336>>2]|0;G=f[a+5344>>2]|0;D=f[a+5424>>2]|0}if(b[A+22>>0]|0){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[a+16>>2]=1.0;_rb(a+208|0,a);c=f[(A+120|0)>>2]|0;h=f[(A+124|0)>>2]|0;f[(a+144|0)>>2]=y;f[(a+144|0)+4>>2]=a+208|0;a:do if((c|0)==(h|0)){z=c;D=76}else{do{if(msb(a+144|0,c)|0){z=c;D=76;break a}c=c+192|0}while((c|0)!=(h|0));e=h}while(0);b:do if((D|0)==76){d=z;c=1;if(c){c=0;if((z|0)==(h|0))e=d;else c=1}if(c)if(1){c=d;e=d;while(1){do{d=c;c=d+192|0;if((d+192|0|0)==(h|0))break b}while(msb(a+144|0,d+192|0)|0);g=e;C=e;F=d+192|0;G=C+36|0;do{f[C>>2]=f[F>>2];C=C+4|0;F=F+4|0}while((C|0)<(G|0));W=+p[(d+232|0)>>3];p[(d+232|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=W;W=+p[(d+240|0)>>3];p[(d+240|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=W;W=+p[(d+248|0)>>3];p[(d+248|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=W;W=+p[(d+256|0)>>3];p[(d+256|0)>>3]=+p[(g+64|0)>>3];p[(g+64|0)>>3]=W;W=+p[(d+264|0)>>3];p[(d+264|0)>>3]=+p[(g+72|0)>>3];p[(g+72|0)>>3]=W;W=+p[(d+272|0)>>3];p[(d+272|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=W;e=f[(d+280|0)>>2]|0;f[(d+280|0)>>2]=f[(g+88|0)>>2];f[(g+88|0)>>2]=e;e=f[(d+284|0)>>2]|0;f[(d+284|0)>>2]=f[(g+92|0)>>2];f[(g+92|0)>>2]=e;e=f[(d+288|0)>>2]|0;f[(d+288|0)>>2]=f[(g+96|0)>>2];f[(g+96|0)>>2]=e;e=f[(d+292|0)>>2]|0;f[(d+292|0)>>2]=f[(g+100|0)>>2];f[(g+100|0)>>2]=e;e=f[(d+296|0)>>2]|0;f[(d+296|0)>>2]=f[(g+104|0)>>2];f[(g+104|0)>>2]=e;e=f[(d+300|0)>>2]|0;f[(d+300|0)>>2]=f[(g+108|0)>>2];f[(g+108|0)>>2]=e;W=+p[(d+304|0)>>3];p[(d+304|0)>>3]=+p[(g+112|0)>>3];p[(g+112|0)>>3]=W;W=+p[(d+312|0)>>3];p[(d+312|0)>>3]=+p[(g+120|0)>>3];p[(g+120|0)>>3]=W;W=+p[(d+320|0)>>3];p[(d+320|0)>>3]=+p[(g+128|0)>>3];p[(g+128|0)>>3]=W;W=+p[(d+328|0)>>3];p[(d+328|0)>>3]=+p[(g+136|0)>>3];p[(g+136|0)>>3]=W;W=+p[(d+336|0)>>3];p[(d+336|0)>>3]=+p[(g+144|0)>>3];p[(g+144|0)>>3]=W;W=+p[(d+344|0)>>3];p[(d+344|0)>>3]=+p[(g+152|0)>>3];p[(g+152|0)>>3]=W;W=+p[(d+352|0)>>3];p[(d+352|0)>>3]=+p[(g+160|0)>>3];p[(g+160|0)>>3]=W;W=+p[(d+360|0)>>3];p[(d+360|0)>>3]=+p[(g+168|0)>>3];p[(g+168|0)>>3]=W;W=+p[(d+368|0)>>3];p[(d+368|0)>>3]=+p[(g+176|0)>>3];p[(g+176|0)>>3]=W;e=f[(d+376|0)+4>>2]|0;f[(g+184|0)>>2]=f[(d+376|0)>>2];f[(g+184|0)+4>>2]=e;e=g+192|0}}}while(0);f[(a+272|0)>>2]=e;f[(a+120|0)>>2]=f[(A+124|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];nsb(A+120|0,a+296|0,a+144|0)|0;c=f[(a+208|0)+8>>2]|0;if(c|0)do{A=c;c=f[c>>2]|0;sOb(A)}while((c|0)!=0);c=f[(a+208|0)>>2]|0;f[(a+208|0)>>2]=0;if(c|0)sOb(c);c=f[a+8>>2]|0;if(c|0)do{A=c;c=f[c>>2]|0;sOb(A)}while((c|0)!=0);c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c)}f[a+3408>>2]=B;f[a+5320>>2]=C;f[a+5336>>2]=F;f[a+5344>>2]=G;f[a+5424>>2]=D;f[a+5440>>2]=E}function hsb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;c=f[a+408>>2]|0;k=f[a+416>>2]|0;l=f[a+432>>2]|0;J=f[a+1832>>2]|0;K=f[a+1840>>2]|0;m=f[a+1856>>2]|0;n=f[a+1864>>2]|0;L=f[a+1872>>2]|0;M=f[a+1888>>2]|0;N=f[a+1896>>2]|0;o=f[a+1904>>2]|0;O=f[a+1912>>2]|0;q=f[a+1928>>2]|0;I=c+40|0;f[J>>2]=f[I>>2];f[J+4>>2]=f[I+4>>2];f[J+8>>2]=f[I+8>>2];f[J+12>>2]=f[I+12>>2];f[J+16>>2]=f[I+16>>2];f[J+20>>2]=f[I+20>>2];p[J>>3]=+p[I>>3];p[((a+64|0)+48|0)>>3]=+p[c+48>>3];p[((a+64|0)+56|0)>>3]=+p[c+56>>3];J=c+64|0;f[K>>2]=f[J>>2];f[K+4>>2]=f[J+4>>2];f[K+8>>2]=f[J+8>>2];f[K+12>>2]=f[J+12>>2];f[K+16>>2]=f[J+16>>2];f[K+20>>2]=f[J+20>>2];p[K>>3]=+p[J>>3];p[((a+64|0)+72|0)>>3]=+p[c+72>>3];p[((a+64|0)+80|0)>>3]=+p[c+80>>3];K=c+88|0;f[m>>2]=f[K>>2];f[m+4>>2]=f[K+4>>2];f[m+8>>2]=f[K+8>>2];f[m>>2]=f[K>>2];f[((a+64|0)+92|0)>>2]=f[c+92>>2];f[((a+64|0)+96|0)>>2]=f[c+96>>2];K=c+100|0;f[n>>2]=f[K>>2];f[n+4>>2]=f[K+4>>2];f[n+8>>2]=f[K+8>>2];f[n>>2]=f[K>>2];f[((a+64|0)+104|0)>>2]=f[c+104>>2];f[((a+64|0)+108|0)>>2]=f[c+108>>2];K=c+112|0;f[L>>2]=f[K>>2];f[L+4>>2]=f[K+4>>2];f[L+8>>2]=f[K+8>>2];f[L+12>>2]=f[K+12>>2];f[L+16>>2]=f[K+16>>2];f[L+20>>2]=f[K+20>>2];p[L>>3]=+p[K>>3];p[((a+64|0)+120|0)>>3]=+p[c+120>>3];p[((a+64|0)+128|0)>>3]=+p[c+128>>3];L=c+136|0;f[M>>2]=f[L>>2];f[M+4>>2]=f[L+4>>2];f[M+8>>2]=f[L+8>>2];f[M+12>>2]=f[L+12>>2];f[M+16>>2]=f[L+16>>2];f[M+20>>2]=f[L+20>>2];p[M>>3]=+p[L>>3];p[((a+64|0)+144|0)>>3]=+p[c+144>>3];p[((a+64|0)+152|0)>>3]=+p[c+152>>3];M=c+160|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];f[N+16>>2]=f[M+16>>2];f[N+20>>2]=f[M+20>>2];p[N>>3]=+p[M>>3];p[((a+64|0)+168|0)>>3]=+p[c+168>>3];p[((a+64|0)+176|0)>>3]=+p[c+176>>3];N=c+184|0;f[o>>2]=f[N>>2];f[o+4>>2]=f[N+4>>2];f[o+8>>2]=f[N+8>>2];f[o+12>>2]=f[N+12>>2];N=c+200|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];p[O>>3]=+p[N>>3];p[((a+64|0)+208|0)>>3]=+p[c+208>>3];O=c+216|0;f[q>>2]=f[O>>2];f[q+4>>2]=f[O+4>>2];f[q+8>>2]=f[O+8>>2];f[q+12>>2]=f[O+12>>2];b[q+16>>0]=b[O+16>>0]|0;while(1){d=c;h=k;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));r=k+40|0;g=+p[r>>3];s=c+40|0;p[r>>3]=+p[s>>3];p[s>>3]=g;s=k+48|0;g=+p[s>>3];t=c+48|0;p[s>>3]=+p[t>>3];p[t>>3]=g;t=k+56|0;g=+p[t>>3];u=c+56|0;p[t>>3]=+p[u>>3];p[u>>3]=g;u=k+64|0;g=+p[u>>3];v=c+64|0;p[u>>3]=+p[v>>3];p[v>>3]=g;v=k+72|0;g=+p[v>>3];w=c+72|0;p[v>>3]=+p[w>>3];p[w>>3]=g;w=k+80|0;g=+p[w>>3];y=c+80|0;p[w>>3]=+p[y>>3];p[y>>3]=g;y=c+88|0;x=k+88|0;A=f[x>>2]|0;f[x>>2]=f[y>>2];f[y>>2]=A;y=k+92|0;A=f[y>>2]|0;z=c+92|0;f[y>>2]=f[z>>2];f[z>>2]=A;z=k+96|0;A=f[z>>2]|0;B=c+96|0;f[z>>2]=f[B>>2];f[B>>2]=A;B=c+100|0;A=k+100|0;E=f[A>>2]|0;f[A>>2]=f[B>>2];f[B>>2]=E;B=k+104|0;E=f[B>>2]|0;C=c+104|0;f[B>>2]=f[C>>2];f[C>>2]=E;C=k+108|0;E=f[C>>2]|0;D=c+108|0;f[C>>2]=f[D>>2];f[D>>2]=E;D=k+112|0;g=+p[D>>3];E=c+112|0;p[D>>3]=+p[E>>3];p[E>>3]=g;E=k+120|0;g=+p[E>>3];F=c+120|0;p[E>>3]=+p[F>>3];p[F>>3]=g;F=k+128|0;g=+p[F>>3];G=c+128|0;p[F>>3]=+p[G>>3];p[G>>3]=g;G=k+136|0;g=+p[G>>3];H=c+136|0;p[G>>3]=+p[H>>3];p[H>>3]=g;H=k+144|0;g=+p[H>>3];I=c+144|0;p[H>>3]=+p[I>>3];p[I>>3]=g;I=k+152|0;g=+p[I>>3];J=c+152|0;p[I>>3]=+p[J>>3];p[J>>3]=g;J=k+160|0;g=+p[J>>3];K=c+160|0;p[J>>3]=+p[K>>3];p[K>>3]=g;K=k+168|0;g=+p[K>>3];L=c+168|0;p[K>>3]=+p[L>>3];p[L>>3]=g;L=k+176|0;g=+p[L>>3];N=c+176|0;p[L>>3]=+p[N>>3];p[N>>3]=g;N=c+184|0;M=k+184|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];N=k+200|0;g=+p[N>>3];O=c+200|0;p[N>>3]=+p[O>>3];p[O>>3]=g;O=k+208|0;g=+p[O>>3];i=c+208|0;p[O>>3]=+p[i>>3];p[i>>3]=g;i=c+216|0;j=k+216|0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];b[i+16>>0]=b[j+16>>0]|0;if((k|0)==(l|0))break;h=k+-240|0;c=~~+p[((a+64|0)+216|0)>>3]>>>0;d=~~+p[k+-24>>3]>>>0;if(c>>>0<d>>>0){c=k;k=h;continue}if(c>>>0>d>>>0)break;e=+p[((a+64|0)+224|0)>>3];g=+p[k+-16>>3];if(e<g){c=k;k=h;continue}if(e>g)break;if(fub(a+64|0,h)|0){c=k;k=h}else break}d=k;h=a+64|0;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));g=+p[((a+64|0)+40|0)>>3];p[((a+64|0)+40|0)>>3]=+p[r>>3];p[r>>3]=g;g=+p[((a+64|0)+48|0)>>3];p[((a+64|0)+48|0)>>3]=+p[s>>3];p[s>>3]=g;g=+p[((a+64|0)+56|0)>>3];p[((a+64|0)+56|0)>>3]=+p[t>>3];p[t>>3]=g;g=+p[((a+64|0)+64|0)>>3];p[((a+64|0)+64|0)>>3]=+p[u>>3];p[u>>3]=g;g=+p[((a+64|0)+72|0)>>3];p[((a+64|0)+72|0)>>3]=+p[v>>3];p[v>>3]=g;g=+p[((a+64|0)+80|0)>>3];p[((a+64|0)+80|0)>>3]=+p[w>>3];p[w>>3]=g;w=f[m>>2]|0;f[m>>2]=f[x>>2];f[x>>2]=w;x=f[((a+64|0)+92|0)>>2]|0;f[((a+64|0)+92|0)>>2]=f[y>>2];f[y>>2]=x;y=f[((a+64|0)+96|0)>>2]|0;f[((a+64|0)+96|0)>>2]=f[z>>2];f[z>>2]=y;z=f[n>>2]|0;f[n>>2]=f[A>>2];f[A>>2]=z;A=f[((a+64|0)+104|0)>>2]|0;f[((a+64|0)+104|0)>>2]=f[B>>2];f[B>>2]=A;B=f[((a+64|0)+108|0)>>2]|0;f[((a+64|0)+108|0)>>2]=f[C>>2];f[C>>2]=B;g=+p[((a+64|0)+112|0)>>3];p[((a+64|0)+112|0)>>3]=+p[D>>3];p[D>>3]=g;g=+p[((a+64|0)+120|0)>>3];p[((a+64|0)+120|0)>>3]=+p[E>>3];p[E>>3]=g;g=+p[((a+64|0)+128|0)>>3];p[((a+64|0)+128|0)>>3]=+p[F>>3];p[F>>3]=g;g=+p[((a+64|0)+136|0)>>3];p[((a+64|0)+136|0)>>3]=+p[G>>3];p[G>>3]=g;g=+p[((a+64|0)+144|0)>>3];p[((a+64|0)+144|0)>>3]=+p[H>>3];p[H>>3]=g;g=+p[((a+64|0)+152|0)>>3];p[((a+64|0)+152|0)>>3]=+p[I>>3];p[I>>3]=g;g=+p[((a+64|0)+160|0)>>3];p[((a+64|0)+160|0)>>3]=+p[J>>3];p[J>>3]=g;g=+p[((a+64|0)+168|0)>>3];p[((a+64|0)+168|0)>>3]=+p[K>>3];p[K>>3]=g;g=+p[((a+64|0)+176|0)>>3];p[((a+64|0)+176|0)>>3]=+p[L>>3];p[L>>3]=g;f[M>>2]=f[o>>2];f[M+4>>2]=f[o+4>>2];f[M+8>>2]=f[o+8>>2];f[M+12>>2]=f[o+12>>2];g=+p[((a+64|0)+200|0)>>3];p[((a+64|0)+200|0)>>3]=+p[N>>3];p[N>>3]=g;g=+p[((a+64|0)+208|0)>>3];p[((a+64|0)+208|0)>>3]=+p[O>>3];p[O>>3]=g;f[j>>2]=f[q>>2];f[j+4>>2]=f[q+4>>2];f[j+8>>2]=f[q+8>>2];f[j+12>>2]=f[q+12>>2];b[j+16>>0]=b[q+16>>0]|0;f[a+6544>>2]=d;f[a+6560>>2]=h;f[a+6568>>2]=i}function isb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0.0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0.0;sa=f[a+336>>2]|0;ta=f[a+400>>2]|0;ua=f[a+432>>2]|0;i=f[a+496>>2]|0;k=f[a+520>>2]|0;ma=f[a+592>>2]|0;va=f[a+2040>>2]|0;wa=f[a+2784>>2]|0;d=f[a+3024>>2]|0;c=f[a+5112>>2]|0;xa=f[a+6520>>2]|0;ya=f[a+6544>>2]|0;Aa=f[a+6560>>2]|0;Ba=f[a+6568>>2]|0;za=f[a+6576>>2]|0;a:{b:{h=1;if(h)if(c>>>0<i>>>0)while(1){o=d+216|0;q=d+224|0;while(1){h=~~+p[c+216>>3]>>>0;j=+p[o>>3];if(h>>>0>=~~j>>>0>>>0){if(h>>>0>~~j>>>0>>>0){qa=j;break}e=+p[c+224>>3];g=+p[q>>3];if(!(e<g)){if(e>g){qa=j;break}if(!(fub(c,d)|0)){za=87;break}}}c=c+240|0}if((za|0)==87){za=0;qa=+p[o>>3]}m=i+-240|0;h=~~+p[i+-24>>3]>>>0;l=~~qa>>>0;c:do if(h>>>0>=l>>>0){j=qa;n=m;while(1){if(h>>>0>l>>>0)e=j;else{e=+p[i+-16>>3];g=+p[q>>3];if(e<g){m=n;break c}if(e>g)e=j;else{if(fub(n,d)|0){m=n;break c}e=+p[o>>3]}}m=n+-240|0;h=~~+p[n+-24>>3]>>>0;l=~~e>>>0;if(h>>>0<l>>>0){i=n;break}else{i=n;j=e;n=m}}}while(0);if(c>>>0>m>>>0){na=d;la=k;ma=c;break b}ya=a+24|0;Aa=c;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));h=c+40|0;l=c+48|0;n=c+56|0;e=+p[h>>3];g=+p[l>>3];j=+p[n>>3];o=c+64|0;q=c+72|0;r=c+80|0;S=+p[o>>3];T=+p[q>>3];U=+p[r>>3];s=c+88|0;t=c+92|0;u=c+96|0;_=f[s>>2]|0;ka=f[t>>2]|0;la=f[u>>2]|0;v=c+100|0;w=c+104|0;x=c+108|0;ma=f[v>>2]|0;na=f[w>>2]|0;oa=f[x>>2]|0;y=c+112|0;A=c+120|0;C=c+128|0;$=+p[y>>3];aa=+p[A>>3];ba=+p[C>>3];E=c+136|0;G=c+144|0;I=c+152|0;ca=+p[E>>3];da=+p[G>>3];ea=+p[I>>3];K=c+160|0;M=c+168|0;O=c+176|0;fa=+p[K>>3];ga=+p[M>>3];ha=+p[O>>3];Q=c+184|0;f[(a+64|0)>>2]=f[Q>>2];f[(a+64|0)+4>>2]=f[Q+4>>2];f[(a+64|0)+8>>2]=f[Q+8>>2];f[(a+64|0)+12>>2]=f[Q+12>>2];V=c+200|0;X=c+208|0;ia=+p[V>>3];ja=+p[X>>3];Z=c+216|0;f[a>>2]=f[Z>>2];f[a+4>>2]=f[Z+4>>2];f[a+8>>2]=f[Z+8>>2];f[a+12>>2]=f[Z+12>>2];b[a+16>>0]=b[Z+16>>0]|0;ya=c;Aa=m;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));pa=i+-200|0;Ca=+p[pa>>3];p[pa>>3]=e;p[h>>3]=Ca;Y=i+-192|0;Ca=+p[Y>>3];p[Y>>3]=+p[l>>3];p[l>>3]=Ca;W=i+-184|0;Ca=+p[W>>3];p[W>>3]=+p[n>>3];p[n>>3]=Ca;R=i+-176|0;Ca=+p[R>>3];p[R>>3]=+p[o>>3];p[o>>3]=Ca;P=i+-168|0;Ca=+p[P>>3];p[P>>3]=+p[q>>3];p[q>>3]=Ca;N=i+-160|0;Ca=+p[N>>3];p[N>>3]=+p[r>>3];p[r>>3]=Ca;L=i+-152|0;J=f[L>>2]|0;f[L>>2]=_;f[s>>2]=J;J=i+-148|0;H=f[J>>2]|0;f[J>>2]=f[t>>2];f[t>>2]=H;H=i+-144|0;F=f[H>>2]|0;f[H>>2]=f[u>>2];f[u>>2]=F;F=i+-140|0;D=f[F>>2]|0;f[F>>2]=f[v>>2];f[v>>2]=D;D=i+-136|0;B=f[D>>2]|0;f[D>>2]=f[w>>2];f[w>>2]=B;B=i+-132|0;f[x>>2]=f[B>>2];z=i+-128|0;Ca=+p[z>>3];p[z>>3]=+p[y>>3];p[y>>3]=Ca;x=i+-120|0;Ca=+p[x>>3];p[x>>3]=+p[A>>3];p[A>>3]=Ca;w=i+-112|0;Ca=+p[w>>3];p[w>>3]=+p[C>>3];p[C>>3]=Ca;v=i+-104|0;Ca=+p[v>>3];p[v>>3]=+p[E>>3];p[E>>3]=Ca;u=i+-96|0;Ca=+p[u>>3];p[u>>3]=+p[G>>3];p[G>>3]=Ca;t=i+-88|0;Ca=+p[t>>3];p[t>>3]=+p[I>>3];p[I>>3]=Ca;s=i+-80|0;Ca=+p[s>>3];p[s>>3]=+p[K>>3];p[K>>3]=Ca;r=i+-72|0;Ca=+p[r>>3];p[r>>3]=+p[M>>3];p[M>>3]=Ca;q=i+-64|0;Ca=+p[q>>3];p[q>>3]=+p[O>>3];p[O>>3]=Ca;o=i+-56|0;f[Q>>2]=f[o>>2];f[Q+4>>2]=f[o+4>>2];f[Q+8>>2]=f[o+8>>2];f[Q+12>>2]=f[o+12>>2];n=i+-40|0;Ca=+p[n>>3];p[n>>3]=+p[V>>3];p[V>>3]=Ca;l=i+-32|0;p[X>>3]=+p[l>>3];h=i+-24|0;f[Z>>2]=f[h>>2];f[Z+4>>2]=f[h+4>>2];f[Z+8>>2]=f[h+8>>2];f[Z+12>>2]=f[h+12>>2];b[Z+16>>0]=b[h+16>>0]|0;ya=m;Aa=a+24|0;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));p[pa>>3]=e;p[Y>>3]=g;p[W>>3]=j;p[R>>3]=S;p[P>>3]=T;p[N>>3]=U;f[L>>2]=_;f[J>>2]=ka;f[H>>2]=la;f[F>>2]=ma;f[D>>2]=na;f[B>>2]=oa;p[z>>3]=$;p[x>>3]=aa;p[w>>3]=ba;p[v>>3]=ca;p[u>>3]=da;p[t>>3]=ea;p[s>>3]=fa;p[r>>3]=ga;p[q>>3]=ha;f[o>>2]=f[(a+64|0)>>2];f[o+4>>2]=f[(a+64|0)+4>>2];f[o+8>>2]=f[(a+64|0)+8>>2];f[o+12>>2]=f[(a+64|0)+12>>2];p[n>>3]=ia;p[l>>3]=ja;f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];b[h+16>>0]=b[a+16>>0]|0;d=(d|0)==(c|0)?m:d;i=m;c=c+240|0;k=k+1|0}else h=1;if(h)if(1){na=d;la=k;ma=c}}do{c=1;if(c){c=0;if((ma|0)==(na|0))ra=la;else c=1}if(c)if(1){c=~~+p[na+216>>3]>>>0;d=~~+p[ma+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){ra=la;break}e=+p[na+224>>3];g=+p[ma+224>>3];if(!(e<g)){if(e>g){ra=la;break}if(!(fub(na,ma)|0)){ra=la;break}}}ya=a+24|0;Aa=ma;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));c=ma+40|0;d=ma+48|0;h=ma+56|0;e=+p[c>>3];g=+p[d>>3];j=+p[h>>3];i=ma+64|0;k=ma+72|0;l=ma+80|0;S=+p[i>>3];T=+p[k>>3];U=+p[l>>3];m=ma+88|0;n=ma+92|0;o=ma+96|0;V=f[m>>2]|0;W=f[n>>2]|0;X=f[o>>2]|0;q=ma+100|0;r=ma+104|0;s=ma+108|0;Y=f[q>>2]|0;Z=f[r>>2]|0;_=f[s>>2]|0;t=ma+112|0;v=ma+120|0;x=ma+128|0;$=+p[t>>3];aa=+p[v>>3];ba=+p[x>>3];z=ma+136|0;B=ma+144|0;D=ma+152|0;ca=+p[z>>3];da=+p[B>>3];ea=+p[D>>3];F=ma+160|0;H=ma+168|0;J=ma+176|0;fa=+p[F>>3];ga=+p[H>>3];ha=+p[J>>3];L=ma+184|0;f[(a+64|0)>>2]=f[L>>2];f[(a+64|0)+4>>2]=f[L+4>>2];f[(a+64|0)+8>>2]=f[L+8>>2];f[(a+64|0)+12>>2]=f[L+12>>2];N=ma+200|0;P=ma+208|0;ia=+p[N>>3];ja=+p[P>>3];R=ma+216|0;f[a>>2]=f[R>>2];f[a+4>>2]=f[R+4>>2];f[a+8>>2]=f[R+8>>2];f[a+12>>2]=f[R+12>>2];b[a+16>>0]=b[R+16>>0]|0;ya=ma;Aa=na;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));ka=na+40|0;Ca=+p[ka>>3];p[ka>>3]=e;p[c>>3]=Ca;Q=na+48|0;Ca=+p[Q>>3];p[Q>>3]=+p[d>>3];p[d>>3]=Ca;O=na+56|0;Ca=+p[O>>3];p[O>>3]=+p[h>>3];p[h>>3]=Ca;M=na+64|0;Ca=+p[M>>3];p[M>>3]=+p[i>>3];p[i>>3]=Ca;K=na+72|0;Ca=+p[K>>3];p[K>>3]=+p[k>>3];p[k>>3]=Ca;I=na+80|0;Ca=+p[I>>3];p[I>>3]=+p[l>>3];p[l>>3]=Ca;G=na+88|0;E=f[G>>2]|0;f[G>>2]=V;f[m>>2]=E;E=na+92|0;C=f[E>>2]|0;f[E>>2]=f[n>>2];f[n>>2]=C;C=na+96|0;A=f[C>>2]|0;f[C>>2]=f[o>>2];f[o>>2]=A;A=na+100|0;y=f[A>>2]|0;f[A>>2]=f[q>>2];f[q>>2]=y;y=na+104|0;f[r>>2]=f[y>>2];w=na+108|0;f[s>>2]=f[w>>2];u=na+112|0;Ca=+p[u>>3];p[u>>3]=+p[t>>3];p[t>>3]=Ca;s=na+120|0;Ca=+p[s>>3];p[s>>3]=+p[v>>3];p[v>>3]=Ca;r=na+128|0;Ca=+p[r>>3];p[r>>3]=+p[x>>3];p[x>>3]=Ca;q=na+136|0;Ca=+p[q>>3];p[q>>3]=+p[z>>3];p[z>>3]=Ca;o=na+144|0;Ca=+p[o>>3];p[o>>3]=+p[B>>3];p[B>>3]=Ca;n=na+152|0;Ca=+p[n>>3];p[n>>3]=+p[D>>3];p[D>>3]=Ca;m=na+160|0;Ca=+p[m>>3];p[m>>3]=+p[F>>3];p[F>>3]=Ca;l=na+168|0;Ca=+p[l>>3];p[l>>3]=+p[H>>3];p[H>>3]=Ca;k=na+176|0;Ca=+p[k>>3];p[k>>3]=+p[J>>3];p[J>>3]=Ca;i=na+184|0;f[L>>2]=f[i>>2];f[L+4>>2]=f[i+4>>2];f[L+8>>2]=f[i+8>>2];f[L+12>>2]=f[i+12>>2];h=na+200|0;p[N>>3]=+p[h>>3];d=na+208|0;p[P>>3]=+p[d>>3];c=na+216|0;f[R>>2]=f[c>>2];f[R+4>>2]=f[c+4>>2];f[R+8>>2]=f[c+8>>2];f[R+12>>2]=f[c+12>>2];b[R+16>>0]=b[c+16>>0]|0;ya=na;Aa=a+24|0;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));p[ka>>3]=e;p[Q>>3]=g;p[O>>3]=j;p[M>>3]=S;p[K>>3]=T;p[I>>3]=U;f[G>>2]=V;f[E>>2]=W;f[C>>2]=X;f[A>>2]=Y;f[y>>2]=Z;f[w>>2]=_;p[u>>3]=$;p[s>>3]=aa;p[r>>3]=ba;p[q>>3]=ca;p[o>>3]=da;p[n>>3]=ea;p[m>>3]=fa;p[l>>3]=ga;p[k>>3]=ha;f[i>>2]=f[(a+64|0)>>2];f[i+4>>2]=f[(a+64|0)+4>>2];f[i+8>>2]=f[(a+64|0)+8>>2];f[i+12>>2]=f[(a+64|0)+12>>2];p[h>>3]=ia;p[d>>3]=ja;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;ra=la+1|0}}while(0);if(!ra){xa=Isb(ua,ma)|0;c=ma+240|0;if(Isb(c,ta)|0){za=110;f[a+6624>>2]=1;break a}if(xa){sa=c;f[a+6624>>2]=3;break a}}ta=ma;if(((ta-wa|0)/240|0|0)>=((va-ta|0)/240|0|0)){za=109;f[a+6624>>2]=1;break a}Xrb(ua,ma);sa=ma+240|0}f[a+336>>2]=sa;f[a+592>>2]=ma;f[a+6520>>2]=xa;f[a+6544>>2]=ya;f[a+6560>>2]=Aa;f[a+6568>>2]=Ba;f[a+6576>>2]=za}function jsb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0.0;za=f[a+432>>2]|0;O=f[a+1720>>2]|0;P=f[a+1784>>2]|0;ca=f[a+1808>>2]|0;da=f[a+1848>>2]|0;ea=f[a+1880>>2]|0;fa=f[a+1920>>2]|0;ga=f[a+1936>>2]|0;ha=f[a+1968>>2]|0;ia=f[a+1992>>2]|0;ja=f[a+2016>>2]|0;ka=f[a+2048>>2]|0;la=f[a+2064>>2]|0;ma=f[a+2096>>2]|0;na=f[a+2160>>2]|0;oa=f[a+2232>>2]|0;pa=f[a+2296>>2]|0;qa=f[a+2368>>2]|0;ra=f[a+2432>>2]|0;sa=f[a+2504>>2]|0;ta=f[a+2568>>2]|0;k=f[a+2640>>2]|0;ua=f[a+2648>>2]|0;va=f[a+2720>>2]|0;Aa=f[a+3032>>2]|0;m=f[a+3104>>2]|0;g=f[a+3112>>2]|0;h=f[a+3120>>2]|0;l=f[a+4176>>2]|0;wa=f[a+4832>>2]|0;xa=f[a+5368>>2]|0;ya=f[a+5936>>2]|0;Ba=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0;Ca=f[a+6576>>2]|0;a:{do{i=1;if(i){i=0;if(g>>>0<h>>>0)c=m;else i=1}if(i)if(1){if(g>>>0<=h>>>0){e=+p[za+224>>3];d=+p[l>>3];if(e<d){c=m;break}if(!(e>d))if(fub(za,k)|0){c=m;break}}if((m|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}i=za+224|0;c=m;while(1){g=~~+p[Aa>>3]>>>0;h=~~+p[c+216>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[i>>3];e=+p[c+224>>3];if(d<e)break;if(!(d>e))if(fub(za,c)|0)break}c=c+240|0;if((c|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}}Ba=a+24|0;Da=c;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));q=c+40|0;D=c+48|0;g=c+56|0;d=+p[q>>3];e=+p[D>>3];j=+p[g>>3];h=c+64|0;i=c+72|0;l=c+80|0;Q=+p[h>>3];R=+p[i>>3];S=+p[l>>3];G=c+88|0;m=c+92|0;n=c+96|0;H=f[G>>2]|0;I=f[m>>2]|0;J=f[n>>2]|0;K=c+100|0;o=c+104|0;r=c+108|0;L=f[K>>2]|0;M=f[o>>2]|0;N=f[r>>2]|0;s=c+112|0;t=c+120|0;u=c+128|0;T=+p[s>>3];U=+p[t>>3];V=+p[u>>3];v=c+136|0;w=c+144|0;x=c+152|0;W=+p[v>>3];X=+p[w>>3];Y=+p[x>>3];y=c+160|0;z=c+168|0;A=c+176|0;Z=+p[y>>3];_=+p[z>>3];$=+p[A>>3];B=c+184|0;f[(a+64|0)>>2]=f[B>>2];f[(a+64|0)+4>>2]=f[B+4>>2];f[(a+64|0)+8>>2]=f[B+8>>2];f[(a+64|0)+12>>2]=f[B+12>>2];C=c+200|0;E=c+208|0;aa=+p[C>>3];ba=+p[E>>3];F=c+216|0;f[a>>2]=f[F>>2];f[a+4>>2]=f[F+4>>2];f[a+8>>2]=f[F+8>>2];f[a+12>>2]=f[F+12>>2];b[a+16>>0]=b[F+16>>0]|0;Ba=c;Da=k;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));Fa=+p[wa>>3];p[wa>>3]=d;p[q>>3]=Fa;Fa=+p[xa>>3];p[xa>>3]=+p[D>>3];p[D>>3]=Fa;Fa=+p[ya>>3];p[ya>>3]=+p[g>>3];p[g>>3]=Fa;Fa=+p[O>>3];p[O>>3]=+p[h>>3];p[h>>3]=Fa;Fa=+p[P>>3];p[P>>3]=+p[i>>3];p[i>>3]=Fa;Fa=+p[ca>>3];p[ca>>3]=+p[l>>3];p[l>>3]=Fa;Ba=f[da>>2]|0;f[da>>2]=H;f[G>>2]=Ba;Ba=f[ea>>2]|0;f[ea>>2]=f[m>>2];f[m>>2]=Ba;Ba=f[fa>>2]|0;f[fa>>2]=f[n>>2];f[n>>2]=Ba;Ba=f[ga>>2]|0;f[ga>>2]=f[K>>2];f[K>>2]=Ba;Ba=f[ha>>2]|0;f[ha>>2]=f[o>>2];f[o>>2]=Ba;f[r>>2]=f[ia>>2];Fa=+p[ja>>3];p[ja>>3]=+p[s>>3];p[s>>3]=Fa;Fa=+p[ka>>3];p[ka>>3]=+p[t>>3];p[t>>3]=Fa;Fa=+p[la>>3];p[la>>3]=+p[u>>3];p[u>>3]=Fa;Fa=+p[ma>>3];p[ma>>3]=+p[v>>3];p[v>>3]=Fa;Fa=+p[na>>3];p[na>>3]=+p[w>>3];p[w>>3]=Fa;Fa=+p[oa>>3];p[oa>>3]=+p[x>>3];p[x>>3]=Fa;Fa=+p[pa>>3];p[pa>>3]=+p[y>>3];p[y>>3]=Fa;Fa=+p[qa>>3];p[qa>>3]=+p[z>>3];p[z>>3]=Fa;Fa=+p[ra>>3];p[ra>>3]=+p[A>>3];p[A>>3]=Fa;f[B>>2]=f[sa>>2];f[B+4>>2]=f[sa+4>>2];f[B+8>>2]=f[sa+8>>2];f[B+12>>2]=f[sa+12>>2];Fa=+p[ta>>3];p[ta>>3]=+p[C>>3];p[C>>3]=Fa;p[E>>3]=+p[ua>>3];f[F>>2]=f[va>>2];f[F+4>>2]=f[va+4>>2];f[F+8>>2]=f[va+8>>2];f[F+12>>2]=f[va+12>>2];b[F+16>>0]=b[va+16>>0]|0;Ba=k;Da=a+24|0;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));p[wa>>3]=d;p[xa>>3]=e;p[ya>>3]=j;p[O>>3]=Q;p[P>>3]=R;p[ca>>3]=S;f[da>>2]=H;f[ea>>2]=I;f[fa>>2]=J;f[ga>>2]=L;f[ha>>2]=M;f[ia>>2]=N;p[ja>>3]=T;p[ka>>3]=U;p[la>>3]=V;p[ma>>3]=W;p[na>>3]=X;p[oa>>3]=Y;p[pa>>3]=Z;p[qa>>3]=_;p[ra>>3]=$;f[sa>>2]=f[(a+64|0)>>2];f[sa+4>>2]=f[(a+64|0)+4>>2];f[sa+8>>2]=f[(a+64|0)+8>>2];f[sa+12>>2]=f[(a+64|0)+12>>2];p[ta>>3]=aa;p[ua>>3]=ba;f[va>>2]=f[a>>2];f[va+4>>2]=f[a+4>>2];f[va+8>>2]=f[a+8>>2];f[va+12>>2]=f[a+12>>2];b[va+16>>0]=b[a+16>>0]|0;c=c+240|0}}while(0);if((c|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}oa=za+224|0;while(1){d=+p[Aa>>3];g=~~+p[c+216>>3]>>>0;b:do if(~~d>>>0>>>0>=g>>>0){j=d;i=~~d>>>0;h=g;while(1){if(i>>>0>h>>>0)d=j;else{d=+p[oa>>3];e=+p[c+224>>3];if(d<e)break b;if(d>e)d=j;else{if(fub(za,c)|0)break b;d=+p[Aa>>3]}}g=c+240|0;i=~~d>>>0;h=~~+p[c+456>>3]>>>0;if(i>>>0<h>>>0){c=g;break}else{c=g;j=d}}}while(0);while(1){na=k+-240|0;g=~~+p[Aa>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=na;continue}if(g>>>0>h>>>0)break;d=+p[oa>>3];e=+p[k+-16>>3];if(d<e){k=na;continue}if(d>e)break;if(fub(za,na)|0)k=na;else break}if(c>>>0>=na>>>0){za=c;f[a+6632>>2]=4;f[a+6636>>2]=5;break a}Ba=a+24|0;Da=c;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));g=c+40|0;h=c+48|0;i=c+56|0;d=+p[g>>3];e=+p[h>>3];j=+p[i>>3];l=c+64|0;m=c+72|0;n=c+80|0;Q=+p[l>>3];R=+p[m>>3];S=+p[n>>3];o=c+88|0;q=c+92|0;r=c+96|0;ga=f[o>>2]|0;ha=f[q>>2]|0;ia=f[r>>2]|0;s=c+100|0;t=c+104|0;u=c+108|0;ja=f[s>>2]|0;ka=f[t>>2]|0;la=f[u>>2]|0;v=c+112|0;x=c+120|0;z=c+128|0;T=+p[v>>3];U=+p[x>>3];V=+p[z>>3];B=c+136|0;D=c+144|0;F=c+152|0;W=+p[B>>3];X=+p[D>>3];Y=+p[F>>3];H=c+160|0;J=c+168|0;L=c+176|0;Z=+p[H>>3];_=+p[J>>3];$=+p[L>>3];N=c+184|0;f[(a+64|0)>>2]=f[N>>2];f[(a+64|0)+4>>2]=f[N+4>>2];f[(a+64|0)+8>>2]=f[N+8>>2];f[(a+64|0)+12>>2]=f[N+12>>2];P=c+200|0;da=c+208|0;aa=+p[P>>3];ba=+p[da>>3];fa=c+216|0;f[a>>2]=f[fa>>2];f[a+4>>2]=f[fa+4>>2];f[a+8>>2]=f[fa+8>>2];f[a+12>>2]=f[fa+12>>2];b[a+16>>0]=b[fa+16>>0]|0;Ba=c;Da=na;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));ma=k+-200|0;Fa=+p[ma>>3];p[ma>>3]=d;p[g>>3]=Fa;ea=k+-192|0;Fa=+p[ea>>3];p[ea>>3]=+p[h>>3];p[h>>3]=Fa;ca=k+-184|0;Fa=+p[ca>>3];p[ca>>3]=+p[i>>3];p[i>>3]=Fa;O=k+-176|0;Fa=+p[O>>3];p[O>>3]=+p[l>>3];p[l>>3]=Fa;M=k+-168|0;Fa=+p[M>>3];p[M>>3]=+p[m>>3];p[m>>3]=Fa;K=k+-160|0;Fa=+p[K>>3];p[K>>3]=+p[n>>3];p[n>>3]=Fa;I=k+-152|0;G=f[I>>2]|0;f[I>>2]=ga;f[o>>2]=G;G=k+-148|0;E=f[G>>2]|0;f[G>>2]=f[q>>2];f[q>>2]=E;E=k+-144|0;C=f[E>>2]|0;f[E>>2]=f[r>>2];f[r>>2]=C;C=k+-140|0;A=f[C>>2]|0;f[C>>2]=f[s>>2];f[s>>2]=A;A=k+-136|0;y=f[A>>2]|0;f[A>>2]=f[t>>2];f[t>>2]=y;y=k+-132|0;f[u>>2]=f[y>>2];w=k+-128|0;Fa=+p[w>>3];p[w>>3]=+p[v>>3];p[v>>3]=Fa;u=k+-120|0;Fa=+p[u>>3];p[u>>3]=+p[x>>3];p[x>>3]=Fa;t=k+-112|0;Fa=+p[t>>3];p[t>>3]=+p[z>>3];p[z>>3]=Fa;s=k+-104|0;Fa=+p[s>>3];p[s>>3]=+p[B>>3];p[B>>3]=Fa;r=k+-96|0;Fa=+p[r>>3];p[r>>3]=+p[D>>3];p[D>>3]=Fa;q=k+-88|0;Fa=+p[q>>3];p[q>>3]=+p[F>>3];p[F>>3]=Fa;o=k+-80|0;Fa=+p[o>>3];p[o>>3]=+p[H>>3];p[H>>3]=Fa;n=k+-72|0;Fa=+p[n>>3];p[n>>3]=+p[J>>3];p[J>>3]=Fa;m=k+-64|0;Fa=+p[m>>3];p[m>>3]=+p[L>>3];p[L>>3]=Fa;l=k+-56|0;f[N>>2]=f[l>>2];f[N+4>>2]=f[l+4>>2];f[N+8>>2]=f[l+8>>2];f[N+12>>2]=f[l+12>>2];i=k+-40|0;Fa=+p[i>>3];p[i>>3]=+p[P>>3];p[P>>3]=Fa;h=k+-32|0;p[da>>3]=+p[h>>3];g=k+-24|0;f[fa>>2]=f[g>>2];f[fa+4>>2]=f[g+4>>2];f[fa+8>>2]=f[g+8>>2];f[fa+12>>2]=f[g+12>>2];b[fa+16>>0]=b[g+16>>0]|0;Ba=na;Da=a+24|0;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));p[ma>>3]=d;p[ea>>3]=e;p[ca>>3]=j;p[O>>3]=Q;p[M>>3]=R;p[K>>3]=S;f[I>>2]=ga;f[G>>2]=ha;f[E>>2]=ia;f[C>>2]=ja;f[A>>2]=ka;f[y>>2]=la;p[w>>3]=T;p[u>>3]=U;p[t>>3]=V;p[s>>3]=W;p[r>>3]=X;p[q>>3]=Y;p[o>>3]=Z;p[n>>3]=_;p[m>>3]=$;f[l>>2]=f[(a+64|0)>>2];f[l+4>>2]=f[(a+64|0)+4>>2];f[l+8>>2]=f[(a+64|0)+8>>2];f[l+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=aa;p[h>>3]=ba;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;k=na;c=c+240|0}}f[a+432>>2]=za;f[a+6544>>2]=Ba;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6576>>2]=Ca}function ksb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0.0,la=0.0,ma=0.0,na=0.0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0,Ga=0,Ha=0,Ia=0,Ja=0,Ka=0,La=0,Ma=0,Na=0,Oa=0,Pa=0,Qa=0,Ra=0,Sa=0,Ta=0,Ua=0,Va=0,Wa=0,Xa=0,Ya=0,Za=0,_a=0,$a=0,ab=0,bb=0,cb=0,db=0,eb=0,fb=0,gb=0.0;qa=f[a+352>>2]|0;ta=f[a+400>>2]|0;wa=f[a+1720>>2]|0;xa=f[a+1784>>2]|0;ya=f[a+1808>>2]|0;za=f[a+1848>>2]|0;Aa=f[a+1880>>2]|0;Ba=f[a+1920>>2]|0;Ca=f[a+1936>>2]|0;Da=f[a+1968>>2]|0;Ea=f[a+1992>>2]|0;Ga=f[a+2040>>2]|0;Ra=f[a+2640>>2]|0;Wa=f[a+3080>>2]|0;Xa=f[a+3584>>2]|0;Ya=f[a+4176>>2]|0;_a=f[a+4832>>2]|0;$a=f[a+5368>>2]|0;ab=f[a+5936>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;a:{Fa=ta+-128|0;Ha=ta+-120|0;Ia=ta+-112|0;Ja=ta+-104|0;Ka=ta+-96|0;La=ta+-88|0;Ma=ta+-80|0;Na=ta+-72|0;Oa=ta+-64|0;Pa=ta+-56|0;Qa=ta+-40|0;Sa=ta+-32|0;Ta=ta+-24|0;pa=qa;while(1){ua=pa;b:while(1){Ua=ua;switch((Ga-Ua|0|0)/240|0|0){case 2:{db=5;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 3:{db=11;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 4:{db=12;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 5:{db=13;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 1:case 0:{db=111;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}default:{}}if((Ga-Ua|0|0)<1680){db=15;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}Va=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)|0;if((Ga-Ua|0|0)>239760)sa=Hsb(ua,ua+((((Ga-Ua|0)>>>0)/960|0)*240|0)|0,Va,Va+((((Ga-Ua|0)>>>0)/960|0)*240|0)|0,Ra)|0;else sa=Fsb(ua,Va,Ra)|0;k=ua+216|0;c=~~+p[k>>3]>>>0;l=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+216|0;d=~~+p[l>>3]>>>0;if(c>>>0<d>>>0){i=Ra;j=sa;break}if(c>>>0<=d>>>0){e=+p[ua+224>>3];g=+p[ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+224>>3];if(e<g){i=Ra;j=sa;break}if(!(e>g))if(fub(ua,Va)|0){i=Ra;j=sa;break}}if((ua|0)!=(Wa|0)){h=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+224|0;ra=Ra;Za=Wa;while(1){c=~~+p[ra+-24>>3]>>>0;d=~~+p[l>>3]>>>0;if(c>>>0<d>>>0){db=78;break b}if(c>>>0<=d>>>0){e=+p[ra+-16>>3];g=+p[h>>3];if(e<g){db=78;break b}if(!(e>g))if(fub(Za,Va)|0){db=78;break b}}c=Za+-240|0;if((ua|0)==(c|0))break;else{ra=Za;Za=c}}}ba=ua+240|0;ca=~~+p[k>>3]>>>0;oa=~~+p[Xa>>3]>>>0;f[a+432>>2]=ua;f[a+1720>>2]=wa;f[a+1784>>2]=xa;f[a+1808>>2]=ya;f[a+1848>>2]=za;f[a+1880>>2]=Aa;f[a+1920>>2]=Ba;f[a+1936>>2]=Ca;f[a+1968>>2]=Da;f[a+1992>>2]=Ea;f[a+2016>>2]=Fa;f[a+2048>>2]=Ha;f[a+2064>>2]=Ia;f[a+2096>>2]=Ja;f[a+2160>>2]=Ka;f[a+2232>>2]=La;f[a+2296>>2]=Ma;f[a+2368>>2]=Na;f[a+2432>>2]=Oa;f[a+2504>>2]=Pa;f[a+2568>>2]=Qa;f[a+2640>>2]=Ra;f[a+2648>>2]=Sa;f[a+2720>>2]=Ta;f[a+3032>>2]=k;f[a+3104>>2]=ba;f[a+3112>>2]=ca;f[a+3120>>2]=oa;f[a+4176>>2]=Ya;f[a+4832>>2]=_a;f[a+5368>>2]=$a;f[a+5936>>2]=ab;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db;f[a+6632>>2]=0;f[a+6636>>2]=0;jsb(a);ua=f[a+432>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;G=f[a+6632>>2]|0;D=f[a+6636>>2]|0;H=+n[a+6636>>2];f[a+6632>>2]=0;f[a+6636>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:{f[a+6640>>2]=2;f[a+6644>>2]=8;break a}}if((G|0)==3)continue;if((G|0)==4)switch(D|0){case 5:continue b}}if((db|0)==78){db=0;cb=a+24|0;eb=ua;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));c=ua+40|0;d=ua+48|0;h=ua+56|0;e=+p[c>>3];g=+p[d>>3];V=+p[h>>3];i=ua+64|0;j=ua+72|0;k=ua+80|0;W=+p[i>>3];X=+p[j>>3];Y=+p[k>>3];l=ua+88|0;m=ua+92|0;o=ua+96|0;Z=f[l>>2]|0;_=f[m>>2]|0;$=f[o>>2]|0;q=ua+100|0;r=ua+104|0;s=ua+108|0;aa=f[q>>2]|0;ba=f[r>>2]|0;ca=f[s>>2]|0;t=ua+112|0;v=ua+120|0;x=ua+128|0;da=+p[t>>3];ea=+p[v>>3];fa=+p[x>>3];z=ua+136|0;B=ua+144|0;E=ua+152|0;ga=+p[z>>3];ha=+p[B>>3];ia=+p[E>>3];I=ua+160|0;K=ua+168|0;M=ua+176|0;ja=+p[I>>3];ka=+p[K>>3];la=+p[M>>3];O=ua+184|0;f[(a+64|0)>>2]=f[O>>2];f[(a+64|0)+4>>2]=f[O+4>>2];f[(a+64|0)+8>>2]=f[O+8>>2];f[(a+64|0)+12>>2]=f[O+12>>2];Q=ua+200|0;S=ua+208|0;ma=+p[Q>>3];na=+p[S>>3];U=ua+216|0;f[a>>2]=f[U>>2];f[a+4>>2]=f[U+4>>2];f[a+8>>2]=f[U+8>>2];f[a+12>>2]=f[U+12>>2];b[a+16>>0]=b[U+16>>0]|0;cb=ua;eb=Za;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));oa=ra+-200|0;gb=+p[oa>>3];p[oa>>3]=e;p[c>>3]=gb;T=ra+-192|0;gb=+p[T>>3];p[T>>3]=+p[d>>3];p[d>>3]=gb;R=ra+-184|0;gb=+p[R>>3];p[R>>3]=+p[h>>3];p[h>>3]=gb;P=ra+-176|0;gb=+p[P>>3];p[P>>3]=+p[i>>3];p[i>>3]=gb;N=ra+-168|0;gb=+p[N>>3];p[N>>3]=+p[j>>3];p[j>>3]=gb;L=ra+-160|0;gb=+p[L>>3];p[L>>3]=+p[k>>3];p[k>>3]=gb;J=ra+-152|0;F=f[J>>2]|0;f[J>>2]=Z;f[l>>2]=F;F=ra+-148|0;C=f[F>>2]|0;f[F>>2]=f[m>>2];f[m>>2]=C;C=ra+-144|0;A=f[C>>2]|0;f[C>>2]=f[o>>2];f[o>>2]=A;A=ra+-140|0;y=f[A>>2]|0;f[A>>2]=f[q>>2];f[q>>2]=y;y=ra+-136|0;w=f[y>>2]|0;f[y>>2]=f[r>>2];f[r>>2]=w;w=ra+-132|0;f[s>>2]=f[w>>2];u=ra+-128|0;gb=+p[u>>3];p[u>>3]=+p[t>>3];p[t>>3]=gb;s=ra+-120|0;gb=+p[s>>3];p[s>>3]=+p[v>>3];p[v>>3]=gb;r=ra+-112|0;gb=+p[r>>3];p[r>>3]=+p[x>>3];p[x>>3]=gb;q=ra+-104|0;gb=+p[q>>3];p[q>>3]=+p[z>>3];p[z>>3]=gb;o=ra+-96|0;gb=+p[o>>3];p[o>>3]=+p[B>>3];p[B>>3]=gb;m=ra+-88|0;gb=+p[m>>3];p[m>>3]=+p[E>>3];p[E>>3]=gb;l=ra+-80|0;gb=+p[l>>3];p[l>>3]=+p[I>>3];p[I>>3]=gb;k=ra+-72|0;gb=+p[k>>3];p[k>>3]=+p[K>>3];p[K>>3]=gb;j=ra+-64|0;gb=+p[j>>3];p[j>>3]=+p[M>>3];p[M>>3]=gb;i=ra+-56|0;f[O>>2]=f[i>>2];f[O+4>>2]=f[i+4>>2];f[O+8>>2]=f[i+8>>2];f[O+12>>2]=f[i+12>>2];h=ra+-40|0;gb=+p[h>>3];p[h>>3]=+p[Q>>3];p[Q>>3]=gb;d=ra+-32|0;p[S>>3]=+p[d>>3];c=ra+-24|0;f[U>>2]=f[c>>2];f[U+4>>2]=f[c+4>>2];f[U+8>>2]=f[c+8>>2];f[U+12>>2]=f[c+12>>2];b[U+16>>0]=b[c+16>>0]|0;cb=Za;eb=a+24|0;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));p[oa>>3]=e;p[T>>3]=g;p[R>>3]=V;p[P>>3]=W;p[N>>3]=X;p[L>>3]=Y;f[J>>2]=Z;f[F>>2]=_;f[C>>2]=$;f[A>>2]=aa;f[y>>2]=ba;f[w>>2]=ca;p[u>>3]=da;p[s>>3]=ea;p[r>>3]=fa;p[q>>3]=ga;p[o>>3]=ha;p[m>>3]=ia;p[l>>3]=ja;p[k>>3]=ka;p[j>>3]=la;f[i>>2]=f[(a+64|0)>>2];f[i+4>>2]=f[(a+64|0)+4>>2];f[i+8>>2]=f[(a+64|0)+8>>2];f[i+12>>2]=f[(a+64|0)+12>>2];p[h>>3]=ma;p[d>>3]=na;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;i=Za;j=sa+1|0}sa=ua+240|0;f[a+336>>2]=pa;f[a+400>>2]=ta;f[a+432>>2]=ua;f[a+496>>2]=i;f[a+520>>2]=j;f[a+592>>2]=va;f[a+2040>>2]=Ga;f[a+2784>>2]=Ua;f[a+3024>>2]=Va;f[a+5112>>2]=sa;f[a+6520>>2]=bb;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db;f[a+6624>>2]=0;f[a+6628>>2]=0;isb(a);pa=f[a+336>>2]|0;va=f[a+592>>2]|0;bb=f[a+6520>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;G=f[a+6624>>2]|0;D=f[a+6628>>2]|0;H=+n[a+6628>>2];f[a+6624>>2]=0;f[a+6628>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if((db|0)==109){db=0;Xrb(va+240|0,ta);qa=ua;ta=va;f[a+6640>>2]=3;break a}else if((db|0)==110){db=0;if(bb){db=111;f[a+6640>>2]=1;break a}else{qa=ua;ta=va;f[a+6640>>2]=3;break a}}}f[a+352>>2]=qa;f[a+400>>2]=ta;f[a+432>>2]=ua;f[a+2016>>2]=Fa;f[a+2048>>2]=Ha;f[a+2064>>2]=Ia;f[a+2096>>2]=Ja;f[a+2160>>2]=Ka;f[a+2232>>2]=La;f[a+2296>>2]=Ma;f[a+2368>>2]=Na;f[a+2432>>2]=Oa;f[a+2504>>2]=Pa;f[a+2568>>2]=Qa;f[a+2648>>2]=Sa;f[a+2720>>2]=Ta;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db}function lsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0.0;v=f[a+400>>2]|0;za=f[a+432>>2]|0;$=f[a+1720>>2]|0;aa=f[a+1784>>2]|0;ba=f[a+1808>>2]|0;ca=f[a+1848>>2]|0;da=f[a+1880>>2]|0;ea=f[a+1920>>2]|0;fa=f[a+1936>>2]|0;ga=f[a+1968>>2]|0;ha=f[a+1992>>2]|0;ia=f[a+2016>>2]|0;ja=f[a+2048>>2]|0;ka=f[a+2064>>2]|0;la=f[a+2096>>2]|0;ma=f[a+2160>>2]|0;na=f[a+2232>>2]|0;oa=f[a+2296>>2]|0;pa=f[a+2368>>2]|0;qa=f[a+2432>>2]|0;ra=f[a+2504>>2]|0;sa=f[a+2568>>2]|0;ta=f[a+2640>>2]|0;ua=f[a+2648>>2]|0;va=f[a+2720>>2]|0;c=f[a+3584>>2]|0;e=f[a+4176>>2]|0;wa=f[a+4832>>2]|0;xa=f[a+5368>>2]|0;ya=f[a+5936>>2]|0;Aa=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0;Ba=f[a+6576>>2]|0;Ca=f[a+6584>>2]|0;a:{if(Ca){Ca=0;if((Ba|0)==5){c=~~+p[c>>3]>>>0;d=~~+p[za+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){u=a;f[a+6648>>2]=5;break a}h=+p[e>>3];i=+p[za+224>>3];if(!(h<i)){if(h>i){u=a;f[a+6648>>2]=5;break a}if(!(fub(ta,za)|0)){u=a;f[a+6648>>2]=5;break a}}}Aa=a+24|0;Da=za;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));m=za+40|0;B=za+48|0;c=za+56|0;h=+p[m>>3];i=+p[B>>3];E=+p[c>>3];d=za+64|0;e=za+72|0;g=za+80|0;F=+p[d>>3];G=+p[e>>3];H=+p[g>>3];I=za+88|0;j=za+92|0;k=za+96|0;J=f[I>>2]|0;K=f[j>>2]|0;L=f[k>>2]|0;M=za+100|0;l=za+104|0;n=za+108|0;N=f[M>>2]|0;O=f[l>>2]|0;P=f[n>>2]|0;o=za+112|0;q=za+120|0;r=za+128|0;Q=+p[o>>3];R=+p[q>>3];S=+p[r>>3];s=za+136|0;t=za+144|0;v=za+152|0;T=+p[s>>3];U=+p[t>>3];V=+p[v>>3];w=za+160|0;x=za+168|0;y=za+176|0;W=+p[w>>3];X=+p[x>>3];Y=+p[y>>3];z=za+184|0;f[(a+64|0)>>2]=f[z>>2];f[(a+64|0)+4>>2]=f[z+4>>2];f[(a+64|0)+8>>2]=f[z+8>>2];f[(a+64|0)+12>>2]=f[z+12>>2];A=za+200|0;C=za+208|0;Z=+p[A>>3];_=+p[C>>3];D=za+216|0;f[a>>2]=f[D>>2];f[a+4>>2]=f[D+4>>2];f[a+8>>2]=f[D+8>>2];f[a+12>>2]=f[D+12>>2];b[a+16>>0]=b[D+16>>0]|0;Aa=za;Da=ta;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));Fa=+p[wa>>3];p[wa>>3]=h;p[m>>3]=Fa;Fa=+p[xa>>3];p[xa>>3]=+p[B>>3];p[B>>3]=Fa;Fa=+p[ya>>3];p[ya>>3]=+p[c>>3];p[c>>3]=Fa;Fa=+p[$>>3];p[$>>3]=+p[d>>3];p[d>>3]=Fa;Fa=+p[aa>>3];p[aa>>3]=+p[e>>3];p[e>>3]=Fa;Fa=+p[ba>>3];p[ba>>3]=+p[g>>3];p[g>>3]=Fa;Aa=f[ca>>2]|0;f[ca>>2]=J;f[I>>2]=Aa;Aa=f[da>>2]|0;f[da>>2]=f[j>>2];f[j>>2]=Aa;Aa=f[ea>>2]|0;f[ea>>2]=f[k>>2];f[k>>2]=Aa;Aa=f[fa>>2]|0;f[fa>>2]=f[M>>2];f[M>>2]=Aa;Aa=f[ga>>2]|0;f[ga>>2]=f[l>>2];f[l>>2]=Aa;f[n>>2]=f[ha>>2];Fa=+p[ia>>3];p[ia>>3]=+p[o>>3];p[o>>3]=Fa;Fa=+p[ja>>3];p[ja>>3]=+p[q>>3];p[q>>3]=Fa;Fa=+p[ka>>3];p[ka>>3]=+p[r>>3];p[r>>3]=Fa;Fa=+p[la>>3];p[la>>3]=+p[s>>3];p[s>>3]=Fa;Fa=+p[ma>>3];p[ma>>3]=+p[t>>3];p[t>>3]=Fa;Fa=+p[na>>3];p[na>>3]=+p[v>>3];p[v>>3]=Fa;Fa=+p[oa>>3];p[oa>>3]=+p[w>>3];p[w>>3]=Fa;Fa=+p[pa>>3];p[pa>>3]=+p[x>>3];p[x>>3]=Fa;Fa=+p[qa>>3];p[qa>>3]=+p[y>>3];p[y>>3]=Fa;f[z>>2]=f[ra>>2];f[z+4>>2]=f[ra+4>>2];f[z+8>>2]=f[ra+8>>2];f[z+12>>2]=f[ra+12>>2];Fa=+p[sa>>3];p[sa>>3]=+p[A>>3];p[A>>3]=Fa;p[C>>3]=+p[ua>>3];f[D>>2]=f[va>>2];f[D+4>>2]=f[va+4>>2];f[D+8>>2]=f[va+8>>2];f[D+12>>2]=f[va+12>>2];b[D+16>>0]=b[va+16>>0]|0;Aa=ta;Da=a+24|0;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));p[wa>>3]=h;p[xa>>3]=i;p[ya>>3]=E;p[$>>3]=F;p[aa>>3]=G;p[ba>>3]=H;f[ca>>2]=J;f[da>>2]=K;f[ea>>2]=L;f[fa>>2]=N;f[ga>>2]=O;f[ha>>2]=P;p[ia>>3]=Q;p[ja>>3]=R;p[ka>>3]=S;p[la>>3]=T;p[ma>>3]=U;p[na>>3]=V;p[oa>>3]=W;p[pa>>3]=X;p[qa>>3]=Y;f[ra>>2]=f[(a+64|0)>>2];f[ra+4>>2]=f[(a+64|0)+4>>2];f[ra+8>>2]=f[(a+64|0)+8>>2];f[ra+12>>2]=f[(a+64|0)+12>>2];p[sa>>3]=Z;p[ua>>3]=_;f[va>>2]=f[a>>2];f[va+4>>2]=f[a+4>>2];f[va+8>>2]=f[a+8>>2];f[va+12>>2]=f[a+12>>2];b[va+16>>0]=b[a+16>>0]|0;u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==11){Fsb(za,za+240|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else if((Ba|0)==12){Gsb(za,za+240|0,za+480|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else if((Ba|0)==13){Hsb(za,za+240|0,za+480|0,za+720|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==15){d=za+480|0;Fsb(za,za+240|0,d)|0;c=za+720|0;if((c|0)==(v|0)){u=a;f[a+6648>>2]=5;break a}j=(a+64|0)+40|0;k=(a+64|0)+64|0;l=(a+64|0)+88|0;m=(a+64|0)+100|0;n=(a+64|0)+112|0;o=(a+64|0)+136|0;q=(a+64|0)+160|0;r=(a+64|0)+184|0;s=(a+64|0)+200|0;t=(a+64|0)+216|0;while(1){e=~~+p[c+216>>3]>>>0;g=~~+p[d+216>>3]>>>0;if(e>>>0<g>>>0)Ba=22;else if(e>>>0<=g>>>0){h=+p[c+224>>3];i=+p[d+224>>3];if(h<i)Ba=22;else if(!(h>i))if(fub(c,d)|0)Ba=22}if((Ba|0)==22){Ba=0;Aa=a+64|0;Da=c;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));f[a+408>>2]=c;f[a+416>>2]=d;f[a+432>>2]=za;f[a+1832>>2]=j;f[a+1840>>2]=k;f[a+1856>>2]=l;f[a+1864>>2]=m;f[a+1872>>2]=n;f[a+1888>>2]=o;f[a+1896>>2]=q;f[a+1904>>2]=r;f[a+1912>>2]=s;f[a+1928>>2]=t;f[a+6544>>2]=Aa;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6616>>2]=0;f[a+6620>>2]=0;hsb(a);Aa=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0}d=c+240|0;if((d|0)==(v|0))break;else{ya=c;c=d;d=ya}}u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==111)if(1){u=a;f[a+6648>>2]=5;break a}else Ca=1}}f[a+6544>>2]=Aa;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6576>>2]=Ba;f[a+6584>>2]=Ca}
+function Ijb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=b;i=c-l>>5;j=a+8|0;d=f[j>>2]|0;h=f[a>>2]|0;k=h;if(i>>>0>d-h>>5>>>0){g=h;if(h){d=a+4|0;e=f[d>>2]|0;if((e|0)!=(k|0))f[d>>2]=e+(~((e+-32-h|0)>>>5)<<5);sOb(g);f[j>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(i>>>0>134217727)AMb(a);k=d>>4;d=d>>5>>>0<67108863?(k>>>0<i>>>0?i:k):134217727;if(d>>>0>134217727)AMb(a);g=pOb(d<<5)|0;h=a+4|0;f[h>>2]=g;f[a>>2]=g;f[j>>2]=g+(d<<5);if((b|0)==(c|0))return;e=c+-32-l|0;d=g;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(c|0))break;else d=d+32|0}f[h>>2]=g+((e>>>5)+1<<5);return}j=a+4|0;e=f[j>>2]|0;a=e-h>>5;g=i>>>0>a>>>0;a=b+(a<<5)|0;i=g?a:c;h=e;if((i|0)==(b|0))b=k;else{e=i+-32-l|0;d=k;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(i|0))break;else d=d+32|0}b=k+((e>>>5)+1<<5)|0}if(!g){if((b|0)==(h|0))return;f[j>>2]=h+(~((h+-32-b|0)>>>5)<<5);return}if((i|0)==(c|0))return;g=f[j>>2]|0;e=c+-32-i|0;b=a;d=g;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(c|0))break;else d=d+32|0}f[j>>2]=g+((e>>>5)+1<<5);return}function Jjb(a){a=a|0;var b=0,c=0,d=0;Kjb(a+744|0);c=a+584|0;b=f[a+604>>2]|0;if(b|0)Ljb(b,c);b=f[a+592>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);Mjb(a+184|0);B$(a+120|0);c=a+64|0;b=f[a+84>>2]|0;if(b|0)Njb(b,c);b=f[a+72>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(!b)return;sOb(b);return}function Kjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=a+16|0;b=f[a+28>>2]|0;if(b|0)Qjb(b,h);b=f[h>>2]|0;if(b|0){g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[g>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[h>>2]|0}sOb(b)}b=f[a+12>>2]|0;if(b|0)Qjb(b,a);b=f[a>>2]|0;if(!b)return;g=a+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function Ljb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257384]|0))if(MPb(257384)|0){f[64699]=0;f[64700]=0;f[64701]=0}a=f[64700]|0;if(a>>>0>=(f[64701]|0)>>>0){Pjb(258796,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64700]=(f[64700]|0)+20;return}function Mjb(a){a=a|0;var b=0,c=0,d=0;b=f[a+368>>2]|0;if(b|0){c=a+372|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+344>>2]|0;if(b|0){c=a+348|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+320>>2]|0;if(b|0){c=a+324|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+296>>2]|0;if(b|0){c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+272>>2]|0;if(b|0){c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+248>>2]|0;if(b|0){c=a+252|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+224>>2]|0;if(b|0){c=a+228|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+200>>2]|0;if(b|0){c=a+204|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+176>>2]|0;if(b|0){c=a+180|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+152>>2]|0;if(b|0){c=a+156|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+128>>2]|0;if(b|0){c=a+132|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+104>>2]|0;if(b|0){c=a+108|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+80>>2]|0;if(b|0){c=a+84|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+56>>2]|0;if(b|0){c=a+60|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-16-d|0)>>>4)<<4);sOb(d);return}function Njb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257376]|0))if(MPb(257376)|0){f[64695]=0;f[64696]=0;f[64697]=0}a=f[64696]|0;if(a>>>0>=(f[64697]|0)>>>0){Ojb(258780,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64696]=(f[64696]|0)+20;return}function Ojb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function Pjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function Qjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0)){d=a;while(1){a=d+-12|0;f[i>>2]=a;e=f[a>>2]|0;if(e){a=d+-8|0;d=f[a>>2]|0;if((d|0)!=(e|0))f[a>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);a=f[i>>2]|0}if((a|0)==(g|0))break;else d=a}}if(!(b[257392]|0))if(MPb(257392)|0){f[64702]=0;f[64703]=0;f[64704]=0}a=f[64703]|0;if(a>>>0<(f[64704]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64703]=a+12;return}else{Rjb(258808,c);return}}function Rjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-c|0)/12|0;c=l<<1;c=l>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;l=b;d=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;l=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;i=l;if((d|0)!=(i|0)){h=d;do{d=h;h=h+-12|0;c=f[h>>2]|0;if(c|0){g=d+-8|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[g>>2]=e;b=f[e>>2]|0;if(!b)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(b|0))f[d>>2]=e+(~((e+-32-b|0)>>>5)<<5);sOb(b);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}}while((h|0)!=(i|0))}if(!l)return;sOb(l);return}function Sjb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0.0,v=0.0,w=0.0;m=a;l=m+48|0;do{f[m>>2]=f[c>>2];m=m+4|0;c=c+4|0}while((m|0)<(l|0));f[a+48>>2]=e;r=a+52|0;b[r>>0]=b[g>>0]|0;b[r+1>>0]=b[g+1>>0]|0;b[r+2>>0]=b[g+2>>0]|0;g=(zQa(e)|0)+229|0;b[a+55>>0]=b[g>>0]|0;g=a+56|0;if(!(b[i+4>>0]|0)){c=f[i>>2]|0;f[g>>2]=c;c=c+56|0}else{f[g>>2]=0;c=f[i>>2]|0}o=a+60|0;f[o>>2]=c;ljb(a+64|0);q=a+104|0;njb(q,j);n=a+108|0;b[n>>0]=d;i=a+112|0;p[i>>3]=C;f[a+192>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+224>>2]=0;f[a+240>>2]=0;f[a+244>>2]=0;f[a+248>>2]=0;f[a+264>>2]=0;f[a+268>>2]=0;f[a+272>>2]=0;f[a+288>>2]=0;f[a+292>>2]=0;f[a+296>>2]=0;f[a+312>>2]=0;f[a+316>>2]=0;f[a+320>>2]=0;f[a+336>>2]=0;f[a+340>>2]=0;f[a+344>>2]=0;f[a+360>>2]=0;f[a+364>>2]=0;f[a+368>>2]=0;f[a+384>>2]=0;f[a+388>>2]=0;f[a+392>>2]=0;f[a+408>>2]=0;f[a+412>>2]=0;f[a+416>>2]=0;f[a+432>>2]=0;f[a+436>>2]=0;f[a+440>>2]=0;f[a+456>>2]=0;f[a+460>>2]=0;f[a+464>>2]=0;f[a+480>>2]=0;f[a+484>>2]=0;f[a+488>>2]=0;f[a+504>>2]=0;f[a+508>>2]=0;f[a+512>>2]=0;f[a+528>>2]=0;f[a+532>>2]=0;f[a+536>>2]=0;f[a+552>>2]=0;f[a+556>>2]=0;f[a+560>>2]=0;c=a+184|0;m=a+120|0;l=m+60|0;do{f[m>>2]=0;m=m+4|0}while((m|0)<(l|0));p[c>>3]=2.2250738585072014e-308;p[a+208>>3]=8.938889586303288e-249;p[a+232>>3]=6.5957363400673356e-229;p[a+256>>3]=4.8667944097154903e-209;p[a+280>>3]=3.5910604374152623e-189;p[a+304>>3]=2.6497349136888998e-169;p[a+328>>3]=1.9551592726396706e-149;p[a+352>>3]=1.4426529090289578e-129;p[a+376>>3]=1.0644899600019857e-109;p[a+400>>3]=7.85454954447594e-90;p[a+424>>3]=5.795634610448756e-70;p[a+448>>3]=4.2764235361472415e-50;p[a+472>>3]=3.1554436208838314e-30;p[a+496>>3]=2.3283064365385257e-10;p[a+520>>3]=17179869183.998657;p[a+544>>3]=1797693134862315708145274.0e284;if(!j)c=hjb(e)|0;else c=2;f[a+576>>2]=c;vjb(a+584|0,f[64698]|0);f[a+608>>2]=0;j=a+744|0;wjb(j,f[64698]|0);m=a+760|0;wjb(m,f[64698]|0);fjb(e,m);xjb(j,f[m>>2]|0,f[a+764>>2]|0);m=(f[g>>2]|0)==0;if(m){b[a+8>>0]=0;b[a+9>>0]=0;b[a+10>>0]=1;f[a+16>>2]=-1;b[a+11>>0]=0;b[a+12>>0]=0;b[a+13>>0]=0}c=a+40|0;k=+p[c>>3];if(k<0.0)p[c>>3]=C;else{p[s>>3]=k;if(!((f[s>>2]|0)==0?(f[s+4>>2]&2147483647|0)==2146435072:0)){e=f[o>>2]|0;w=+p[e+24>>3];v=+p[e+32>>3];u=+p[e+40>>3];k=k/+L(+(w*w+(v*v+u*u)));p[i>>3]=k}}i=h[n>>0]|0;n=a+109|0;g=i&1;b[n>>0]=g;d=a+110|0;c=i>>>1&1;b[d>>0]=c;l=a+111|0;i=i>>>2&1;b[l>>0]=i;if(m)t=14;else if((f[a+16>>2]|0)<0)t=14;if((t|0)==14){b[d>>0]=0;b[l>>0]=0;i=0;c=0}m=(b[a+24>>0]|0)==0;if(m)l=c;else if(!(f[q>>2]|0)){if(!(b[a+53>>0]|0))if(!(b[a+27>>0]|0)){b[d>>0]=0;c=0}if(!(b[a+54>>0]|0))if(!(b[a+28>>0]|0)){b[l>>0]=0;l=c;i=0}else l=c;else l=c}else l=c;d=l<<24>>24==0;do if((l|i)<<24>>24){if(!(b[a+8>>0]|0))if(!(b[a+12>>0]|0))break;b[n>>0]=1;g=1}while(0);if(m)t=32;else if(!(f[q>>2]|0))if(!(b[r>>0]|0)){c=a+26|0;if(!(b[c>>0]|0)){b[n>>0]=0;t=34}else t=32}else t=32;else t=32;if((t|0)==32)if(!(g<<24>>24)){c=a+26|0;t=34}else c=1;if((t|0)==34){b[c>>0]=0;b[a+12>>0]=0;c=0}if(d)b[a+27>>0]=0;if(!(i<<24>>24))b[a+28>>0]=0;if(c<<24>>24){if((l|i)<<24>>24)return;if(b[a+9>>0]|0)return}b[a+8>>0]=0;return}function Tjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;f[a>>2]=0;c=a+4|0;f[c>>2]=0;f[a+8>>2]=0;f[a>>2]=f[b>>2];d=b+4|0;f[c>>2]=f[d>>2];c=b+8|0;f[a+8>>2]=f[c>>2];f[c>>2]=0;f[d>>2]=0;f[b>>2]=0;d=a+12|0;c=b+12|0;f[d>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[d>>2]=f[c>>2];d=b+16|0;f[e>>2]=f[d>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[c>>2]=0;c=a+24|0;d=b+24|0;f[c>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[c>>2]=f[d>>2];c=b+28|0;f[e>>2]=f[c>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[c>>2]=0;f[d>>2]=0;d=a+36|0;c=b+36|0;f[d>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[d>>2]=f[c>>2];d=b+40|0;f[e>>2]=f[d>>2];b=b+44|0;f[a+44>>2]=f[b>>2];f[b>>2]=0;f[d>>2]=0;f[c>>2]=0;return}function Ujb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=a+4|0;if(!c)c=a+8|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);sOb(c);c=a+8|0;f[c>>2]=0;f[e>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];i=b+4|0;f[e>>2]=f[i>>2];j=b+8|0;f[c>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;i=b+12|0;j=a+12|0;d=f[j>>2]|0;if(!d){c=a+16|0;d=a+20|0}else{c=a+16|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-208|0;f[c>>2]=g;h=f[e+-120>>2]|0;if(!h)e=g;else{e=e+-116|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h);e=f[c>>2]|0}}while((e|0)!=(d|0));d=f[j>>2]|0}sOb(d);d=a+20|0;f[d>>2]=0;f[c>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];g=b+16|0;f[c>>2]=f[g>>2];h=b+20|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;g=b+24|0;h=a+24|0;c=f[h>>2]|0;e=a+28|0;if(!c)c=a+32|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-120-c|0)>>>0)/120|0)*120|0);sOb(c);c=a+32|0;f[c>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];d=b+28|0;f[e>>2]=f[d>>2];e=b+32|0;f[c>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[g>>2]=0;d=b+36|0;e=a+36|0;g=f[e>>2]|0;c=a+40|0;if(!g){j=a+44|0;a=f[d>>2]|0;f[e>>2]=a;a=b+40|0;i=f[a>>2]|0;f[c>>2]=i;b=b+44|0;i=f[b>>2]|0;f[j>>2]=i;f[b>>2]=0;f[a>>2]=0;f[d>>2]=0;return}h=f[c>>2]|0;if((h|0)!=(g|0))f[c>>2]=h+(~(((h+-240-g|0)>>>0)/240|0)*240|0);sOb(g);j=a+44|0;f[j>>2]=0;f[c>>2]=0;f[e>>2]=0;a=f[d>>2]|0;f[e>>2]=a;a=b+40|0;i=f[a>>2]|0;f[c>>2]=i;b=b+44|0;i=f[b>>2]|0;f[j>>2]=i;f[b>>2]=0;f[a>>2]=0;f[d>>2]=0;return}function Vjb(a){a=a|0;if((f[a>>2]|0)!=(f[a+4>>2]|0)){a=0;return a|0}if((f[a+12>>2]|0)!=(f[a+16>>2]|0)){a=0;return a|0}if((f[a+24>>2]|0)!=(f[a+28>>2]|0)){a=0;return a|0}a=(f[a+36>>2]|0)==(f[a+40>>2]|0);return a|0}function Wjb(){f[64705]=0;f[64706]=0;f[64707]=0;return}function Xjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+512|0;m=q+496|0;n=q;o=q+504|0;if(b[a+20>>0]|0)if(b[a+109>>0]|0)if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){e=a+56|0;d=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(d|0)!=0&1;if(!d)d=0;else d=f[f[d>>2]>>2]|0;l=a+104|0;frb(n,m,f[a+48>>2]|0,d,(f[l>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;Mrb(n,c);if(!(f[e>>2]|0))k=1;else k=b[a+12>>0]|0?1:3;d=Rrb(n,m,o)|0;a:do if(d|0){g=a+112|0;j=a+120|0;e=0;c=4;do{while(1){i=+p[m>>3];if(!(+p[g>>3]<i?(c|0)==(f[o>>2]|0):0))break;if(!(Srb(n)|0))break a;Lrb(n,e);d=Rrb(n,m,o)|0;if(!d)break a}c=d+200|0;c=ZPb(f[c>>2]|0,h[c+4>>0]&255|0,28)|0;if((c&15|0)==(f[l>>2]|0))Lsb(a,k,d,i);if(e)e=1;else e=(Vjb(j)|0)^1;Lrb(n,e);c=f[o>>2]|0;d=Rrb(n,m,o)|0}while((d|0)!=0)}while(0);crb(n);u=q;return}e=a+56|0;d=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(d|0)!=0&1;if(!d)d=0;else d=f[f[d>>2]>>2]|0;j=a+104|0;frb(n,m,f[a+48>>2]|0,d,(f[j>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;Mrb(n,c);if(!(f[e>>2]|0))c=1;else c=b[a+12>>0]|0?1:3;e=Rrb(n,m,o)|0;if(e|0){g=a+120|0;d=0;do{l=e+200|0;l=ZPb(f[l>>2]|0,h[l+4>>0]&255|0,28)|0;if((l&15|0)==(f[j>>2]|0))Lsb(a,c,e,+p[m>>3]);if(d)d=1;else d=(Vjb(g)|0)^1;Lrb(n,d);e=Rrb(n,m,o)|0}while((e|0)!=0)}crb(n);u=q;return}function Yjb(a){a=a|0;crb(a);sOb(a);return}function Zjb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0;q=u;u=u+48|0;c=q;a=a+492|0;if(!(CEa(f[(f[a>>2]|0)+48>>2]|0,c)|0)){b=0;u=q;return b|0}a=f[(f[a>>2]|0)+60>>2]|0;e=+p[c>>3];l=(+p[c+24>>3]-e)*.5;h=+p[c+8>>3];g=(+p[c+32>>3]-h)*.5;j=+p[c+16>>3];n=(+p[c+40>>3]-j)*.5;e=e+l;h=h+g;j=j+n;n=l*l+(g*g+n*n);g=+p[a>>3];l=e-g;i=+p[a+8>>3];m=h-i;k=+p[a+16>>3];d=j-k;o=l*+p[a+24>>3]+(m*+p[a+32>>3]+d*+p[a+40>>3]);d=n-(l*l+(m*m+d*d)-o*o);if(d<0.0){b=1;u=q;return b|0}l=+L(+d);m=o+l;g=g-e;e=i-h;d=k-j;if(!(m>=0.0)){b=1;u=q;return b|0}Wqb(b,g*g+(e*e+d*d)<=n?0.0:o-l,m);b=1;u=q;return b|0}function _jb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=f[a+492>>2]|0;g=d+52|0;e=(b[d+24>>0]|0)!=0;h=f[d+104>>2]|0;if(e)a=(b[d+26>>0]|0)==0;else a=0;if(cjb(g,a,h,c)|0){c=1;return c|0}if(e)a=(b[d+27>>0]|0)==0;else a=0;if(djb(g,a,h,c)|0){c=1;return c|0}if(e)a=(b[d+28>>0]|0)==0;else a=0;c=ejb(g,a,h,c)|0;return c|0}function $jb(a,b){a=a|0;b=b|0;return +(+Urb(f[a+492>>2]|0,b))}function akb(a,b){a=a|0;b=b|0;return +(+Trb(f[a+492>>2]|0,b))}function bkb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+512|0;m=q+496|0;n=q;o=q+504|0;e=a+56|0;if(f[e>>2]|0)if(!(b[a+10>>0]|0))Wsb(a);d=a+109|0;if(!(b[d>>0]|0))if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){u=q;return}if(!(f[e>>2]|0))c=9;else if(!(b[a+13>>0]|0))c=9;do if((c|0)==9){l=a+120|0;if(Vjb(l)|0){if(!((b[a+20>>0]|0)==0|(b[d>>0]|0)==0))if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){c=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(c|0)!=0&1;if(!c)c=0;else c=f[f[c>>2]>>2]|0;k=a+104|0;frb(n,m,f[a+48>>2]|0,c,(f[k>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;grb(n);if(!(f[e>>2]|0))j=1;else j=b[a+12>>0]|0?1:3;c=Rrb(n,m,o)|0;a:do if(c|0){i=a+112|0;d=0;e=4;do{while(1){g=+p[m>>3];if(!(+p[i>>3]<g?(e|0)==(f[o>>2]|0):0))break;if(!(Srb(n)|0))break a;Lrb(n,d);c=Rrb(n,m,o)|0;if(!c)break a}e=c+200|0;e=ZPb(f[e>>2]|0,h[e+4>>0]&255|0,28)|0;if((e&15|0)==(f[k>>2]|0))Lsb(a,j,c,g);if(d)d=1;else d=(Vjb(l)|0)^1;Lrb(n,d);e=f[o>>2]|0;c=Rrb(n,m,o)|0}while((c|0)!=0)}while(0);crb(n);break}c=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(c|0)!=0&1;if(!c)c=0;else c=f[f[c>>2]>>2]|0;i=a+104|0;frb(n,m,f[a+48>>2]|0,c,(f[i>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;grb(n);if(!(f[e>>2]|0))e=1;else e=b[a+12>>0]|0?1:3;c=Rrb(n,m,o)|0;if(c|0){d=0;do{k=c+200|0;k=ZPb(f[k>>2]|0,h[k+4>>0]&255|0,28)|0;if((k&15|0)==(f[i>>2]|0))Lsb(a,e,c,+p[m>>3]);if(d)d=1;else d=(Vjb(l)|0)^1;Lrb(n,d);c=Rrb(n,m,o)|0}while((c|0)!=0)}crb(n)}}while(0);Vrb(a);u=q;return}function ckb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=u;u=u+608|0;h=e+584|0;j=e+216|0;g=e+16|0;i=e;p[h>>3]=+n[d>>2];p[h+8>>3]=+n[d+4>>2];ojb(j,a9a(AQa(b)|0)|0,h,0);p[i>>3]=+n[c>>2];p[i+8>>3]=+n[c+4>>2];qjb(g,j,i,h);f[a>>2]=f[g+104>>2];f[a+4>>2]=f[g+108>>2];f[a+8>>2]=f[g+112>>2];f[a+12>>2]=f[g+116>>2];f[a+16>>2]=f[g+120>>2];f[a+20>>2]=f[g+124>>2];u=e;return}function dkb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0.0,la=0.0,ma=0.0;X=u;u=u+1456|0;v=X+1408|0;Z=X+1392|0;V=X+1024|0;W=X+664|0;T=X+464|0;U=X+24|0;H=X;h=+n[d>>2];j=+n[c>>2];L=h-j;i=+n[d+4>>2];J=+n[c+4>>2];K=i-J;n[v>>2]=j;n[v+4>>2]=J;o=v+8|0;n[o>>2]=j+0.0;m=v+12|0;n[m>>2]=K+J;n[v+16>>2]=h;t=v+20|0;n[t>>2]=i;N=v+24|0;n[N>>2]=L+j;M=v+28|0;n[M>>2]=J+0.0;aa=v+32|0;n[aa>>2]=j+L*.5;$=v+36|0;n[$>>2]=J+K*.5;p[Z>>3]=+n[e>>2];p[Z+8>>3]=+n[e+4>>2];ojb(V,a9a(AQa(b)|0)|0,Z,0);_=U+8|0;Y=T+56|0;R=T+64|0;S=T+72|0;D=T+80|0;E=T+88|0;F=T+96|0;B=T+104|0;x=T+108|0;w=T+112|0;G=T+116|0;I=T+120|0;C=T+124|0;p[U>>3]=+n[v>>2];p[_>>3]=J;qjb(T,V,U,Z);p[W>>3]=+p[Y>>3];b=W+8|0;p[b>>3]=+p[R>>3];c=W+16|0;p[c>>3]=+p[S>>3];Q=W+24|0;p[Q>>3]=+p[D>>3];P=W+32|0;p[P>>3]=+p[E>>3];O=W+40|0;p[O>>3]=+p[F>>3];f[W+48>>2]=f[B>>2];f[W+52>>2]=f[x>>2];f[W+56>>2]=f[w>>2];f[W+60>>2]=f[G>>2];f[W+64>>2]=f[I>>2];f[W+68>>2]=f[C>>2];p[U>>3]=+n[o>>2];p[_>>3]=+n[m>>2];qjb(T,V,U,Z);p[W+72>>3]=+p[Y>>3];m=W+80|0;p[m>>3]=+p[R>>3];o=W+88|0;p[o>>3]=+p[S>>3];e=W+96|0;p[e>>3]=+p[D>>3];l=W+104|0;p[l>>3]=+p[E>>3];d=W+112|0;p[d>>3]=+p[F>>3];f[W+120>>2]=f[B>>2];f[W+124>>2]=f[x>>2];f[W+128>>2]=f[w>>2];f[W+132>>2]=f[G>>2];f[W+136>>2]=f[I>>2];f[W+140>>2]=f[C>>2];p[U>>3]=+n[v+16>>2];p[_>>3]=+n[t>>2];qjb(T,V,U,Z);p[W+144>>3]=+p[Y>>3];t=W+152|0;p[t>>3]=+p[R>>3];v=W+160|0;p[v>>3]=+p[S>>3];q=W+168|0;p[q>>3]=+p[D>>3];r=W+176|0;p[r>>3]=+p[E>>3];s=W+184|0;p[s>>3]=+p[F>>3];f[W+192>>2]=f[B>>2];f[W+196>>2]=f[x>>2];f[W+200>>2]=f[w>>2];f[W+204>>2]=f[G>>2];f[W+208>>2]=f[I>>2];f[W+212>>2]=f[C>>2];p[U>>3]=+n[N>>2];p[_>>3]=+n[M>>2];qjb(T,V,U,Z);p[W+216>>3]=+p[Y>>3];M=W+224|0;p[M>>3]=+p[R>>3];N=W+232|0;p[N>>3]=+p[S>>3];y=W+240|0;p[y>>3]=+p[D>>3];z=W+248|0;p[z>>3]=+p[E>>3];A=W+256|0;p[A>>3]=+p[F>>3];f[W+264>>2]=f[B>>2];f[W+268>>2]=f[x>>2];f[W+272>>2]=f[w>>2];f[W+276>>2]=f[G>>2];f[W+280>>2]=f[I>>2];f[W+284>>2]=f[C>>2];p[U>>3]=+n[aa>>2];p[_>>3]=+n[$>>2];qjb(T,V,U,Z);J=+p[Y>>3];p[W+288>>3]=J;K=+p[R>>3];R=W+296|0;p[R>>3]=K;L=+p[S>>3];S=W+304|0;p[S>>3]=L;j=+p[D>>3];p[W+312>>3]=j;i=+p[E>>3];p[W+320>>3]=i;h=+p[F>>3];p[W+328>>3]=h;B=f[B>>2]|0;f[W+336>>2]=B;x=f[x>>2]|0;f[W+340>>2]=x;w=f[w>>2]|0;f[W+344>>2]=w;f[W+348>>2]=f[G>>2];f[W+352>>2]=f[I>>2];f[W+356>>2]=f[C>>2];f[g>>2]=B;f[g+4>>2]=x;f[g+8>>2]=w;J=j+J;K=i+K;L=h+L;w=H+8|0;x=H+16|0;B=U+8|0;C=U+16|0;I=U+24|0;p[H>>3]=+p[W>>3]+ +p[Q>>3];p[w>>3]=+p[b>>3]+ +p[P>>3];p[x>>3]=+p[c>>3]+ +p[O>>3];f7a(U,W,H,W+72|0);h=+p[U>>3];p[T>>3]=h;i=+p[B>>3];O=T+8|0;p[O>>3]=i;j=+p[C>>3];P=T+16|0;p[P>>3]=j;k=+p[I>>3];Q=T+24|0;p[Q>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[W>>3]*h+(+p[b>>3]*i+ +p[c>>3]*j));p[T>>3]=h;p[O>>3]=i;p[P>>3]=j;p[Q>>3]=k}b=W+72|0;p[H>>3]=+p[b>>3]+ +p[e>>3];p[w>>3]=+p[m>>3]+ +p[l>>3];p[x>>3]=+p[o>>3]+ +p[d>>3];f7a(U,b,H,W+144|0);h=+p[U>>3];D=T+32|0;p[D>>3]=h;i=+p[B>>3];E=T+40|0;p[E>>3]=i;j=+p[C>>3];F=T+48|0;p[F>>3]=j;k=+p[I>>3];G=T+56|0;p[G>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[b>>3]*h+(+p[m>>3]*i+ +p[o>>3]*j));p[D>>3]=h;p[E>>3]=i;p[F>>3]=j;p[G>>3]=k}b=W+144|0;p[H>>3]=+p[b>>3]+ +p[q>>3];p[w>>3]=+p[t>>3]+ +p[r>>3];p[x>>3]=+p[v>>3]+ +p[s>>3];f7a(U,b,H,W+216|0);h=+p[U>>3];l=T+64|0;p[l>>3]=h;i=+p[B>>3];m=T+72|0;p[m>>3]=i;j=+p[C>>3];o=T+80|0;p[o>>3]=j;k=+p[I>>3];q=T+88|0;p[q>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[b>>3]*h+(+p[t>>3]*i+ +p[v>>3]*j));p[l>>3]=h;p[m>>3]=i;p[o>>3]=j;p[q>>3]=k}g=W+216|0;p[H>>3]=+p[g>>3]+ +p[y>>3];p[w>>3]=+p[M>>3]+ +p[z>>3];p[x>>3]=+p[N>>3]+ +p[A>>3];f7a(U,g,H,W);k=+p[U>>3];e=T+96|0;p[e>>3]=k;j=+p[B>>3];d=T+104|0;p[d>>3]=j;i=+p[C>>3];c=T+112|0;p[c>>3]=i;h=+p[I>>3];b=T+120|0;p[b>>3]=h;if(h+(J*k+(K*j+L*i))<0.0){k=-k;j=-j;i=-i;h=-(+p[g>>3]*k+(+p[M>>3]*j+ +p[N>>3]*i));p[e>>3]=k;p[d>>3]=j;p[c>>3]=i;p[b>>3]=h}ja=+p[V+8>>3];ka=+p[V+16>>3];la=+p[V+24>>3];ma=-(ja*+p[W+288>>3]+(ka*+p[R>>3]+la*+p[S>>3]));p[T+128>>3]=ja;p[T+136>>3]=ka;p[T+144>>3]=la;p[T+152>>3]=ma;p[U>>3]=+p[T>>3];B=U+8|0;p[B>>3]=+p[O>>3];C=U+16|0;p[C>>3]=+p[P>>3];H=U+24|0;p[H>>3]=+p[Q>>3];I=U+32|0;p[I>>3]=+p[D>>3];M=U+40|0;p[M>>3]=+p[E>>3];N=U+48|0;p[N>>3]=+p[F>>3];O=U+56|0;p[O>>3]=+p[G>>3];P=U+64|0;p[P>>3]=+p[l>>3];Q=U+72|0;p[Q>>3]=+p[m>>3];R=U+80|0;p[R>>3]=+p[o>>3];S=U+88|0;p[S>>3]=+p[q>>3];T=U+96|0;p[T>>3]=k;V=U+104|0;p[V>>3]=j;W=U+112|0;p[W>>3]=i;Y=U+120|0;p[Y>>3]=h;Z=U+128|0;p[Z>>3]=ja;_=U+136|0;p[_>>3]=ka;$=U+144|0;p[$>>3]=la;aa=U+152|0;p[aa>>3]=ma;ekb(U);ma=+p[B>>3];la=+p[C>>3];ka=-+p[H>>3];ja=+p[I>>3];ia=+p[M>>3];ha=+p[N>>3];ga=-+p[O>>3];fa=+p[P>>3];ea=+p[Q>>3];da=+p[R>>3];ca=-+p[S>>3];ba=+p[T>>3];h=+p[V>>3];i=+p[W>>3];j=-+p[Y>>3];k=+p[Z>>3];J=+p[_>>3];K=+p[$>>3];L=-+p[aa>>3];n[a>>2]=+p[U>>3];n[a+4>>2]=ma;n[a+8>>2]=la;n[a+12>>2]=ka;n[a+16>>2]=ja;n[a+20>>2]=ia;n[a+24>>2]=ha;n[a+28>>2]=ga;n[a+32>>2]=fa;n[a+36>>2]=ea;n[a+40>>2]=da;n[a+44>>2]=ca;n[a+48>>2]=ba;n[a+52>>2]=h;n[a+56>>2]=i;n[a+60>>2]=j;n[a+64>>2]=k;n[a+68>>2]=J;n[a+72>>2]=K;n[a+76>>2]=L;fkb(a);u=X;return}function ekb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;s=a+24|0;p[s>>3]=-+p[s>>3];e=+p[a>>3];f=+K(+e);p[a+160>>3]=f;s=a+8|0;f=+p[s>>3];g=+K(+f);p[a+168>>3]=g;r=a+16|0;g=+p[r>>3];d=+K(+g);p[a+176>>3]=d;p[a+280>>3]=e>=0.0?1.0:-1.0;p[a+288>>3]=f>=0.0?1.0:-1.0;p[a+296>>3]=g>=0.0?1.0:-1.0;q=a+56|0;p[q>>3]=-+p[q>>3];q=a+32|0;g=+p[q>>3];f=+K(+g);p[a+184>>3]=f;o=a+40|0;f=+p[o>>3];e=+K(+f);p[a+192>>3]=e;n=a+48|0;e=+p[n>>3];d=+K(+e);p[a+200>>3]=d;p[a+304>>3]=g>=0.0?1.0:-1.0;p[a+312>>3]=f>=0.0?1.0:-1.0;p[a+320>>3]=e>=0.0?1.0:-1.0;m=a+88|0;p[m>>3]=-+p[m>>3];m=a+64|0;e=+p[m>>3];f=+K(+e);p[a+208>>3]=f;l=a+72|0;f=+p[l>>3];g=+K(+f);p[a+216>>3]=g;k=a+80|0;g=+p[k>>3];d=+K(+g);p[a+224>>3]=d;p[a+328>>3]=e>=0.0?1.0:-1.0;p[a+336>>3]=f>=0.0?1.0:-1.0;p[a+344>>3]=g>=0.0?1.0:-1.0;t=a+120|0;p[t>>3]=-+p[t>>3];g=+p[a+96>>3];f=+K(+g);p[a+232>>3]=f;f=+p[a+104>>3];e=+K(+f);p[a+240>>3]=e;e=+p[a+112>>3];d=+K(+e);p[a+248>>3]=d;p[a+352>>3]=g>=0.0?1.0:-1.0;p[a+360>>3]=f>=0.0?1.0:-1.0;p[a+368>>3]=e>=0.0?1.0:-1.0;t=a+152|0;p[t>>3]=-+p[t>>3];d=+p[a+128>>3];c=+K(+d);p[a+256>>3]=c;c=+p[a+136>>3];b=+K(+c);p[a+264>>3]=b;b=+p[a+144>>3];j=+K(+b);p[a+272>>3]=j;p[a+376>>3]=d>=0.0?1.0:-1.0;p[a+384>>3]=c>=0.0?1.0:-1.0;p[a+392>>3]=b>=0.0?1.0:-1.0;j=+p[a>>3];i=+p[s>>3];h=+p[r>>3];h=j*j+(i*i+h*h);p[a+400>>3]=h==0.0?0.0:1.0/h;h=+p[q>>3];i=+p[o>>3];j=+p[n>>3];j=h*h+(i*i+j*j);p[a+408>>3]=j==0.0?0.0:1.0/j;j=+p[m>>3];i=+p[l>>3];h=+p[k>>3];h=j*j+(i*i+h*h);p[a+416>>3]=h==0.0?0.0:1.0/h;e=g*g+(f*f+e*e);p[a+424>>3]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);p[a+432>>3]=b==0.0?0.0:1.0/b;return}function fkb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;s=a+12|0;n[s>>2]=-+n[s>>2];e=+n[a>>2];f=+K(+e);n[a+80>>2]=f;s=a+4|0;f=+n[s>>2];g=+K(+f);n[a+84>>2]=g;r=a+8|0;g=+n[r>>2];d=+K(+g);n[a+88>>2]=d;n[a+140>>2]=e>=0.0?1.0:-1.0;n[a+144>>2]=f>=0.0?1.0:-1.0;n[a+148>>2]=g>=0.0?1.0:-1.0;q=a+28|0;n[q>>2]=-+n[q>>2];q=a+16|0;g=+n[q>>2];f=+K(+g);n[a+92>>2]=f;p=a+20|0;f=+n[p>>2];e=+K(+f);n[a+96>>2]=e;o=a+24|0;e=+n[o>>2];d=+K(+e);n[a+100>>2]=d;n[a+152>>2]=g>=0.0?1.0:-1.0;n[a+156>>2]=f>=0.0?1.0:-1.0;n[a+160>>2]=e>=0.0?1.0:-1.0;m=a+44|0;n[m>>2]=-+n[m>>2];m=a+32|0;e=+n[m>>2];f=+K(+e);n[a+104>>2]=f;l=a+36|0;f=+n[l>>2];g=+K(+f);n[a+108>>2]=g;k=a+40|0;g=+n[k>>2];d=+K(+g);n[a+112>>2]=d;n[a+164>>2]=e>=0.0?1.0:-1.0;n[a+168>>2]=f>=0.0?1.0:-1.0;n[a+172>>2]=g>=0.0?1.0:-1.0;t=a+60|0;n[t>>2]=-+n[t>>2];g=+n[a+48>>2];f=+K(+g);n[a+116>>2]=f;f=+n[a+52>>2];e=+K(+f);n[a+120>>2]=e;e=+n[a+56>>2];d=+K(+e);n[a+124>>2]=d;n[a+176>>2]=g>=0.0?1.0:-1.0;n[a+180>>2]=f>=0.0?1.0:-1.0;n[a+184>>2]=e>=0.0?1.0:-1.0;t=a+76|0;n[t>>2]=-+n[t>>2];d=+n[a+64>>2];c=+K(+d);n[a+128>>2]=c;c=+n[a+68>>2];b=+K(+c);n[a+132>>2]=b;b=+n[a+72>>2];j=+K(+b);n[a+136>>2]=j;n[a+188>>2]=d>=0.0?1.0:-1.0;n[a+192>>2]=c>=0.0?1.0:-1.0;n[a+196>>2]=b>=0.0?1.0:-1.0;j=+n[a>>2];i=+n[s>>2];h=+n[r>>2];h=j*j+(i*i+h*h);n[a+200>>2]=h==0.0?0.0:1.0/h;h=+n[q>>2];i=+n[p>>2];j=+n[o>>2];j=h*h+(i*i+j*j);n[a+204>>2]=j==0.0?0.0:1.0/j;j=+n[m>>2];i=+n[l>>2];h=+n[k>>2];h=j*j+(i*i+h*h);n[a+208>>2]=h==0.0?0.0:1.0/h;e=g*g+(f*f+e*e);n[a+212>>2]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);n[a+216>>2]=b==0.0?0.0:1.0/b;return}function gkb(a,b){a=a|0;b=b|0;b=(Kkb(DSa(a)|0,b)|0)+24|0;b=f[b>>2]|0;return Pg[f[(f[b>>2]|0)+8>>2]&1023](b)|0}function hkb(a,b){a=a|0;b=b|0;return Kkb(DSa(a)|0,b)|0}function ikb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;t=u;u=u+32|0;q=t+16|0;r=t;l=(Kkb(DSa(b)|0,c)|0)+24|0;l=f[l>>2]|0;e=f[l+4>>2]|0;l=(f[l+8>>2]|0)-e|0;d=(l|0)/88|0;f[r>>2]=0;s=r+4|0;f[s>>2]=0;f[r+8>>2]=0;if(!l){b=0;g=0;c=0;d=0}else{if(d>>>0>134217727)AMb(r);i=pOb(d<<5)|0;f[r>>2]=i;g=i+(d<<5)|0;f[r+8>>2]=g;f[s>>2]=g;b=i;c=0;do{p[i+(c<<5)>>3]=+p[e+(c*88|0)>>3];p[i+(c<<5)+8>>3]=+p[e+(c*88|0)+8>>3];p[i+(c<<5)+16>>3]=+p[e+(c*88|0)+16>>3];p[i+(c<<5)+24>>3]=-+p[e+(c*88|0)+24>>3];c=c+1|0}while(c>>>0<d>>>0);c=i;d=i}f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;e=g-b|0;i=e>>5;l=a+8|0;do if(!i){o=0;m=0}else if(i>>>0>268435455)vd();else{m=pOb(e>>1)|0;j=m;o=m+(i<<4)|0;f[a>>2]=j;f[k>>2]=j;f[l>>2]=o;break}while(0);if((b|0)!=(g|0)){e=q+4|0;i=q+8|0;j=q+12|0;d=m;c=o;while(1){h=+p[b>>3];n[q>>2]=h;n[e>>2]=+p[b+8>>3];n[i>>2]=+p[b+16>>3];n[j>>2]=+p[b+24>>3];if(d>>>0<c>>>0){n[d>>2]=h;f[d+4>>2]=f[e>>2];f[d+8>>2]=f[i>>2];f[d+12>>2]=f[j>>2];f[k>>2]=d+16}else jkb(a,q);b=b+32|0;if((b|0)==(g|0))break;d=f[k>>2]|0;c=f[l>>2]|0}c=f[r>>2]|0;d=c}if(!d){u=t;return}b=f[s>>2]|0;if((b|0)!=(d|0))f[s>>2]=b+(~((b+-32-d|0)>>>5)<<5);sOb(c);u=t;return}function jkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;f[c>>2]=f[b>>2];f[g+(h<<4)+4>>2]=f[b+4>>2];f[g+(h<<4)+8>>2]=f[b+8>>2];f[g+(h<<4)+12>>2]=f[b+12>>2];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;n=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[n+-12>>2];f[h+-8>>2]=f[n+-8>>2];f[h+-4>>2]=f[n+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function kkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;e=+p[c+40>>3];d=+p[c+48>>3];n[a>>2]=+p[c+32>>3];n[a+4>>2]=e;n[a+8>>2]=d;return}function lkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;g=+p[c+16>>3];e=+p[c+24>>3];d=+p[c+32>>3];n[a>>2]=+p[c+8>>3];n[a+4>>2]=g;n[a+8>>2]=e;n[a+12>>2]=d;n[a+16>>2]=-1.0;return}function mkb(a,b,c){a=a|0;b=b|0;c=c|0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;n[a>>2]=+p[c+448>>3];n[a+4>>2]=+p[c+456>>3];n[a+8>>2]=+p[c+464>>3];n[a+12>>2]=+p[c+472>>3];n[a+16>>2]=+p[c+480>>3];n[a+20>>2]=+p[c+488>>3];return}function nkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;v=+p[c+40>>3];u=+p[c+48>>3];t=+p[c+56>>3];s=+p[c+64>>3];r=+p[c+72>>3];q=+p[c+80>>3];o=+p[c+88>>3];m=+p[c+96>>3];l=+p[c+104>>3];k=+p[c+112>>3];j=+p[c+120>>3];i=+p[c+128>>3];h=+p[c+136>>3];g=+p[c+144>>3];e=+p[c+152>>3];d=+p[c+160>>3];y=+p[c+16>>3];x=+p[c+24>>3];w=-+p[c+32>>3];n[a>>2]=+p[c+8>>3];n[a+4>>2]=y;n[a+8>>2]=x;n[a+12>>2]=w;n[a+16>>2]=v;n[a+20>>2]=u;n[a+24>>2]=t;n[a+28>>2]=-s;n[a+32>>2]=r;n[a+36>>2]=q;n[a+40>>2]=o;n[a+44>>2]=-m;n[a+48>>2]=l;n[a+52>>2]=k;n[a+56>>2]=j;n[a+60>>2]=-i;n[a+64>>2]=h;n[a+68>>2]=g;n[a+72>>2]=e;n[a+76>>2]=-d;return}function okb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+64|0;l=o+40|0;j=o+24|0;k=o+28|0;i=o;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;if(c|0){z5a(l,c);h=f[l>>2]|0;g=0;do{f[h+(g*44|0)>>2]=f[d+(g<<4)>>2];f[h+(g*44|0)+4>>2]=f[d+(g<<4)+4>>2];f[h+(g*44|0)+8>>2]=f[d+(g<<4)+8>>2];f[h+(g*44|0)+12>>2]=f[d+(g<<4)+12>>2];g=g+1|0}while((g|0)!=(c|0))}A5a(l);h=pOb(56)|0;B5a(k,l);p[i>>3]=+n[e>>2];p[i+8>>3]=+n[e+4>>2];p[i+16>>3]=+n[e+8>>2];Mlb(h,k,i);f[j>>2]=h;h=pkb(a,b,j)|0;g=f[j>>2]|0;f[j>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);b=f[k>>2]|0;if(b|0){g=k+4|0;a=f[g>>2]|0;if((a|0)!=(b|0))f[g>>2]=a+(~(((a+-88-b|0)>>>0)/88|0)*88|0);sOb(b)}g=f[l>>2]|0;if(!g){u=o;return h|0}a=f[m>>2]|0;if((a|0)!=(g|0))f[m>>2]=a+(~(((a+-44-g|0)>>>0)/44|0)*44|0);sOb(g);u=o;return h|0}function pkb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+64|0;m=r+59|0;t=r+56|0;s=r+52|0;l=r;q=r+48|0;o=DSa(c)|0;bjb(t,c,(b[a+5>>0]|0)!=0,(b[a+6>>0]|0)!=0,(b[a+7>>0]|0)!=0);n=pOb(80)|0;v=f[d>>2]|0;f[d>>2]=0;f[s>>2]=v;Skb(n,a,c,t,s);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);a=l+24|0;if(CEa(c,l)|0){k=+p[l>>3];g=+p[a>>3];h=+p[l+8>>3];i=+p[l+32>>3];j=+p[l+16>>3];e=+p[l+40>>3]}else{f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;p[a>>3]=1.0;p[l+32>>3]=1.0;p[l+40>>3]=1.0;k=0.0;g=1.0;h=0.0;i=1.0;j=0.0;e=1.0}t=pOb(520)|0;b[m>>0]=0;frb(t,m,f[n+16>>2]|0,0,n+64|0);f[t>>2]=40732;f[t+492>>2]=n;p[t+496>>3]=g-k;p[t+504>>3]=i-h;p[t+512>>3]=e-j;v=n+28|0;a=f[v>>2]|0;f[v>>2]=t;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);f[q>>2]=n;a=Lkb(o,q)|0;d=f[q>>2]|0;f[q>>2]=0;if(!d){u=r;return a|0}Rkb(d);sOb(d);u=r;return a|0}function qkb(a){a=a|0;crb(a);sOb(a);return}function rkb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+496>>3];d=+p[a+504>>3];c=+p[a+512>>3];Wqb(b,0.0,e*e+(d*d+c*c));return 1}function skb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=f[a+492>>2]|0;g=d+20|0;e=(b[d+1>>0]|0)!=0;if(e)a=(b[d+2>>0]|0)==0;else a=0;if(cjb(g,a,0,c)|0){c=1;return c|0}if(e)a=(b[d+3>>0]|0)==0;else a=0;if(djb(g,a,0,c)|0){c=1;return c|0}if(e)a=(b[d+4>>0]|0)==0;else a=0;c=ejb(g,a,0,c)|0;return c|0}function tkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0;d=u;u=u+32|0;c=d;a=f[(f[a+492>>2]|0)+24>>2]|0;if((Rg[f[(f[a>>2]|0)+24>>2]&255](a,b)|0)==1){e=-1.0;u=d;return +e}j=+p[b>>3];i=+p[b+8>>3];h=(+p[b+32>>3]-i)*.5;g=+p[b+16>>3];e=(+p[b+40>>3]-g)*.5;p[c>>3]=j+(+p[b+24>>3]-j)*.5;p[c+8>>3]=i+h;p[c+16>>3]=g+e;e=+Ng[f[(f[a>>2]|0)+16>>2]&31](a,c);u=d;return +e}function ukb(a,b){a=a|0;b=b|0;var c=0.0;a=f[(f[a+492>>2]|0)+24>>2]|0;if((Rg[f[(f[a>>2]|0)+28>>2]&255](a,b)|0)==1){c=-1.0;return +c}c=+Ng[f[(f[a>>2]|0)+16>>2]&31](a,b);return +c}function vkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0;d=u;u=u+48|0;e=d+40|0;h=d;g=pOb(48)|0;k=+n[c+4>>2];j=+n[c+8>>2];i=+n[c+12>>2];p[h>>3]=+n[c>>2];p[h+8>>3]=k;p[h+16>>3]=j;p[h+24>>3]=i;p[h+32>>3]=-1.0;Nlb(g,h);f[e>>2]=g;a=pkb(a,b,e)|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=d;return a|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=d;return a|0}function wkb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;e=u;u=u+720|0;F=e+492|0;g=e+488|0;i=e+440|0;h=e;f[F>>2]=f[d>>2];Y=F+4|0;f[Y>>2]=f[d+4>>2];X=F+8|0;f[X>>2]=f[d+8>>2];W=F+12|0;f[W>>2]=f[d+12>>2];V=F+16|0;f[V>>2]=f[d+16>>2];U=F+20|0;f[U>>2]=f[d+20>>2];T=F+24|0;f[T>>2]=f[d+24>>2];S=F+28|0;f[S>>2]=f[d+28>>2];R=F+32|0;f[R>>2]=f[d+32>>2];Q=F+36|0;f[Q>>2]=f[d+36>>2];P=F+40|0;f[P>>2]=f[d+40>>2];O=F+44|0;f[O>>2]=f[d+44>>2];N=F+48|0;f[N>>2]=f[d+48>>2];M=F+52|0;f[M>>2]=f[d+52>>2];L=F+56|0;f[L>>2]=f[d+56>>2];K=F+60|0;f[K>>2]=f[d+60>>2];J=F+64|0;f[J>>2]=f[d+64>>2];I=F+68|0;f[I>>2]=f[d+68>>2];H=F+72|0;f[H>>2]=f[d+72>>2];G=F+76|0;f[G>>2]=f[d+76>>2];fkb(F);d=pOb(656)|0;p[i>>3]=+n[c>>2];p[i+8>>3]=+n[c+4>>2];p[i+16>>3]=+n[c+8>>2];p[i+24>>3]=+n[c+12>>2];p[i+32>>3]=+n[c+16>>2];p[i+40>>3]=+n[c+20>>2];E=+n[Y>>2];D=+n[X>>2];C=-+n[W>>2];B=+n[V>>2];A=+n[U>>2];z=+n[T>>2];y=-+n[S>>2];x=+n[R>>2];w=+n[Q>>2];v=+n[P>>2];t=-+n[O>>2];s=+n[N>>2];r=+n[M>>2];q=+n[L>>2];o=-+n[K>>2];m=+n[J>>2];l=+n[I>>2];k=+n[H>>2];j=-+n[G>>2];p[h>>3]=+n[F>>2];p[h+8>>3]=E;p[h+16>>3]=D;p[h+24>>3]=C;p[h+32>>3]=B;p[h+40>>3]=A;p[h+48>>3]=z;p[h+56>>3]=y;p[h+64>>3]=x;p[h+72>>3]=w;p[h+80>>3]=v;p[h+88>>3]=t;p[h+96>>3]=s;p[h+104>>3]=r;p[h+112>>3]=q;p[h+120>>3]=o;p[h+128>>3]=m;p[h+136>>3]=l;p[h+144>>3]=k;p[h+152>>3]=j;ekb(h);Olb(d,i,h);f[g>>2]=d;a=pkb(a,b,g)|0;b=f[g>>2]|0;f[g>>2]=0;if(!b){u=e;return a|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=e;return a|0}function xkb(a,b){a=a|0;b=b|0;return (Kkb(DSa(a)|0,b)|0)!=0|0}function ykb(a,b){a=a|0;b=b|0;b=(Kkb(DSa(a)|0,b)|0)+28|0;grb(f[b>>2]|0);return}function zkb(a,b){a=a|0;b=b|0;Pkb(DSa(a)|0,b);return}function Akb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+32|0;d=Kkb(DSa(a)|0,b)|0;if(!(Bkb(a,Qrb(f[d+28>>2]|0)|0,d,c,e)|0)){u=e;return}b=c+116|0;a=d+56|0;c=f[a>>2]|0;if((c|0)==(f[d+60>>2]|0)){GG(d+52|0,b);u=e;return}else{g=b;b=f[g+4>>2]|0;d=c;f[d>>2]=f[g>>2];f[d+4>>2]=b;f[a>>2]=(f[a>>2]|0)+8;u=e;return}}function Bkb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+48|0;h=t;s=d+32|0;q=e+116|0;if(kib(s,q)|0){s=0;u=t;return s|0}if(f[e+196>>2]&33554456|0){s=0;u=t;return s|0}p=(b[d>>0]|0)==0;Vib(h,a,c,e,0);a=Qlb(d,e,h,g,0,0,0,0,0)|0;if(p)if(!(a&2))a=0;else r=6;else if((a|0)==2)r=6;else a=0;a:do if((r|0)==6){k=f[q>>2]|0;e=f[e+120>>2]|0;p=e+-1640531527+(k<<6)+(k>>>2)^k;l=d+36|0;m=f[l>>2]|0;o=(m|0)==0;b:do if(o)a=0;else{h=m+-1|0;g=(h&m|0)==0;if(g)a=p&h;else if(p>>>0<m>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;c=f[(f[s>>2]|0)+(a<<2)>>2]|0;if(c){c=f[c>>2]|0;if(c){if(g)while(1){g=f[c+4>>2]|0;if(!((g|0)==(p|0)|(g&h|0)==(a|0)))break b;if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(e|0)){a=1;break a}c=f[c>>2]|0;if(!c)break b}do{g=f[c+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(a|0))break b}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(e|0)){a=1;break a}c=f[c>>2]|0}while((c|0)!=0)}}}while(0);e=pOb(16)|0;k=q;q=f[k+4>>2]|0;h=e+8|0;f[h>>2]=f[k>>2];f[h+4>>2]=q;f[e+4>>2]=p;f[e>>2]=0;h=d+44|0;i=+(((f[h>>2]|0)+1|0)>>>0);j=+n[d+48>>2];do if(o|j*+(m>>>0)<i){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;c=~~+W(+(i/j))>>>0;vza(s,a>>>0<c>>>0?c:a);a=f[l>>2]|0;c=a+-1|0;if(!(c&a)){g=a;a=c&p;break}if(p>>>0<a>>>0){g=a;a=p}else{g=a;a=(p>>>0)%(a>>>0)|0}}else g=m;while(0);c=(f[s>>2]|0)+(a<<2)|0;a=f[c>>2]|0;if(!a){a=d+40|0;f[e>>2]=f[a>>2];f[a>>2]=e;f[c>>2]=a;a=f[e>>2]|0;if(a|0){a=f[a+4>>2]|0;c=g+-1|0;if(!(c&g))a=a&c;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;a=(f[s>>2]|0)+(a<<2)|0;r=38}}else{f[e>>2]=f[a>>2];r=38}if((r|0)==38)f[a>>2]=e;f[h>>2]=(f[h>>2]|0)+1;a=1}while(0);s=a;u=t;return s|0}function Ckb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;w=A+32|0;y=A+48|0;q=A+44|0;r=A+8|0;s=A;t=A+40|0;v=Kkb(DSa(a)|0,b)|0;n=f[v+28>>2]|0;o=Qrb(n)|0;g=f[v+44>>2]|0;f[y>>2]=0;z=y+4|0;f[z>>2]=0;f[y+8>>2]=0;x=d+4|0;b=f[x>>2]|0;h=f[d>>2]|0;i=h;e=b;do if(b-h>>3>>>0<c>>>0){i=d+8|0;l=v+24|0;m=y+8|0;b=(g|0)!=0;while(1){e=Rrb(n,w,q)|0;if(!e){g=13;break}if(Bkb(a,o,v,e,r)|0){b=e+116|0;e=f[x>>2]|0;if((e|0)==(f[i>>2]|0))GG(d,b);else{g=b;h=f[g+4>>2]|0;k=e;f[k>>2]=f[g>>2];f[k+4>>2]=h;f[x>>2]=(f[x>>2]|0)+8}b=f[l>>2]|0;j=+Ng[f[(f[b>>2]|0)+16>>2]&31](b,r);p[s>>3]=j;b=f[z>>2]|0;e=b-(f[y>>2]|0)>>4;f[t>>2]=e;if((f[m>>2]|0)>>>0>b>>>0){p[b>>3]=j;f[b+8>>2]=e;f[z>>2]=b+16}else Dkb(y,s,t);b=1}Lrb(n,b);k=f[x>>2]|0;h=f[d>>2]|0;if(k-h>>3>>>0>=c>>>0){g=14;break}}if((g|0)==13){h=f[d>>2]|0;b=f[x>>2]|0;i=h;e=b;break}else if((g|0)==14){i=h;e=k;b=k;break}}while(0);a:do if((i|0)==(e|0)){i=v+52|0;if(b-h>>3>>>0<c>>>0){g=v+56|0;h=d+8|0;b=f[g>>2]|0;do{if((f[i>>2]|0)==(b|0))break a;b=b+-8|0;if((e|0)==(f[h>>2]|0))GG(d,b);else{t=b;v=f[t+4>>2]|0;w=e;f[w>>2]=f[t>>2];f[w+4>>2]=v;f[x>>2]=(f[x>>2]|0)+8}b=(f[g>>2]|0)+-8|0;f[g>>2]=b;e=f[x>>2]|0}while(e-(f[d>>2]|0)>>3>>>0<c>>>0)}}else{Ekb(f[y>>2]|0,f[z>>2]|0,w);g=f[x>>2]|0;b=f[d>>2]|0;if((g|0)!=(b|0)){k=0;i=f[y>>2]|0;e=b;h=g;while(1){g=f[i+(k<<4)+8>>2]|0;b=f[i+(g<<4)+8>>2]|0;if((g|0)==(b|0)){b=i;g=h}else{while(1){w=e+(g<<3)|0;e=e+(b<<3)|0;g=w;c=f[g>>2]|0;g=f[g+4>>2]|0;v=e;b=f[v+4>>2]|0;f[w>>2]=f[v>>2];f[w+4>>2]=b;f[e>>2]=c;f[e+4>>2]=g;e=f[y>>2]|0;g=e+(k<<4)+8|0;c=f[g>>2]|0;w=e+(k<<4)|0;b=e+(c<<4)|0;j=+p[w>>3];p[w>>3]=+p[b>>3];p[b>>3]=j;b=e+(c<<4)+8|0;f[g>>2]=f[b>>2];f[b>>2]=c;g=f[g>>2]|0;b=f[e+(g<<4)+8>>2]|0;if((g|0)==(b|0))break;e=f[d>>2]|0}b=e;e=f[d>>2]|0;g=f[x>>2]|0}k=k+1|0;if(k>>>0>=g-e>>3>>>0)break;else{i=b;h=g}}}}while(0);b=f[y>>2]|0;if(!b){u=A;return}e=f[z>>2]|0;if((e|0)!=(b|0))f[z>>2]=e+(~((e+-16-b|0)>>>4)<<4);sOb(b);u=A;return}function Dkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>4;d=m+1|0;if(d>>>0>268435455)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>3;d=n>>4>>>0<134217727?(e>>>0<d>>>0?d:e):268435455;do if(!d){h=0;j=0}else if(d>>>0>268435455)vd();else{j=pOb(d<<4)|0;h=j;break}while(0);e=h+(m<<4)|0;p[e>>3]=+p[b>>3];f[h+(m<<4)+8>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+16;f[g>>2]=h+(d<<4);if(!k)return;sOb(k);return}function Ekb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0,u=0;a:while(1){q=b;r=b+-16|0;s=b+-32|0;t=b+-8|0;while(1){b:while(1){o=a;d=q-o|0;e=d>>4;switch(e|0){case 2:{u=5;break a}case 3:{u=10;break a}case 4:{u=11;break a}case 5:{u=12;break a}case 1:case 0:{u=90;break a}default:{}}if((d|0)<112){u=14;break a}g=(e|0)/2|0;m=a+(g<<4)|0;if((d|0)>15984){d=(e|0)/4|0;d=Hkb(a,a+(d<<4)|0,m,m+(d<<4)|0,r,c)|0}else d=Fkb(a,m,r,c)|0;n=+p[a>>3];i=+p[m>>3];if(n<i){e=r;break}if(!(i<n))if((f[a+8>>2]|0)>>>0<(f[a+(g<<4)+8>>2]|0)>>>0){e=r;break}if((a|0)!=(s|0)){k=a+(g<<4)+8|0;g=r;e=s;while(1){h=+p[e>>3];if(h<i){u=60;break b}if(!(i<h)){j=g+-8|0;g=f[j>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){u=64;break b}}g=e+-16|0;if((a|0)==(g|0))break;else{l=e;e=g;g=l}}}d=a+16|0;i=+p[r>>3];do if(!(n<i)){if(!(i<n))if((f[a+8>>2]|0)>>>0<(f[t>>2]|0)>>>0)break;if((d|0)==(r|0)){u=90;break a}j=a+8|0;while(1){h=+p[d>>3];if(n<h){u=41;break}if(!(h<n)){g=d+8|0;e=f[g>>2]|0;if((f[j>>2]|0)>>>0<e>>>0)break}d=d+16|0;if((d|0)==(r|0)){u=90;break a}}if((u|0)==41){u=0;e=d+8|0;g=e;e=f[e>>2]|0}p[d>>3]=i;p[r>>3]=h;f[g>>2]=f[t>>2];f[t>>2]=e;d=d+16|0}while(0);if((d|0)==(r|0)){u=90;break a}k=a+8|0;e=r;while(1){n=+p[a>>3];h=+p[d>>3];if(n<h){j=d;g=d}else{do{if(!(h<n))if((f[k>>2]|0)>>>0<(f[d+8>>2]|0)>>>0)break;d=d+16|0;h=+p[d>>3]}while(!(n<h));j=d;g=d}d=e;while(1){e=d+-16|0;i=+p[e>>3];if(n<i){d=e;continue}if(i<n)break;if((f[k>>2]|0)>>>0<(f[d+-8>>2]|0)>>>0)d=e;else break}if(j>>>0>=e>>>0){a=j;continue b}p[g>>3]=i;p[e>>3]=h;m=j+8|0;d=d+-8|0;o=f[m>>2]|0;f[m>>2]=f[d>>2];f[d>>2]=o;d=j+16|0}}if((u|0)==60){g=g+-8|0;j=g;g=f[g>>2]|0;u=64}if((u|0)==64){u=0;p[a>>3]=h;p[e>>3]=n;k=a+8|0;l=f[k>>2]|0;f[k>>2]=g;f[j>>2]=l;d=d+1|0}g=a+16|0;c:do if(g>>>0<e>>>0)while(1){i=+p[m>>3];l=m+8|0;while(1){n=+p[g>>3];if(!(n<i)){if(i<n)break;if((f[g+8>>2]|0)>>>0>=(f[l>>2]|0)>>>0)break}g=g+16|0}j=e+-16|0;h=+p[j>>3];d:do if(h<i)l=j;else{k=j;while(1){if(!(i<h))if((f[e+-8>>2]|0)>>>0<(f[l>>2]|0)>>>0){l=k;j=k;break d}j=k+-16|0;h=+p[j>>3];if(h<i){e=k;l=j;break}else{e=k;k=j}}}while(0);if(g>>>0>j>>>0)break c;p[g>>3]=h;p[l>>3]=n;k=g+8|0;e=e+-8|0;l=f[k>>2]|0;f[k>>2]=f[e>>2];f[e>>2]=l;m=(m|0)==(g|0)?j:m;e=j;g=g+16|0;d=d+1|0}while(0);do if((g|0)!=(m|0)){h=+p[m>>3];i=+p[g>>3];if(h<i){j=g+8|0;l=m+8|0;e=l;k=j;l=f[l>>2]|0;j=f[j>>2]|0}else{if(i<h)break;e=m+8|0;l=f[e>>2]|0;k=g+8|0;j=f[k>>2]|0;if(l>>>0>=j>>>0)break}p[g>>3]=h;p[m>>3]=i;f[k>>2]=l;f[e>>2]=j;d=d+1|0}while(0);if(!d){d=Ikb(a,g,c)|0;e=g+16|0;if(Ikb(e,b,c)|0){u=89;break}if(d){a=e;continue}}m=g;if((m-o|0)>=(q-m|0)){u=88;break}Ekb(a,g,c);a=g+16|0}if((u|0)==88){u=0;Ekb(g+16|0,b,c);b=g;continue}else if((u|0)==89){u=0;if(d){u=90;break}else{b=g;continue}}}if((u|0)==5){g=b+-16|0;h=+p[g>>3];i=+p[a>>3];if(h<i){d=a+8|0;b=d;e=f[t>>2]|0;d=f[d>>2]|0}else{if(i<h)return;e=f[t>>2]|0;b=a+8|0;d=f[b>>2]|0;if(e>>>0>=d>>>0)return}p[a>>3]=h;p[g>>3]=i;f[b>>2]=e;f[t>>2]=d;return}else if((u|0)==10){Fkb(a,a+16|0,r,c)|0;return}else if((u|0)==11){Gkb(a,a+16|0,a+32|0,r,c)|0;return}else if((u|0)==12){Hkb(a,a+16|0,a+32|0,a+48|0,r,c)|0;return}else if((u|0)==14){e=a+32|0;Fkb(a,a+16|0,e,c)|0;d=a+48|0;if((d|0)==(b|0))return;while(1){i=+p[d>>3];h=+p[e>>3];if(i<h){l=d+8|0;j=e+8|0;g=j;k=l;l=f[l>>2]|0;j=f[j>>2]|0;u=19}else if(!(h<i)){k=d+8|0;l=f[k>>2]|0;g=e+8|0;j=f[g>>2]|0;if(l>>>0<j>>>0)u=19}if((u|0)==19){u=0;p[d>>3]=h;f[k>>2]=j;e:do if((e|0)!=(a|0)){m=e;while(1){e=m+-16|0;h=+p[e>>3];if(i<h){j=m+-8|0;g=j;j=f[j>>2]|0}else{if(h<i){e=m;break e}k=m+-8|0;j=f[k>>2]|0;if(l>>>0<j>>>0)g=k;else{e=m;break e}}p[m>>3]=h;f[m+8>>2]=j;if((a|0)==(e|0))break;else m=e}}while(0);p[e>>3]=i;f[g>>2]=l}e=d+16|0;if((e|0)==(b|0))break;else{t=d;d=e;e=t}}return}else if((u|0)==90)return}function Fkb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0,j=0,k=0.0;h=+p[b>>3];k=+p[a>>3];if(h<k)d=1;else if(k<h)d=0;else d=(f[b+8>>2]|0)>>>0<(f[a+8>>2]|0)>>>0;g=+p[c>>3];if(g<h)e=1;else if(h<g)e=0;else e=(f[c+8>>2]|0)>>>0<(f[b+8>>2]|0)>>>0;if(!d){if(!e){b=0;return b|0}p[b>>3]=g;p[c>>3]=h;j=b+8|0;c=c+8|0;i=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=i;g=+p[b>>3];h=+p[a>>3];if(g<h){e=a+8|0;d=e;i=f[j>>2]|0;e=f[e>>2]|0}else{if(h<g){b=1;return b|0}i=f[j>>2]|0;d=a+8|0;e=f[d>>2]|0;if(i>>>0>=e>>>0){b=1;return b|0}}p[a>>3]=g;p[b>>3]=h;f[d>>2]=i;f[j>>2]=e;b=2;return b|0}if(e){p[a>>3]=g;p[c>>3]=k;j=a+8|0;b=c+8|0;a=f[j>>2]|0;f[j>>2]=f[b>>2];f[b>>2]=a;b=1;return b|0}p[a>>3]=h;p[b>>3]=k;a=a+8|0;i=b+8|0;j=f[a>>2]|0;f[a>>2]=f[i>>2];f[i>>2]=j;g=+p[c>>3];if(g<k){e=c+8|0;d=e;e=f[e>>2]|0}else{if(k<g){b=1;return b|0}d=c+8|0;e=f[d>>2]|0;if(e>>>0>=j>>>0){b=1;return b|0}}k=+p[b>>3];p[b>>3]=g;p[c>>3]=k;f[i>>2]=e;f[d>>2]=j;b=2;return b|0}function Gkb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0;m=Fkb(a,b,c,e)|0;j=+p[d>>3];k=+p[c>>3];if(j<k){g=c+8|0;h=d+8|0;e=h;l=g;h=f[h>>2]|0;g=f[g>>2]|0}else{if(k<j){b=m;return b|0}e=d+8|0;i=f[e>>2]|0;h=c+8|0;g=f[h>>2]|0;if(i>>>0<g>>>0){l=h;h=i}else{b=m;return b|0}}p[c>>3]=j;p[d>>3]=k;f[l>>2]=h;f[e>>2]=g;g=m+1|0;j=+p[c>>3];k=+p[b>>3];if(j<k){e=b+8|0;d=e;g=f[l>>2]|0;e=f[e>>2]|0}else{if(k<j){b=g;return b|0}i=f[l>>2]|0;h=b+8|0;e=f[h>>2]|0;if(i>>>0<e>>>0){d=h;g=i}else{b=g;return b|0}}p[b>>3]=j;p[c>>3]=k;f[d>>2]=g;f[l>>2]=e;g=m+2|0;j=+p[b>>3];k=+p[a>>3];if(j<k){e=a+8|0;h=e;g=f[d>>2]|0;e=f[e>>2]|0}else{if(k<j){b=g;return b|0}i=f[d>>2]|0;h=a+8|0;e=f[h>>2]|0;if(i>>>0<e>>>0)g=i;else{b=g;return b|0}}p[a>>3]=j;p[b>>3]=k;f[h>>2]=g;f[d>>2]=e;b=m+3|0;return b|0}function Hkb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0,n=0,o=0;o=Gkb(a,b,c,d,g)|0;k=+p[e>>3];l=+p[d>>3];if(k<l){h=d+8|0;i=e+8|0;g=i;n=h;i=f[i>>2]|0;h=f[h>>2]|0}else{if(l<k){b=o;return b|0}g=e+8|0;j=f[g>>2]|0;i=d+8|0;h=f[i>>2]|0;if(j>>>0<h>>>0){n=i;i=j}else{b=o;return b|0}}p[d>>3]=k;p[e>>3]=l;f[n>>2]=i;f[g>>2]=h;h=o+1|0;k=+p[d>>3];l=+p[c>>3];if(k<l){g=c+8|0;m=g;h=f[n>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[n>>2]|0;i=c+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0){m=i;h=j}else{b=h;return b|0}}p[c>>3]=k;p[d>>3]=l;f[m>>2]=h;f[n>>2]=g;h=o+2|0;k=+p[c>>3];l=+p[b>>3];if(k<l){g=b+8|0;e=g;h=f[m>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[m>>2]|0;i=b+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0){e=i;h=j}else{b=h;return b|0}}p[b>>3]=k;p[c>>3]=l;f[e>>2]=h;f[m>>2]=g;h=o+3|0;k=+p[b>>3];l=+p[a>>3];if(k<l){g=a+8|0;i=g;h=f[e>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[e>>2]|0;i=a+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0)h=j;else{b=h;return b|0}}p[a>>3]=k;p[b>>3]=l;f[i>>2]=h;f[e>>2]=g;b=o+4|0;return b|0}function Ikb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,n=0;switch(b-a>>4|0){case 2:{h=b+-16|0;j=+p[h>>3];k=+p[a>>3];if(j<k){d=a+8|0;g=b+-8|0;c=d;e=g;g=f[g>>2]|0;d=f[d>>2]|0}else{if(k<j){a=1;return a|0}e=b+-8|0;g=f[e>>2]|0;c=a+8|0;d=f[c>>2]|0;if(g>>>0>=d>>>0){a=1;return a|0}}p[a>>3]=j;p[h>>3]=k;f[c>>2]=g;f[e>>2]=d;a=1;return a|0}case 3:{Fkb(a,a+16|0,b+-16|0,c)|0;a=1;return a|0}case 4:{Gkb(a,a+16|0,a+32|0,b+-16|0,c)|0;a=1;return a|0}case 5:{Hkb(a,a+16|0,a+32|0,a+48|0,b+-16|0,c)|0;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{e=a+32|0;Fkb(a,a+16|0,e,c)|0;c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){k=+p[c>>3];j=+p[e>>3];if(k<j){l=c+8|0;h=e+8|0;g=h;i=l;l=f[l>>2]|0;h=f[h>>2]|0;n=15}else if(!(j<k)){i=c+8|0;l=f[i>>2]|0;g=e+8|0;h=f[g>>2]|0;if(l>>>0<h>>>0)n=15}if((n|0)==15){n=0;p[c>>3]=j;f[i>>2]=h;b:do if((e|0)!=(a|0)){m=e;i=g;while(1){e=m+-16|0;j=+p[e>>3];if(k<j){h=m+-8|0;g=h;h=f[h>>2]|0}else{if(j<k){g=i;e=m;break b}g=m+-8|0;h=f[g>>2]|0;if(l>>>0>=h>>>0){g=i;e=m;break b}}p[m>>3]=j;f[m+8>>2]=h;if((e|0)==(a|0))break;else{m=e;i=g}}}while(0);p[e>>3]=k;f[g>>2]=l;d=d+1|0;if((d|0)==8){d=0;c=(c+16|0)==(b|0);break a}}e=c+16|0;if((e|0)==(b|0)){d=1;c=0;break}else{m=c;c=e;e=m}}}while(0);a=c|d;return a|0}}return 0}function Jkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;q=a+20|0;c=f[q>>2]|0;if(!c)return;r=a+16|0;s=a+12|0;t=a+8|0;u=a+16|0;do{p=f[r>>2]|0;R0a(b,f[p+8>>2]|0);n=c;c=f[q>>2]|0;if((c|0)==(n|0)){o=f[p+12>>2]|0;k=f[s>>2]|0;d=f[p+4>>2]|0;l=k+-1|0;m=(l&k|0)==0;if(m)d=l&d;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;g=(f[t>>2]|0)+(d<<2)|0;j=f[g>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(p|0))break;else j=e}if((j|0)==(u|0))i=17;else{e=f[j+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0))g=p;else i=17}do if((i|0)==17){e=f[p>>2]|0;if(e|0){e=f[e+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0)){g=p;break}}f[g>>2]=0;g=p}while(0);e=f[g>>2]|0;h=e;if(!e)i=31;else{e=f[e+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0))i=31;else{f[(f[t>>2]|0)+(e<<2)>>2]=j;f[j>>2]=f[p>>2];f[g>>2]=0;f[q>>2]=n+-1;i=32}}if((i|0)==31){i=0;f[j>>2]=h;f[g>>2]=0;f[q>>2]=n+-1;if(p|0)i=32}if((i|0)==32){i=0;sOb(p)}if(o|0){Rkb(o);sOb(o)}}}while((c|0)!=0);t=a+4|0;u=(f[t>>2]|0)+1|0;f[t>>2]=u;f[a>>2]=u;return}function Kkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=f[a+12>>2]|0;if(!g){b=0;return b|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&b;else if(g>>>0>b>>>0)h=b;else h=(b>>>0)%(g>>>0)|0;c=f[(f[a+8>>2]|0)+(h<<2)>>2]|0;if(!c){b=0;return b|0}c=f[c>>2]|0;if(!c){b=0;return b|0}a:do if(d){while(1){g=f[c+4>>2]|0;d=(g|0)==(b|0);if(!(d|(g&e|0)==(h|0))){c=0;d=22;break}if(d)if((f[c+8>>2]|0)==(b|0)){i=c;break a}c=f[c>>2]|0;if(!c){c=0;d=22;break}}if((d|0)==22)return c|0}else{while(1){d=f[c+4>>2]|0;if((d|0)==(b|0)){if((f[c+8>>2]|0)==(b|0)){i=c;break a}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=0;d=22;break}}c=f[c>>2]|0;if(!c){c=0;d=22;break}}if((d|0)==22)return c|0}while(0);c=f[i+12>>2]|0;if((f[a>>2]|0)>>>0<=b>>>0)if((Ukb(c)|0)==(b|0)){b=c;return b|0}b=0;return b|0}function Lkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;c=d;e=f[b>>2]|0;f[b>>2]=0;g=a+4|0;b=(f[g>>2]|0)+1|0;f[g>>2]=b;Tkb(e,b);f[c>>2]=b;b=Mkb(a+8|0,c)|0;f[b>>2]=e;u=d;return f[c>>2]|0}function Mkb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;Nkb(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Nkb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Okb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Okb(a,b);return}function Okb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Pkb(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;f[c>>2]=b;b=Kkb(a,b)|0;if(!b){u=d;return}Qkb(a+8|0,c)|0;Rkb(b);sOb(b);u=d;return}function Qkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function Rkb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+64|0;b=f[g>>2]|0;if(b|0){h=a+68|0;c=f[h>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[h>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[g>>2]|0}sOb(b)}b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+40>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+32|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);h=a+28|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);a=a+24|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Skb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;i=b[c+14>>0]|0;h=b[c+15>>0]|0;j=h<<24>>24==0?b[c+13>>0]|0:1;cQb(a|0,c|0,13)|0;b[a+13>>0]=j;b[a+14>>0]=i;b[a+15>>0]=h;h=a+16|0;f[h>>2]=d;i=a+20|0;b[i>>0]=b[e>>0]|0;b[i+1>>0]=b[e+1>>0]|0;b[i+2>>0]=b[e+2>>0]|0;if(!(b[c+12>>0]|0))c=0;else{c=(zQa(d)|0)+229|0;c=b[c>>0]|0}b[a+23>>0]=c;j=f[g>>2]|0;f[g>>2]=0;f[a+24>>2]=j;j=a+28|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;n[a+48>>2]=1.0;j=a+52|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;f[j+20>>2]=0;f[j+24>>2]=0;if(b[a+11>>0]|0)return;fjb(f[h>>2]|0,a+64|0);return}function Tkb(a,b){a=a|0;b=b|0;f[a+76>>2]=b;return}function Ukb(a){a=a|0;return f[a+76>>2]|0}function Vkb(a){a=a|0;return (b[a+8>>0]|0)!=0|0}function Wkb(a){a=a|0;return (b[a+9>>0]|0)!=0|0}function Xkb(a){a=a|0;return (b[a+10>>0]|0)!=0|0}function Ykb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=40764;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-88-d|0)>>>0)/88|0)*88|0);sOb(d);return}function Zkb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=40764;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-88-b|0)>>>0)/88|0)*88|0);sOb(b);sOb(a);return}function _kb(a){a=a|0;return 0}function $kb(a){a=a|0;return 1}function alb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+32>>3]-+p[b>>3];d=+p[a+40>>3]-+p[b+8>>3];c=+p[a+48>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function blb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0,h=0;h=f[a+4>>2]|0;a=(f[a+8>>2]|0)-h|0;g=(a|0)/88|0;if(!a){h=1;return h|0}d=+p[b>>3];e=+p[b+8>>3];c=+p[b+16>>3];a=0;while(1){if(d*+p[h+(a*88|0)>>3]+(e*+p[h+(a*88|0)+8>>3]+c*+p[h+(a*88|0)+16>>3])-+p[h+(a*88|0)+24>>3]<0.0){a=0;b=5;break}a=a+1|0;if(a>>>0>=g>>>0){a=1;b=5;break}}if((b|0)==5)return a|0;return 0}function clb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0;j=+p[b>>3];n=(+p[b+24>>3]-j)*.5;k=+p[b+8>>3];m=(+p[b+32>>3]-k)*.5;l=+p[b+16>>3];i=(+p[b+40>>3]-l)*.5;j=j+n;k=k+m;l=l+i;h=f[a+4>>2]|0;a=(f[a+8>>2]|0)-h|0;g=(a|0)/88|0;if(!a){h=2;return h|0}else{b=2;a=0}while(1){c=j*+p[h+(a*88|0)>>3]+(k*+p[h+(a*88|0)+8>>3]+l*+p[h+(a*88|0)+16>>3]);d=n*+p[h+(a*88|0)+32>>3]+(m*+p[h+(a*88|0)+40>>3]+i*+p[h+(a*88|0)+48>>3]);e=+p[h+(a*88|0)+24>>3];if(c+d<=e){b=1;a=4;break}b=c-d<e?3:b;a=a+1|0;if(a>>>0>=g>>>0){a=4;break}}if((a|0)==4)return b|0;return 0}function dlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0;m=+p[b+24>>3];g=f[a+4>>2]|0;a=(f[a+8>>2]|0)-g|0;j=(a|0)/88|0;if(!a){l=2;return l|0}h=+p[b>>3];i=+p[b+8>>3];d=+p[b+16>>3];a=0;while(1){c=h*+p[g+(a*88|0)>>3]+(i*+p[g+(a*88|0)+8>>3]+d*+p[g+(a*88|0)+16>>3])-+p[g+(a*88|0)+24>>3];if(c<0.0)if(c*c*+p[g+(a*88|0)+80>>3]>=m){e=1;k=9;break}a=a+1|0;if(a>>>0>=j>>>0){l=0;break}}if((k|0)==9)return e|0;while(1){c=h*+p[g+(l*88|0)>>3]+(i*+p[g+(l*88|0)+8>>3]+d*+p[g+(l*88|0)+16>>3])-+p[g+(l*88|0)+24>>3];if(c<0.0){e=3;k=9;break}if(c*c*+p[g+(l*88|0)+80>>3]<m){e=3;k=9;break}l=l+1|0;if(l>>>0>=j>>>0){e=2;k=9;break}}if((k|0)==9)return e|0;return 0}function elb(a,c,d){a=a|0;c=c|0;d=d|0;p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];if(!(b[257400]|0))if(MPb(257400)|0){f[64708]=0;f[64709]=0;f[64710]=0;f[64711]=0;f[64712]=0;f[64713]=0}return ilb(258832,a+4|0,a+16|0,c)|0}function flb(a,b,c){a=a|0;b=b|0;c=c|0;return glb(a+4|0,a+16|0,b,c)|0}function glb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;t=w;v=a+4|0;o=f[a>>2]|0;m=(f[v>>2]|0)-o|0;q=(m|0)/88|0;r=d+8|0;s=d+16|0;h=+p[c>>3];if(!m){p[d>>3]=h;p[r>>3]=+p[c+8>>3];p[s>>3]=+p[c+16>>3];p[d>>3]=+p[c+24>>3];p[r>>3]=+p[c+32>>3];p[s>>3]=+p[c+40>>3];v=2;u=w;return v|0}g=c+8|0;i=+p[g>>3];k=c+16|0;j=+p[k>>3];e=0;while(1){if(h*+p[o+(e*88|0)>>3]+(i*+p[o+(e*88|0)+8>>3]+j*+p[o+(e*88|0)+16>>3])-+p[o+(e*88|0)+24>>3]<0.0){g=0;k=1;break}e=e+1|0;if(e>>>0>=q>>>0){n=7;break}}if((n|0)==7){p[d>>3]=h;p[r>>3]=+p[g>>3];p[s>>3]=+p[k>>3];g=1;k=0}j=+p[c+24>>3];l=c+32|0;h=+p[l>>3];m=c+40|0;i=+p[m>>3];e=0;while(1){if(j*+p[o+(e*88|0)>>3]+(h*+p[o+(e*88|0)+8>>3]+i*+p[o+(e*88|0)+16>>3])-+p[o+(e*88|0)+24>>3]<0.0){n=4;break}e=e+1|0;if(e>>>0>=q>>>0){n=9;break}}if((n|0)==4){if(!g){e=f[b>>2]|0;m=f[b+4>>2]|0;a:do if((e|0)==(m|0))e=1;else{n=t+8|0;o=t+16|0;b:while(1){c:do if(hlb(e,c,t)|0){l=f[a>>2]|0;b=(f[v>>2]|0)-l|0;k=(b|0)/88|0;h=+p[t>>3];i=+p[n>>3];j=+p[o>>3];if(!b)break b;else g=0;while(1){if(h*+p[l+(g*88|0)>>3]+(i*+p[l+(g*88|0)+8>>3]+j*+p[l+(g*88|0)+16>>3])-+p[l+(g*88|0)+24>>3]<0.0)break c;g=g+1|0;if(g>>>0>=k>>>0)break b}}while(0);e=e+32|0;if((e|0)==(m|0)){e=1;break a}}p[d>>3]=h;p[r>>3]=i;p[s>>3]=j;e=3}while(0);v=e;u=w;return v|0}}else if((n|0)==9){p[d>>3]=j;p[r>>3]=+p[l>>3];p[s>>3]=+p[m>>3];if(!k){v=2;u=w;return v|0}}v=3;u=w;return v|0}function hlb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0;s=b+24|0;f=b;g=s;d=+p[b>>3];e=+p[s>>3];if(d<e)h=6;else if(d>e)b=g;else{d=+p[b+8>>3];e=+p[b+32>>3];if(d<e)h=6;else if(d>e)b=g;else if(+p[b+16>>3]<+p[b+40>>3])h=6;else b=g}if((h|0)==6){b=f;f=g}o=+p[a>>3];q=+p[a+8>>3];r=+p[a+16>>3];n=-+p[a+24>>3]/(o*o+(q*q+r*r));s=b;b=f;j=+p[b>>3];k=+p[s>>3]-j;f=b+8|0;d=+p[f>>3];l=+p[s+8>>3]-d;b=b+16|0;e=+p[b>>3];m=+p[s+16>>3]-e;i=o*k+(q*l+r*m);if(i==0.0){s=0;return s|0}d=(o*(o*n-j)+(q*(q*n-d)+r*(r*n-e)))/i;if(!(d>=-1.0e-07&d<=1.0000001)){s=0;return s|0}p[c>>3]=j+k*d;p[c+8>>3]=l*d+ +p[f>>3];p[c+16>>3]=m*d+ +p[b>>3];s=1;return s|0}function ilb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+160|0;s=w+148|0;t=w;v=w+144|0;m=f[b>>2]|0;r=(f[b+4>>2]|0)-m|0;l=(r|0)/88|0;if(!r){a=2;u=w;return a|0}i=+p[d>>3];j=+p[d+8>>3];k=+p[d+16>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0){h=0;break}b=b+1|0;if(b>>>0>=l>>>0){h=1;break}}i=+p[d+24>>3];j=+p[d+32>>3];k=+p[d+40>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0){g=0;break}b=b+1|0;if(b>>>0>=l>>>0){g=1;break}}e=h&g;i=+p[d+48>>3];j=+p[d+56>>3];k=+p[d+64>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0)break;b=b+1|0;if(b>>>0>=l>>>0){n=44;break}}if((n|0)==44){a=e?2:3;u=w;return a|0}if(h|g){a=3;u=w;return a|0}k=+p[d>>3];i=+p[d+24>>3];if(k==i)if(+p[d+8>>3]==+p[d+32>>3])if(+p[d+16>>3]==+p[d+40>>3]){a=1;u=w;return a|0}j=+p[d+48>>3];if(k==j)if(+p[d+8>>3]==+p[d+56>>3])if(+p[d+16>>3]==+p[d+64>>3]){a=1;u=w;return a|0}if(i==j)if(+p[d+32>>3]==+p[d+56>>3])if(+p[d+40>>3]==+p[d+64>>3]){a=1;u=w;return a|0}o=a+12|0;r=a+16|0;q=a+20|0;b=f[r>>2]|0;e=f[q>>2]|0;if((b|0)==(e|0)){jlb(o,d);g=f[r>>2]|0;e=f[q>>2]|0}else{p[b>>3]=k;p[b+8>>3]=+p[d+8>>3];p[b+16>>3]=+p[d+16>>3];g=b+24|0;f[r>>2]=g}b=d+24|0;if((g|0)==(e|0)){jlb(o,b);g=f[r>>2]|0;e=f[q>>2]|0}else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[d+32>>3];p[g+16>>3]=+p[d+40>>3];g=g+24|0;f[r>>2]=g}b=d+48|0;if((g|0)==(e|0))jlb(o,b);else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[d+56>>3];p[g+16>>3]=+p[d+64>>3];f[r>>2]=g+24}b=f[c>>2]|0;n=f[c+4>>2]|0;a:do if((b|0)!=(n|0)){d=a+4|0;c=a+8|0;do{m=f[o>>2]|0;l=f[r>>2]|0;g=m;h=l;if((m|0)==(l|0))break a;l=f[a>>2]|0;f[a>>2]=g;f[o>>2]=l;e=f[d>>2]|0;f[d>>2]=h;f[r>>2]=e;x=f[c>>2]|0;f[c>>2]=f[q>>2];f[q>>2]=x;if((l|0)!=(e|0))f[r>>2]=e+(~(((e+-24-l|0)>>>0)/24|0)*24|0);x=h-g|0;g=(x|0)/24|0;if(x|0){e=0;do{x=t+((bCa(b,m+(e*24|0)|0,t)|0)*24|0)|0;f[v>>2]=f[r>>2];f[s>>2]=f[v>>2];ZBa(o,s,t,x)|0;e=e+3|0}while(e>>>0<g>>>0)}b=b+32|0}while((b|0)!=(n|0))}while(0);b=f[o>>2]|0;e=f[r>>2]|0;h=(b|0)==(e|0);if(!h)f[r>>2]=e+(~(((e+-24-b|0)>>>0)/24|0)*24|0);g=f[a>>2]|0;b=a+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-24-g|0)>>>0)/24|0)*24|0);x=h?1:3;u=w;return x|0}function jlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function klb(a){a=a|0;return}function llb(a){a=a|0;sOb(a);return}function mlb(a){a=a|0;return 1}function nlb(a){a=a|0;return 1}function olb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+8>>3]-+p[b>>3];d=+p[a+16>>3]-+p[b+8>>3];c=+p[a+24>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function plb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[b>>3]-+p[a+8>>3];d=+p[b+8>>3]-+p[a+16>>3];c=+p[b+16>>3]-+p[a+24>>3];return e*e+(d*d+c*c)<=+p[a+32>>3]|0}function qlb(a,b){a=a|0;b=b|0;return wlb(a+8|0,b)|0}function rlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+p[a+8>>3]-+p[b>>3];f=+p[a+16>>3]-+p[b+8>>3];g=+p[a+24>>3]-+p[b+16>>3];d=+p[a+32>>3];e=+p[b+24>>3];if(d>=e)if(h*h+(f*f+g*g)<=d){b=2;return b|0}a=a+40|0;c=+p[a>>3];if(c==-1.0){d=+L(+d);p[a>>3]=d}else d=c;a=b+32|0;c=+p[a>>3];if(c==-1.0){c=+L(+e);p[a>>3]=c}e=d+c;b=!(h*h+(f*f+g*g)<=e*e)?1:3;return b|0}function slb(a,b,c){a=a|0;b=b|0;c=c|0;p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];return vlb(a+8|0,b)|0}function tlb(a,b,c){a=a|0;b=b|0;c=c|0;p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];return ulb(a+8|0,b)|0}function ulb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;k=+p[a>>3];l=+p[a+8>>3];m=+p[a+16>>3];n=+p[a+24>>3];r=+p[b>>3];e=r-k;o=+p[b+8>>3];h=o-l;q=+p[b+16>>3];d=q-m;f=e*e+(h*h+d*d)<=n;d=+p[b+24>>3];h=d-k;e=+p[b+32>>3];i=e-l;c=+p[b+40>>3];j=c-m;a=h*h+(i*i+j*j)<=n;if(f|a){f=f&a?2:3;return f|0}h=d-r;i=e-o;c=c-q;g=h*h+(i*i+c*c);j=+L(+g);h=h/j;i=i/j;j=c/j;k=k-r;l=l-o;c=m-q;e=h*k+(i*l+j*c);c=n-(k*k+(l*l+c*c)-e*e);if(c<0.0){d=-1.0;c=-1.0}else{c=+L(+c);d=e+c;c=e-c}c=c>=0.0?c:d;if(c>=0.0){n=r-(r+h*c);o=o-(o+i*c);r=q-(q+j*c);if(g>=n*n+(o*o+r*r)){f=3;return f|0}}f=1;return f|0}function vlb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0,M=0.0,N=0,O=0,P=0,Q=0,R=0.0;Q=u;u=u+80|0;B=Q;r=b+32|0;n=b+8|0;d=+p[n>>3];E=+p[r>>3]-d;N=b+64|0;o=b+16|0;e=+p[o>>3];D=+p[N>>3]-e;s=b+40|0;H=+p[s>>3]-e;I=b+56|0;x=+p[I>>3]-d;C=E*D-H*x;J=b+48|0;M=+p[b>>3];v=+p[J>>3]-M;q=b+24|0;w=+p[q>>3]-M;D=H*v-D*w;v=x*w-E*v;E=+L(+(C*C+(D*D+v*v)));C=C/E;D=D/E;E=v/E;v=+p[a>>3];O=a+8|0;w=+p[O>>3];P=a+16|0;x=+p[P>>3];e=+K(+(C*(v-M)+((w-d)*D+E*(x-e))));c=a+32|0;d=+p[c>>3];if(d==-1.0){d=+L(+(+p[a+24>>3]));p[c>>3]=d}if(e>=d){P=1;u=Q;return P|0}t=+p[a+24>>3];M=+p[b>>3];A=M-v;H=+p[n>>3];e=H-w;G=+p[o>>3];F=G-x;o=A*A+(e*e+F*F)<=t;F=+p[q>>3];e=F-v;A=+p[r>>3];k=A-w;y=+p[s>>3];d=y-x;n=e*e+(k*k+d*d)<=t;d=+p[J>>3];k=d-v;e=+p[I>>3];l=e-w;f=+p[N>>3];m=f-x;c=k*k+(l*l+m*m)<=t;if(o|n|c){P=o&n&c?2:3;u=Q;return P|0}if(M==F&H==A&G==y){P=1;u=Q;return P|0}if(M==d&H==e&G==f){P=1;u=Q;return P|0}if(F==d&A==e&y==f){P=1;u=Q;return P|0}c=0;g=M;h=H;i=G;while(1){n=c+1|0;s=(n|0)==3?0:n;d=+p[b+(s*24|0)>>3]-g;e=+p[b+(s*24|0)+8>>3]-h;R=+p[b+(s*24|0)+16>>3]-i;j=d*d+(e*e+R*R);m=+L(+j);k=d/m;l=e/m;m=R/m;p[B+(c*24|0)>>3]=d;p[B+(c*24|0)+8>>3]=e;p[B+(c*24|0)+16>>3]=R;R=v-g;e=w-h;d=x-i;f=R*k+(e*l+d*m);d=t-(R*R+(e*e+d*d)-f*f);if(d<0.0){e=-1.0;d=-1.0}else{d=+L(+d);e=f+d;d=f-d}d=d>=0.0?d:e;if(d>=0.0){k=g-(g+d*k);l=h-(h+d*l);R=i-(i+d*m);if(j>=k*k+(l*l+R*R)){c=3;break}}if(n>>>0>=3){z=16;break}c=n;g=+p[b+(n*24|0)>>3];h=+p[b+(n*24|0)+8>>3];i=+p[b+(n*24|0)+16>>3]}do if((z|0)==16){x=+p[B+16>>3];R=+p[B+8>>3];w=D*x-E*R;l=+p[B>>3];x=E*l-C*x;l=C*R-D*l;R=+L(+(w*w+(x*x+l*l)));w=w/R;x=x/R;R=l/R;l=+p[B+40>>3];m=+p[B+32>>3];k=D*l-E*m;i=+p[B+24>>3];l=E*i-C*l;i=C*m-D*i;m=+L(+(k*k+(l*l+i*i)));k=k/m;l=l/m;m=i/m;i=+p[B+64>>3];j=+p[B+56>>3];h=D*i-E*j;g=+p[B+48>>3];i=E*g-C*i;g=C*j-D*g;j=+L(+(h*h+(i*i+g*g)));h=h/j;i=i/j;j=g/j;g=h*+p[J>>3]+(i*+p[I>>3]+j*+p[N>>3]);f=+p[a>>3];e=+p[O>>3];d=+p[P>>3];if(!(w*f+(x*e+R*d)-(w*M+(x*H+R*G))<0.0))if(!(f*k+(e*l+d*m)-(k*F+(l*A+m*y))<0.0))if(!(h*f+(i*e+j*d)-g<0.0)){c=3;break}c=1}while(0);P=c;u=Q;return P|0}function wlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0;o=u;u=u+192|0;k=o;h=+p[b+24>>3];n=+p[a>>3];d=+p[b>>3];r=h<n?h:n;i=+p[b+32>>3];j=+p[a+8>>3];e=+p[b+8>>3];q=i<j?i:j;l=+p[b+40>>3];m=+p[a+16>>3];c=+p[b+16>>3];f=l<m?l:m;r=(d<r?r:d)-n;q=(e<q?q:e)-j;f=(c<f?f:c)-m;g=+p[a+24>>3];if(r*r+q*q+f*f>g){k=1;u=o;return k|0}p[k>>3]=d;p[k+8>>3]=e;p[k+16>>3]=c;p[k+24>>3]=h;p[k+32>>3]=e;p[k+40>>3]=c;p[k+48>>3]=d;p[k+56>>3]=i;p[k+64>>3]=c;p[k+72>>3]=h;p[k+80>>3]=i;p[k+88>>3]=c;p[k+96>>3]=d;p[k+104>>3]=e;p[k+112>>3]=l;p[k+120>>3]=h;p[k+128>>3]=e;p[k+136>>3]=l;p[k+144>>3]=d;p[k+152>>3]=i;p[k+160>>3]=l;p[k+168>>3]=h;p[k+176>>3]=i;p[k+184>>3]=l;f=d-n;f=f*f;e=e-j;d=c-m;d=d*d;e=e*e+d;if(!(f+e<=g))b=3;else{c=h-n;c=c*c;if(!(c+e<=g))b=3;else{r=i-j;r=r*r+d;if(!(f+r<=g)|!(c+r<=g))b=3;else{q=+p[k+104>>3]-j;r=+p[k+112>>3]-m;if(!(f+(q*q+r*r)<=g))b=3;else{i=+p[k+120>>3]-n;q=+p[k+128>>3]-j;r=+p[k+136>>3]-m;if(!(i*i+(q*q+r*r)<=g))b=3;else{i=+p[k+144>>3]-n;q=+p[k+152>>3]-j;r=+p[k+160>>3]-m;if(!(i*i+(q*q+r*r)<=g))b=3;else{n=+p[k+168>>3]-n;q=+p[k+176>>3]-j;r=l-m;if(!(n*n+(q*q+r*r)<=g))b=3;else b=2}}}}}}k=b;u=o;return k|0}function xlb(a){a=a|0;return}function ylb(a){a=a|0;sOb(a);return}function zlb(a){a=a|0;return 2}function Alb(a){a=a|0;return 0}function Blb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+448>>3]-+p[b>>3];d=+p[a+456>>3]-+p[b+8>>3];c=+p[a+464>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function Clb(a,b){a=a|0;b=b|0;return Ilb(a+8|0,b)|0}function Dlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0;c=u;u=u+48|0;d=c+24|0;e=c;k=+p[b>>3];j=(+p[b+24>>3]-k)*.5;p[d>>3]=j;i=+p[b+8>>3];h=(+p[b+32>>3]-i)*.5;p[d+8>>3]=h;g=+p[b+16>>3];f=(+p[b+40>>3]-g)*.5;p[d+16>>3]=f;p[e>>3]=k+j;p[e+8>>3]=i+h;p[e+16>>3]=g+f;b=Llb(a+8|0,e,d)|0;u=c;return ((b|0)==2?2:(b|0)==1?3:1)|0}function Elb(a,b){a=a|0;b=b|0;var c=0;a=a+8|0;c=b+24|0;if(!(Jlb(a,b,+p[c>>3])|0)){b=1;return b|0}b=Klb(a,b,+p[c>>3])|0;b=b?2:3;return b|0}function Flb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,f=0.0,g=0.0,h=0;h=u;u=u+32|0;e=h;f=+p[b>>3];g=+p[b+24>>3];if(f==g)if(+p[b+8>>3]==+p[b+32>>3])if(+p[b+16>>3]==+p[b+40>>3]){e=1;u=h;return e|0}d=+p[b+48>>3];if(f==d)if(+p[b+8>>3]==+p[b+56>>3])if(+p[b+16>>3]==+p[b+64>>3]){e=1;u=h;return e|0}if(g==d)if(+p[b+32>>3]==+p[b+56>>3])if(+p[b+40>>3]==+p[b+64>>3]){e=1;u=h;return e|0}if(Pib(a+448|0,b,e)|0){p[c>>3]=+p[e>>3];p[c+8>>3]=+p[e+8>>3];p[c+16>>3]=+p[e+16>>3];a=3}else a=1;e=a;u=h;return e|0}function Glb(a,b,c){a=a|0;b=b|0;c=c|0;return Hlb(a+8|0,a+496|0,b,c)|0}function Hlb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;h=k;i=d+8|0;j=d+16|0;if(Ilb(a,c)|0){p[d>>3]=+p[c>>3];p[i>>3]=+p[c+8>>3];p[j>>3]=+p[c+16>>3];f=1;e=0}else{f=0;e=1}g=c+24|0;if(Ilb(a,g)|0){p[d>>3]=+p[g>>3];p[i>>3]=+p[c+32>>3];p[j>>3]=+p[c+40>>3]}else if(f)e=1;else{if(hlb(b,c,h)|0)if(Ilb(a,h)|0)f=7;else f=8;else f=8;do if((f|0)==8){if(hlb(b+32|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+64|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+96|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+128|0,c,h)|0)if(Ilb(a,h)|0)f=7;else e=1;else e=1}while(0);if((f|0)==7){p[d>>3]=+p[h>>3];p[i>>3]=+p[h+8>>3];p[j>>3]=+p[h+16>>3];e=3}j=e;u=k;return j|0}j=e?3:2;u=k;return j|0}function Ilb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;d=+p[b>>3];e=+p[b+8>>3];c=+p[b+16>>3];if(+p[a>>3]*d+(+p[a+8>>3]*e+ +p[a+16>>3]*c)-+p[a+24>>3]<0.0){a=0;return a|0}if(+p[a+32>>3]*d+(+p[a+40>>3]*e+ +p[a+48>>3]*c)-+p[a+56>>3]<0.0){a=0;return a|0}if(+p[a+64>>3]*d+(+p[a+72>>3]*e+ +p[a+80>>3]*c)-+p[a+88>>3]<0.0){a=0;return a|0}if(+p[a+96>>3]*d+(+p[a+104>>3]*e+ +p[a+112>>3]*c)-+p[a+120>>3]<0.0){a=0;return a|0}if(+p[a+128>>3]*d+(+p[a+136>>3]*e+ +p[a+144>>3]*c)-+p[a+152>>3]<0.0){a=0;return a|0}a=1;return a|0}function Jlb(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0)if(d*d*+p[a+400>>3]>=c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0)if(d*d*+p[a+408>>3]>=c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0)if(d*d*+p[a+416>>3]>=c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0)if(d*d*+p[a+424>>3]>=c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0)if(d*d*+p[a+432>>3]>=c){a=0;return a|0}a=1;return a|0}function Klb(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+400>>3]<c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+408>>3]<c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+416>>3]<c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+424>>3]<c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+432>>3]<c){a=0;return a|0}a=1;return a|0}function Llb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0;f=+p[b>>3];h=+p[b+8>>3];e=+p[b+16>>3];i=+p[c>>3];g=+p[c+8>>3];d=+p[c+16>>3];m=+p[a>>3]*f+(+p[a+8>>3]*h+ +p[a+16>>3]*e);n=+p[a+160>>3]*i+(+p[a+168>>3]*g+ +p[a+176>>3]*d);o=+p[a+24>>3];if(m+n<=o){a=0;return a|0}q=+p[a+32>>3]*f+(+p[a+40>>3]*h+ +p[a+48>>3]*e);r=+p[a+184>>3]*i+(+p[a+192>>3]*g+ +p[a+200>>3]*d);s=+p[a+56>>3];if(q+r<=s){a=0;return a|0}t=+p[a+64>>3]*f+(+p[a+72>>3]*h+ +p[a+80>>3]*e);u=+p[a+208>>3]*i+(+p[a+216>>3]*g+ +p[a+224>>3]*d);v=+p[a+88>>3];if(t+u<=v){a=0;return a|0}j=+p[a+96>>3]*f+(+p[a+104>>3]*h+ +p[a+112>>3]*e);k=+p[a+232>>3]*i+(+p[a+240>>3]*g+ +p[a+248>>3]*d);l=+p[a+120>>3];if(j+k<=l){a=0;return a|0}f=+p[a+128>>3]*f+(+p[a+136>>3]*h+ +p[a+144>>3]*e);e=+p[a+256>>3]*i+(+p[a+264>>3]*g+ +p[a+272>>3]*d);d=+p[a+152>>3];if(f+e<=d){a=0;return a|0}a=f-e<d|(j-k<l|(t-u<v|(q-r<s|m-n<o)))?1:2;return a|0}function Mlb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,n=0.0;k=u;u=u+16|0;d=k;f[a>>2]=40764;g=a+4|0;f[g>>2]=0;h=a+8|0;f[h>>2]=0;f[a+12>>2]=0;f[g>>2]=f[b>>2];i=b+4|0;f[h>>2]=f[i>>2];j=b+8|0;f[a+12>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;i=a+16|0;f[i>>2]=0;j=a+20|0;f[j>>2]=0;f[a+24>>2]=0;p[a+32>>3]=+p[c>>3];p[a+40>>3]=+p[c+8>>3];p[a+48>>3]=+p[c+16>>3];g=f[g>>2]|0;h=(f[h>>2]|0)-g|0;e=(h|0)/88|0;f[d>>2]=0;b=d+4|0;f[b>>2]=0;f[d+8>>2]=0;if(!h){b=0;c=0}else{if(e>>>0>134217727)AMb(d);h=pOb(e<<5)|0;f[d>>2]=h;c=h+(e<<5)|0;f[d+8>>2]=c;f[b>>2]=c;b=h;d=0;do{p[h+(d<<5)>>3]=+p[g+(d*88|0)>>3];p[h+(d<<5)+8>>3]=+p[g+(d*88|0)+8>>3];p[h+(d<<5)+16>>3]=+p[g+(d*88|0)+16>>3];p[h+(d<<5)+24>>3]=-+p[g+(d*88|0)+24>>3];d=d+1|0}while(d>>>0<e>>>0)}f[i>>2]=b;f[j>>2]=c;f[a+24>>2]=c;if((b|0)==(c|0)){u=k;return}do{i=b+8|0;n=-+p[i>>3];j=b+16|0;m=-+p[j>>3];a=b+24|0;l=-+p[a>>3];p[b>>3]=-+p[b>>3];p[i>>3]=n;p[j>>3]=m;p[a>>3]=l;b=b+32|0}while((b|0)!=(c|0));u=k;return}function Nlb(a,b){a=a|0;b=b|0;f[a>>2]=40812;p[a+8>>3]=+p[b>>3];p[a+16>>3]=+p[b+8>>3];p[a+24>>3]=+p[b+16>>3];a=a+32|0;b=b+24|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Olb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0;f[a>>2]=40860;q=a+8|0;p[q>>3]=+p[c>>3];z=a+16|0;p[z>>3]=+p[c+8>>3];e=a+24|0;p[e>>3]=+p[c+16>>3];g=a+32|0;p[g>>3]=+p[c+24>>3];h=a+40|0;p[h>>3]=+p[c+32>>3];i=a+48|0;p[i>>3]=+p[c+40>>3];j=a+56|0;p[j>>3]=+p[c+48>>3];k=a+64|0;p[k>>3]=+p[c+56>>3];l=a+72|0;p[l>>3]=+p[c+64>>3];m=a+80|0;p[m>>3]=+p[c+72>>3];n=a+88|0;p[n>>3]=+p[c+80>>3];o=a+96|0;p[o>>3]=+p[c+88>>3];r=a+104|0;p[r>>3]=+p[c+96>>3];s=a+112|0;p[s>>3]=+p[c+104>>3];t=a+120|0;p[t>>3]=+p[c+112>>3];u=a+128|0;p[u>>3]=+p[c+120>>3];v=a+136|0;p[v>>3]=+p[c+128>>3];w=a+144|0;p[w>>3]=+p[c+136>>3];x=a+152|0;p[x>>3]=+p[c+144>>3];y=a+160|0;p[y>>3]=+p[c+152>>3];p[a+168>>3]=+p[c+160>>3];p[a+176>>3]=+p[c+168>>3];p[a+184>>3]=+p[c+176>>3];p[a+192>>3]=+p[c+184>>3];p[a+200>>3]=+p[c+192>>3];p[a+208>>3]=+p[c+200>>3];p[a+216>>3]=+p[c+208>>3];p[a+224>>3]=+p[c+216>>3];p[a+232>>3]=+p[c+224>>3];p[a+240>>3]=+p[c+232>>3];p[a+248>>3]=+p[c+240>>3];p[a+256>>3]=+p[c+248>>3];p[a+264>>3]=+p[c+256>>3];p[a+272>>3]=+p[c+264>>3];p[a+280>>3]=+p[c+272>>3];p[a+288>>3]=+p[c+280>>3];p[a+296>>3]=+p[c+288>>3];p[a+304>>3]=+p[c+296>>3];p[a+312>>3]=+p[c+304>>3];p[a+320>>3]=+p[c+312>>3];p[a+328>>3]=+p[c+320>>3];p[a+336>>3]=+p[c+328>>3];p[a+344>>3]=+p[c+336>>3];p[a+352>>3]=+p[c+344>>3];p[a+360>>3]=+p[c+352>>3];p[a+368>>3]=+p[c+360>>3];p[a+376>>3]=+p[c+368>>3];p[a+384>>3]=+p[c+376>>3];p[a+392>>3]=+p[c+384>>3];p[a+400>>3]=+p[c+392>>3];A=a+408|0;c=c+400|0;d=A+40|0;do{f[A>>2]=f[c>>2];A=A+4|0;c=c+4|0}while((A|0)<(d|0));p[a+448>>3]=+p[b>>3];p[a+456>>3]=+p[b+8>>3];p[a+464>>3]=+p[b+16>>3];p[a+472>>3]=+p[b+24>>3];p[a+480>>3]=+p[b+32>>3];p[a+488>>3]=+p[b+40>>3];N=+p[q>>3];M=+p[z>>3];L=+p[e>>3];K=+p[g>>3];J=+p[h>>3];I=+p[i>>3];H=+p[j>>3];G=+p[k>>3];F=+p[l>>3];D=+p[m>>3];C=+p[n>>3];B=+p[o>>3];E=+p[r>>3];T=+p[t>>3];S=-+p[u>>3];R=+p[v>>3];Q=+p[w>>3];P=+p[x>>3];O=-+p[y>>3];p[a+600>>3]=+p[s>>3];p[a+608>>3]=T;p[a+616>>3]=S;p[a+624>>3]=R;p[a+632>>3]=Q;p[a+640>>3]=P;p[a+648>>3]=O;p[a+496>>3]=-N;p[a+504>>3]=-M;p[a+512>>3]=-L;p[a+520>>3]=K;p[a+528>>3]=-J;p[a+536>>3]=-I;p[a+544>>3]=-H;p[a+552>>3]=G;p[a+560>>3]=-F;p[a+568>>3]=-D;p[a+576>>3]=-C;p[a+584>>3]=B;z=a+600|0;B=-+p[z>>3];y=a+608|0;C=-+p[y>>3];x=a+616|0;D=-+p[x>>3];p[a+592>>3]=-E;p[z>>3]=B;p[y>>3]=C;p[x>>3]=D;x=a+624|0;y=a+632|0;D=-+p[y>>3];z=a+640|0;C=-+p[z>>3];A=a+648|0;B=-+p[A>>3];p[x>>3]=-+p[x>>3];p[y>>3]=D;p[z>>3]=C;p[A>>3]=B;return}function Plb(){if(!(b[257144]|0))MPb(257144)|0;f[64714]=262921;return}function Qlb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0;x=0;z=u;u=u+3872|0;if(b[a+23>>0]|0)if(!(f[c+196>>2]&16777216)){y=0;u=z;return y|0}if(b[a+15>>0]|0)if(!(FSa(f[(a+16|0)>>2]|0,c+116|0,b[a+14>>0]|0)|0)){y=0;u=z;return y|0}v=f[c+96>>2]|0;f[(z+488|0)>>2]=f[v>>2];f[((z+488|0)+4|0)>>2]=f[v+4>>2];f[((z+488|0)+8|0)>>2]=f[v+8>>2];f[((z+488|0)+12|0)>>2]=f[v+12>>2];f[((z+488|0)+16|0)>>2]=f[v+16>>2];f[((z+488|0)+20|0)>>2]=f[v+20>>2];f[((z+488|0)+24|0)>>2]=f[v+24>>2];f[((z+488|0)+28|0)>>2]=f[v+28>>2];f[((z+488|0)+32|0)>>2]=f[v+32>>2];f[((z+488|0)+36|0)>>2]=f[v+36>>2];f[((z+488|0)+40|0)>>2]=f[v+40>>2];f[((z+488|0)+44|0)>>2]=f[v+44>>2];f[((z+488|0)+48|0)>>2]=f[v+48>>2];f[((z+488|0)+52|0)>>2]=f[v+52>>2];f[((z+488|0)+56|0)>>2]=f[v+56>>2];f[((z+488|0)+60|0)>>2]=f[v+60>>2];QDa(f[(a+16|0)>>2]|0,0,c,z+488|0);f[z>>2]=a;f[(z+4|0)>>2]=c;c=f[c+4>>2]|0;f[(z+8|0)>>2]=c;jEa(z+12|0,f[c+44>>2]|0);p[(z+96|0)>>3]=+n[(z+488|0)>>2];p[(z+104|0)>>3]=+n[((z+488|0)+4|0)>>2];p[(z+112|0)>>3]=+n[((z+488|0)+8|0)>>2];p[z+120>>3]=+n[((z+488|0)+12|0)>>2];p[(z+128|0)>>3]=+n[((z+488|0)+16|0)>>2];p[(z+136|0)>>3]=+n[((z+488|0)+20|0)>>2];p[(z+144|0)>>3]=+n[((z+488|0)+24|0)>>2];p[z+152>>3]=+n[((z+488|0)+28|0)>>2];p[(z+160|0)>>3]=+n[((z+488|0)+32|0)>>2];p[(z+168|0)>>3]=+n[((z+488|0)+36|0)>>2];p[(z+176|0)>>3]=+n[((z+488|0)+40|0)>>2];p[z+184>>3]=+n[((z+488|0)+44|0)>>2];p[(z+192|0)>>3]=+n[((z+488|0)+48|0)>>2];p[(z+200|0)>>3]=+n[((z+488|0)+52|0)>>2];p[(z+208|0)>>3]=+n[((z+488|0)+56|0)>>2];p[z+216>>3]=+n[((z+488|0)+60|0)>>2];p[(z+248|0)>>3]=C;f[(z+256|0)>>2]=g;f[(z+260|0)>>2]=h;f[(z+264|0)>>2]=i;f[(z+268|0)>>2]=j;f[(z+272|0)>>2]=k;g=f[z>>2]|0;c=(b[g+1>>0]|0)!=0;if(Vkb(g)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+24>>2]|0))v=0;else{if(c)a=(b[(f[z>>2]|0)+2>>0]|0)==0;else a=0;v=cjb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else v=0;if(Wkb(f[z>>2]|0)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+28>>2]|0))t=0;else{if(c)a=(b[(f[z>>2]|0)+3>>0]|0)==0;else a=0;t=djb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else t=0;if(Xkb(f[z>>2]|0)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+32>>2]|0))r=0;else{if(c)a=(b[(f[z>>2]|0)+4>>0]|0)==0;else a=0;r=ejb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else r=0;a:do{s=1;if(s){s=0;if(v|t|r){if((f[(z+256|0)>>2]|0)==0&(f[(z+260|0)>>2]|0)==0&(f[(z+264|0)>>2]|0)==0&(f[(z+268|0)>>2]|0)==0)k=(f[(z+272|0)>>2]|0)!=0;else k=1;a=f[(f[z>>2]|0)+24>>2]|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,d)|0;b:do switch(a|0){case 1:case 0:{y=a;break a}case 2:{if(!k){j=f[(f[z>>2]|0)+24>>2]|0;if(Pg[f[(f[j>>2]|0)+12>>2]&1023](j)|0){j=f[z>>2]|0;a=f[j+64>>2]|0;j=f[j+68>>2]|0;if((a|0)==(j|0)){y=2;break a}m=+p[d>>3];o=+p[d+8>>3];q=+p[d+16>>3];l=+p[d+24>>3];i=0;while(1){c=f[a>>2]|0;h=f[a+4>>2]|0;if((c|0)==(h|0))w=(i|0)>0?i:0;else{g=2;do{A=+p[c+24>>3]+(m*+p[c>>3]+(o*+p[c+8>>3]+q*+p[c+16>>3]));d=!(A*A>=l)?1:A<0.0?0:2;g=(d|0)<(g|0)?d:g;c=c+32|0}while((c|0)!=(h|0));if((g|0)==2)break;else w=(i|0)<(g|0)?g:i}a=a+12|0;if((a|0)==(j|0)){x=33;break}else i=w}if((x|0)==33)switch(w|0){case 1:case 0:{y=2;break a}case 2:break;default:break b}y=1;break a}}break}default:{}}while(0);w=1;f[z+648>>2]=e;f[z+1072>>2]=y;f[z+2184>>2]=k;f[z+2240>>2]=t;f[z+2248>>2]=v;f[z+2256>>2]=r;f[z+3608>>2]=x;f[z+3624>>2]=w;f[z+3720>>2]=0;f[z+3724>>2]=0;$mb(z);y=f[z+1072>>2]|0;G=f[z+3720>>2]|0;D=f[z+3724>>2]|0;H=+n[z+3724>>2];f[z+3720>>2]=0;f[z+3724>>2]=0;if((G|0)==1)break}else s=1}if(s)if(1)y=0}while(0);a=f[z+72>>2]|0;if(a|0)RBa(a,z+60|0);a=f[(z+60|0)>>2]|0;if(a|0){c=f[(z+64|0)>>2]|0;if((c|0)!=(a|0))f[(z+64|0)>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}a=f[z+56>>2]|0;if(a|0)SBa(a,z+44|0);a=f[(z+44|0)>>2]|0;if(a|0){c=f[(z+48|0)>>2]|0;if((c|0)!=(a|0))f[(z+48|0)>>2]=c+(~((c+-2-a|0)>>>1)<<1);sOb(a)}u=z;return y|0}function Rlb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=d+4|0;g=f[r>>2]|0;q=d+8|0;h=f[q>>2]|0;if((g|0)==(h|0)){jlb(d,b);i=f[r>>2]|0;h=f[q>>2]|0}else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[b+8>>3];p[g+16>>3]=+p[b+16>>3];i=g+24|0;f[r>>2]=i}g=b+24|0;if((i|0)==(h|0)){jlb(d,g);i=f[r>>2]|0;h=f[q>>2]|0}else{p[i>>3]=+p[g>>3];p[i+8>>3]=+p[b+32>>3];p[i+16>>3]=+p[b+40>>3];i=i+24|0;f[r>>2]=i}g=b+48|0;if((i|0)==(h|0))jlb(d,g);else{p[i>>3]=+p[g>>3];p[i+8>>3]=+p[b+56>>3];p[i+16>>3]=+p[b+64>>3];f[r>>2]=i+24}g=f[e>>2]|0;o=e+4|0;h=f[o>>2]|0;if((h|0)!=(g|0))f[o>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);h=f[a>>2]|0;n=a+4|0;g=f[n>>2]|0;if((h|0)!=(g|0)){k=e;l=d;while(1){m=k;i=f[m>>2]|0;b=m+4|0;j=f[b>>2]|0;if((j|0)!=(i|0))f[b>>2]=j+(~(((j+-24-i|0)>>>0)/24|0)*24|0);j=l;i=f[j>>2]|0;j=(f[j+4>>2]|0)-(f[l>>2]|0)|0;b=i+(((j|0)/24|0)*24|0)|0;if(j|0)do{_Ba(h,i,c,m,0);i=i+72|0}while((i|0)!=(b|0));h=h+12|0;if((h|0)==(g|0))break;else{m=l;l=k;k=m}}h=f[a>>2]|0;g=f[n>>2]|0}if(!(((g-h|0)/12|0)&1)){c=f[d>>2]|0;f[d>>2]=f[e>>2];f[e>>2]=c;c=f[r>>2]|0;f[r>>2]=f[o>>2];f[o>>2]=c;e=e+8|0;c=f[q>>2]|0;f[q>>2]=f[e>>2];f[e>>2]=c}g=f[d>>2]|0;h=f[r>>2]|0;if((h|0)==(g|0))return;f[r>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);return}function Slb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;I=u;u=u+96|0;F=I;H=c+4|0;e=f[H>>2]|0;G=c+8|0;g=f[G>>2]|0;if((e|0)==(g|0)){jlb(c,b);h=f[H>>2]|0;g=f[G>>2]|0}else{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];h=e+24|0;f[H>>2]=h}e=b+24|0;if((h|0)==(g|0))jlb(c,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[b+32>>3];p[h+16>>3]=+p[b+40>>3];f[H>>2]=h+24}e=f[d>>2]|0;E=d+4|0;g=f[E>>2]|0;if((g|0)!=(e|0))f[E>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);g=f[a>>2]|0;D=a+4|0;e=f[D>>2]|0;if((g|0)!=(e|0)){r=F+24|0;s=F+48|0;t=F+72|0;v=F+80|0;w=F+88|0;x=F+56|0;y=F+64|0;z=F+32|0;A=F+40|0;B=F+8|0;C=F+16|0;m=d;n=c;while(1){o=m;h=f[o>>2]|0;q=o+4|0;b=f[q>>2]|0;if((b|0)!=(h|0))f[q>>2]=b+(~(((b+-24-h|0)>>>0)/24|0)*24|0);l=n;h=f[l>>2]|0;l=(f[l+4>>2]|0)-(f[n>>2]|0)|0;k=h+(((l|0)/24|0)*24|0)|0;if(l|0){l=o+8|0;do{j=dCa(g,h,F)|0;do if(j|0){i=f[q>>2]|0;b=f[l>>2]|0;if((i|0)==(b|0)){jlb(o,F);b=f[l>>2]|0;i=f[q>>2]|0}else{p[i>>3]=+p[F>>3];p[i+8>>3]=+p[B>>3];p[i+16>>3]=+p[C>>3];i=i+24|0;f[q>>2]=i}if((i|0)==(b|0))jlb(o,r);else{p[i>>3]=+p[r>>3];p[i+8>>3]=+p[z>>3];p[i+16>>3]=+p[A>>3];f[q>>2]=i+24}if((j|0)==2){b=f[q>>2]|0;i=f[l>>2]|0;if((b|0)==(i|0)){jlb(o,s);j=f[q>>2]|0;b=f[l>>2]|0}else{p[b>>3]=+p[s>>3];p[b+8>>3]=+p[x>>3];p[b+16>>3]=+p[y>>3];j=b+24|0;f[q>>2]=j;b=i}if((j|0)==(b|0)){jlb(o,t);break}else{p[j>>3]=+p[t>>3];p[j+8>>3]=+p[v>>3];p[j+16>>3]=+p[w>>3];f[q>>2]=j+24;break}}}while(0);h=h+48|0}while((h|0)!=(k|0))}g=g+12|0;if((g|0)==(e|0))break;else{q=n;n=m;m=q}}g=f[a>>2]|0;e=f[D>>2]|0}if(!(((e-g|0)/12|0)&1)){F=f[c>>2]|0;f[c>>2]=f[d>>2];f[d>>2]=F;F=f[H>>2]|0;f[H>>2]=f[E>>2];f[E>>2]=F;d=d+8|0;F=f[G>>2]|0;f[G>>2]=f[d>>2];f[d>>2]=F}e=f[c>>2]|0;g=f[H>>2]|0;if((g|0)==(e|0)){u=I;return}f[H>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);u=I;return}function Tlb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;f[a>>2]=40908;k=a+8|0;j=f[k>>2]|0;l=a+12|0;c=f[l>>2]|0;d=j;if((c|0)!=(j|0))f[l>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);f[a+4>>2]=d;i=a+24|0;j=a+28|0;d=f[j>>2]|0;g=f[i>>2]|0;e=g;c=d;if((d|0)!=(g|0)){h=0;do{e=f[e+(h<<2)>>2]|0;if(e){tOb(e);c=f[j>>2]|0;g=f[i>>2]|0;d=c}h=h+1|0;e=g}while(h>>>0<d-g>>2>>>0);d=g}if((c|0)!=(e|0))f[j>>2]=c+(~((c+-4-d|0)>>>2)<<2);b[a+20>>0]=0;b[a+37>>0]=0;c=f[a+56>>2]|0;if(c|0){d=a+60|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+40>>2]|0;if(c|0){d=a+44|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+24>>2]|0;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[k>>2]|0;if(!c)return;d=f[l>>2]|0;if((d|0)!=(c|0))f[l>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function Ulb(a){a=a|0;Tlb(a);sOb(a);return}function Vlb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;r=0;s=u;u=u+1120|0;if((c|0)==1&(d^1)){r=m3a(260024,239638,36)|0;vEb(s+12|0,r+(f[(f[r>>2]|0)+-12>>2]|0)|0);d=XFb(s+12|0,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,10)|0;YFb(s+12|0);OEb(r,d)|0;AEb(r)|0;r=0;u=s;return r|0}i=f[b>>2]|0;e=(f[b+4>>2]|0)-i|0;a:do if((e|0)>8&d){h=f[i>>2]|0;e=(e>>3)+-1|0;while(1){if((f[i+(e<<3)>>2]|0)!=(h|0))break a;if((f[i+(e<<3)+4>>2]|0)!=(f[(i+4|0)>>2]|0))break a;g=e+-1|0;if((e|0)>1)e=g;else{e=g;break}}}else e=(e>>3)+-1|0;while(0);while(1){if((e|0)<=0)break;g=e+-1|0;if((f[i+(e<<3)>>2]|0)!=(f[i+(g<<3)>>2]|0))break;if((f[i+(e<<3)+4>>2]|0)==(f[i+(g<<3)+4>>2]|0))e=g;else break}if(d?(e|0)<2:(e|0)<1){r=0;u=s;return r|0}h=e+1|0;p=qOb(h>>>0>48806446?-1:h*88|0)|0;if(!h)g=i;else{g=p;do{f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;g=g+88|0}while((g|0)!=(p+(h*88|0)|0|0));g=f[b>>2]|0}f[(s+12|0)>>2]=p;m=g+8|0;o=f[m+4>>2]|0;f[(p+96|0)>>2]=f[m>>2];f[(p+96|0)+4>>2]=o;b:do{o=1;if(o){o=0;if(amb(g,a+20|0)|0){if(!(amb((f[b>>2]|0)+(e<<3)|0,a+20|0)|0)){tOb(p);q=0;break}g=p+(e*88|0)|0;j=f[b>>2]|0;l=p;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+56>>2]=p+88|0;f[p+60>>2]=g;h=f[j+4>>2]|0;f[(p+8|0)>>2]=f[j>>2];f[(p+8|0)+4>>2]=h;f[p+52>>2]=-1;h=e+-1|0;i=j+(e<<3)|0;l=g;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+(e*88|0)+56>>2]=p;f[p+(e*88|0)+60>>2]=p+(h*88|0)|0;l=f[i+4>>2]|0;m=p+(e*88|0)+8|0;f[m>>2]=f[i>>2];f[m+4>>2]=l;f[p+(e*88|0)+52>>2]=-1;if((e|0)>1){g=j;do{amb(g+(h<<3)|0,a+20|0)|0;i=p+((h+1|0)*88|0)|0;e=h;h=h+-1|0;j=p+(h*88|0)|0;g=f[b>>2]|0;k=g+(e<<3)|0;l=p+(e*88|0)|0;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+(e*88|0)+56>>2]=i;f[p+(e*88|0)+60>>2]=j;m=f[k+4>>2]|0;f[(p+(e*88|0)+8|0)>>2]=f[k>>2];f[(p+(e*88|0)+8|0)+4>>2]=m;f[p+(e*88|0)+52>>2]=-1}while((e|0)>1)}m=p;b=p;f[s+32>>2]=a;f[s+48>>2]=c;f[s+56>>2]=d;f[s+112>>2]=m;f[s+136>>2]=b;f[s+224>>2]=q;f[s+920>>2]=p;f[s+1048>>2]=r;f[s+1064>>2]=0;f[s+1068>>2]=0;anb(s);q=f[s+224>>2]|0;G=f[s+1064>>2]|0;D=f[s+1068>>2]|0;H=+n[s+1068>>2];f[s+1064>>2]=0;f[s+1068>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b}}else o=1}if(o)if(1){tOb(p);q=0}}while(0);r=q;u=s;return r|0}function Wlb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[a+8>>2]|0;c=a+12|0;d=f[c>>2]|0;e=j;if((d|0)!=(j|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);f[a+4>>2]=e;i=a+24|0;j=a+28|0;d=f[j>>2]|0;g=f[i>>2]|0;e=g;c=d;if((d|0)!=(g|0)){h=0;do{e=f[e+(h<<2)>>2]|0;if(e){tOb(e);c=f[j>>2]|0;g=f[i>>2]|0;d=c}h=h+1|0;e=g}while(h>>>0<d-g>>2>>>0);d=g}if((c|0)==(e|0)){j=a+20|0;b[j>>0]=0;a=a+37|0;b[a>>0]=0;return}f[j>>2]=c+(~((c+-4-d|0)>>>2)<<2);j=a+20|0;b[j>>0]=0;a=a+37|0;b[a>>0]=0;return}function Xlb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;m=q;n=a+8|0;b=f[n>>2]|0;p=a+4|0;f[p>>2]=b;o=a+12|0;c=f[o>>2]|0;if((c|0)==(b|0)){u=q;return}Ylb(b,c,m);l=a+56|0;c=f[l>>2]|0;k=a+60|0;if(!c)b=a+64|0;else{b=f[k>>2]|0;if((b|0)!=(c|0))f[k>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);b=a+64|0;f[b>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=0;f[k>>2]=0;f[b>>2]=0;b=f[n>>2]|0;if((b|0)!=(f[o>>2]|0)){j=a+64|0;d=0;e=0;while(1){c=f[b>>2]|0;f[m>>2]=c;if((d|0)==(e|0)){Zlb(l,m);d=f[k>>2]|0}else{f[d>>2]=c;d=d+4|0;f[k>>2]=d}i=f[l>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{r=g;g=c;c=r}}f[g>>2]=h}}c=f[b+4>>2]|0;if(c|0){h=c;i=f[h+4>>2]|0;r=c+8|0;f[r>>2]=f[h>>2];f[r+4>>2]=i;f[c+36>>2]=1;f[c+52>>2]=-1}c=f[b+8>>2]|0;if(c|0){h=c;i=f[h+4>>2]|0;r=c+8|0;f[r>>2]=f[h>>2];f[r+4>>2]=i;f[c+36>>2]=2;f[c+52>>2]=-1}b=b+12|0;if((b|0)==(f[o>>2]|0))break;d=f[k>>2]|0;e=f[j>>2]|0}b=f[n>>2]|0}f[a+52>>2]=0;f[p>>2]=b;u=q;return}function Ylb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=0;l=u;u=u+736|0;j=b;a:while(1){d=j;i=j+-12|0;b=a;while(1){k=b;f[l+48>>2]=c;f[l+56>>2]=b;f[l+120>>2]=j;f[l+152>>2]=k;f[l+288>>2]=e;f[l+408>>2]=g;f[l+464>>2]=d;f[l+512>>2]=i;f[l+640>>2]=h;f[l+664>>2]=0;f[l+668>>2]=0;bnb(l);b=f[l+56>>2]|0;k=f[l+152>>2]|0;e=f[l+288>>2]|0;g=f[l+408>>2]|0;h=f[l+640>>2]|0;G=f[l+664>>2]|0;D=f[l+668>>2]|0;H=+n[l+668>>2];f[l+664>>2]=0;f[l+668>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((h|0)==81){h=0;Ylb(e+12|0,j,c);a=k;j=e;continue}else if((h|0)==82){h=0;if(g){h=83;break}else{a=k;j=e;continue}}}a=1;if(a)if((h|0)==5){if((f[k>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return}else if((h|0)==7){a=k+12|0;j=f[a>>2]|0;b=(j|0)<(f[i>>2]|0);if((f[k>>2]|0)>=(j|0)){if(!b){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];if((f[k>>2]|0)>=(f[a>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];u=l;return}if(b){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];if((f[a>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return}else if((h|0)==15){_lb(k,k+12|0,k+24|0,i,c)|0;u=l;return}else a=1;if(a)if((h|0)==16){a=k+12|0;b=k+24|0;d=k+36|0;_lb(k,a,b,d,c)|0;if((f[d>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[d>>2];f[l+4>>2]=f[d+4>>2];f[l+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];if((f[b>>2]|0)>=(f[d>>2]|0)){u=l;return};f[l>>2]=f[b>>2];f[l+4>>2]=f[b+4>>2];f[l+8>>2]=f[b+8>>2];f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];if((f[a>>2]|0)>=(f[b>>2]|0)){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];if((f[k>>2]|0)>=(f[a>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];u=l;return}else a=1;if(a)if((h|0)==22){b=k+24|0;a=k+12|0;d=f[k>>2]|0;e=f[a>>2]|0;g=f[b>>2]|0;do if((d|0)<(e|0)){if((e|0)<(g|0)){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];break};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];if((f[a>>2]|0)<(g|0)){f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2]}}else if((e|0)<(g|0)){f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];if((d|0)<(f[a>>2]|0)){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2]}}while(0);a=k+36|0;if((a|0)==(j|0)){u=l;return}while(1){e=f[a>>2]|0;if((f[b>>2]|0)<(e|0)){h=a+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;d=a;while(1){f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];if((b|0)==(k|0)){b=k;break}d=b+-12|0;if((f[d>>2]|0)<(e|0)){i=b;b=d;d=i}else break}f[b>>2]=e;i=b+4|0;f[i>>2]=g;f[i+4>>2]=h}b=a+12|0;if((b|0)==(j|0))break;else{i=a;a=b;b=i}}u=l;return}else a=1;if(a)if((h|0)==83)if(1){u=l;return}}function Zlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function _lb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;h=u;u=u+16|0;g=h;i=f[b>>2]|0;e=(i|0)<(f[c>>2]|0);do if((f[a>>2]|0)<(i|0)){if(e){f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];e=1;break};f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];if((f[b>>2]|0)<(f[c>>2]|0)){f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];e=2}else e=1}else if(e){f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];if((f[a>>2]|0)<(f[b>>2]|0)){f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];e=2}else e=1}else e=0;while(0);if((f[c>>2]|0)>=(f[d>>2]|0)){i=e;u=h;return i|0};f[g>>2]=f[c>>2];f[g+4>>2]=f[c+4>>2];f[g+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[g>>2];f[d+4>>2]=f[g+4>>2];f[d+8>>2]=f[g+8>>2];if((f[b>>2]|0)>=(f[c>>2]|0)){i=e+1|0;u=h;return i|0};f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];if((f[a>>2]|0)>=(f[b>>2]|0)){i=e+2|0;u=h;return i|0};f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];i=e+3|0;u=h;return i|0}function $lb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;switch((b-a|0)/12|0|0){case 2:{d=b+-12|0;if((f[a>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 3:{e=a+12|0;d=b+-12|0;b=f[e>>2]|0;c=(b|0)<(f[d>>2]|0);if((f[a>>2]|0)>=(b|0)){if(!c){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[a>>2]|0)>=(f[e>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];i=1;u=j;return i|0}if(c){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];if((f[e>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 4:{_lb(a,a+12|0,a+24|0,b+-12|0,c)|0;i=1;u=j;return i|0}case 5:{e=a+12|0;g=a+24|0;h=a+36|0;d=b+-12|0;_lb(a,e,g,h,c)|0;if((f[h>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=f[d>>2];f[h+4>>2]=f[d+4>>2];f[h+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[g>>2]|0)>=(f[h>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];if((f[e>>2]|0)>=(f[g>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];if((f[a>>2]|0)>=(f[e>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 1:case 0:{i=1;u=j;return i|0}default:{e=a+24|0;d=a+12|0;c=f[a>>2]|0;k=f[d>>2]|0;g=f[e>>2]|0;h=(k|0)<(g|0);do if((c|0)<(k|0)){if(h){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];break};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[d>>2]|0)<(g|0)){f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2]}}else if(h){f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];if((c|0)<(f[d>>2]|0)){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2]}}while(0);d=a+36|0;a:do if((d|0)==(b|0)){c=1;d=0}else{c=0;while(1){h=f[d>>2]|0;if((f[e>>2]|0)<(h|0)){l=d+4|0;k=f[l+4>>2]|0;g=i;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=d;while(1){f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];if((e|0)==(a|0)){e=a;break}g=e+-12|0;if((f[g>>2]|0)<(h|0)){l=e;e=g;g=l}else break}f[e>>2]=h;h=i;k=f[h+4>>2]|0;l=e+4|0;f[l>>2]=f[h>>2];f[l+4>>2]=k;c=c+1|0;if((c|0)==8){c=0;d=(d+12|0)==(b|0);break a}}e=d+12|0;if((e|0)==(b|0)){c=1;d=0;break}else{l=d;d=e;e=l}}}while(0);l=d|c;u=j;return l|0}}return 0}function amb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h;e=f[a>>2]|0;g=(e|0)>32767;if(!(b[c>>0]|0)){if(!g)if(!((e|0)<-32767?1:((f[a+4>>2]|0)+32767|0)>>>0>65534)){g=1;u=h;return g|0}b[c>>0]=1;g=amb(a,c)|0;u=h;return g|0}else{c=a+4|0;if(!g)if(!((e|0)<-32767?1:((f[c>>2]|0)+32767|0)>>>0>65534)){g=1;u=h;return g|0}g=m3a(260024,239675,45)|0;g=m3a(JEb(g,f[a>>2]|0)|0,239721,3)|0;g=JEb(g,f[c>>2]|0)|0;vEb(d,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);e=XFb(d,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(d);OEb(g,e)|0;AEb(g)|0;g=0;u=h;return g|0}return 0}function bmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function cmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function dmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;if((f[b+52>>2]|0)==-2){a:do if(c){d=b;while(1){e=f[d+56>>2]|0;if((f[d+20>>2]|0)==(f[e+4>>2]|0))d=e;else break}if((d|0)!=(b|0))do{if(!(+p[d+24>>3]==-1.e+40)){h=11;break a}d=f[d+60>>2]|0}while((d|0)!=(b|0))}else{d=b;while(1){e=f[d+60>>2]|0;if((f[d+20>>2]|0)==(f[e+4>>2]|0))d=e;else break}if((d|0)!=(b|0))do{if(!(+p[d+24>>3]==-1.e+40)){h=11;break a}d=f[d+56>>2]|0}while((d|0)!=(b|0))}while(0);if((h|0)==11)if((d|0)!=(b|0)){d=f[(c?b+56|0:b+60|0)>>2]|0;f[i>>2]=f[d+4>>2];f[i+4>>2]=0;f[i+8>>2]=d;f[d+40>>2]=0;d=dmb(a,d,c)|0;e=a+12|0;h=f[e>>2]|0;if((h|0)==(f[a+16>>2]|0))bmb(a+8|0,i);else{f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[e>>2]=(f[e>>2]|0)+12}b=d;u=j;return b|0}if(c){b=f[b+56>>2]|0;u=j;return b|0}else{b=f[b+60>>2]|0;u=j;return b|0}}g=+p[b+24>>3];do if(g==-1.e+40){d=f[(c?b+60|0:b+56|0)>>2]|0;e=f[b>>2]|0;h=(f[d>>2]|0)!=(e|0);if(!(+p[d+24>>3]==-1.e+40)){if(!h)break;a=b+16|0;i=f[a>>2]|0;f[a>>2]=e;f[b>>2]=i;break}if(h)if((f[d+16>>2]|0)!=(e|0)){a=b+16|0;i=f[a>>2]|0;f[a>>2]=e;f[b>>2]=i}}while(0);if(c){e=b;while(1){h=f[e+56>>2]|0;if((f[e+20>>2]|0)!=(f[h+4>>2]|0))break;if((f[h+52>>2]|0)==-2)break;else e=h}if(+p[e+24>>3]==-1.e+40)if((f[h+52>>2]|0)!=-2){d=e;do d=f[d+60>>2]|0;while(+p[d+24>>3]==-1.e+40);e=(f[d+16>>2]|0)>(f[h+16>>2]|0)?d:e}if((e|0)!=(b|0)){a=b;while(1){h=f[a+56>>2]|0;f[a+64>>2]=h;if(!((a|0)==(b|0)|g!=-1.e+40)){d=f[a>>2]|0;if((d|0)!=(f[(f[a+60>>2]|0)+16>>2]|0)){i=a+16|0;c=f[i>>2]|0;f[i>>2]=d;f[a>>2]=c}}if((e|0)==(h|0))break;a=h;g=+p[h+24>>3]}if(!((e|0)==(b|0)?1:+p[e+24>>3]!=-1.e+40)){d=f[e>>2]|0;if((d|0)!=(f[(f[e+60>>2]|0)+16>>2]|0)){c=e+16|0;b=f[c>>2]|0;f[c>>2]=d;f[e>>2]=b}}}d=e+56|0}else{e=b;while(1){h=f[e+60>>2]|0;if((f[e+20>>2]|0)!=(f[h+4>>2]|0))break;if((f[h+52>>2]|0)==-2)break;else e=h}if(+p[e+24>>3]==-1.e+40)if((f[h+52>>2]|0)!=-2){d=e;do d=f[d+56>>2]|0;while(+p[d+24>>3]==-1.e+40);e=(f[d+16>>2]|0)>=(f[h+16>>2]|0)?d:e}if((e|0)!=(b|0)){a=b;while(1){h=f[a+60>>2]|0;f[a+64>>2]=h;if(!((a|0)==(b|0)|g!=-1.e+40)){d=f[a>>2]|0;if((d|0)!=(f[(f[a+56>>2]|0)+16>>2]|0)){i=a+16|0;c=f[i>>2]|0;f[i>>2]=d;f[a>>2]=c}}if((e|0)==(h|0))break;a=h;g=+p[h+24>>3]}if(!((e|0)==(b|0)?1:+p[e+24>>3]!=-1.e+40)){d=f[e>>2]|0;if((d|0)!=(f[(f[e+56>>2]|0)+16>>2]|0)){c=e+16|0;b=f[c>>2]|0;f[c>>2]=d;f[e>>2]=b}}}d=e+60|0}b=f[d>>2]|0;u=j;return b|0}function emb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;r=s+4|0;p=s;q=a+76|0;Xlb(q);f[r>>2]=r;d=r+4|0;f[d>>2]=r;e=r+8|0;f[e>>2]=0;g=a+44|0;h=a+52|0;if(f[h>>2]|0){c=f[a+48>>2]|0;o=(f[g>>2]|0)+4|0;n=f[c>>2]|0;f[n+4>>2]=f[o>>2];f[f[o>>2]>>2]=n;f[h>>2]=0;if((c|0)!=(g|0)){do{o=c;c=f[c+4>>2]|0;sOb(o)}while((c|0)!=(g|0));c=f[e>>2]|0;if(c|0){m=f[d>>2]|0;n=f[r>>2]|0;o=n+4|0;l=f[m>>2]|0;f[l+4>>2]=f[o>>2];f[f[o>>2]>>2]=l;l=f[g>>2]|0;f[l+4>>2]=m;f[m>>2]=l;f[g>>2]=n;f[o>>2]=g;f[h>>2]=(f[h>>2]|0)+c;f[e>>2]=0}}}k=a+56|0;f[k>>2]=0;do if(jmb(q,r)|0){c=f[r>>2]|0;kmb(a,c);l=a+88|0;m=a+80|0;n=a+16|0;o=a+20|0;a:while(1){if(!(jmb(q,p)|0))if((f[m>>2]|0)==(f[l>>2]|0)){p=26;break}while(1){d=f[k>>2]|0;if(!d)break;e=d+80|0;g=f[e>>2]|0;h=d+76|0;i=f[h>>2]|0;f[(g|0?g+76|0:k)>>2]=i;if(i|0)f[i+80>>2]=g;f[h>>2]=0;f[e>>2]=0;if(!(lmb(a,d)|0)){p=23;break a}}c=f[o>>2]|0;d=f[n>>2]|0;if((c|0)!=(d|0)){g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[o>>2]|0;d=f[n>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if(!((d|0)==(c|0)|(e|0)==0))f[o>>2]=c+(~((c+-4-d|0)>>>2)<<2)}c=f[p>>2]|0;if(!(mmb(a,c)|0)){p=25;break}if(!(nmb(a,c)|0)){p=25;break}kmb(a,c)}if((p|0)==23){f[r>>2]=c;p=24;break}else if((p|0)==25){k=0;break}else if((p|0)==26){n=a+116|0;o=a+120|0;e=f[o>>2]|0;d=f[n>>2]|0;c=d;if((e|0)!=(d|0)){l=a+72|0;m=e-d>>2;i=0;do{g=f[c+(i<<2)>>2]|0;k=f[g+16>>2]|0;if(k|0)if(!(b[g+5>>0]|0)){h=b[l>>0]^b[g+4>>0];j=0.0;g=k;do{r=f[g+16>>2]|0;j=j+ +((f[g+4>>2]|0)+(f[r+4>>2]|0)|0)*+((f[r+8>>2]|0)-(f[g+8>>2]|0)|0);g=f[g+12>>2]|0}while((g|0)!=(k|0));if((h&255|0)==(j*.5>0.0|0)){g=k;do{q=g+12|0;r=g;g=f[q>>2]|0;r=r+16|0;f[q>>2]=f[r>>2];f[r>>2]=g}while((g|0)!=(k|0))}}i=i+1|0}while(i>>>0<m>>>0)}if((f[a+4>>2]|0)!=(f[a+8>>2]|0)){omb(a);c=f[n>>2]|0;e=f[o>>2]|0;d=c}if((e|0)!=(d|0)){h=0;do{c=f[c+(h<<2)>>2]|0;g=c+16|0;d=f[g>>2]|0;do if(d|0){if(!(b[c+5>>0]|0)){pmb(a,c);break}c=f[d+16>>2]|0;b:do if((c|0)==(d|0))c=d;else while(1){while(1){d=f[d+12>>2]|0;e=f[d+16>>2]|0;if((f[d+4>>2]|0)==(f[e+4>>2]|0))if((f[d+8>>2]|0)==(f[e+8>>2]|0))break;if((c|0)==(d|0))break b}c=(d|0)==(c|0)?e:c;r=d+12|0;f[e+12>>2]=f[r>>2];f[(f[r>>2]|0)+16>>2]=e;sOb(d);if((c|0)==(e|0)){c=e;break}else d=e}while(0);if((f[c+16>>2]|0)==(c|0)){sOb(c);f[g>>2]=0}}while(0);h=h+1|0;c=f[n>>2]|0}while(h>>>0<(f[o>>2]|0)-c>>2>>>0)}if(!(b[a+74>>0]|0)){k=1;break}qmb(a);k=1;break}}else p=24;while(0);if((p|0)==24)k=0;h=a+4|0;i=a+8|0;c=f[i>>2]|0;d=f[h>>2]|0;if((c|0)!=(d|0)){g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[i>>2]|0;d=f[h>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if(!((d|0)==(c|0)|(e|0)==0))f[i>>2]=c+(~((c+-4-d|0)>>>2)<<2)}h=a+16|0;i=a+20|0;c=f[i>>2]|0;d=f[h>>2]|0;if((c|0)==(d|0)){u=s;return k|0}else g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[i>>2]|0;d=f[h>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if((d|0)==(c|0)|(e|0)==0){u=s;return k|0}f[i>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=s;return k|0}function fmb(a){a=a|0;q4a(a,40996);Tlb(a+76|0);return}function gmb(a){a=a|0;q4a(a,40996);Tlb(a+76|0);sOb(a);return}function hmb(a){a=a|0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;q4a(a,40996);Tlb(a+76|0);return}function imb(a){a=a|0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;q4a(a,40996);Tlb(a+76|0);sOb(a);return}function jmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=f[a+56>>2]|0;p=a+60|0;a=f[p>>2]|0;if((r|0)==(a|0)){r=0;return r|0}f[b>>2]=f[r>>2];q=r;d=a-q|0;c=d>>2;k=a+-4|0;if((d|0)>4){j=f[r>>2]|0;f[r>>2]=f[k>>2];f[k>>2]=j;j=c+-1|0;if((c|0)!=2){i=(c+-3|0)/2|0;a=r+4|0;c=a;if((d|0)>12){o=r+8|0;n=(f[a>>2]|0)<(f[o>>2]|0);a=n?2:1;c=n?o:c}else a=1;d=f[c>>2]|0;h=f[r>>2]|0;if((d|0)>=(h|0)){g=r;do{o=g;g=c;f[o>>2]=d;if((i|0)<(a|0))break;a=a<<1|1;d=r+(a<<2)|0;c=d;e=a+1|0;if((e|0)<(j|0)){o=d+4|0;n=(f[d>>2]|0)<(f[o>>2]|0);a=n?e:a;c=n?o:c}d=f[c>>2]|0}while((d|0)>=(h|0));f[g>>2]=h}}}f[p>>2]=k;if((r|0)==(k|0)){r=1;return r|0}l=r+4|0;m=l;n=r+8|0;o=n;while(1){a=f[b>>2]|0;if((a|0)!=(f[r>>2]|0)){a=1;c=26;break}d=k-q|0;c=d>>2;k=k+-4|0;if((d|0)>4){f[r>>2]=f[k>>2];f[k>>2]=a;j=c+-1|0;if((c|0)!=2){i=(c+-3|0)/2|0;if((d|0)>12){c=(f[l>>2]|0)<(f[n>>2]|0);a=c?2:1;c=c?o:m}else{a=1;c=m}d=f[c>>2]|0;h=f[r>>2]|0;if((d|0)>=(h|0)){g=r;do{e=g;g=c;f[e>>2]=d;if((i|0)<(a|0))break;a=a<<1|1;d=r+(a<<2)|0;c=d;e=a+1|0;if((e|0)<(j|0)){s=d+4|0;d=(f[d>>2]|0)<(f[s>>2]|0);a=d?e:a;c=d?s:c}d=f[c>>2]|0}while((d|0)>=(h|0));f[g>>2]=h}}}f[p>>2]=k;if((r|0)==(k|0)){a=1;c=26;break}}if((c|0)==26)return a|0;return 0}function kmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0,I=0;F=u;u=u+16|0;A=F;B=a+88|0;C=a+80|0;c=f[C>>2]|0;if((c|0)==(f[B>>2]|0)){u=F;return}D=a+132|0;E=a+136|0;r=a+140|0;s=a+128|0;t=a+56|0;v=a+8|0;w=a+12|0;x=a+4|0;y=a+16|0;z=a+20|0;while(1){if((f[c>>2]|0)!=(b|0)){c=107;break}f[C>>2]=c+12;o=f[c+4>>2]|0;q=f[c+8>>2]|0;n=(o|0)!=0;do if(n){Rmb(a,o,0);if(!q){Smb(a,o);if(Tmb(a,o)|0)j=Amb(a,o,o)|0;else j=0;c=f[o+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}break}if(!(f[s>>2]|0)){f[q+72>>2]=0;f[q+68>>2]=0;c=s}else{i=q+20|0;j=q+16|0;k=q+24|0;l=q+4|0;c=o+68|0;d=f[c>>2]|0;a:do if(!d){e=o;d=0}else{m=f[q+8>>2]|0;e=o;while(1){g=f[d+8>>2]|0;do if((m|0)==(g|0)){g=f[i>>2]|0;h=f[d+20>>2]|0;if((g|0)>(h|0)){G=+p[d+24>>3]*+(g-(f[d+4>>2]|0)|0);if((f[j>>2]|0)<((f[d>>2]|0)+~~(G+(G<0.0?-.5:.5))|0))break a;else break}if((g|0)==(h|0))g=f[j>>2]|0;else{G=+p[k>>3]*+(h-(f[l>>2]|0)|0);g=(f[q>>2]|0)+~~(G+(G<0.0?-.5:.5))|0}if((f[d+16>>2]|0)>(g|0))break a}else if((m|0)<(g|0))break a;while(0);c=d+68|0;e=f[c>>2]|0;if(!e){e=d;d=0;break}else{h=d;d=e;e=h}}}while(0);f[q+68>>2]=d;d=f[c>>2]|0;if(d|0)f[d+72>>2]=q;f[q+72>>2]=e}f[c>>2]=q;Smb(a,o);f[q+44>>2]=f[o+44>>2];f[q+48>>2]=f[o+48>>2];if(Tmb(a,o)|0)j=Gmb(a,o,q,o)|0;else j=0;c=f[o+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}else{Rmb(a,q,0);Smb(a,q);if(Tmb(a,q)|0)j=Amb(a,q,q)|0;else j=0}while(0);if(q|0){k=q+24|0;if(+p[k>>3]==-1.e+40){c=f[t>>2]|0;if(!c){f[t>>2]=q;f[q+80>>2]=0;c=0}else{f[q+80>>2]=0;f[c+80>>2]=q;f[t>>2]=q}f[q+76>>2]=c;c=f[q+64>>2]|0;if(c|0){c=f[c+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}}else{c=f[q+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}if(n){if(j|0)if(+p[k>>3]==-1.e+40){d=f[z>>2]|0;c=f[y>>2]|0;if((d|0)!=(c|0))if(f[q+40>>2]|0){i=q+16|0;h=0;do{e=f[c+(h<<2)>>2]|0;g=f[e>>2]|0;m=f[g+4>>2]|0;e=e+8|0;n=f[e>>2]|0;k=f[q>>2]|0;H=f[i>>2]|0;l=(m|0)>(n|0);I=(k|0)>(H|0);if(((l?n:m)|0)<((I?k:H)|0)?((I?H:k)|0)<((l?m:n)|0):0){I=e;H=f[I>>2]|0;I=f[I+4>>2]|0;d=pOb(16)|0;f[A>>2]=d;f[d>>2]=g;f[d+4>>2]=j;c=d+8|0;f[c>>2]=H;f[c+4>>2]=I;c=f[v>>2]|0;if((c|0)==(f[w>>2]|0))Bmb(x,A);else{f[c>>2]=d;f[v>>2]=(f[v>>2]|0)+4}c=f[y>>2]|0;d=f[z>>2]|0}h=h+1|0}while(h>>>0<d-c>>2>>>0)}}if((f[o+52>>2]|0)>-1){c=f[o+72>>2]|0;if(c|0)if((f[c+8>>2]|0)==(f[o>>2]|0))if((f[c+52>>2]|0)>-1){H=c;I=c+16|0;m=o+8|0;d=o+16|0;n=d;if((X((f[m>>2]|0)-(f[n>>2]|0)|0,(f[H+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[m+4>>2]|0)-(f[n+4>>2]|0)|0,(f[H>>2]|0)-(f[I>>2]|0)|0)|0))if(f[o+40>>2]|0)if(f[c+40>>2]|0){n=Amb(a,c,o)|0;I=d;H=f[I>>2]|0;I=f[I+4>>2]|0;c=pOb(16)|0;f[A>>2]=c;f[c>>2]=j;f[c+4>>2]=n;d=c+8|0;f[d>>2]=H;f[d+4>>2]=I;d=f[v>>2]|0;if((d|0)==(f[w>>2]|0))Bmb(x,A);else{f[d>>2]=c;f[v>>2]=(f[v>>2]|0)+4}}}}g=o+68|0;c=f[g>>2]|0;if((c|0)!=(q|0)){if((f[q+52>>2]|0)>-1){d=f[q+72>>2]|0;if((f[d+52>>2]|0)>-1){H=d+8|0;I=d+16|0;m=q+8|0;e=q+16|0;n=e;if((X((f[m>>2]|0)-(f[n>>2]|0)|0,(f[H+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[m+4>>2]|0)-(f[n+4>>2]|0)|0,(f[H>>2]|0)-(f[I>>2]|0)|0)|0))if(f[q+40>>2]|0)if(f[d+40>>2]|0){c=Amb(a,d,q)|0;I=e;H=f[I>>2]|0;I=f[I+4>>2]|0;d=pOb(16)|0;f[A>>2]=d;f[d>>2]=j;f[d+4>>2]=c;c=d+8|0;f[c>>2]=H;f[c+4>>2]=I;c=f[v>>2]|0;if((c|0)==(f[w>>2]|0))Bmb(x,A);else{f[c>>2]=d;f[v>>2]=(f[v>>2]|0)+4}c=f[g>>2]|0}}}if(!((c|0)==0|(c|0)==(q|0))){d=o+8|0;do{Dmb(a,q,c,d);c=f[c+68>>2]|0}while((c|0)!=(q|0))}}}}c=f[C>>2]|0;if((c|0)==(f[B>>2]|0)){c=107;break}}if((c|0)==107){u=F;return}}function lmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0;s=0;t=u;u=u+1632|0;f[t>>2]=b;m=(f[b+40>>2]|0)==0;o=f[b>>2]|0;q=f[b+16>>2]|0;k=(o|0)<(q|0)?o:q;r=(o|0)<(q|0)?q:o;l=b;while(1){c=f[l+64>>2]|0;if(!c){s=4;break}if(+p[c+24>>3]==-1.e+40)l=c;else{j=0;break}}do if((s|0)==4){c=f[l+56>>2]|0;d=f[l+16>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[l+20>>2]|0))if(!(f[c+64>>2]|0)){j=c;break}c=f[l+60>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[l+20>>2]|0))if(!(f[c+64>>2]|0)){j=c;break}j=0}while(0);a:do if(!(f[(a+52|0)>>2]|0)){h=a+48|0;i=a+44|0;c=0;d=0}else{if((o|0)<(q|0)){d=f[(a+48|0)>>2]|0;if((a+44|0|0)==(d|0)){h=a+48|0;i=a+44|0;c=d;d=0;break}else c=d;while(1){e=f[c+8>>2]|0;if((e|0)>(o|0))break;c=f[d+4>>2]|0;d=c;if((a+44|0|0)==(d|0)){h=a+48|0;i=a+44|0;d=0;break a}}h=a+48|0;i=a+44|0;c=(e|0)<(f[l+16>>2]|0)?c:a+44|0;d=0;break}g=f[(a+48|0)>>2]|0;if((g|0)==(a+44|0|0)){h=a+48|0;i=a+44|0;c=0;d=a+44|0}else{d=a+44|0;c=a+44|0;while(1){if((f[(f[d>>2]|0)+8>>2]|0)<=(o|0))break;e=f[d>>2]|0;if((g|0)==(e|0)){h=a+48|0;i=a+44|0;c=0;d=e;break a}else{d=e;c=e}}if((c|0)==(g|0)){h=a+48|0;i=a+44|0;c=0}else{h=a+48|0;i=a+44|0;c=0;d=(f[(f[d>>2]|0)+8>>2]|0)>(f[l+16>>2]|0)?d:g}}}while(0);v=0;e=(o|0)<(q|0);g=k;k=r;o=c;q=d;r=b;f[t+32>>2]=a;f[t+80>>2]=l;f[t+88>>2]=j;f[t+96>>2]=v;f[t+144>>2]=e;f[t+152>>2]=g;f[t+160>>2]=k;f[t+208>>2]=h;f[t+216>>2]=i;f[t+272>>2]=o;f[t+368>>2]=q;f[t+456>>2]=r;f[t+1456>>2]=m;f[t+1528>>2]=s;f[t+1560>>2]=0;f[t+1564>>2]=0;cnb(t);G=f[t+1560>>2]|0;D=f[t+1564>>2]|0;H=+n[t+1564>>2];f[t+1560>>2]=0;f[t+1564>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function mmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;if(!(f[a+128>>2]|0)){a=1;return a|0}Hmb(a,b);h=a+28|0;i=a+32|0;b=f[i>>2]|0;c=f[h>>2]|0;switch(b-c>>2|0){case 1:{d=b;break}case 0:{a=1;return a|0}default:e=3}do if((e|0)==3)if(Imb(a)|0){d=f[i>>2]|0;c=f[h>>2]|0;break}else{a=0;return a|0}while(0);b=c;if((d|0)==(c|0)){d=b;b=c}else{g=a+76|0;e=0;while(1){b=f[b+(e<<2)>>2]|0;d=b+4|0;Dmb(a,f[b>>2]|0,f[d>>2]|0,b+8|0);Emb(g,f[b>>2]|0,f[d>>2]|0);if(b|0)sOb(b);e=e+1|0;b=f[i>>2]|0;c=f[h>>2]|0;d=c;if(e>>>0>=b-c>>2>>>0)break;else b=d}}if((d|0)!=(b|0))f[i>>2]=b+(~((b+-4-c|0)>>>2)<<2);f[a+56>>2]=0;a=1;return a|0}function nmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;H=u;u=u+32|0;E=H+28|0;t=H+8|0;v=H+24|0;w=H+20|0;x=H;F=H+16|0;G=a+76|0;D=a+128|0;d=f[D>>2]|0;f[F>>2]=d;a:do if(!d){C=a+44|0;B=a+52|0;A=a+56|0}else{k=a+74|0;l=a+44|0;m=a+52|0;o=a+56|0;q=a+8|0;r=a+12|0;s=a+4|0;b:while(1){h=d;c:do if((f[d+20>>2]|0)==(c|0))if(!(f[d+64>>2]|0)){d=f[h+56>>2]|0;e=f[h+16>>2]|0;if((f[d+16>>2]|0)==(e|0))if((f[d+20>>2]|0)==(f[h+20>>2]|0))if(!(f[d+64>>2]|0)){j=d;y=13}else y=10;else y=10;else y=10;if((y|0)==10){y=0;d=f[h+60>>2]|0;if((f[d+16>>2]|0)==(e|0))if((f[d+20>>2]|0)==(f[h+20>>2]|0))if(!(f[d+64>>2]|0)){j=d;y=13}}do if((y|0)==13){y=0;if((f[j+52>>2]|0)!=-2){n=+p[j+24>>3];if((f[j+68>>2]|0)==(f[j+72>>2]|0))if(n==-1.e+40){y=20;break c}else break;else if(n!=-1.e+40)break;else{y=20;break c}}}while(0);if(b[k>>0]|0){g=pOb(12)|0;f[g+8>>2]=f[h+16>>2];f[g+4>>2]=l;e=f[l>>2]|0;f[g>>2]=e;f[e+4>>2]=g;f[l>>2]=g;f[m>>2]=(f[m>>2]|0)+1}d=f[h+72>>2]|0;g=ymb(a,h)|0;if(g)g=(d|0)==0?D:d+68|0;else{z=0;y=84;break b}}else y=20;else y=20;while(0);if((y|0)==20){y=0;do if((f[h+20>>2]|0)==(c|0))if(!(f[h+64>>2]|0))y=29;else if(+p[(f[h+64>>2]|0)+24>>3]==-1.e+40){if(!(zmb(G,F)|0)){z=0;y=84;break b}d=f[F>>2]|0;if((f[d+52>>2]|0)>-1)Amb(a,d,d)|0;e=f[o>>2]|0;if(!e){f[o>>2]=d;f[d+80>>2]=0;f[d+76>>2]=0;i=d;break}else{f[d+76>>2]=e;f[d+80>>2]=0;f[e+80>>2]=d;f[o>>2]=d;i=d;break}}else y=29;else y=29;while(0);if((y|0)==29){y=0;if((f[h+20>>2]|0)==(c|0))d=f[h+16>>2]|0;else{n=+p[h+24>>3]*+(c-(f[h+4>>2]|0)|0);d=(f[h>>2]|0)+~~(n+(n<0.0?-.5:.5))|0}f[h+8>>2]=d;f[h+12>>2]=c;i=h}if(!(b[k>>0]|0))d=i;else{d=f[i+72>>2]|0;if((f[i+52>>2]|0)>-1)if((d|0)!=0&(f[i+40>>2]|0)!=0)if((f[d+52>>2]|0)>-1)if((f[d+8>>2]|0)==(f[i+8>>2]|0))if(!(f[d+40>>2]|0))d=i;else{h=i+8|0;g=f[h>>2]|0;h=f[h+4>>2]|0;I=t;f[I>>2]=g;f[I+4>>2]=h;I=Amb(a,d,t)|0;e=Amb(a,i,t)|0;d=pOb(16)|0;f[E>>2]=d;f[d>>2]=I;f[d+4>>2]=e;e=d+8|0;f[e>>2]=g;f[e+4>>2]=h;e=f[q>>2]|0;if((e|0)==(f[r>>2]|0))Bmb(s,E);else{f[e>>2]=d;f[q>>2]=(f[q>>2]|0)+4}d=f[F>>2]|0}else d=i;else d=i;else d=i;else d=i}g=d+68|0}d=f[g>>2]|0;f[F>>2]=d;if(!d){C=l;B=m;A=o;break a}}if((y|0)==84){u=H;return z|0}}while(0);j=a+48|0;f[v>>2]=f[j>>2];f[w>>2]=C;I=f[B>>2]|0;f[t>>2]=f[v>>2];f[E>>2]=f[w>>2];Cmb(t,E,I,x)|0;while(1){d=f[A>>2]|0;if(!d)break;e=d+80|0;g=f[e>>2]|0;h=d+76|0;i=f[h>>2]|0;f[(g|0?g+76|0:A)>>2]=i;if(i|0)f[i+80>>2]=g;f[h>>2]=0;f[e>>2]=0;if(!(lmb(a,d)|0)){z=0;y=84;break}}if((y|0)==84){u=H;return z|0}if(f[B>>2]|0){d=f[j>>2]|0;I=(f[a+44>>2]|0)+4|0;A=f[d>>2]|0;f[A+4>>2]=f[I>>2];f[f[I>>2]>>2]=A;f[B>>2]=0;if((d|0)!=(C|0))do{I=d;d=f[d+4>>2]|0;sOb(I)}while((d|0)!=(C|0))}d=f[D>>2]|0;f[F>>2]=d;if(!d){I=1;u=H;return I|0}k=a+8|0;l=a+12|0;m=a+4|0;d:while(1){e=d;do if((f[d+20>>2]|0)==(c|0))if(!(f[d+64>>2]|0))d=e;else{if((f[e+52>>2]|0)>-1)j=Amb(a,e,e+16|0)|0;else j=0;if(!(zmb(G,F)|0)){z=0;y=84;break d}d=f[F>>2]|0;g=f[d+72>>2]|0;i=f[d+68>>2]|0;if(g|0){h=g+8|0;if((f[h>>2]|0)==(f[d>>2]|0)){e=f[g+12>>2]|0;if(j|0?(e|0)==(f[d+4>>2]|0):0)if((f[g+52>>2]|0)>-1)if((e|0)>(f[g+20>>2]|0)){D=d+8|0;e=d+16|0;I=e;B=h;C=g+16|0;if((X((f[B>>2]|0)-(f[C>>2]|0)|0,(f[D+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[B+4>>2]|0)-(f[C+4>>2]|0)|0,(f[D>>2]|0)-(f[I>>2]|0)|0)|0))if(f[d+40>>2]|0)if(f[g+40>>2]|0){C=Amb(a,g,d)|0;I=e;D=f[I>>2]|0;I=f[I+4>>2]|0;g=pOb(16)|0;f[E>>2]=g;f[g>>2]=j;f[g+4>>2]=C;e=g+8|0;f[e>>2]=D;f[e+4>>2]=I;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0))Bmb(m,E);else{f[e>>2]=g;f[k>>2]=(f[k>>2]|0)+4}break}}}}if(i){g=i+8|0;if((f[g>>2]|0)==(f[d>>2]|0)){e=f[i+12>>2]|0;if(j|0?(e|0)==(f[d+4>>2]|0):0)if((f[i+52>>2]|0)>-1)if((e|0)>(f[i+20>>2]|0)){D=d+8|0;e=d+16|0;I=e;B=g;C=i+16|0;if((X((f[B>>2]|0)-(f[C>>2]|0)|0,(f[D+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[B+4>>2]|0)-(f[C+4>>2]|0)|0,(f[D>>2]|0)-(f[I>>2]|0)|0)|0))if(f[d+40>>2]|0)if(f[i+40>>2]|0){C=Amb(a,i,d)|0;I=e;D=f[I>>2]|0;I=f[I+4>>2]|0;g=pOb(16)|0;f[E>>2]=g;f[g>>2]=j;f[g+4>>2]=C;e=g+8|0;f[e>>2]=D;f[e+4>>2]=I;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0))Bmb(m,E);else{f[e>>2]=g;f[k>>2]=(f[k>>2]|0)+4}}}}}}else d=e;while(0);d=f[d+68>>2]|0;f[F>>2]=d;if(!d){z=1;y=84;break}}if((y|0)==84){u=H;return z|0}return 0}function omb(a){a=a|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+16|0;s=C;x=a+4|0;y=a+8|0;c=f[x>>2]|0;if((f[y>>2]|0)==(c|0)){u=C;return}z=a+116|0;A=a+116|0;B=a+120|0;t=a+124|0;v=a+73|0;w=a+72|0;r=0;do{j=f[c+(r<<2)>>2]|0;e=f[z>>2]|0;p=f[e+(f[f[j>>2]>>2]<<2)>>2]|0;while(1){c=f[e+(f[p>>2]<<2)>>2]|0;if((p|0)==(c|0))break;else p=c}k=j+4|0;i=f[e+(f[f[k>>2]>>2]<<2)>>2]|0;while(1){c=f[e+(f[i>>2]<<2)>>2]|0;if((i|0)==(c|0))break;else i=c}n=p+16|0;a:do if(f[n>>2]|0){g=i+16|0;if(f[g>>2]|0)if(!(b[p+5>>0]|0))if(!(b[i+5>>0]|0)){h=(p|0)==(i|0);b:do if(h){e=p;l=p}else{c=p;while(1){c=f[c+8>>2]|0;if((c|0)==(i|0)){e=i;l=i;break b}if(!c){c=i;break}}do{c=f[c+8>>2]|0;if((c|0)==(p|0)){e=p;l=i;break b}}while((c|0)!=0);e=umb(p,i)|0;l=i}while(0);if(vmb(a,j,p,l)|0){if(!h){f[g>>2]=0;f[l+20>>2]=0;f[i>>2]=f[p>>2];b[p+4>>0]=b[e+4>>0]|0;c=l+8|0;if((e|0)==(l|0))f[p+8>>2]=f[c>>2];f[c>>2]=p;if(!(b[v>>0]|0))break;c=f[B>>2]|0;e=f[A>>2]|0;j=e;if((c|0)==(e|0))break;g=c-e>>2;e=0;while(1){h=f[j+(e<<2)>>2]|0;i=h+8|0;c=f[i>>2]|0;c:do if(!c)c=0;else while(1){if(f[c+16>>2]|0)break c;c=f[c+8>>2]|0;if(!c){c=0;break}}while(0);if((c|0)==(l|0)&(f[h+16>>2]|0)!=0)f[i>>2]=p;e=e+1|0;if(e>>>0>=g>>>0)break a}}f[n>>2]=f[j>>2];f[p+20>>2]=0;c=pOb(24)|0;f[s>>2]=c;b[c+4>>0]=0;b[c+5>>0]=0;e=c+8|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;e=f[B>>2]|0;if((e|0)==(f[t>>2]|0)){rmb(A,s);m=f[B>>2]|0}else{f[e>>2]=c;m=(f[B>>2]|0)+4|0;f[B>>2]=m}j=f[A>>2]|0;o=f[s>>2]|0;f[o>>2]=(m-j>>2)+-1;g=f[k>>2]|0;i=o+16|0;f[i>>2]=g;e=f[o>>2]|0;c=g;do{f[c>>2]=e;c=f[c+16>>2]|0}while((c|0)!=(g|0));h=f[n>>2]|0;c=g;do{e=smb(c+4|0,h)|0;if((e|0)>-1){q=28;break}c=f[c+12>>2]|0}while((c|0)!=(g|0));if((q|0)==28){q=0;if(!e){c=h;while(1){i=smb(c+4|0,g)|0;if((i|0)>-1){q=39;break}c=f[c+12>>2]|0;if((c|0)==(h|0)){q=38;break}}if((q|0)==38){q=0;e=p+4|0;c=b[e>>0]|0;b[o+4>>0]=c}else if((q|0)==39){q=0;e=p+4|0;c=b[e>>0]|0;b[o+4>>0]=c;if(!i){f[o+8>>2]=f[p+8>>2];if(!(b[v>>0]|0))break;l=j;if((m|0)==(j|0))break;j=m-j>>2;i=0;while(1){e=f[l+(i<<2)>>2]|0;k=e+8|0;c=f[k>>2]|0;d:do if(!c)c=0;else while(1){if(f[c+16>>2]|0)break d;c=f[c+8>>2]|0;if(!c){c=0;break}}while(0);h=f[e+16>>2]|0;do if((c|0)==(p|0)&(h|0)!=0){c=h;do{e=smb(c+4|0,g)|0;if((e|0)>-1){q=56;break}c=f[c+12>>2]|0}while((c|0)!=(h|0));if((q|0)==56){q=0;if(!e)break}f[k>>2]=o}while(0);i=i+1|0;if(i>>>0>=j>>>0)break a}}}c=c^1;b[e>>0]=c;m=p+8|0;f[o+8>>2]=f[m>>2];f[m>>2]=o;if(b[v>>0]|0){tmb(a,p,o);c=b[e>>0]|0;h=f[n>>2]|0}e=(b[w>>0]^c)&255;g=(h|0)==0;if(g)d=0.0;else{d=0.0;c=h;do{p=f[c+16>>2]|0;d=d+ +((f[c+4>>2]|0)+(f[p+4>>2]|0)|0)*+((f[p+8>>2]|0)-(f[c+8>>2]|0)|0);c=f[c+12>>2]|0}while((c|0)!=(h|0));d=d*.5}if((e|0)!=(d>0.0|0)|g)break;else c=h;while(1){o=c+12|0;p=c;c=f[o>>2]|0;p=p+16|0;f[o>>2]=f[p>>2];f[p>>2]=c;if((c|0)==(h|0))break a}}}e=o+4|0;c=b[p+4>>0]^1;b[e>>0]=c;f[o+8>>2]=p;if(b[v>>0]|0){tmb(a,o,p);c=b[e>>0]|0;g=f[i>>2]|0}e=(b[w>>0]^c)&255;if(!g)d=0.0;else{d=0.0;c=g;do{p=f[c+16>>2]|0;d=d+ +((f[c+4>>2]|0)+(f[p+4>>2]|0)|0)*+((f[p+8>>2]|0)-(f[c+8>>2]|0)|0);c=f[c+12>>2]|0}while((c|0)!=(g|0));d=d*.5}if(!((e|0)!=(d>0.0|0)|(g|0)==0)){c=g;do{o=c+12|0;p=c;c=f[o>>2]|0;p=p+16|0;f[o>>2]=f[p>>2];f[p>>2]=c}while((c|0)!=(g|0))}}}}while(0);r=r+1|0;c=f[x>>2]|0}while(r>>>0<(f[y>>2]|0)-c>>2>>>0);u=C;return}function pmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;f[c+20>>2]=0;r=c+16|0;d=f[r>>2]|0;if(!(b[a+112>>0]|0))e=(b[a+74>>0]|0)!=0;else e=1;c=d;g=c+16|0;a=f[g>>2]|0;a:do if((a|0)==(c|0)){a=c;q=22}else{if(e){e=0;p=g}else{e=0;l=g;b:while(1){i=c+12|0;j=f[i>>2]|0;k=j;if((a|0)==(j|0))break a;g=c+4|0;h=f[g>>2]|0;if((h|0)==(f[j+4>>2]|0))if((f[c+8>>2]|0)==(f[j+8>>2]|0))q=30;else q=27;else q=27;do if((q|0)==27){q=0;if((h|0)==(f[a+4>>2]|0))if((f[c+8>>2]|0)==(f[a+8>>2]|0)){q=30;break}o=a+4|0;m=g;p=f[m>>2]|0;m=f[m+4>>2]|0;n=j+4|0;if((X(p-(f[n>>2]|0)|0,(f[o+4>>2]|0)-m|0)|0)==(X(m-(f[n+4>>2]|0)|0,(f[o>>2]|0)-p|0)|0))q=30;else{if((e|0)==(c|0))break b;e=(e|0)==0?c:e;d=k}}while(0);if((q|0)==30){q=0;f[a+12>>2]=k;f[(f[i>>2]|0)+16>>2]=f[l>>2];p=f[l>>2]|0;sOb(d);e=0;d=p}c=d;l=c+16|0;a=f[l>>2]|0;if((a|0)==(c|0)){a=c;q=22;break a}}f[r>>2]=c;return}c:while(1){n=c+12|0;i=f[n>>2]|0;o=i;if((a|0)==(i|0))break a;h=c+4|0;g=f[h>>2]|0;if((g|0)==(f[i+4>>2]|0))if((f[c+8>>2]|0)==(f[i+8>>2]|0))q=19;else q=8;else q=8;d:do if((q|0)==8){q=0;if((g|0)==(f[a+4>>2]|0))if((f[c+8>>2]|0)==(f[a+8>>2]|0)){q=19;break}m=a+4|0;l=f[m>>2]|0;m=f[m+4>>2]|0;k=h;j=f[k>>2]|0;k=f[k+4>>2]|0;h=i+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;do if((X(j-g|0,m-k|0)|0)==(X(k-h|0,l-j|0)|0)){i=(l|0)==(g|0);if(i&(m|0)==(h|0)){q=19;break d}if((l|0)==(j|0)&(m|0)==(k|0)){q=19;break d}if((j|0)==(g|0)&(k|0)==(h|0)){q=19;break d}if(i)if((m|0)<(k|0)^(k|0)<(h|0)){q=19;break d}else break;else if((l|0)<(j|0)^(j|0)<(g|0)){q=19;break d}else break}while(0);if((e|0)==(c|0))break c;e=(e|0)==0?c:e;d=o}while(0);if((q|0)==19){q=0;f[a+12>>2]=o;f[(f[n>>2]|0)+16>>2]=f[p>>2];p=f[p>>2]|0;sOb(d);e=0;d=p}c=d;p=c+16|0;a=f[p>>2]|0;if((a|0)==(c|0)){a=c;q=22;break a}}f[r>>2]=c;return}while(0);if((q|0)==22)if(!d){q=0;f[r>>2]=q;return}else c=a;f[a+12>>2]=0;do{q=c;c=f[c+12>>2]|0;sOb(q)}while((c|0)!=0);c=0;f[r>>2]=c;return}function qmb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+16|0;y=D;z=a+116|0;A=a+120|0;c=f[z>>2]|0;if((f[A>>2]|0)==(c|0)){u=D;return}B=a+124|0;C=a+73|0;x=0;do{r=f[c+(x<<2)>>2]|0;x=x+1|0;s=r+16|0;c=f[s>>2]|0;a:do if(c|0)if(!(b[r+5>>0]|0)){t=r+4|0;v=r+8|0;q=c;do{p=q+12|0;d=f[p>>2]|0;if((d|0)==(c|0))break a;m=q+4|0;n=q+8|0;o=q+16|0;c=d;do{b:do if((f[m>>2]|0)==(f[c+4>>2]|0))if((f[n>>2]|0)==(f[c+8>>2]|0))if((f[c+12>>2]|0)!=(q|0)){d=c+16|0;e=f[d>>2]|0;if((e|0)!=(q|0)){l=f[o>>2]|0;f[o>>2]=e;f[e+12>>2]=q;f[d>>2]=l;f[l+12>>2]=c;f[s>>2]=q;d=pOb(24)|0;f[y>>2]=d;b[d+4>>0]=0;b[d+5>>0]=0;e=d+8|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;e=f[A>>2]|0;if((e|0)==(f[B>>2]|0)){rmb(z,y);i=f[A>>2]|0}else{f[e>>2]=d;i=(f[A>>2]|0)+4|0;f[A>>2]=i}h=f[z>>2]|0;l=f[y>>2]|0;f[l>>2]=(i-h>>2)+-1;f[l+16>>2]=c;e=f[l>>2]|0;d=c;do{f[d>>2]=e;d=f[d+16>>2]|0}while((d|0)!=(c|0));g=f[s>>2]|0;d=c;do{e=smb(d+4|0,g)|0;if((e|0)>-1){w=21;break}d=f[d+12>>2]|0}while((d|0)!=(c|0));if((w|0)==21){w=0;if(!e){d=g;while(1){e=smb(d+4|0,c)|0;if((e|0)>-1){w=27;break}d=f[d+12>>2]|0;if((d|0)==(g|0)){w=26;break}}if((w|0)==26){w=0;c=b[t>>0]|0;b[l+4>>0]=c}else if((w|0)==27){w=0;d=b[t>>0]|0;b[l+4>>0]=d;if(!e){f[l+8>>2]=f[v>>2];if(!(b[C>>0]|0)){c=q;break}k=h;if((i|0)==(h|0)){c=q;break}i=i-h>>2;h=0;while(1){e=f[k+(h<<2)>>2]|0;j=e+8|0;d=f[j>>2]|0;c:do if(!d)d=0;else while(1){if(f[d+16>>2]|0)break c;d=f[d+8>>2]|0;if(!d){d=0;break}}while(0);g=f[e+16>>2]|0;do if((d|0)==(r|0)&(g|0)!=0){d=g;do{e=smb(d+4|0,c)|0;if((e|0)>-1){w=39;break}d=f[d+12>>2]|0}while((d|0)!=(g|0));if((w|0)==39){w=0;if(!e)break}f[j>>2]=l}while(0);h=h+1|0;if(h>>>0>=i>>>0){c=q;break b}}}else c=d}b[t>>0]=c^1;f[l+8>>2]=f[v>>2];f[v>>2]=l;if(!(b[C>>0]|0)){c=q;break}tmb(a,r,l);c=q;break}}b[l+4>>0]=b[t>>0]^1;f[l+8>>2]=r;if(!(b[C>>0]|0))c=q;else{tmb(a,l,r);c=q}}}while(0);c=f[c+12>>2]|0}while((c|0)!=(f[s>>2]|0));q=f[p>>2]|0}while((q|0)!=(c|0))}while(0);c=f[z>>2]|0}while(x>>>0<(f[A>>2]|0)-c>>2>>>0);u=D;return}function rmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function smb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=f[a+4>>2]|0;k=f[a>>2]|0;j=b;a=0;a:while(1){g=j;j=f[j+12>>2]|0;i=f[j+8>>2]|0;if((i|0)==(l|0)){e=f[j+4>>2]|0;if((e|0)==(k|0)){a=-1;m=16;break}c=f[g+8>>2]|0;if((c|0)==(l|0)){if(!((e|0)>(k|0)^(f[g+4>>2]|0)<(k|0))){a=-1;m=16;break}if((i|0)<(l|0)){c=l;m=9}}else m=8}else{c=f[g+8>>2]|0;m=8}if((m|0)==8){m=0;if((c|0)<(l|0)^(i|0)<(l|0))m=9}do if((m|0)==9){m=0;e=f[g+4>>2]|0;g=f[j+4>>2]|0;h=(g|0)>(k|0);if((e|0)<(k|0)){if(!h)break;d=+(i-l|0)*+(e-k|0)-+(c-l|0)*+(g-k|0);if(d!=0.0){a=(i|0)>(c|0)^d>0.0?a:1-a|0;break}else{a=-1;m=16;break a}}if(h){a=1-a|0;break}else{d=+(i-l|0)*+(e-k|0)-+(c-l|0)*+(g-k|0);if(d!=0.0){a=(i|0)>(c|0)^d>0.0?a:1-a|0;break}else{a=-1;m=16;break a}}}while(0);if((j|0)==(b|0)){m=16;break}}if((m|0)==16)return a|0;return 0}function tmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=f[c+8>>2]|0;d=f[a+120>>2]|0;a=f[a+116>>2]|0;l=a;if((d|0)==(a|0))return;m=b+16|0;n=c+16|0;k=d-a>>2;j=0;do{a=f[l+(j<<2)>>2]|0;h=f[a+16>>2]|0;a:do if(!((a|0)==(b|0)|((a|0)==(c|0)|(h|0)==0))){i=a+8|0;g=f[i>>2]|0;b:do if(!g)a=0;else{a=g;while(1){if(f[a+16>>2]|0)break b;a=f[a+8>>2]|0;if(!a){a=0;break}}}while(0);if((a|0)==(c|0)|((a|0)==(o|0)|(a|0)==(b|0))){d=f[m>>2]|0;a=h;while(1){e=smb(a+4|0,d)|0;if((e|0)>-1){p=12;break}a=f[a+12>>2]|0;if((a|0)==(h|0)){a=b;break}}c:do if((p|0)==12){p=0;if(!e){d=f[n>>2]|0;a=h;while(1){e=smb(a+4|0,d)|0;if((e|0)>-1)break;a=f[a+12>>2]|0;if((a|0)==(h|0)){a=c;break c}}if(!e)if((g|0)==(b|0)|(g|0)==(c|0))a=o;else break a;else a=c}else a=b}while(0);f[i>>2]=a}}while(0);j=j+1|0}while(j>>>0<k>>>0);return}function umb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+20|0;c=f[l>>2]|0;if(!c){e=f[a+16>>2]|0;d=f[e+12>>2]|0;a:do if((d|0)==(e|0))c=e;else{c=e;h=f[e+8>>2]|0;b:while(1){i=c+4|0;j=0;c:while(1){g=d;while(1){e=f[g+8>>2]|0;if((e|0)>(h|0))break c;if((e|0)==(h|0)){d=f[g+4>>2]|0;e=f[i>>2]|0;if((d|0)<=(e|0)){if((d|0)<(e|0)){e=h;break c}d=f[g+12>>2]|0;if((d|0)!=(c|0))break}}d=f[g+12>>2]|0;if((d|0)==(c|0))break b;else g=d}j=(f[g+16>>2]|0)==(c|0)?j:g}d=f[g+12>>2]|0;if((d|0)==(g|0)){c=g;break a}else{c=g;h=e}}if(!((j|0)==0|(j|0)==(c|0))){d=c;e=j;do{g=xmb(c,e)|0;d=g?d:e;g=f[d+4>>2]|0;h=f[d+8>>2]|0;while(1){e=f[e+12>>2]|0;if((f[e+4>>2]|0)!=(g|0))continue;if((f[e+8>>2]|0)==(h|0))break}}while((e|0)!=(c|0));c=d}}while(0);f[l>>2]=c}k=b+20|0;d=f[k>>2]|0;if(!d){e=f[b+16>>2]|0;c=f[e+12>>2]|0;d:do if((c|0)==(e|0))d=e;else{d=e;i=f[e+8>>2]|0;e:while(1){h=d+4|0;j=0;f:while(1){g=c;while(1){e=f[g+8>>2]|0;if((e|0)>(i|0))break f;if((e|0)==(i|0)){c=f[g+4>>2]|0;e=f[h>>2]|0;if((c|0)<=(e|0)){if((c|0)<(e|0)){e=i;break f}c=f[g+12>>2]|0;if((c|0)!=(d|0))break}}c=f[g+12>>2]|0;if((c|0)==(d|0))break e;else g=c}j=(f[g+16>>2]|0)==(d|0)?j:g}c=f[g+12>>2]|0;if((c|0)==(g|0)){d=g;break d}else{d=g;i=e}}if(!((j|0)==0|(j|0)==(d|0))){c=d;e=j;do{g=xmb(d,e)|0;c=g?c:e;g=f[c+4>>2]|0;h=f[c+8>>2]|0;while(1){e=f[e+12>>2]|0;if((f[e+4>>2]|0)!=(g|0))continue;if((f[e+8>>2]|0)==(h|0))break}}while((e|0)!=(d|0));d=c}}while(0);f[k>>2]=d;c=f[l>>2]|0}e=f[c+8>>2]|0;g=f[d+8>>2]|0;if((e|0)>(g|0)){b=a;return b|0}if((e|0)<(g|0))return b|0;e=f[c+4>>2]|0;g=f[d+4>>2]|0;if((e|0)<(g|0)){b=a;return b|0}if((e|0)>(g|0))return b|0;if((f[c+12>>2]|0)==(c|0))return b|0;if((f[d+12>>2]|0)==(d|0)){b=a;return b|0}l=xmb(c,d)|0;b=l?a:b;return b|0}function vmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+32|0;x=B+24|0;s=B+16|0;t=B+12|0;v=B+8|0;w=B;q=f[b>>2]|0;A=b+4|0;m=f[A>>2]|0;z=q+4|0;j=f[q+8>>2]|0;i=b+8|0;if((j|0)!=(f[b+12>>2]|0)){r=q+12|0;a=f[r>>2]|0;g=a+4|0;h=f[g>>2]|0;e=f[z>>2]|0;a:do if((h|0)==(e|0))while(1){if((a|0)==(q|0)?1:(f[a+8>>2]|0)!=(j|0)){h=a;a=g;break a}a=f[a+12>>2]|0;g=a+4|0;if((f[g>>2]|0)!=(h|0)){h=a;a=g;break}}else{h=a;a=g}while(0);if((f[h+8>>2]|0)>(j|0))y=42;else{v=z;g=f[v>>2]|0;w=a;x=f[w>>2]|0;w=f[w+4>>2]|0;e=i;a=f[e>>2]|0;e=f[e+4>>2]|0;if((X(x-a|0,(f[v+4>>2]|0)-w|0)|0)==(X(w-e|0,g-x|0)|0))p=0;else{e=g;y=42}}if((y|0)==42){h=q;do{h=f[h+16>>2]|0;a=h+4|0;g=f[h+8>>2]|0;if((f[a>>2]|0)!=(e|0))break}while(!((h|0)==(q|0)|(g|0)!=(j|0)));if((g|0)>(j|0)){b=0;u=B;return b|0}w=z;v=a;x=f[v>>2]|0;v=f[v+4>>2]|0;e=i;a=f[e>>2]|0;e=f[e+4>>2]|0;if((X(x-a|0,(f[w+4>>2]|0)-v|0)|0)==(X(v-e|0,(f[w>>2]|0)-x|0)|0))p=1;else{b=0;u=B;return b|0}}n=m+12|0;g=f[n>>2]|0;i=g+4|0;o=m+4|0;j=f[i>>2]|0;k=f[o>>2]|0;l=f[m+8>>2]|0;b:do if((j|0)==(k|0))while(1){if((g|0)==(m|0)?1:(f[g+8>>2]|0)!=(l|0)){j=g;break b}g=f[g+12>>2]|0;i=g+4|0;if((f[i>>2]|0)!=(j|0)){j=g;break}}else j=g;while(0);if((f[j+8>>2]|0)>(l|0))y=52;else{v=o;g=f[v>>2]|0;w=i;x=f[w>>2]|0;w=f[w+4>>2]|0;if((X(x-a|0,(f[v+4>>2]|0)-w|0)|0)==(X(w-e|0,g-x|0)|0)){a=j;e=0}else{k=g;y=52}}if((y|0)==52){g=m;do{g=f[g+16>>2]|0;i=g+4|0;j=f[g+8>>2]|0;if((f[i>>2]|0)!=(k|0))break}while(!((g|0)==(m|0)|(j|0)!=(l|0)));if((j|0)>(l|0)){b=0;u=B;return b|0}x=o;w=i;y=f[w>>2]|0;w=f[w+4>>2]|0;if((X(y-a|0,(f[x+4>>2]|0)-w|0)|0)==(X(w-e|0,(f[x>>2]|0)-y|0)|0)){a=g;e=1}else{b=0;u=B;return b|0}}if((h|0)==(a|0)|((h|0)==(q|0)|(a|0)==(m|0))){b=0;u=B;return b|0}if(!((c|0)!=(d|0)|p^e)){b=0;u=B;return b|0}a=pOb(20)|0;c=z;d=f[c+4>>2]|0;z=a+4|0;f[z>>2]=f[c>>2];f[z+4>>2]=d;f[a>>2]=f[q>>2];if(p){c=q+16|0;z=f[c>>2]|0;f[a+16>>2]=z;d=a+12|0;f[d>>2]=q;f[z+12>>2]=a;f[c>>2]=a;z=pOb(20)|0;w=o;x=f[w+4>>2]|0;y=z+4|0;f[y>>2]=f[w>>2];f[y+4>>2]=x;f[z>>2]=f[m>>2];y=f[n>>2]|0;f[z+12>>2]=y;f[y+16>>2]=z;f[c>>2]=m;f[n>>2]=q;f[d>>2]=z;f[z+16>>2]=a;f[b>>2]=q;f[A>>2]=a;b=1;u=B;return b|0}else{z=f[r>>2]|0;f[a+12>>2]=z;d=a+16|0;f[d>>2]=q;f[z+16>>2]=a;f[r>>2]=a;z=pOb(20)|0;x=o;y=f[x+4>>2]|0;c=z+4|0;f[c>>2]=f[x>>2];f[c+4>>2]=y;f[z>>2]=f[m>>2];c=m+16|0;y=f[c>>2]|0;f[z+16>>2]=y;f[y+12>>2]=z;f[r>>2]=m;f[c>>2]=q;f[d>>2]=z;f[z+12>>2]=a;f[b>>2]=q;f[A>>2]=a;b=1;u=B;return b|0}}g=f[i>>2]|0;if((g|0)==(f[z>>2]|0))if((g|0)==(f[m+4>>2]|0))if((j|0)==(f[m+8>>2]|0)){if((c|0)==(d|0))a=q;else{b=0;u=B;return b|0}do{a=f[a+12>>2]|0;if((a|0)==(q|0)){a=q;break}if((f[a+4>>2]|0)!=(g|0))break}while((f[a+8>>2]|0)==(j|0));e=(f[a+8>>2]|0)>(j|0);a=m;do{a=f[a+12>>2]|0;if((a|0)==(m|0)){a=m;break}if((f[a+4>>2]|0)!=(g|0))break}while((f[a+8>>2]|0)==(j|0));if(!(e^(f[a+8>>2]|0)>(j|0))){b=0;u=B;return b|0}k=pOb(20)|0;c=z;d=f[c+4>>2]|0;z=k+4|0;f[z>>2]=f[c>>2];f[z+4>>2]=d;f[k>>2]=f[q>>2];if(e){h=q+16|0;i=f[h>>2]|0;f[k+16>>2]=i;e=k+12|0;f[e>>2]=q;f[i+12>>2]=k;f[h>>2]=k;i=pOb(20)|0;a=m+4|0;j=f[a+4>>2]|0;g=i+4|0;f[g>>2]=f[a>>2];f[g+4>>2]=j;f[i>>2]=f[m>>2];g=m+12|0;j=f[g>>2]|0;f[i+12>>2]=j;a=i+16|0;f[a>>2]=m;j=j+16|0}else{h=q+12|0;i=f[h>>2]|0;f[k+12>>2]=i;e=k+16|0;f[e>>2]=q;f[i+16>>2]=k;f[h>>2]=k;i=pOb(20)|0;a=m+4|0;j=f[a+4>>2]|0;g=i+4|0;f[g>>2]=f[a>>2];f[g+4>>2]=j;f[i>>2]=f[m>>2];g=m+16|0;j=f[g>>2]|0;f[i+16>>2]=j;a=i+12|0;f[a>>2]=m;j=j+12|0}f[j>>2]=i;f[h>>2]=m;f[g>>2]=q;f[e>>2]=i;f[a>>2]=k;f[b>>2]=q;f[A>>2]=k;b=1;u=B;return b|0}else r=q;else r=q;else r=q;while(1){a=f[r+16>>2]|0;if((a|0)==(m|0)|((a|0)==(q|0)?1:(f[a+8>>2]|0)!=(j|0))){a=j;break}else r=a}while(1){e=f[q+12>>2]|0;z=a;a=f[e+8>>2]|0;g=(e|0)==(r|0);if(!((e|0)!=(m|0)&((g|(a|0)!=(z|0))^1)))break;else q=e}o=r+4|0;p=q+4|0;if(g|(e|0)==(m|0)){b=0;u=B;return b|0}e=f[m+8>>2]|0;n=m;while(1){a=f[n+16>>2]|0;if((a|0)==(q|0)|((a|0)==(m|0)?1:(f[a+8>>2]|0)!=(e|0)))break;else n=a}while(1){a=f[m+12>>2]|0;z=e;e=f[a+8>>2]|0;g=(a|0)==(n|0);if(!((a|0)!=(r|0)&((g|(e|0)!=(z|0))^1)))break;else m=a}k=n+4|0;l=m+4|0;if(g|(a|0)==(r|0)){b=0;u=B;return b|0}h=f[o>>2]|0;i=f[p>>2]|0;j=f[k>>2]|0;e=f[l>>2]|0;f[x>>2]=h;f[s>>2]=i;f[t>>2]=j;f[v>>2]=e;a=(j|0)<(e|0);do if((h|0)<(i|0))if(a){g=(h|0)<(j|0)?j:h;a=(e|0)<(i|0)?v:s;break}else{g=(h|0)<(e|0)?e:h;a=(j|0)<(i|0)?t:s;break}else if(a){g=(i|0)<(j|0)?j:i;a=(e|0)<(h|0)?v:x;break}else{g=(i|0)<(e|0)?e:i;a=(j|0)<(h|0)?t:x;break}while(0);a=f[a>>2]|0;if((g|0)>=(a|0)){b=0;u=B;return b|0}if((h|0)<(g|0)|(h|0)>(a|0))if((j|0)<(g|0)|(j|0)>(a|0)){a=(i|0)<(g|0)|(i|0)>(a|0);e=a?k:o;g=a?l:p;a=a?l:p}else{e=l;g=k;a=k}else{e=p;g=o;a=o}d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;z=(f[g>>2]|0)>(f[e>>2]|0);f[b>>2]=r;f[A>>2]=n;b=w;f[b>>2]=c;f[b+4>>2]=d;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];b=wmb(r,q,n,m,x,z)|0;u=B;return b|0}function wmb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=(f[a+4>>2]|0)<=(f[b+4>>2]|0);n=(f[c+4>>2]|0)<=(f[d+4>>2]|0);if(!(q^n)){g=0;return g|0}m=f[e>>2]|0;p=e+4|0;do if(q){b=a;while(1){d=f[b+12>>2]|0;a=f[d+4>>2]|0;if((a|0)>(m|0))break;if((a|0)<(f[b+4>>2]|0))break;if((f[d+8>>2]|0)==(f[p>>2]|0))b=d;else break}if(g)b=(f[b+4>>2]|0)==(m|0)?b:d;l=pOb(20)|0;j=l+4|0;i=b+4|0;h=f[i>>2]|0;i=f[i+4>>2]|0;k=j;f[k>>2]=h;f[k+4>>2]=i;k=f[b>>2]|0;f[l>>2]=k;if(g){d=b+16|0;a=f[d>>2]|0;f[l+16>>2]=a;f[l+12>>2]=b;a=a+12|0}else{d=b+12|0;a=f[d>>2]|0;f[l+12>>2]=a;f[l+16>>2]=b;a=a+16|0}f[a>>2]=l;f[d>>2]=l;if((m|0)==(h|0))if((f[p>>2]|0)==(i|0)){a=l;o=b;h=m;break}m=e;h=f[m>>2]|0;m=f[m+4>>2]|0;a=j;f[a>>2]=h;f[a+4>>2]=m;a=pOb(20)|0;o=a+4|0;f[o>>2]=h;f[o+4>>2]=m;f[a>>2]=k;if(g){b=l+16|0;d=f[b>>2]|0;f[a+16>>2]=d;f[a+12>>2]=l;d=d+12|0}else{b=l+12|0;d=f[b>>2]|0;f[a+12>>2]=d;f[a+16>>2]=l;d=d+16|0}f[d>>2]=a;f[b>>2]=a;o=l}else{b=a;while(1){d=f[b+12>>2]|0;a=f[d+4>>2]|0;if((a|0)<(m|0))break;if((a|0)>(f[b+4>>2]|0))break;if((f[d+8>>2]|0)==(f[p>>2]|0))b=d;else break}if(!g)b=(f[b+4>>2]|0)==(m|0)?b:d;l=pOb(20)|0;j=l+4|0;i=b+4|0;h=f[i>>2]|0;i=f[i+4>>2]|0;k=j;f[k>>2]=h;f[k+4>>2]=i;k=f[b>>2]|0;f[l>>2]=k;if(g){d=b+12|0;a=f[d>>2]|0;f[l+12>>2]=a;f[l+16>>2]=b;a=a+16|0}else{d=b+16|0;a=f[d>>2]|0;f[l+16>>2]=a;f[l+12>>2]=b;a=a+12|0}f[a>>2]=l;f[d>>2]=l;if((m|0)==(h|0))if((f[p>>2]|0)==(i|0)){a=l;o=b;h=m;break}m=e;h=f[m>>2]|0;m=f[m+4>>2]|0;a=j;f[a>>2]=h;f[a+4>>2]=m;a=pOb(20)|0;o=a+4|0;f[o>>2]=h;f[o+4>>2]=m;f[a>>2]=k;if(g){b=l+12|0;d=f[b>>2]|0;f[a+12>>2]=d;f[a+16>>2]=l;d=d+16|0}else{b=l+16|0;d=f[b>>2]|0;f[a+16>>2]=d;f[a+12>>2]=l;d=d+12|0}f[d>>2]=a;f[b>>2]=a;o=l}while(0);do if(n){while(1){b=f[c+12>>2]|0;d=f[b+4>>2]|0;if((d|0)>(h|0))break;if((d|0)<(f[c+4>>2]|0))break;if((f[b+8>>2]|0)==(f[p>>2]|0))c=b;else break}if(g)c=(f[c+4>>2]|0)==(h|0)?c:b;m=pOb(20)|0;i=m+4|0;k=c+4|0;j=f[k>>2]|0;k=f[k+4>>2]|0;l=i;f[l>>2]=j;f[l+4>>2]=k;l=f[c>>2]|0;f[m>>2]=l;if(g){b=c+16|0;d=f[b>>2]|0;f[m+16>>2]=d;f[m+12>>2]=c;d=d+12|0}else{b=c+12|0;d=f[b>>2]|0;f[m+12>>2]=d;f[m+16>>2]=c;d=d+16|0}f[d>>2]=m;f[b>>2]=m;if((h|0)==(j|0))if((f[p>>2]|0)==(k|0)){d=m;break}p=e;n=f[p>>2]|0;p=f[p+4>>2]|0;d=i;f[d>>2]=n;f[d+4>>2]=p;d=pOb(20)|0;e=d+4|0;f[e>>2]=n;f[e+4>>2]=p;f[d>>2]=l;if(g){c=m+16|0;b=f[c>>2]|0;f[d+16>>2]=b;f[d+12>>2]=m;b=b+12|0}else{c=m+12|0;b=f[c>>2]|0;f[d+12>>2]=b;f[d+16>>2]=m;b=b+16|0}f[b>>2]=d;f[c>>2]=d;c=m}else{while(1){b=f[c+12>>2]|0;d=f[b+4>>2]|0;if((d|0)<(h|0))break;if((d|0)>(f[c+4>>2]|0))break;if((f[b+8>>2]|0)==(f[p>>2]|0))c=b;else break}if(!g)c=(f[c+4>>2]|0)==(h|0)?c:b;m=pOb(20)|0;i=m+4|0;k=c+4|0;j=f[k>>2]|0;k=f[k+4>>2]|0;l=i;f[l>>2]=j;f[l+4>>2]=k;l=f[c>>2]|0;f[m>>2]=l;if(g){b=c+12|0;d=f[b>>2]|0;f[m+12>>2]=d;f[m+16>>2]=c;d=d+16|0}else{b=c+16|0;d=f[b>>2]|0;f[m+16>>2]=d;f[m+12>>2]=c;d=d+12|0}f[d>>2]=m;f[b>>2]=m;if((h|0)==(j|0))if((f[p>>2]|0)==(k|0)){d=m;break}p=e;n=f[p>>2]|0;p=f[p+4>>2]|0;d=i;f[d>>2]=n;f[d+4>>2]=p;d=pOb(20)|0;e=d+4|0;f[e>>2]=n;f[e+4>>2]=p;f[d>>2]=l;if(g){c=m+12|0;b=f[c>>2]|0;f[d+12>>2]=b;f[d+16>>2]=m;b=b+16|0}else{c=m+16|0;b=f[c>>2]|0;f[d+16>>2]=b;f[d+12>>2]=m;b=b+12|0}f[b>>2]=d;f[c>>2]=d;c=m}while(0);if(q^g){f[o+12>>2]=c;f[c+16>>2]=o;f[a+16>>2]=d;c=d+12|0}else{f[o+16>>2]=c;f[c+12>>2]=o;f[a+12>>2]=d;c=d+16|0}f[c>>2]=a;g=1;return g|0}function xmb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0.0,m=0.0;e=a+4|0;g=f[e>>2]|0;k=a+8|0;d=a;do{d=f[d+16>>2]|0;h=d+4|0;if((f[h>>2]|0)!=(g|0))break}while(!((d|0)==(a|0)?1:(f[d+8>>2]|0)!=(f[k>>2]|0)));i=e;g=f[i>>2]|0;i=f[i+4>>2]|0;d=h;e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);m=+K(+c);e=a;do{e=f[e+12>>2]|0;d=e+4|0;if((f[d>>2]|0)!=(g|0))break}while(!((e|0)==(a|0)?1:(f[e+8>>2]|0)!=(f[k>>2]|0)));e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);l=+K(+c);e=b+4|0;g=f[e>>2]|0;k=b+8|0;d=b;do{d=f[d+16>>2]|0;h=d+4|0;if((f[h>>2]|0)!=(g|0))break}while(!((d|0)==(b|0)?1:(f[d+8>>2]|0)!=(f[k>>2]|0)));i=e;g=f[i>>2]|0;i=f[i+4>>2]|0;d=h;e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);j=+K(+c);e=b;do{e=f[e+12>>2]|0;d=e+4|0;if((f[d>>2]|0)!=(g|0))break}while(!((e|0)==(b|0)?1:(f[e+8>>2]|0)!=(f[k>>2]|0)));e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);c=+K(+c);if((m<l?l:m)==(j<c?c:j))if((l<m?l:m)==(c<j?c:j)){if(!a){a=0;return a|0}else{c=0.0;d=a}do{b=f[d+16>>2]|0;c=c+ +((f[d+4>>2]|0)+(f[b+4>>2]|0)|0)*+((f[b+8>>2]|0)-(f[d+8>>2]|0)|0);d=f[d+12>>2]|0}while((d|0)!=(a|0));a=c*.5>0.0;return a|0}if(!(!(m>=j)|!(m>=c))){a=1;return a|0}if(!(l>=j)){a=0;return a|0}a=l>=c;return a|0}function ymb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+16|0;h=q;c=f[b+56>>2]|0;d=f[b+16>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[b+20>>2]|0))if(!(f[c+64>>2]|0))m=7;else m=4;else m=4;else m=4;if((m|0)==4){c=f[b+60>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[b+20>>2]|0))if(!(f[c+64>>2]|0))m=7}do if((m|0)==7){k=c+52|0;if((f[k>>2]|0)!=-2){n=c+68|0;o=c+72|0;if((f[n>>2]|0)==(f[o>>2]|0))if(!(+p[c+24>>3]==-1.e+40))break;l=b+68|0;d=f[l>>2]|0;if((d|0)!=(c|0)&(d|0)!=0){e=b+16|0;g=a+76|0;do{Dmb(a,b,d,e);Emb(g,b,d);d=f[l>>2]|0}while((d|0)!=(c|0)&(d|0)!=0)}g=b+52|0;e=f[g>>2]|0;if((e|0)==-1)if((f[k>>2]|0)==-1){e=b+72|0;g=f[e>>2]|0;h=(g|0)!=0;i=(d|0)!=0;j=a+128|0;if(i|h)m=24;else if((f[j>>2]|0)==(b|0))m=24;if((m|0)==24){f[(h?g+68|0:j)>>2]=d;if(i)f[d+72>>2]=g;f[l>>2]=0;f[e>>2]=0}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}else e=0;else if((e|0)>-1)if((f[k>>2]|0)>-1){d=b+16|0;Amb(a,b,d)|0;if(!(f[c+40>>2]|0))Amb(a,c,d)|0;d=f[g>>2]|0;e=f[k>>2]|0;do if((d|0)==(e|0)){f[g>>2]=-1;f[k>>2]=-1}else if((d|0)<(e|0)){Fmb(a,b,c);break}else{Fmb(a,c,b);break}while(0);d=b+72|0;e=f[d>>2]|0;g=f[l>>2]|0;h=(e|0)!=0;i=(g|0)!=0;j=a+128|0;if(h|i)m=43;else if((f[j>>2]|0)==(b|0))m=43;if((m|0)==43){f[(h?e+68|0:j)>>2]=g;if(i)f[g+72>>2]=e;f[l>>2]=0;f[d>>2]=0}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}else e=1;else e=0;if(f[b+40>>2]|0){o=m3a(260024,239785,14)|0;vEb(h,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(h,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(h);OEb(o,n)|0;AEb(o)|0;o=0;u=q;return o|0}if(e){Amb(a,b,b+16|0)|0;f[g>>2]=-1;d=f[l>>2]|0}e=b+72|0;g=f[e>>2]|0;h=(g|0)!=0;i=(d|0)!=0;j=a+128|0;if(h|i)m=56;else if((f[j>>2]|0)==(b|0))m=56;if((m|0)==56){f[(h?g+68|0:j)>>2]=d;if(i)f[d+72>>2]=g;f[l>>2]=0;f[e>>2]=0}if((f[k>>2]|0)>-1){Amb(a,c,b+16|0)|0;f[k>>2]=-1}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}}while(0);if((f[b+52>>2]|0)>-1)Amb(a,b,b+16|0)|0;d=b+72|0;e=f[d>>2]|0;g=b+68|0;h=f[g>>2]|0;i=(e|0)!=0;j=(h|0)!=0;c=a+128|0;if(!(i|j))if((f[c>>2]|0)!=(b|0)){o=1;u=q;return o|0}f[(i?e+68|0:c)>>2]=h;if(j)f[h+72>>2]=e;f[g>>2]=0;f[d>>2]=0;o=1;u=q;return o|0}function zmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;g=h;c=f[b>>2]|0;e=f[c+64>>2]|0;if(!e){a=m3a(260024,239753,31)|0;vEb(g,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);e=XFb(g,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(g);OEb(a,e)|0;AEb(a)|0;g=0;u=h;return g|0}f[e+52>>2]=f[c+52>>2];d=f[c+72>>2]|0;c=f[c+68>>2]|0;f[(d|0?d+68|0:a+52|0)>>2]=e;if(c|0)f[c+72>>2]=f[(f[b>>2]|0)+64>>2];j=f[b>>2]|0;e=f[j+64>>2]|0;f[e+36>>2]=f[j+36>>2];f[e+40>>2]=f[j+40>>2];f[e+44>>2]=f[j+44>>2];f[e+48>>2]=f[j+48>>2];f[b>>2]=e;j=e;i=f[j+4>>2]|0;e=e+8|0;f[e>>2]=f[j>>2];f[e+4>>2]=i;f[(f[b>>2]|0)+72>>2]=d;f[(f[b>>2]|0)+68>>2]=c;c=f[b>>2]|0;if(+p[c+24>>3]==-1.e+40){j=1;u=h;return j|0}c=f[c+20>>2]|0;f[g>>2]=c;e=a+56|0;b=a+60|0;d=f[b>>2]|0;if((d|0)==(f[a+64>>2]|0)){Zlb(e,g);b=f[b>>2]|0}else{f[d>>2]=c;j=d+4|0;f[b>>2]=j;b=j}g=f[e>>2]|0;c=b-g|0;if((c|0)>4){d=((c>>>2)+-2|0)/2|0;e=g+(d<<2)|0;c=b+-4|0;b=f[e>>2]|0;a=f[c>>2]|0;if((b|0)<(a|0)){while(1){f[c>>2]=b;if(!d)break;d=(d+-1|0)/2|0;c=g+(d<<2)|0;b=f[c>>2]|0;if((b|0)>=(a|0))break;else{j=e;e=c;c=j}}f[e>>2]=a}}j=1;u=h;return j|0}function Amb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;j=l;k=c+52|0;e=f[k>>2]|0;if((e|0)>=0){h=f[(f[a+116>>2]|0)+(e<<2)>>2]|0;a=h+16|0;i=f[a>>2]|0;g=(f[c+36>>2]|0)==1;if(g){if((f[d>>2]|0)==(f[i+4>>2]|0))if((f[d+4>>2]|0)==(f[i+8>>2]|0)){k=i;u=l;return k|0}}else{e=f[i+16>>2]|0;if((f[d>>2]|0)==(f[e+4>>2]|0))if((f[d+4>>2]|0)==(f[e+8>>2]|0)){k=e;u=l;return k|0}}e=pOb(20)|0;k=e+4|0;f[k>>2]=0;f[e+8>>2]=0;f[e>>2]=f[h>>2];c=d;d=f[c+4>>2]|0;f[k>>2]=f[c>>2];f[k+4>>2]=d;f[e+12>>2]=i;k=i+16|0;d=f[k>>2]|0;f[e+16>>2]=d;f[d+12>>2]=e;f[k>>2]=e;if(!g){k=e;u=l;return k|0}f[a>>2]=e;k=e;u=l;return k|0}h=pOb(24)|0;f[j>>2]=h;b[h+4>>0]=0;b[h+5>>0]=0;g=h+8|0;i=a+116|0;e=a+120|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;g=f[e>>2]|0;if((g|0)==(f[a+124>>2]|0)){rmb(i,j);e=f[e>>2]|0}else{f[g>>2]=h;a=(f[e>>2]|0)+4|0;f[e>>2]=a;e=a}a=f[i>>2]|0;j=f[j>>2]|0;f[j>>2]=(e-a>>2)+-1;h=j+5|0;b[h>>0]=(f[c+40>>2]|0)==0&1;i=pOb(20)|0;m=i+4|0;f[m>>2]=0;f[i+8>>2]=0;f[j+16>>2]=i;f[i>>2]=f[j>>2];e=d;g=f[e+4>>2]|0;d=m;f[d>>2]=f[e>>2];f[d+4>>2]=g;f[i+12>>2]=i;f[i+16>>2]=i;if(!(b[h>>0]|0)){g=f[c+72>>2]|0;if(!g){e=0;g=0}else{e=0;a:do{while(1){h=f[g+52>>2]|0;if((h|0)>-1)if(f[g+40>>2]|0)break;g=f[g+72>>2]|0;if(!g)break a}if(!e)e=g;else e=(f[e+52>>2]|0)==(h|0)?0:e;g=f[g+72>>2]|0}while((g|0)!=0);if(!e){e=0;g=0}else{g=f[a+(f[e+52>>2]<<2)>>2]|0;e=b[g+4>>0]^1}}f[j+8>>2]=g;b[j+4>>0]=e}f[k>>2]=f[j>>2];m=i;u=l;return m|0}function Bmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Cmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;l=p+20|0;k=p+16|0;i=p+12|0;j=p+8|0;n=p+4|0;o=p;switch(c|0){case 1:case 0:{a=f[a>>2]|0;u=p;return a|0}case 2:{h=f[f[b>>2]>>2]|0;f[b>>2]=h;e=f[a>>2]|0;g=h;if((f[h+8>>2]|0)>=(f[e+8>>2]|0)){a=e;u=p;return a|0}a=g+4|0;o=f[g>>2]|0;f[o+4>>2]=f[a>>2];f[f[a>>2]>>2]=o;o=f[e>>2]|0;f[o+4>>2]=g;f[h>>2]=o;f[e>>2]=g;f[a>>2]=e;a=f[b>>2]|0;u=p;return a|0}default:{m=c>>>1;e=f[a>>2]|0;h=e;if(m){g=m;while(1){e=f[e+4>>2]|0;if((g|0)>1)g=g+-1|0;else break}}g=e;f[i>>2]=h;f[j>>2]=g;f[k>>2]=f[i>>2];f[l>>2]=f[j>>2];e=Cmb(k,l,m,d)|0;f[a>>2]=e;f[n>>2]=g;b=f[b>>2]|0;f[o>>2]=b;f[k>>2]=f[n>>2];f[l>>2]=f[o>>2];j=Cmb(k,l,c-m|0,d)|0;i=f[e+8>>2]|0;n=b;if((f[j+8>>2]|0)<(i|0)){g=f[j+4>>2]|0;h=g;a:do if((n|0)==(h|0))h=n;else while(1){if((f[g+8>>2]|0)>=(i|0))break a;g=f[h+4>>2]|0;h=g;if((n|0)==(h|0)){h=n;break}}while(0);o=f[h>>2]|0;b=o+4|0;h=f[j>>2]|0;f[h+4>>2]=f[b>>2];f[f[b>>2]>>2]=h;h=f[e+4>>2]|0;d=f[e>>2]|0;f[d+4>>2]=j;f[j>>2]=d;f[e>>2]=o;f[b>>2]=e;e=j}else{h=f[e+4>>2]|0;g=j}f[a>>2]=h;j=h;i=g;if((j|0)==(i|0)){a=e;u=p;return a|0}else{d=g;m=g;g=j}b:while(1){c=m;if((n|0)==(c|0)){g=23;break}j=f[m+8>>2]|0;while(1){if((j|0)<(f[h+8>>2]|0))break;h=f[g+4>>2]|0;f[a>>2]=h;g=h;if((i|0)==(g|0)){g=23;break b}}j=f[c+4>>2]|0;k=j;c:do if((n|0)==(k|0))h=n;else{l=f[h+8>>2]|0;h=k;while(1){if((f[j+8>>2]|0)>=(l|0))break c;j=f[h+4>>2]|0;h=j;if((n|0)==(h|0)){h=n;break}}}while(0);o=f[h>>2]|0;b=o+4|0;h=f[c>>2]|0;f[h+4>>2]=f[b>>2];f[f[b>>2]>>2]=h;h=f[g+4>>2]|0;d=(i|0)==(c|0)?j:d;l=f[g>>2]|0;f[l+4>>2]=c;f[m>>2]=l;f[g>>2]=o;f[b>>2]=g;f[a>>2]=h;g=h;i=d;if((g|0)==(i|0)){g=23;break}else m=j}if((g|0)==23){u=p;return e|0}}}return 0}function Dmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=b+52|0;p=f[v>>2]|0;r=(p|0)>-1;w=c+52|0;q=f[w>>2]|0;u=(q|0)>-1;l=f[b+40>>2]|0;h=(l|0)==0;o=c+40|0;e=f[o>>2]|0;g=(e|0)==0;if(h){if(g)return}else if(g)e=0;else{s=f[b+32>>2]|0;n=f[c+32>>2]|0;t=(s|0)==(n|0);do if(t){j=a+68|0;k=a+64|0;i=(s|0)==0?j:k;g=b+44|0;h=f[g>>2]|0;if(!(f[i>>2]|0)){e=c+44|0;f[g>>2]=f[e>>2];f[e>>2]=h;h=i;g=j;e=k;break}e=h+e|0;f[g>>2]=(e|0)==0?0-h|0:e;g=c+44|0;h=f[g>>2]|0;e=h-l|0;if(!e){f[g>>2]=0-h;h=i;g=j;e=k;break}else{f[g>>2]=e;h=i;g=j;e=k;break}}else{i=a+68|0;j=a+64|0;g=b+48|0;h=f[g>>2]|0;f[g>>2]=(f[((n|0)==0?i:j)>>2]|0)==0?(h|0)==0&1:h+e|0;e=(s|0)==0?i:j;g=c+48|0;h=f[g>>2]|0;if(!(f[e>>2]|0)){f[g>>2]=(h|0)==0&1;h=e;g=i;e=j;break}else{f[g>>2]=h-l;h=e;g=i;e=j;break}}while(0);m=(s|0)==0;l=f[(m?e:g)>>2]|0;n=(n|0)==0;k=f[(n?e:g)>>2]|0;e=f[(n?g:e)>>2]|0;switch(f[h>>2]|0){case 2:{g=f[b+44>>2]|0;break}case 3:{g=0-(f[b+44>>2]|0)|0;break}default:{g=f[b+44>>2]|0;g=(g|0)<0?0-g|0:g}}switch(e|0){case 2:{j=f[c+44>>2]|0;break}case 3:{j=0-(f[c+44>>2]|0)|0;break}default:{j=f[c+44>>2]|0;j=(j|0)<0?0-j|0:j}}if((q|p|0)>=0){do if((j|g)>>>0<=1){if(!t)if((f[a+40>>2]|0)!=3)break;Amb(a,b,d)|0;Amb(a,c,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}while(0);Amb(a,b,d)|0;if(!(f[o>>2]|0))Amb(a,c,d)|0;e=f[v>>2]|0;g=f[w>>2]|0;if((e|0)==(g|0)){f[v>>2]=-1;f[w>>2]=-1;return}if((e|0)<(g|0)){Fmb(a,b,c);return}else{Fmb(a,c,b);return}}if(r){if(j>>>0>=2)return;Amb(a,b,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}i=(g|0)==1;e=g>>>0<2;if(u){if(!e)return;Amb(a,c,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}if(!e)return;h=(j|0)==1;if(j>>>0>=2)return;switch(l|0){case 2:{g=f[b+48>>2]|0;break}case 3:{g=0-(f[b+48>>2]|0)|0;break}default:{g=f[b+48>>2]|0;g=(g|0)<0?0-g|0:g}}switch(k|0){case 2:{e=f[c+48>>2]|0;break}case 3:{e=0-(f[c+48>>2]|0)|0;break}default:{e=f[c+48>>2]|0;e=(e|0)<0?0-e|0:e}}if(!t){Gmb(a,b,c,d)|0;return}if(!(i&h)){a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;return}switch(f[a+40>>2]|0){case 0:{if(!((g|0)>0&(e|0)>0))return;Gmb(a,b,c,d)|0;return}case 1:{if(!((g|0)<1&(e|0)<1))return;Gmb(a,b,c,d)|0;return}case 2:{if(!((e|0)>0&((g|0)>0&(s|0)==1)))if(!((e|0)<1&((g|0)<1&m)))return;Gmb(a,b,c,d)|0;return}case 3:{Gmb(a,b,c,d)|0;return}default:return}}if((f[b+32>>2]|0)==(f[c+32>>2]|0)){if((l|0)==(e|0))return;if((f[a+40>>2]|0)!=1)return;if(h){if(!u)return;Amb(a,b,d)|0;if(!r)return;f[v>>2]=-1;return}else{if(!r)return;Amb(a,c,d)|0;if(!u)return;f[w>>2]=-1;return}}do if(h){t=f[c+44>>2]|0;if((((t|0)>-1?t:0-t|0)|0)==1){if((f[a+40>>2]|0)==1)if(f[c+48>>2]|0)break;Amb(a,b,d)|0;if(!r)return;f[v>>2]=-1;return}}while(0);if(e|0)return;v=f[b+44>>2]|0;if((((v|0)>-1?v:0-v|0)|0)!=1)return;if((f[a+40>>2]|0)==1)if(f[b+48>>2]|0)return;Amb(a,c,d)|0;if(!u)return;f[w>>2]=-1;return}function Emb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=b+68|0;i=f[h>>2]|0;l=b+72|0;d=f[l>>2]|0;if((i|0)==(d|0))return;k=c+68|0;g=f[k>>2]|0;j=c+72|0;e=f[j>>2]|0;if((g|0)==(e|0))return;if((i|0)==(c|0)){if(g){f[g+72>>2]=b;d=f[l>>2]|0}if(d|0)f[d+68>>2]=c;f[j>>2]=d;f[k>>2]=b;f[l>>2]=c;f[h>>2]=g;d=f[j>>2]|0}else{if((g|0)==(b|0)){if(!i)d=e;else{f[i+72>>2]=c;d=f[j>>2]|0}if(d|0)f[d+68>>2]=b;f[l>>2]=d;f[h>>2]=c;f[j>>2]=b;f[k>>2]=i;d=b}else{f[h>>2]=g;if(g){f[g+72>>2]=b;e=f[j>>2]|0}f[l>>2]=e;if(e|0)f[e+68>>2]=b;f[k>>2]=i;if(i|0)f[i+72>>2]=c;f[j>>2]=d;if(!d)d=0;else f[d+68>>2]=c}if(!(f[l>>2]|0)){f[a+52>>2]=b;return}}if(d|0)return;f[a+52>>2]=c;return}function Fmb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;o=c+52|0;r=f[a+116>>2]|0;s=f[r+(f[o>>2]<<2)>>2]|0;p=d+52|0;r=f[r+(f[p>>2]<<2)>>2]|0;e=s;while(1){e=f[e+8>>2]|0;if((e|0)==(r|0)){m=r;break}if(!e){e=r;t=4;break}}a:do if((t|0)==4){while(1){t=0;e=f[e+8>>2]|0;if((e|0)==(s|0)){m=s;break a}if(!e)break;else t=4}m=umb(s,r)|0}while(0);h=s+16|0;i=f[h>>2]|0;j=i+16|0;k=f[j>>2]|0;n=r+16|0;e=f[n>>2]|0;g=e+16|0;l=f[g>>2]|0;q=f[c+36>>2]|0;c=f[d+36>>2]|0;do if((q|0)==1){if((c|0)==1){if(e|0){c=e;do{g=c+12|0;d=c;c=f[g>>2]|0;d=d+16|0;f[g>>2]=f[d>>2];f[d>>2]=c}while((c|0)!=(e|0))}f[e+12>>2]=i;f[j>>2]=e;f[k+12>>2]=l;f[l+16>>2]=k;e=l}else{f[l+12>>2]=i;f[j>>2]=l;f[g>>2]=k;f[k+12>>2]=e}f[h>>2]=e}else{if((c|0)!=2){f[k+12>>2]=e;f[g>>2]=k;f[j>>2]=l;f[l+12>>2]=i;break}if(e|0){c=e;do{d=c+12|0;h=c;c=f[d>>2]|0;h=h+16|0;f[d>>2]=f[h>>2];f[h>>2]=c}while((c|0)!=(e|0))}f[k+12>>2]=l;f[l+16>>2]=k;f[e+12>>2]=i;f[j>>2]=e}while(0);f[s+20>>2]=0;c=r+8|0;if((m|0)==(r|0)){e=f[c>>2]|0;if((e|0)!=(s|0))f[s+8>>2]=e;b[s+4>>0]=b[r+4>>0]|0}f[n>>2]=0;f[r+20>>2]=0;f[c>>2]=s;g=f[o>>2]|0;d=f[p>>2]|0;f[o>>2]=-1;f[p>>2]=-1;e=f[a+128>>2]|0;if(!e){t=f[s>>2]|0;f[r>>2]=t;return}while(1){c=e+52|0;if((f[c>>2]|0)==(d|0))break;e=f[e+68>>2]|0;if(!e){t=27;break}}if((t|0)==27){t=f[s>>2]|0;f[r>>2]=t;return}f[c>>2]=g;f[e+36>>2]=q;t=f[s>>2]|0;f[r>>2]=t;return}function Gmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;i=+p[c+24>>3];if(i==-1.e+40)h=3;else if(+p[b+24>>3]>i)h=3;else{e=Amb(a,c,d)|0;f[b+52>>2]=f[c+52>>2];f[b+36>>2]=2;f[c+36>>2]=1;g=f[c+72>>2]|0;if((g|0)==(b|0)){k=e;j=c;g=f[b+72>>2]|0}else{k=e;j=c}}if((h|0)==3){e=Amb(a,b,d)|0;f[c+52>>2]=f[b+52>>2];f[b+36>>2]=1;f[c+36>>2]=2;g=f[b+72>>2]|0;if((g|0)==(c|0)){k=e;j=b;g=f[c+72>>2]|0}else{k=e;j=b}}if(!g){u=m;return k|0}if((f[g+52>>2]|0)<=-1){u=m;return k|0}e=f[d+4>>2]|0;if((f[g+20>>2]|0)>=(e|0)){u=m;return k|0}h=j+16|0;if((f[j+20>>2]|0)>=(e|0)){u=m;return k|0}i=+p[g+24>>3]*+(e-(f[g+4>>2]|0)|0);b=(f[g>>2]|0)+~~(i+(i<0.0?-.5:.5))|0;i=+p[j+24>>3]*+(e-(f[j+4>>2]|0)|0);if((b|0)!=((f[j>>2]|0)+~~(i+(i<0.0?-.5:.5))|0)){u=m;return k|0}if(!(f[j+40>>2]|0)){u=m;return k|0}if(!(f[g+40>>2]|0)){u=m;return k|0}j=g+16|0;c=h;if((X(b-(f[c>>2]|0)|0,e-(f[j+4>>2]|0)|0)|0)!=(X(e-(f[c+4>>2]|0)|0,b-(f[j>>2]|0)|0)|0)){u=m;return k|0}g=Amb(a,g,d)|0;d=f[h>>2]|0;h=f[h+4>>2]|0;e=pOb(16)|0;f[l>>2]=e;f[e>>2]=k;f[e+4>>2]=g;g=e+8|0;f[g>>2]=d;f[g+4>>2]=h;g=a+8|0;h=f[g>>2]|0;if((h|0)==(f[a+12>>2]|0))Bmb(a+4|0,l);else{f[h>>2]=e;f[g>>2]=(f[g>>2]|0)+4}u=m;return k|0}function Hmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0;q=u;u=u+16|0;m=q;n=q+8|0;g=f[a+128>>2]|0;if(!g){u=q;return}o=a+56|0;f[o>>2]=g;c=g;do{f[c+80>>2]=f[c+72>>2];d=c;c=f[c+68>>2]|0;f[d+76>>2]=c;if((f[d+20>>2]|0)==(b|0))e=f[d+16>>2]|0;else{r=+p[d+24>>3]*+(b-(f[d+4>>2]|0)|0);e=(f[d>>2]|0)+~~(r+(r<0.0?-.5:.5))|0}f[d+8>>2]=e}while((c|0)!=0);k=m+4|0;l=a+32|0;i=a+36|0;j=a+28|0;c=g;while(1){e=f[c+76>>2]|0;if(!e)d=0;else{d=0;do{f[m>>2]=0;f[k>>2]=0;if((f[c+8>>2]|0)>(f[e+8>>2]|0)){Pmb(c,e,m);if((f[k>>2]|0)<(b|0)){if((f[c+20>>2]|0)==(b|0))d=f[c+16>>2]|0;else{r=+p[c+24>>3]*+(b-(f[c+4>>2]|0)|0);d=(f[c>>2]|0)+~~(r+(r<0.0?-.5:.5))|0}g=m;f[g>>2]=d;f[g+4>>2]=b;g=b}else{g=m;d=f[g>>2]|0;g=f[g+4>>2]|0}h=pOb(16)|0;f[n>>2]=h;f[h>>2]=c;f[h+4>>2]=e;s=h+8|0;f[s>>2]=d;f[s+4>>2]=g;d=f[l>>2]|0;if((d|0)==(f[i>>2]|0))Qmb(j,n);else{f[d>>2]=h;f[l>>2]=(f[l>>2]|0)+4}Lmb(a,c,e);d=1}else c=e;e=f[c+76>>2]|0}while((e|0)!=0)}c=f[c+80>>2]|0;if(!c)break;f[c+76>>2]=0;if(!d)break;c=f[o>>2]|0}f[o>>2]=0;u=q;return}function Imb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;c=j;b=f[a+128>>2]|0;f[a+56>>2]=b;if(b|0)do{f[b+80>>2]=f[b+72>>2];i=b;b=f[b+68>>2]|0;f[i+76>>2]=b}while((b|0)!=0);i=a+28|0;e=f[i>>2]|0;h=a+32|0;g=f[h>>2]|0;f[c>>2]=221;Kmb(e,g,c);c=f[i>>2]|0;h=(f[h>>2]|0)-c>>2;if(!h){a=1;u=j;return a|0}b=0;while(1){e=f[c+(b<<2)>>2]|0;d=f[e>>2]|0;e=f[e+4>>2]|0;if((f[d+76>>2]|0)!=(e|0))if((f[d+80>>2]|0)!=(e|0)){d=b;do{d=d+1|0;if(d>>>0>=h>>>0)break;g=f[c+(d<<2)>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;if((f[e+76>>2]|0)==(g|0))break}while((f[e+80>>2]|0)!=(g|0));if((d|0)==(h|0)){b=0;c=14;break}e=c+(b<<2)|0;c=c+(d<<2)|0;g=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=g;c=f[i>>2]|0}g=f[c+(b<<2)>>2]|0;Lmb(a,f[g>>2]|0,f[g+4>>2]|0);b=b+1|0;if(b>>>0>=h>>>0){b=1;c=14;break}c=f[i>>2]|0}if((c|0)==14){u=j;return b|0}return 0}function Jmb(a,b){a=a|0;b=b|0;return (f[b+12>>2]|0)<(f[a+12>>2]|0)|0}function Kmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;a:while(1){k=b;m=b+-4|0;while(1){b:while(1){j=a;d=k-j|0;e=d>>2;switch(e|0){case 2:{l=5;break a}case 3:{l=7;break a}case 4:{l=15;break a}case 5:{l=16;break a}case 1:case 0:{l=68;break a}default:{}}if((d|0)<124){l=22;break a}i=a+(((e|0)/2|0)<<2)|0;do if((d|0)>3996){e=(e|0)/4|0;h=a+(e<<2)|0;e=i+(e<<2)|0;d=Mmb(a,h,i,e,c)|0;if(Rg[f[c>>2]&255](f[m>>2]|0,f[e>>2]|0)|0){g=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=g;g=d+1|0;if(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0){g=f[i>>2]|0;f[i>>2]=f[e>>2];f[e>>2]=g;e=d+2|0;if(Rg[f[c>>2]&255](f[i>>2]|0,f[h>>2]|0)|0){g=f[h>>2]|0;f[h>>2]=f[i>>2];f[i>>2]=g;if(Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0){g=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=g;d=d+4|0}else d=d+3|0}else d=e}else d=g}}else{h=Rg[f[c>>2]&255](f[i>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[m>>2]|0,f[i>>2]|0)|0;if(!h){if(!d){d=0;break}h=f[i>>2]|0;f[i>>2]=f[m>>2];f[m>>2]=h;if(!(Rg[f[c>>2]&255](f[i>>2]|0,f[a>>2]|0)|0)){d=1;break}d=f[a>>2]|0;f[a>>2]=f[i>>2];f[i>>2]=d;d=2;break}e=f[a>>2]|0;if(d){f[a>>2]=f[m>>2];f[m>>2]=e;d=1;break}f[a>>2]=f[i>>2];f[i>>2]=e;if(Rg[f[c>>2]&255](f[m>>2]|0,e)|0){d=f[i>>2]|0;f[i>>2]=f[m>>2];f[m>>2]=d;d=2}else d=1}while(0);if(Rg[f[c>>2]&255](f[a>>2]|0,f[i>>2]|0)|0){e=m;break}else e=m;while(1){e=e+-4|0;if((a|0)==(e|0))break;if(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0){l=51;break b}}d=a+4|0;if(!(Rg[f[c>>2]&255](f[a>>2]|0,f[m>>2]|0)|0)){if((d|0)==(m|0)){l=68;break a}while(1){if(Rg[f[c>>2]&255](f[a>>2]|0,f[d>>2]|0)|0)break;d=d+4|0;if((d|0)==(m|0)){l=68;break a}}j=f[d>>2]|0;f[d>>2]=f[m>>2];f[m>>2]=j;d=d+4|0}if((d|0)==(m|0)){l=68;break a}else e=m;while(1){while(1){g=d+4|0;if(Rg[f[c>>2]&255](f[a>>2]|0,f[d>>2]|0)|0)break;else d=g}do e=e+-4|0;while(Rg[f[c>>2]&255](f[a>>2]|0,f[e>>2]|0)|0);if(d>>>0>=e>>>0){a=d;continue b}j=f[d>>2]|0;f[d>>2]=f[e>>2];f[e>>2]=j;d=g}}if((l|0)==51){l=0;h=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=h;d=d+1|0}g=a+4|0;c:do if(g>>>0<e>>>0)while(1){while(1){h=g+4|0;if(Rg[f[c>>2]&255](f[g>>2]|0,f[i>>2]|0)|0)g=h;else break}do e=e+-4|0;while(!(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0));if(g>>>0>e>>>0){e=i;break c}n=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=n;i=(i|0)==(g|0)?e:i;g=h;d=d+1|0}else e=i;while(0);if((g|0)!=(e|0))if(Rg[f[c>>2]&255](f[e>>2]|0,f[g>>2]|0)|0){n=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=n;d=d+1|0}if(!d){d=Omb(a,g,c)|0;e=g+4|0;if(Omb(e,b,c)|0){l=67;break}if(d){a=e;continue}}n=g;if((n-j|0)>=(k-n|0)){l=66;break}Kmb(a,g,c);a=g+4|0}if((l|0)==66){l=0;Kmb(g+4|0,b,c);b=g;continue}else if((l|0)==67){l=0;if(d){l=68;break}else{b=g;continue}}}if((l|0)==5){if(!(Rg[f[c>>2]&255](f[m>>2]|0,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[m>>2];f[m>>2]=n;return}else if((l|0)==7){b=a+4|0;n=Rg[f[c>>2]&255](f[b>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[m>>2]|0,f[b>>2]|0)|0;if(!n){if(!d)return;n=f[b>>2]|0;f[b>>2]=f[m>>2];f[m>>2]=n;if(!(Rg[f[c>>2]&255](f[b>>2]|0,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=n;return}e=f[a>>2]|0;if(d){f[a>>2]=f[m>>2];f[m>>2]=e;return}f[a>>2]=f[b>>2];f[b>>2]=e;if(!(Rg[f[c>>2]&255](f[m>>2]|0,e)|0))return;n=f[b>>2]|0;f[b>>2]=f[m>>2];f[m>>2]=n;return}else if((l|0)==15){Mmb(a,a+4|0,a+8|0,m,c)|0;return}else if((l|0)==16){b=a+4|0;d=a+8|0;e=a+12|0;Mmb(a,b,d,e,c)|0;if(!(Rg[f[c>>2]&255](f[m>>2]|0,f[e>>2]|0)|0))return;n=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=n;if(!(Rg[f[c>>2]&255](f[e>>2]|0,f[d>>2]|0)|0))return;m=f[d>>2]|0;n=f[e>>2]|0;f[d>>2]=n;f[e>>2]=m;if(!(Rg[f[c>>2]&255](n,f[b>>2]|0)|0))return;m=f[b>>2]|0;n=f[d>>2]|0;f[b>>2]=n;f[d>>2]=m;if(!(Rg[f[c>>2]&255](n,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=n;return}else if((l|0)==22){Nmb(a,b,c);return}else if((l|0)==68)return}function Lmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=b+76|0;k=f[j>>2]|0;i=(k|0)==0;if(i)if(!(f[b+80>>2]|0))return;l=c+76|0;g=f[l>>2]|0;e=(g|0)==0;if(e)if(!(f[c+80>>2]|0))return;if((k|0)==(c|0)){if(!e)f[g+80>>2]=b;d=b+80|0;e=f[d>>2]|0;if(e|0)f[e+76>>2]=c;f[c+80>>2]=e;f[l>>2]=b;f[d>>2]=c;f[j>>2]=g}else{if((g|0)==(b|0)){if(!i)f[k+80>>2]=c;d=c+80|0;e=f[d>>2]|0;if(e|0)f[e+76>>2]=b;i=b+80|0;f[i>>2]=e;f[j>>2]=c;f[d>>2]=b;f[l>>2]=k;d=i}else{d=b+80|0;h=f[d>>2]|0;f[j>>2]=g;if(!e)f[g+80>>2]=b;e=c+80|0;g=f[e>>2]|0;f[d>>2]=g;if(g|0)f[g+76>>2]=b;f[l>>2]=k;if(!i)f[k+80>>2]=c;f[e>>2]=h;if(h)f[h+76>>2]=c}if(!(f[d>>2]|0)){f[a+56>>2]=b;return}}if(f[c+80>>2]|0)return;f[a+56>>2]=c;return}function Mmb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0;g=Rg[f[e>>2]&255](f[c>>2]|0,f[b>>2]|0)|0;do if(h){h=f[a>>2]|0;if(g){f[a>>2]=f[c>>2];f[c>>2]=h;g=1;break}f[a>>2]=f[b>>2];f[b>>2]=h;if(Rg[f[e>>2]&255](f[c>>2]|0,h)|0){g=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=g;g=2}else g=1}else if(g){h=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=h;if(Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0){g=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=g;g=2}else g=1}else g=0;while(0);if(!(Rg[f[e>>2]&255](f[d>>2]|0,f[c>>2]|0)|0)){e=g;return e|0}h=f[c>>2]|0;f[c>>2]=f[d>>2];f[d>>2]=h;if(!(Rg[f[e>>2]&255](f[c>>2]|0,f[b>>2]|0)|0)){e=g+1|0;return e|0}d=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=d;if(!(Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0)){e=g+2|0;return e|0}e=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=e;e=g+3|0;return e|0}function Nmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+8|0;h=a+4|0;i=Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[e>>2]|0,f[h>>2]|0)|0;do if(i){g=f[a>>2]|0;if(d){f[a>>2]=f[e>>2];f[e>>2]=g;break}f[a>>2]=f[h>>2];f[h>>2]=g;if(Rg[f[c>>2]&255](f[e>>2]|0,g)|0){i=f[h>>2]|0;f[h>>2]=f[e>>2];f[e>>2]=i}}else if(d){g=f[h>>2]|0;i=f[e>>2]|0;f[h>>2]=i;f[e>>2]=g;if(Rg[f[c>>2]&255](i,f[a>>2]|0)|0){i=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=i}}while(0);d=a+12|0;if((d|0)==(b|0))return;while(1){if(Rg[f[c>>2]&255](f[d>>2]|0,f[e>>2]|0)|0){h=f[d>>2]|0;i=h;g=d;while(1){f[g>>2]=f[e>>2];if((e|0)==(a|0))break;g=e+-4|0;if(Rg[f[c>>2]&255](i,f[g>>2]|0)|0){j=e;e=g;g=j}else break}f[e>>2]=h}e=d+4|0;if((e|0)==(b|0))break;else{j=d;d=e;e=j}}return}function Omb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;switch(b-a>>2|0){case 2:{d=b+-4|0;if(!(Rg[f[c>>2]&255](f[d>>2]|0,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[d>>2];f[d>>2]=c;c=1;return c|0}case 3:{h=a+4|0;d=b+-4|0;b=Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0;e=Rg[f[c>>2]&255](f[d>>2]|0,f[h>>2]|0)|0;if(!b){if(!e){c=1;return c|0}b=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=b;if(!(Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=c;c=1;return c|0}g=f[a>>2]|0;if(e){f[a>>2]=f[d>>2];f[d>>2]=g;c=1;return c|0}f[a>>2]=f[h>>2];f[h>>2]=g;if(!(Rg[f[c>>2]&255](f[d>>2]|0,g)|0)){c=1;return c|0}c=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=c;c=1;return c|0}case 4:{Mmb(a,a+4|0,a+8|0,b+-4|0,c)|0;c=1;return c|0}case 5:{e=a+4|0;g=a+8|0;h=a+12|0;d=b+-4|0;Mmb(a,e,g,h,c)|0;if(!(Rg[f[c>>2]&255](f[d>>2]|0,f[h>>2]|0)|0)){c=1;return c|0}b=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=b;if(!(Rg[f[c>>2]&255](f[h>>2]|0,f[g>>2]|0)|0)){c=1;return c|0}j=f[g>>2]|0;b=f[h>>2]|0;f[g>>2]=b;f[h>>2]=j;if(!(Rg[f[c>>2]&255](b,f[e>>2]|0)|0)){c=1;return c|0}j=f[e>>2]|0;b=f[g>>2]|0;f[e>>2]=b;f[g>>2]=j;if(!(Rg[f[c>>2]&255](b,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=c;c=1;return c|0}case 1:case 0:{c=1;return c|0}default:{h=a+8|0;d=a+4|0;j=Rg[f[c>>2]&255](f[d>>2]|0,f[a>>2]|0)|0;e=Rg[f[c>>2]&255](f[h>>2]|0,f[d>>2]|0)|0;do if(j){g=f[a>>2]|0;if(e){f[a>>2]=f[h>>2];f[h>>2]=g;break}f[a>>2]=f[d>>2];f[d>>2]=g;if(Rg[f[c>>2]&255](f[h>>2]|0,g)|0){j=f[d>>2]|0;f[d>>2]=f[h>>2];f[h>>2]=j}}else if(e){i=f[d>>2]|0;j=f[h>>2]|0;f[d>>2]=j;f[h>>2]=i;if(Rg[f[c>>2]&255](j,f[a>>2]|0)|0){j=f[a>>2]|0;f[a>>2]=f[d>>2];f[d>>2]=j}}while(0);d=a+12|0;a:do if((d|0)==(b|0)){e=1;d=0}else{j=d;d=0;e=h;while(1){if(Rg[f[c>>2]&255](f[j>>2]|0,f[e>>2]|0)|0){h=f[j>>2]|0;i=h;g=j;while(1){f[g>>2]=f[e>>2];if((e|0)==(a|0))break;g=e+-4|0;if(Rg[f[c>>2]&255](i,f[g>>2]|0)|0){k=e;e=g;g=k}else break}f[e>>2]=h;d=d+1|0;if((d|0)==8){e=0;d=(j+4|0)==(b|0);break a}}e=j+4|0;if((e|0)==(b|0)){e=1;d=0;break}else{k=j;j=e;e=k}}}while(0);k=d|e;return k|0}}return 0}function Pmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+p[a+24>>3];i=+p[b+24>>3];do if(j==i){d=f[a+12>>2]|0;f[c+4>>2]=d;if((f[a+20>>2]|0)==(d|0)){d=f[a+16>>2]|0;break}else{j=j*+(d-(f[a+4>>2]|0)|0);d=(f[a>>2]|0)+~~(j+(j<0.0?-.5:.5))|0;break}}else{do if(j==0.0){e=f[a>>2]|0;f[c>>2]=e;d=f[b+4>>2]|0;if(!(i==-1.e+40)){k=+(e|0)/i+(+(d|0)-+(f[b>>2]|0)/i);d=~~(k+(k<0.0?-.5:.5))}h=c+4|0;f[h>>2]=d}else{if(!(i==0.0)){m=+(f[a>>2]|0)-j*+(f[a+4>>2]|0);l=+(f[b>>2]|0)-i*+(f[b+4>>2]|0);k=(l-m)/(j-i);d=~~(k+(k<0.0?-.5:.5));h=c+4|0;f[h>>2]=d;g=+K(+j)<+K(+i);k=(g?m:l)+k*(g?j:i);f[c>>2]=~~(k+(k<0.0?-.5:.5));break}e=f[b>>2]|0;f[c>>2]=e;d=f[a+4>>2]|0;if(!(j==-1.e+40)){m=+(e|0)/j+(+(d|0)-+(f[a>>2]|0)/j);d=~~(m+(m<0.0?-.5:.5))}h=c+4|0;f[h>>2]=d}while(0);g=f[a+20>>2]|0;e=f[b+20>>2]|0;if((d|0)<(g|0)|(d|0)<(e|0)){d=(g|0)>(e|0)?g:e;f[h>>2]=d;e=+K(+j)<+K(+i);e=e?a:b;if((f[e+20>>2]|0)==(d|0))e=f[e+16>>2]|0;else{m=+p[e+24>>3]*+(d-(f[e+4>>2]|0)|0);e=(f[e>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}f[c>>2]=e}e=f[a+12>>2]|0;if((d|0)<=(e|0))return;f[h>>2]=e;d=+K(+j)>+K(+i);d=d?b:a;if((f[d+20>>2]|0)==(e|0)){d=f[d+16>>2]|0;break}else{m=+p[d+24>>3]*+(e-(f[d+4>>2]|0)|0);d=(f[d>>2]|0)+~~(m+(m<0.0?-.5:.5))|0;break}}while(0);f[c>>2]=d;return}function Qmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Rmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0;e=a+128|0;d=f[e>>2]|0;g=d;if(!d){f[b+72>>2]=0;f[b+68>>2]=0;l=e;f[l>>2]=b;return}h=b+8|0;a:do if(!c){a=f[h>>2]|0;c=f[d+8>>2]|0;do if((a|0)==(c|0)){a=f[b+20>>2]|0;c=f[d+20>>2]|0;if((a|0)>(c|0)){m=+p[d+24>>3]*+(a-(f[d+4>>2]|0)|0);if((f[b+16>>2]|0)<((f[d>>2]|0)+~~(m+(m<0.0?-.5:.5))|0))break;else break a}if((a|0)==(c|0))a=f[b+16>>2]|0;else{m=+p[b+24>>3]*+(c-(f[b+4>>2]|0)|0);a=(f[b>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}if((f[d+16>>2]|0)<=(a|0))break a}else if((a|0)>=(c|0))break a;while(0);f[b+72>>2]=0;f[b+68>>2]=g;f[d+72>>2]=b;l=e;f[l>>2]=b;return}else d=c;while(0);i=b+20|0;j=b+16|0;k=b+24|0;l=b+4|0;c=d+68|0;a=f[c>>2]|0;b:do if(a){h=f[h>>2]|0;g=a;while(1){a=f[g+8>>2]|0;do if((h|0)==(a|0)){a=f[i>>2]|0;e=f[g+20>>2]|0;if((a|0)>(e|0)){m=+p[g+24>>3]*+(a-(f[g+4>>2]|0)|0);if((f[j>>2]|0)<((f[g>>2]|0)+~~(m+(m<0.0?-.5:.5))|0)){a=g;break b}else break}if((a|0)==(e|0))a=f[j>>2]|0;else{m=+p[k>>3]*+(e-(f[l>>2]|0)|0);a=(f[b>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}if((f[g+16>>2]|0)>(a|0)){a=g;break b}}else if((h|0)<(a|0)){a=g;break b}while(0);c=g+68|0;a=f[c>>2]|0;if(!a){d=g;break}else{d=g;g=a}}}while(0);f[b+68>>2]=a;a=f[c>>2]|0;if(a|0)f[a+72>>2]=b;f[b+72>>2]=d;l=c;f[l>>2]=b;return}function Smb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=f[b+72>>2]|0;a:do if(!c)j=6;else{g=f[b+32>>2]|0;while(1){if((f[c+32>>2]|0)==(g|0)){i=f[c+40>>2]|0;if(i|0)break}c=f[c+72>>2]|0;if(!c){j=6;break a}}d=f[b+40>>2]|0;e=(d|0)==0;if(e)if((f[a+40>>2]|0)!=1){f[b+44>>2]=1;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i;break}if(!(f[((g|0)==0?a+68|0:a+64|0)>>2]|0)){if(e){e=1;d=c;b:while(1){do{d=f[d+72>>2]|0;if(!d)break b}while((f[d+32>>2]|0)!=(g|0));e=e^(f[d+40>>2]|0)!=0}d=(e^1)&1}f[b+44>>2]=d;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i;break}h=f[c+44>>2]|0;do if((X(i,h)|0)<0)if((((h|0)<0?0-h|0:h)|0)>1){i=(X(d,i)|0)<0;d=(i?0:d)+h|0;break}else{d=e?1:d;break}else if(e){d=(h>>31|1)+h|0;break}else{i=(X(d,i)|0)<0;d=(i?0:d)+h|0;break}while(0);f[b+44>>2]=d;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i}while(0);if((j|0)==6){c=f[b+40>>2]|0;d=f[b+32>>2]|0;if(!c)c=(f[((d|0)==0?a+68|0:a+64|0)>>2]|0)==3?-1:1;f[b+44>>2]=c;f[b+48>>2]=0;e=a+128|0;c=0;g=d}d=f[e>>2]|0;e=(d|0)==(b|0);if(f[((g|0)==0?a+64|0:a+68|0)>>2]|0){if(e)return;e=b+48|0;do{c=c+(f[d+40>>2]|0)|0;d=f[d+68>>2]|0}while((d|0)!=(b|0));f[e>>2]=c;return}if(e)return;e=b+48|0;do{if(f[d+40>>2]|0){c=(c|0)==0&1;f[e>>2]=c}d=f[d+68>>2]|0}while((d|0)!=(b|0));return}function Tmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;d=(f[b+32>>2]|0)==0;h=a+68|0;g=a+64|0;c=f[(d?g:h)>>2]|0;switch(f[(d?h:g)>>2]|0){case 0:{if(!(f[b+40>>2]|0))if((f[b+44>>2]|0)==1)e=7;else c=0;else e=7;break}case 1:{h=f[b+44>>2]|0;if((((h|0)<0?0-h|0:h)|0)==1)e=7;else c=0;break}case 2:{if((f[b+44>>2]|0)==1)e=7;else c=0;break}default:if((f[b+44>>2]|0)==-1)e=7;else c=0}a:do if((e|0)==7)switch(f[a+40>>2]|0){case 0:switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)!=0;break a}case 2:{c=(f[b+48>>2]|0)>0;break a}default:{c=(f[b+48>>2]|0)<0;break a}}case 1:switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}case 2:if(d)switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}else switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)!=0;break a}case 2:{c=(f[b+48>>2]|0)>0;break a}default:{c=(f[b+48>>2]|0)<0;break a}}case 3:{if(f[b+40>>2]|0){c=1;break a}switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}}default:{c=1;break a}}while(0);return c|0}function Umb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+48|0;h=a+52|0;b=f[h>>2]|0;c=f[g>>2]|0;if((b|0)!=(c|0)){e=0;do{d=f[c+(e<<2)>>2]|0;if(d){gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=f[h>>2]|0;c=f[g>>2]|0}e=e+1|0;d=b-c>>2}while(e>>>0<d>>>0);if(!((c|0)==(b|0)|(d|0)==0))f[h>>2]=b+(~((b+-4-c|0)>>>2)<<2)}d=a+20|0;h=f[d>>2]|0;b=f[a+16>>2]|0;c=h;if((h|0)==(b|0)|(b|0)==(c|0))return;f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);return}function Vmb(a){a=a|0;f[a>>2]=39984;a=a+4|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;b[a+32>>0]=0;return}function Wmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=b+4|0;g=f[b>>2]|0;if((f[i>>2]|0)==(g|0)){i=0;return i|0}h=0;e=0;do{e=e|(Tg[f[(f[a>>2]|0)+8>>2]&15](a,g+(h*12|0)|0,c,d)|0);h=h+1|0;g=f[b>>2]|0}while(h>>>0<(((f[i>>2]|0)-g|0)/12|0)>>>0);return e|0}function Xmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;f[a+100>>2]=0;f[a+104>>2]=0;f[a+108>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+124>>2]=0;f[a+132>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;d=a+80|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[a>>2]=40940;f[a+76>>2]=40976;d=a+44|0;e=a+4|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[d>>2]=d;f[a+48>>2]=d;f[a+52>>2]=0;b[a+60>>0]=0;b[a+96>>0]=0;b[a+72>>0]=c&1;b[a+74>>0]=c>>>1&1;b[a+112>>0]=c>>>2&1;b[a+113>>0]=0;return}function Ymb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;h=p;o=a+60|0;if(b[o>>0]|0){o=0;u=p;return o|0}if(b[a+113>>0]|0){o=m3a(260024,239823,56)|0;vEb(h,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(h,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(h);OEb(o,n)|0;AEb(o)|0;o=0;u=p;return o|0}b[o>>0]=1;k=d+4|0;j=f[k>>2]|0;m=f[d>>2]|0;l=m;h=j;if(!((j|0)==(m|0)|(l|0)==(h|0)))do{i=h+-12|0;f[k>>2]=i;j=f[i>>2]|0;if(!j)h=i;else{h=h+-8|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-8-j|0)>>>3)<<3);sOb(j);h=f[k>>2]|0}}while((h|0)!=(l|0));f[a+68>>2]=e;f[a+64>>2]=g;f[a+40>>2]=c;b[a+73>>0]=0;m=emb(a)|0;if(m)dnb(a,d);e=a+116|0;g=a+120|0;h=f[g>>2]|0;d=f[e>>2]|0;i=d;if((h|0)!=(d|0)){c=a+116|0;l=0;do{j=f[i+(l<<2)>>2]|0;k=j+16|0;h=f[k>>2]|0;if(!h){if(j)n=21}else{f[(f[h+16>>2]|0)+12>>2]=0;h=f[k>>2]|0;if(!h)n=21;else{do{f[k>>2]=f[h+12>>2];sOb(h);h=f[k>>2]|0}while((h|0)!=0);n=21}}if((n|0)==21){n=0;sOb(j);i=f[c>>2]|0}f[i+(l<<2)>>2]=0;l=l+1|0;h=f[g>>2]|0;a=f[e>>2]|0;i=a}while(l>>>0<h-a>>2>>>0)}if((i|0)!=(h|0))f[g>>2]=h+(~((h+-4-i|0)>>>2)<<2);b[o>>0]=0;o=m;u=p;return o|0}function Zmb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;J=f[a+728>>2]|0;H=f[a+776>>2]|0;K=f[a+888>>2]|0;L=f[a+1016>>2]|0;M=f[a+1072>>2]|0;N=f[a+2184>>2]|0;G=f[a+2200>>2]|0;O=f[a+3608>>2]|0;a:{b:while(1){d=wEa(a+568|0)|0;u=+n[d+4>>2];w=+n[d+8>>2];t=+n[d+12>>2];v=+n[d+16>>2];s=+n[d+20>>2];p[(a+352|0)>>3]=+n[d>>2];p[((a+352|0)+8|0)>>3]=u;p[((a+352|0)+16|0)>>3]=w;p[((a+352|0)+24|0)>>3]=t;p[((a+352|0)+32|0)>>3]=v;p[((a+352|0)+40|0)>>3]=s;UBa(a+400|0,a+352|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;s=+p[(a+400|0)>>3];v=(+p[((a+400|0)+24|0)>>3]-s)*.5;t=+p[((a+400|0)+8|0)>>3];w=(+p[((a+400|0)+32|0)>>3]-t)*.5;u=+p[((a+400|0)+16|0)>>3];x=(+p[((a+400|0)+40|0)>>3]-u)*.5;p[(a+448|0)>>3]=s+v;p[((a+448|0)+8|0)>>3]=t+w;p[((a+448|0)+16|0)>>3]=u+x;p[((a+448|0)+24|0)>>3]=v*v+(w*w+x*x);d=f[(f[a>>2]|0)+24>>2]|0;do{e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=K|1;else e=1}if(e)if(1){nEa(a+568|0,a+552|0);d=f[(a+552|0)>>2]|0;C=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(C|0)){c=d;do{t=+p[c>>3];A=c+8|0;u=+p[A>>3];B=c+16|0;v=+p[B>>3];w=t*+p[(a+104|0)>>3]+u*+p[(a+136|0)>>3]+v*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];x=t*+p[(a+112|0)>>3]+u*+p[(a+144|0)>>3]+v*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v+ +p[(a+192|0)>>3];p[A>>3]=w;p[B>>3]=x;c=c+24|0}while((c|0)!=(C|0))}B=f[(f[a>>2]|0)+24>>2]|0;cBa(a+584|0,f[64714]|0);cBa(a+280|0,f[64714]|0);c:{c=1;if(c){c=0;if((d|0)==(C|0))g=0;else c=1}if(c)if(1){A=J;z=d;y=0;while(1){c=Sg[f[(f[B>>2]|0)+36>>2]&255](B,z,a+352|0)|0;d:do{d=1;if(d){d=0;if((c|0)==1)D=y;else d=1}if(d)if(1){d=f[a>>2]|0;g=f[d+64>>2]|0;r=f[d+68>>2]|0;e:do if((g|0)!=(r|0)){s=+p[z>>3];t=+p[z+8>>3];u=+p[z+16>>3];v=+p[z+24>>3];w=+p[z+32>>3];x=+p[z+40>>3];e=0;do{i=f[g>>2]|0;q=f[g+4>>2]|0;if((i|0)==(q|0))e=(e|0)>0?e:0;else{k=2;do{h=+p[i>>3];l=+p[i+8>>3];m=+p[i+16>>3];o=+p[i+24>>3];if(!(o+(v*h+(w*l+x*m))<0.0)){E=!(o+(s*h+(t*l+u*m))<0.0)?2:1;O=151}else if(!(o+(s*h+(t*l+u*m))<0.0))F=1;else{E=0;O=151}if((O|0)==151){O=0;F=(E|0)==0?0:(E|0)==2?2:1}k=(F|0)<(k|0)?F:k;i=i+32|0}while((i|0)!=(q|0));if((k|0)==2){D=y;break d}else e=(e|0)<(k|0)?k:e}g=g+12|0}while((g|0)!=(r|0));switch(e|0){case 2:{D=y;break d}case 1:break;default:break e}Slb(d+64|0,z,a+584|0,a+280|0);c=f[(a+280|0)>>2]|0;e=f[((a+280|0)+4|0)>>2]|0;if((c|0)==(e|0)){D=y;break d}if((e-c|0)>0){d=c;c=0;do{c=Sg[f[(f[B>>2]|0)+36>>2]&255](B,d,a+352|0)|0|c;d=d+48|0}while(d>>>0<e>>>0);if((c|0)==1){D=y;break d}}else c=0;d=f[a>>2]|0}while(0);e=c|y;y=f[d+24>>2]|0;h=+Ng[f[(f[y>>2]|0)+16>>2]&31](y,a+352|0);if(h<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=h;p[(a+224|0)>>3]=+p[(a+352|0)>>3];p[(a+232|0)>>3]=+p[((a+352|0)+8|0)>>3];p[(a+240|0)>>3]=+p[((a+352|0)+16|0)>>3]}if(f[(a+260|0)>>2]|0){D=IEa(f[(a+8|0)>>2]|0,A)|0;d=f[(a+260|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=z;f[(a+400|0)>>2]=D;d=f[d+16>>2]|0;if(!d){O=165;break b}Fh[f[(f[d>>2]|0)+24>>2]&255](d,a+448|0,c,a+400|0);D=e;break}y=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[y>>2]|0)+12>>2]&1023](y)|0)){D=e;break}if((e|0)==3){g=3;break c}if((e|0)==2?(b[f[a>>2]>>0]|0)==0:0){g=2;break c}else D=e}}while(0);z=z+48|0;if((z|0)==(C|0)){g=D;break}else{A=A+1|0;y=D}}}}e=(g|0)==0?1:g;c=f[((a+280|0)+12|0)>>2]|0;if(c|0)xCa(c,a+280|0);c=f[(a+280|0)>>2]|0;if(c|0){d=f[((a+280|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+280|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[((a+584|0)+12|0)>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=e|K;if(G)break;C=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[C>>2]|0)+12>>2]&1023](C)|0))break;if((c|0)==3){I=3;break b}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){I=2;break b}}}while(0);if(!(uEa(a+568|0)|0)){I=c;break}vEa(a+568|0);J=J+512|0;K=c}if((O|0)==165)vd();if(f[(a+272|0)>>2]|0){c=f[(a+4|0)>>2]|0;if(f[c+196>>2]&1048576|0){k=lJa(c)|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if(k)gOb(k);f[(a+400|0)>>2]=0;f[((a+400|0)+4|0)>>2]=0;f[(a+400|0)+8>>2]=0;f[(a+352|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)+8>>2]=0;RDa(a+584|0,f[(c+44|0)>>2]|0,1,a+400|0,a+352|0);i=f[(f[(c+44|0)>>2]|0)+28>>2]|0;G=f[(a+584|0)>>2]|0;f:do if((f[G>>2]|0)==(f[G+4>>2]|0)){g=f[(a+584|0)+12>>2]|0;if(i|0){e=0;c=0;while(1){G=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,e+g|0)|0)<<2)|0;t=+n[G>>2];u=+n[G+4>>2];v=+n[G+8>>2];w=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*t+ +p[(a+136|0)>>3]*u+ +p[(a+168|0)>>3]*v);x=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*t+ +p[(a+144|0)>>3]*u+ +p[(a+176|0)>>3]*v);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v);p[(a+280|0)+(c*24|0)+8>>3]=w;p[(a+280|0)+(c*24|0)+16>>3]=x;c=c+1|0;if((c|0)==2){d=f[(a+272|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}else{g=f[(a+584|0)+16>>2]|0;if(i|0){e=0;c=0;while(1){G=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,j[g+(e<<1)>>1]|0)|0)<<2)|0;t=+n[G>>2];u=+n[G+4>>2];v=+n[G+8>>2];w=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*t+ +p[(a+136|0)>>3]*u+ +p[(a+168|0)>>3]*v);x=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*t+ +p[(a+144|0)>>3]*u+ +p[(a+176|0)>>3]*v);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v);p[(a+280|0)+(c*24|0)+8>>3]=w;p[(a+280|0)+(c*24|0)+16>>3]=x;c=c+1|0;if((c|0)==2){d=f[(a+272|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}while(0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(a+400|0)>>2]|0;if(c|0){d=f[((a+400|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+400|0)+4|0)>>2]=d+(~((d+-2-c|0)>>>1)<<1);sOb(c)}if(k)iOb(k)}}c=f[(a+552|0)+12>>2]|0;if(c|0)xCa(c,a+552|0);c=f[(a+552|0)>>2]|0;if(c|0){d=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+552|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=I|H;if(N)L=c;else{N=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[N>>2]|0)+12>>2]&1023](N)|0){if((c|0)==3){M=3;f[a+3704>>2]=1;break a}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){M=2;f[a+3704>>2]=1;break a}else L=c}else L=c}}f[a+728>>2]=J;f[a+888>>2]=K;f[a+1016>>2]=L;f[a+1072>>2]=M;f[a+3608>>2]=O}function _mb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0.0,u=0,v=0.0,w=0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;O=f[a+720>>2]|0;P=f[a+776>>2]|0;Q=f[a+880>>2]|0;R=f[a+1072>>2]|0;T=f[a+2184>>2]|0;N=f[a+2192>>2]|0;U=f[a+3608>>2]|0;a:{b:while(1){d=wEa(a+568|0)|0;A=+n[d+4>>2];C=+n[d+8>>2];z=+n[d+12>>2];B=+n[d+16>>2];y=+n[d+20>>2];p[(a+352|0)>>3]=+n[d>>2];p[((a+352|0)+8|0)>>3]=A;p[((a+352|0)+16|0)>>3]=C;p[((a+352|0)+24|0)>>3]=z;p[((a+352|0)+32|0)>>3]=B;p[((a+352|0)+40|0)>>3]=y;UBa(a+400|0,a+352|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;y=+p[(a+400|0)>>3];B=(+p[((a+400|0)+24|0)>>3]-y)*.5;z=+p[((a+400|0)+8|0)>>3];C=(+p[((a+400|0)+32|0)>>3]-z)*.5;A=+p[((a+400|0)+16|0)>>3];D=(+p[((a+400|0)+40|0)>>3]-A)*.5;p[(a+448|0)>>3]=y+B;p[((a+448|0)+8|0)>>3]=z+C;p[((a+448|0)+16|0)>>3]=A+D;p[((a+448|0)+24|0)>>3]=B*B+(C*C+D*D);d=f[(f[a>>2]|0)+24>>2]|0;do{e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=Q|1;else e=1}if(e)if(1){nEa(a+568|0,a+552|0);d=f[(a+552|0)>>2]|0;I=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(I|0)){c=d;do{z=+p[c>>3];G=c+8|0;A=+p[G>>3];H=c+16|0;B=+p[H>>3];C=z*+p[(a+104|0)>>3]+A*+p[(a+136|0)>>3]+B*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];D=z*+p[(a+112|0)>>3]+A*+p[(a+144|0)>>3]+B*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B+ +p[(a+192|0)>>3];p[G>>3]=C;p[H>>3]=D;c=c+24|0}while((c|0)!=(I|0))}H=f[(f[a>>2]|0)+24>>2]|0;cBa(a+584|0,f[64714]|0);cBa(a+280|0,f[64714]|0);c:{c=1;if(c){c=0;if((d|0)==(I|0))g=0;else c=1}if(c)if(1){E=0;G=O;F=d;while(1){c=Sg[f[(f[H>>2]|0)+32>>2]&255](H,F,a+352|0)|0;d:do{d=1;if(d){d=0;if((c|0)==1)J=E;else d=1}if(d)if(1){d=f[a>>2]|0;g=f[d+64>>2]|0;s=f[d+68>>2]|0;e:do if((g|0)!=(s|0)){t=+p[F>>3];u=F+8|0;v=+p[u>>3];w=F+16|0;x=+p[w>>3];y=+p[F+24>>3];z=+p[F+32>>3];A=+p[F+40>>3];B=+p[F+48>>3];C=+p[F+56>>3];D=+p[F+64>>3];e=0;do{i=f[g>>2]|0;r=f[g+4>>2]|0;if((i|0)==(r|0))e=(e|0)>0?e:0;else{q=2;k=i;do{h=+p[k>>3];l=+p[k+8>>3];m=+p[k+16>>3];o=+p[k+24>>3];if(!(o+(y*h+(z*l+A*m))<0.0)){M=!(o+(t*h+(v*l+x*m))<0.0)?2:1;U=52}else if(!(o+(t*h+(v*l+x*m))<0.0))K=1;else{M=0;U=52}do if((U|0)==52){U=0;if(!(o+(B*h+(C*l+D*m))<0.0))i=M+1|0;else if(!M)i=0;else{K=1;break}K=(i|0)==0?0:(i|0)==3?2:1}while(0);q=(K|0)<(q|0)?K:q;k=k+32|0}while((k|0)!=(r|0));if((q|0)==2){J=E;break d}else e=(e|0)<(q|0)?q:e}g=g+12|0}while((g|0)!=(s|0));switch(e|0){case 2:{J=E;break d}case 1:break;default:break e}o=(z-v)*(D-x)-(A-x)*(C-v);A=(A-x)*(B-t)-(y-t)*(D-x);C=(y-t)*(C-v)-(z-v)*(B-t);D=+L(+(o*o+(C*C+A*A)));p[(a+448|0)>>3]=o/D;p[((a+448|0)+8|0)>>3]=A/D;p[((a+448|0)+16|0)>>3]=C/D;p[((a+448|0)+24|0)>>3]=-(o/D*+p[F>>3]+(A/D*+p[u>>3]+C/D*+p[w>>3]));Rlb(d+64|0,F,a+448|0,a+584|0,a+280|0);d=f[(a+280|0)>>2]|0;e=f[((a+280|0)+4|0)>>2]|0;do if((d|0)!=(e|0)){if((e-d|0)>0){c=0;do{c=Sg[f[(f[H>>2]|0)+32>>2]&255](H,d,a+352|0)|0|c;d=d+72|0}while(d>>>0<e>>>0);if((c|0)==1)break}else c=0;d=f[a>>2]|0;break e}while(0);J=E;break d}while(0);e=c|E;E=f[d+24>>2]|0;h=+Ng[f[(f[E>>2]|0)+16>>2]&31](E,a+352|0);if(h<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=h;p[(a+224|0)>>3]=+p[(a+352|0)>>3];p[(a+232|0)>>3]=+p[((a+352|0)+8|0)>>3];p[(a+240|0)>>3]=+p[((a+352|0)+16|0)>>3]}if(f[(a+256|0)>>2]|0){J=HEa(f[(a+8|0)>>2]|0,G)|0;d=f[(a+256|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=F;f[(a+400|0)>>2]=J;d=f[d+16>>2]|0;if(!d){U=70;break b}Fh[f[(f[d>>2]|0)+24>>2]&255](d,a+448|0,c,a+400|0);J=e;break}E=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[E>>2]|0)+12>>2]&1023](E)|0)){J=e;break}if((e|0)==3){g=3;break c}if((e|0)==2?(b[f[a>>2]>>0]|0)==0:0){g=2;break c}else J=e}}while(0);F=F+72|0;if((F|0)==(I|0)){g=J;break}else{E=J;G=G+1|0}}}}e=(g|0)==0?1:g;c=f[((a+280|0)+12|0)>>2]|0;if(c|0)xCa(c,a+280|0);c=f[(a+280|0)>>2]|0;if(c|0){d=f[((a+280|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+280|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[((a+584|0)+12|0)>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=e|Q;if(N)break;I=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[I>>2]|0)+12>>2]&1023](I)|0))break;if((c|0)==3){S=3;break b}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){S=2;break b}}}while(0);if(!(uEa(a+568|0)|0)){S=c;break}vEa(a+568|0);O=O+512|0;Q=c}if((U|0)==70)vd();if(f[(a+268|0)>>2]|0){c=f[(a+4|0)>>2]|0;if(f[c+196>>2]&1048576|0){k=lJa(c)|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if(k)gOb(k);f[(a+400|0)>>2]=0;f[((a+400|0)+4|0)>>2]=0;f[(a+400|0)+8>>2]=0;f[(a+352|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)+8>>2]=0;RDa(a+584|0,f[(c+44|0)>>2]|0,0,a+400|0,a+352|0);i=f[(f[(c+44|0)>>2]|0)+24>>2]|0;N=f[(a+584|0)>>2]|0;f:do if((f[N>>2]|0)==(f[N+4>>2]|0)){g=f[(a+584|0)+12>>2]|0;if(i|0){e=0;c=0;while(1){N=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,e+g|0)|0)<<2)|0;z=+n[N>>2];A=+n[N+4>>2];B=+n[N+8>>2];C=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*z+ +p[(a+136|0)>>3]*A+ +p[(a+168|0)>>3]*B);D=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*z+ +p[(a+144|0)>>3]*A+ +p[(a+176|0)>>3]*B);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B);p[(a+280|0)+(c*24|0)+8>>3]=C;p[(a+280|0)+(c*24|0)+16>>3]=D;c=c+1|0;if((c|0)==3){d=f[(a+268|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}else{g=f[(a+584|0)+16>>2]|0;if(i|0){e=0;c=0;while(1){N=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,j[g+(e<<1)>>1]|0)|0)<<2)|0;z=+n[N>>2];A=+n[N+4>>2];B=+n[N+8>>2];C=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*z+ +p[(a+136|0)>>3]*A+ +p[(a+168|0)>>3]*B);D=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*z+ +p[(a+144|0)>>3]*A+ +p[(a+176|0)>>3]*B);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B);p[(a+280|0)+(c*24|0)+8>>3]=C;p[(a+280|0)+(c*24|0)+16>>3]=D;c=c+1|0;if((c|0)==3){d=f[(a+268|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}while(0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(a+400|0)>>2]|0;if(c|0){d=f[((a+400|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+400|0)+4|0)>>2]=d+(~((d+-2-c|0)>>>1)<<1);sOb(c)}if(k)iOb(k)}}c=f[(a+552|0)+12>>2]|0;if(c|0)xCa(c,a+552|0);c=f[(a+552|0)>>2]|0;if(c|0){d=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+552|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}if(T)P=S;else{T=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[T>>2]|0)+12>>2]&1023](T)|0){if((S|0)==3){R=3;f[a+3712>>2]=1;break a}if((S|0)==2?(b[f[a>>2]>>0]|0)==0:0){R=2;f[a+3712>>2]=1;break a}else P=S}else P=S}}f[a+720>>2]=O;f[a+776>>2]=P;f[a+880>>2]=Q;f[a+1072>>2]=R;f[a+3608>>2]=U}function $mb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0.0,I=0.0,J=0.0,K=0;B=f[a+648>>2]|0;j=f[a+1072>>2]|0;k=f[a+2184>>2]|0;h=f[a+2240>>2]|0;d=f[a+2248>>2]|0;r=f[a+2256>>2]|0;C=f[a+3608>>2]|0;E=f[a+3624>>2]|0;a:{if(E){E=0;if(d){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)d=(f[(a+272|0)>>2]|0)!=0;else d=1;rEa(a+568|0,a+12|0);cBa(a+552|0,f[64714]|0);x=0;y=0;f[a+720>>2]=x;f[a+776>>2]=i;f[a+880>>2]=y;f[a+1072>>2]=j;f[a+2184>>2]=k;f[a+2192>>2]=d;f[a+3608>>2]=C;f[a+3712>>2]=0;f[a+3716>>2]=0;_mb(a);i=f[a+776>>2]|0;j=f[a+1072>>2]|0;C=f[a+3608>>2]|0;G=f[a+3712>>2]|0;D=f[a+3716>>2]|0;H=+n[a+3716>>2];f[a+3712>>2]=0;f[a+3716>>2]=0;if((G|0)==1){f[a+3720>>2]=1;break a}}else E=1}if(E){E=0;if(1)i=0;else E=1}e=1;if(e){e=0;if(h){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)d=(f[(a+272|0)>>2]|0)!=0;else d=1;sEa(a+568|0,a+12|0);cBa(a+552|0,f[64714]|0);x=0;y=0;f[a+728>>2]=x;f[a+776>>2]=i;f[a+888>>2]=y;f[a+1016>>2]=z;f[a+1072>>2]=j;f[a+2184>>2]=k;f[a+2200>>2]=d;f[a+3608>>2]=C;f[a+3704>>2]=0;f[a+3708>>2]=0;Zmb(a);z=f[a+1016>>2]|0;j=f[a+1072>>2]|0;C=f[a+3608>>2]|0;G=f[a+3704>>2]|0;D=f[a+3708>>2]|0;H=+n[a+3708>>2];f[a+3704>>2]=0;f[a+3708>>2]=0;if((G|0)==1){f[a+3720>>2]=1;break a}}else e=1}if(e)if(1)z=i;y=1;if(y){y=0;if(r){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)x=(f[(a+272|0)>>2]|0)!=0;else x=1;tEa(a+352|0,a+12|0);cBa(a+584|0,f[64714]|0);w=0;v=0;b:while(1){d=wEa(a+352|0)|0;F=+n[d+4>>2];s=+n[d+8>>2];I=+n[d+12>>2];g=+n[d+16>>2];J=+n[d+20>>2];p[(a+280|0)>>3]=+n[d>>2];p[((a+280|0)+8|0)>>3]=F;p[((a+280|0)+16|0)>>3]=s;p[((a+280|0)+24|0)>>3]=I;p[((a+280|0)+32|0)>>3]=g;p[((a+280|0)+40|0)>>3]=J;UBa(a+400|0,a+280|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;J=+p[(a+400|0)>>3];g=(+p[((a+400|0)+24|0)>>3]-J)*.5;I=+p[((a+400|0)+8|0)>>3];s=(+p[((a+400|0)+32|0)>>3]-I)*.5;F=+p[((a+400|0)+16|0)>>3];t=(+p[((a+400|0)+40|0)>>3]-F)*.5;p[(a+448|0)>>3]=J+g;p[((a+448|0)+8|0)>>3]=I+s;p[((a+448|0)+16|0)>>3]=F+t;p[((a+448|0)+24|0)>>3]=g*g+(s*s+t*t);d=f[(f[a>>2]|0)+24>>2]|0;e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=v|1;else e=1}if(e)if(1){nEa(a+352|0,a+584|0);r=f[(a+584|0)>>2]|0;u=f[((a+584|0)+4|0)>>2]|0;c:do if((r|0)==(u|0))c=0;else{c=r;do{s=+p[c>>3];o=c+8|0;t=+p[o>>3];q=c+16|0;F=+p[q>>3];I=s*+p[(a+104|0)>>3]+t*+p[(a+136|0)>>3]+F*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];J=s*+p[(a+112|0)>>3]+t*+p[(a+144|0)>>3]+F*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*s+ +p[(a+128|0)>>3]*t+ +p[(a+160|0)>>3]*F+ +p[(a+192|0)>>3];p[o>>3]=I;p[q>>3]=J;c=c+24|0}while((c|0)!=(u|0));q=f[(f[a>>2]|0)+24>>2]|0;o=r;c=0;do{m=Rg[f[(f[q>>2]|0)+20>>2]&255](q,o)|0;k=m?2:1;d:do if(m){m=f[a>>2]|0;e=f[m+64>>2]|0;l=f[m+68>>2]|0;if((e|0)!=(l|0)){g=+p[o>>3];s=+p[o+8>>3];t=+p[o+16>>3];d=0;do{h=f[e>>2]|0;j=f[e+4>>2]|0;if((h|0)==(j|0))d=(d|0)>0?d:0;else{i=2;do{K=+p[h+24>>3]+(g*+p[h>>3]+(s*+p[h+8>>3]+t*+p[h+16>>3]))<0.0?0:2;i=(K|0)<(i|0)?K:i;h=h+32|0}while((h|0)!=(j|0));if((i|0)==2)break d;else d=(d|0)<(i|0)?i:d}e=e+12|0}while((e|0)!=(l|0));if((d|0)==2)break}c=k|c;K=f[m+24>>2]|0;g=+Ng[f[(f[K>>2]|0)+16>>2]&31](K,o);if(g<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=g;p[(a+224|0)>>3]=+p[o>>3];p[(a+232|0)>>3]=+p[o+8>>3];p[(a+240|0)>>3]=+p[o+16>>3]}if(f[(a+264|0)>>2]|0){K=JEa(f[(a+8|0)>>2]|0,(o+(w*24|0)-r|0)/24|0)|0;e=f[(a+264|0)>>2]|0;d=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=K;e=f[e+16>>2]|0;if(!e){C=251;break b}Fh[f[(f[e>>2]|0)+24>>2]&255](e,o,d,a+448|0);break}K=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[K>>2]|0)+12>>2]&1023](K)|0))break;if((c|0)==3){c=3;break c}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){c=2;break c}}while(0);o=o+24|0}while((o|0)!=(u|0))}while(0);c=((c|0)==0?1:c)|v;if(!x){K=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[K>>2]|0)+12>>2]&1023](K)|0){if((c|0)==3){A=3;break}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){A=2;break}}}}if(!(uEa(a+352|0)|0)){A=c;break}vEa(a+352|0);w=w+512|0;v=c}if((C|0)==251)vd();c=f[(a+584|0)+12>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}l=A|z;m=a+224|0;o=a+232|0;q=a+240|0}else y=1}if(y)if(1){l=z;m=a+224|0;o=a+232|0;q=a+240|0}p[B>>3]=+p[m>>3];p[B+8>>3]=+p[o>>3];p[B+16>>3]=+p[q>>3];j=l}f[a+1072>>2]=j;f[a+3608>>2]=C;f[a+3624>>2]=E}function anb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;D=f[a+32>>2]|0;u=f[a+48>>2]|0;B=f[a+56>>2]|0;E=f[a+112>>2]|0;F=f[a+136>>2]|0;v=f[a+920>>2]|0;a:{b:while(1){c:do if(B){h=E;d:while(1){i=h+8|0;e=h+56|0;d=f[e>>2]|0;if((f[i>>2]|0)==(f[d+8>>2]|0))if((f[h+12>>2]|0)==(f[d+12>>2]|0))break c;l=h+60|0;m=f[l>>2]|0;if((m|0)==(d|0)){r=h;l=48;break b}n=f[(m+8|0)>>2]|0;o=f[(m+8|0)+4>>2]|0;q=f[i>>2]|0;i=f[i+4>>2]|0;j=f[(d+8|0)>>2]|0;k=f[(d+8|0)+4>>2]|0;do if((X(q-j|0,o-i|0)|0)==(X(i-k|0,n-q|0)|0)){if(!(b[(D+36|0)>>0]|0))break d;if((n|0)==(j|0)&(o|0)==(k|0))break d;if((n|0)==(q|0)&(o|0)==(i|0))break d;if((q|0)==(j|0)&(i|0)==(k|0))break d;if((n|0)==(j|0))if((o|0)<(i|0)^(i|0)<(k|0))break d;else break;else if((n|0)<(q|0)^(q|0)<(j|0))break d;else break}while(0);if((d|0)==(E|0)){r=E;l=48;break b}else h=d}f[m+56>>2]=d;E=(f[e>>2]|0)+60|0;f[E>>2]=m;f[l>>2]=0;E=f[E>>2]|0;F=(h|0)==(F|0)?d:F;continue b}else{e=E;d=f[E+56>>2]|0;h=f[E+8>>2]|0;while(1){q=h;h=f[d+8>>2]|0;if((q|0)==(h|0))if(!((d|0)==(F|0)?1:(f[e+12>>2]|0)!=(f[d+12>>2]|0)))break;if((f[e+60>>2]|0)==(d|0)){r=e;l=48;break b}if((d|0)==(E|0)){r=E;l=48;break b}e=f[d+56>>2]|0;if((e|0)==(F|0)){s=d;t=F;l=50;break b}else{q=d;d=e;e=q}}h=e;e=e+56|0}while(0);if((h|0)==(d|0)){r=d;l=48;break}q=h+60|0;o=f[q>>2]|0;f[o+56>>2]=f[e>>2];E=f[e>>2]|0;f[E+60>>2]=o;f[q>>2]=0;F=(h|0)==(F|0)?d:F}do if((l|0)==48)if(B)if((f[r+60>>2]|0)==(f[r+56>>2]|0)){l=52;break}else break;else{s=r;t=f[r+56>>2]|0;l=50;break}while(0);if((l|0)==50)if((s|0)==(t|0))l=52;else{b[D+37>>0]=1;f[(f[F+60>>2]|0)+52>>2]=-2}if((l|0)==52){tOb(v);c=0;f[a+1064>>2]=1;break a}k=F+12|0;d=1;j=F;do{e=j+8|0;i=j+56|0;h=f[i>>2]|0;if((f[j+12>>2]|0)<(f[h+12>>2]|0)){s=f[e+4>>2]|0;t=j+16|0;f[t>>2]=f[e>>2];f[t+4>>2]=s;e=j}else{s=f[e+4>>2]|0;t=j;f[t>>2]=f[e>>2];f[t+4>>2]=s;e=j+16|0}t=f[(h+8|0)+4>>2]|0;f[e>>2]=f[(h+8|0)>>2];f[e+4>>2]=t;e=(f[j+20>>2]|0)-(f[j+4>>2]|0)|0;if(!e)g=-1.e+40;else g=+((f[j+16>>2]|0)-(f[j>>2]|0)|0)/+(e|0);p[j+24>>3]=g;f[j+32>>2]=u;j=f[i>>2]|0;if(d)d=(f[j+12>>2]|0)==(f[k>>2]|0);else d=0}while((j|0)!=(F|0));if(d){if(B){tOb(v);c=0;f[a+1064>>2]=1;break a}d=f[F+60>>2]|0;f[d+52>>2]=-2;f[a>>2]=f[F+4>>2];f[a+4>>2]=0;f[a+8>>2]=F;f[F+36>>2]=2;f[F+40>>2]=0;e=F;while(1){c=f[e>>2]|0;if((c|0)!=(f[d+16>>2]|0)){B=e+16|0;C=f[B>>2]|0;f[B>>2]=c;f[e>>2]=C}c=f[e+56>>2]|0;if((f[c+52>>2]|0)==-2)break;f[e+64>>2]=c;e=c;d=f[c+60>>2]|0}c=f[(D+12|0)>>2]|0;if((c|0)==(f[D+16>>2]|0))bmb(D+8|0,a);else{f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[(D+12|0)>>2]=(f[(D+12|0)>>2]|0)+12}c=f[(D+28|0)>>2]|0;if((c|0)==(f[D+32>>2]|0))cmb(D+24|0,a+12|0);else{f[c>>2]=f[(a+12|0)>>2];f[(D+28|0)>>2]=(f[(D+28|0)>>2]|0)+4}c=1;f[a+1064>>2]=1;break a}d=f[(D+28|0)>>2]|0;if((d|0)==(f[D+32>>2]|0))cmb(D+24|0,a+12|0);else{f[d>>2]=v;f[(D+28|0)>>2]=(f[(D+28|0)>>2]|0)+4}d=f[F+60>>2]|0;if((f[d>>2]|0)==(f[d+16>>2]|0))if((f[d+4>>2]|0)==(f[d+20>>2]|0))d=f[F+56>>2]|0;else d=F;else d=F;i=0;while(1){while(1){while(1){e=f[d+60>>2]|0;if((f[d>>2]|0)==(f[e>>2]|0))if((f[d+4>>2]|0)==(f[e+4>>2]|0)){if((f[d+8>>2]|0)!=(f[d+16>>2]|0))break;if((f[d+12>>2]|0)!=(f[d+20>>2]|0))break}d=f[d+56>>2]|0}g=+p[d+24>>3];h=+p[e+24>>3]==-1.e+40;if(g==-1.e+40)if(h){C=e;l=95}else{y=d;c=e;x=g}else if(h){C=e;l=95}else{z=d;break}if((l|0)==95){while(1){l=0;c=f[C+60>>2]|0;if(+p[c+24>>3]==-1.e+40)C=c;else break}y=C;x=+p[C+24>>3]}if(x==-1.e+40){d=y;do d=f[d+56>>2]|0;while(+p[d+24>>3]==-1.e+40);w=d;d=f[d+60>>2]|0}else{w=y;d=c}if((f[w+20>>2]|0)==(f[d+4>>2]|0))d=w;else{l=101;break}}if((l|0)==101){l=0;z=(f[c>>2]|0)<(f[w>>2]|0)?y:w}if((z|0)==(i|0)){c=1;f[a+1064>>2]=2;f[a+1068>>2]=4;break a}i=(i|0)==0?z:i;f[a>>2]=f[z+4>>2];d=f[z+60>>2]|0;if(+p[z+24>>3]<+p[d+24>>3]){f[(a+4|0)>>2]=d;f[(a+8|0)>>2]=z;j=0;h=d;d=z}else{f[(a+4|0)>>2]=z;f[(a+8|0)>>2]=d;j=1;h=z}if(B)e=(f[h+56>>2]|0)==(d|0)?-1:1;else e=0;f[h+40>>2]=e;f[d+40>>2]=0-e;d=dmb(D,h,j)|0;if((f[d+52>>2]|0)==-2)d=dmb(D,d,j)|0;e=j^1;h=dmb(D,f[(a+8|0)>>2]|0,e)|0;if((f[h+52>>2]|0)==-2)h=dmb(D,h,e)|0;if((f[(f[(a+4|0)>>2]|0)+52>>2]|0)==-2){A=a+4|0;l=114}else if((f[(f[(a+8|0)>>2]|0)+52>>2]|0)==-2){A=a+8|0;l=114}if((l|0)==114){l=0;f[A>>2]=0}e=f[(D+12|0)>>2]|0;if((e|0)==(f[(D+16|0)>>2]|0))bmb(D+8|0,a);else{f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[(D+12|0)>>2]=(f[(D+12|0)>>2]|0)+12}d=j?d:h}}f[a+112>>2]=E;f[a+136>>2]=F;f[a+224>>2]=c;f[a+1048>>2]=l}function bnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;s=f[a+48>>2]|0;o=f[a+56>>2]|0;p=f[a+120>>2]|0;q=f[a+152>>2]|0;c=f[a+288>>2]|0;r=f[a+408>>2]|0;t=f[a+464>>2]|0;m=f[a+512>>2]|0;u=f[a+640>>2]|0;a:{b:while(1){n=q;switch((t-n|0|0)/12|0|0){case 2:{u=5;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 3:{u=7;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 4:{u=15;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 5:{u=16;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 1:case 0:{u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}default:{}}if((t-n|0|0)<372){u=22;f[a+664>>2]=2;f[a+668>>2]=11;break a}j=q+((((t-n|0)>>>0)/24|0)*12|0)|0;do{i=1;if(i){i=0;if((t-n|0|0)>11988){e=q+((((t-n|0)>>>0)/48|0)*12|0)|0;g=j+((((t-n|0)>>>0)/48|0)*12|0)|0;h=_lb(q,e,j,g,s)|0;if((f[g>>2]|0)>=(f[m>>2]|0)){k=j;break};f[a>>2]=f[g>>2];f[a+4>>2]=f[g+4>>2];f[a+8>>2]=f[g+8>>2];f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];if((f[j>>2]|0)<(f[g>>2]|0)){f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];if((f[e>>2]|0)<(f[j>>2]|0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[j>>2];f[e+4>>2]=f[j+4>>2];f[e+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];if((f[q>>2]|0)<(f[e>>2]|0)){f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[e>>2];f[q+4>>2]=f[e+4>>2];f[q+8>>2]=f[e+8>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];h=h+4|0;k=j}else{h=h+3|0;k=j}}else{h=h+2|0;k=j}}else{h=h+1|0;k=j}}else i=1}if(i)if(1){k=f[j>>2]|0;e=(k|0)<(f[m>>2]|0);if((f[q>>2]|0)>=(k|0)){if(!e){h=0;k=j;break};f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[m>>2];f[j+4>>2]=f[m+4>>2];f[j+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];if((f[q>>2]|0)>=(f[j>>2]|0)){h=1;k=j;break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[j>>2];f[q+4>>2]=f[j+4>>2];f[q+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];h=2;k=j;break}if(e){f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[m>>2];f[q+4>>2]=f[m+4>>2];f[q+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];h=1;k=j;break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[j>>2];f[q+4>>2]=f[j+4>>2];f[q+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];if((f[j>>2]|0)<(f[m>>2]|0)){f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[m>>2];f[j+4>>2]=f[m+4>>2];f[j+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];h=2;k=j}else{h=1;k=j}}}while(0);e=f[k>>2]|0;g=f[q>>2]|0;if((e|0)<(g|0)){d=m;b=h;break}else l=m;while(1){l=l+-12|0;if((q|0)==(l|0))break;if((e|0)<(f[l>>2]|0)){u=66;break b}}e=q+12|0;if((f[m>>2]|0)>=(g|0)){if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}while(1){if((f[e>>2]|0)<(g|0))break;e=e+12|0;if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}}f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[m>>2];f[e+4>>2]=f[m+4>>2];f[e+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];e=e+12|0}if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}else g=m;while(1){j=f[q>>2]|0;while(1){i=e+12|0;if((f[e>>2]|0)<(j|0))break;else e=i}do g=g+-12|0;while((f[g>>2]|0)<(j|0));if(e>>>0>=g>>>0){q=e;continue b};f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];e=i}}if((u|0)==66){u=0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[l>>2];f[q+4>>2]=f[l+4>>2];f[q+8>>2]=f[l+8>>2];f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];d=l;b=h+1|0}c=q+12|0;c:do if(c>>>0<d>>>0){h=j;while(1){g=f[h>>2]|0;while(1){e=c+12|0;if((g|0)<(f[c>>2]|0))c=e;else break}do d=d+-12|0;while((g|0)>=(f[d>>2]|0));if(c>>>0>d>>>0){d=h;break c};f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];h=(h|0)==(c|0)?d:h;c=e;b=b+1|0}}else d=j;while(0);if((c|0)!=(d|0))if((f[c>>2]|0)<(f[d>>2]|0)){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];b=b+1|0}if(!b){r=$lb(q,c,s)|0;b=c+12|0;if($lb(b,p,s)|0){u=82;f[a+664>>2]=1;break a}if(r){o=b;f[a+664>>2]=3;break a}}p=c;if(((p-n|0)/12|0|0)>=((t-p|0)/12|0|0)){u=81;f[a+664>>2]=1;break a}Ylb(q,c,s);o=c+12|0}f[a+56>>2]=o;f[a+152>>2]=q;f[a+288>>2]=c;f[a+408>>2]=r;f[a+640>>2]=u}function cnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;L=f[a+32>>2]|0;n=f[a+80>>2]|0;D=f[a+88>>2]|0;F=f[a+96>>2]|0;G=f[a+144>>2]|0;H=f[a+152>>2]|0;I=f[a+160>>2]|0;o=f[a+208>>2]|0;q=f[a+216>>2]|0;J=f[a+272>>2]|0;K=f[a+368>>2]|0;E=f[a+456>>2]|0;z=f[a+1456>>2]|0;a:{b:while(1){m=(E|0)!=(n|0);b=f[(G?E+68|0:E+72|0)>>2]|0;e=1;if(e){e=0;if(!b){B=F;h=J;g=K;c=E}else e=1}if(e)if(1){l=b;b=F;e=J;g=K;while(1){c:do if(!(f[(L+52|0)>>2]|0)){k=e;j=g;A=45}else if(G){h=e;if((q|0)==(h|0)){s=e;w=g;A=46;break}j=l+8|0;if(z){i=f[j>>2]|0;while(1){if((f[e+8>>2]|0)>=(i|0)){k=e;j=g;A=45;break c}e=f[h+4>>2]|0;h=e;if((q|0)==(h|0)){k=e;j=g;A=45;break c}}}while(1){i=f[e+8>>2]|0;if((i|0)>=(f[j>>2]|0)){k=e;j=g;A=45;break c}e=f[a>>2]|0;if((f[e+52>>2]|0)>=0){A=f[e+4>>2]|0;f[(a+8|0)>>2]=i;f[((a+8|0)+4|0)>>2]=A;Amb(L,e,a+8|0)|0}e=f[h+4>>2]|0;h=e;if((q|0)==(h|0)){k=e;j=g;A=45;break}}}else{h=f[o>>2]|0;if((h|0)==(g|0)){t=e;x=g;A=47;break}k=l+8|0;if(z){i=f[k>>2]|0;while(1){if((f[(f[g>>2]|0)+8>>2]|0)<=(i|0)){k=e;j=g;A=45;break c}g=f[g>>2]|0;if((h|0)==(g|0)){k=e;j=g;A=45;break c}}}while(1){i=f[(f[g>>2]|0)+8>>2]|0;if((i|0)<=(f[k>>2]|0)){k=e;j=g;A=45;break c}j=f[a>>2]|0;if((f[j+52>>2]|0)>=0){h=f[j+4>>2]|0;f[(a+8|0)>>2]=i;f[((a+8|0)+4|0)>>2]=h;Amb(L,j,a+8|0)|0;h=f[o>>2]|0}g=f[g>>2]|0;if((h|0)==(g|0)){k=e;j=g;A=45;break}}}while(0);if((A|0)==45)if(G){s=k;w=j;A=46}else{t=k;x=j;A=47}if((A|0)==46){e=f[l+8>>2]|0;if((e|0)>(I|0)){c=s;d=w;break}else{r=s;v=w;y=e}}else if((A|0)==47){e=f[l+8>>2]|0;if((e|0)<(H|0)){c=t;d=x;break}else{r=t;v=x;y=e}}i=l+8|0;e=f[a>>2]|0;if((y|0)==(f[e+16>>2]|0)){g=f[e+64>>2]|0;if(g|0)if(+p[l+24>>3]<+p[g+24>>3]){c=r;d=v;break}}if(!(z|(f[e+52>>2]|0)<0)){b=Amb(L,e,i)|0;e=f[(L+56|0)>>2]|0;if(e|0)do{g=f[e+52>>2]|0;if((g|0)>-1){A=f[a>>2]|0;M=f[A>>2]|0;A=f[A+16>>2]|0;N=f[e>>2]|0;h=e+16|0;O=f[h>>2]|0;if((((M|0)>(A|0)?A:M)|0)<(((N|0)>(O|0)?N:O)|0)?(((N|0)>(O|0)?O:N)|0)<(((M|0)>(A|0)?M:A)|0):0){g=f[(f[(f[(L+116|0)>>2]|0)+(g<<2)>>2]|0)+16>>2]|0;if((f[e+36>>2]|0)!=1)g=f[g+16>>2]|0;N=f[h>>2]|0;O=f[h+4>>2]|0;h=pOb(16)|0;f[(a+8|0)>>2]=h;f[h>>2]=g;f[h+4>>2]=b;f[(h+8|0)>>2]=N;f[(h+8|0)+4>>2]=O;g=f[(L+8|0)>>2]|0;if((g|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[g>>2]=h;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}e=f[e+76>>2]|0}while((e|0)!=0);g=f[a>>2]|0;O=f[g>>2]|0;g=f[g+4>>2]|0;e=pOb(16)|0;f[(a+8|0)>>2]=e;f[e>>2]=b;f[e+4>>2]=0;f[(e+8|0)>>2]=O;f[(e+8|0)+4>>2]=g;g=f[(L+20|0)>>2]|0;if((g|0)==(f[(L+24|0)>>2]|0))Bmb(L+16|0,a+8|0);else{f[g>>2]=e;f[(L+20|0)>>2]=(f[(L+20|0)>>2]|0)+4}}if(!(m|(l|0)!=(D|0))){A=67;break b}if(G){O=f[a>>2]|0;N=f[O+12>>2]|0;f[(a+8|0)>>2]=f[i>>2];f[((a+8|0)+4|0)>>2]=N;Dmb(L,O,l,a+8|0)}else{O=f[a>>2]|0;N=f[O+12>>2]|0;f[(a+8|0)>>2]=f[i>>2];f[((a+8|0)+4|0)>>2]=N;Dmb(L,l,O,a+8|0)}O=l;l=f[(G?l+68|0:l+72|0)>>2]|0;Emb(L+76|0,f[a>>2]|0,O);if(!l){c=r;d=v;break}else{e=r;g=v}}B=b;h=c;g=d;c=f[a>>2]|0}d=f[c+64>>2]|0;if(!d){A=96;break}if(!(+p[d+24>>3]==-1.e+40)){A=96;break}if(!(zmb(L+76|0,a)|0)){C=0;A=150;break}b=f[a>>2]|0;if((f[b+52>>2]|0)>-1){Amb(L,b,b)|0;b=f[a>>2]|0}I=f[b>>2]|0;J=f[b+16>>2]|0;F=B;G=(I|0)<(J|0);H=(I|0)<(J|0)?I:J;I=(I|0)<(J|0)?J:I;J=h;K=g;E=b}b=1;if(b)if((A|0)==67){b=f[a>>2]|0;do if((f[(b+52|0)>>2]|0)>-1){Amb(L,b,b+16|0)|0;if(!(f[D+40>>2]|0))Amb(L,D,b+16|0)|0;c=f[(b+52|0)>>2]|0;d=D+52|0;e=f[d>>2]|0;if((c|0)==(e|0)){f[(b+52|0)>>2]=-1;f[d>>2]=-1;break}if((c|0)<(e|0)){Fmb(L,b,D);break}else{Fmb(L,D,b);break}}while(0);b=f[a>>2]|0;c=f[(b+72|0)>>2]|0;d=f[(b+68|0)>>2]|0;if((c|0)!=0|(d|0)!=0)A=77;else if((f[(L+128|0)>>2]|0)==(b|0))A=77;if((A|0)==77){f[((c|0)!=0?c+68|0:L+128|0)>>2]=d;if(d)f[d+72>>2]=c;f[(b+68|0)>>2]=0;f[(b+72|0)>>2]=0}b=D+72|0;c=f[b>>2]|0;d=D+68|0;e=f[d>>2]|0;if(!((c|0)!=0|(e|0)!=0))if((f[(L+128|0)>>2]|0)!=(D|0)){O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}f[((c|0)!=0?c+68|0:L+128|0)>>2]=e;if(e)f[e+72>>2]=c;f[d>>2]=0;f[b>>2]=0;O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}else b=1;if(b)if((A|0)==96){b=f[c+52>>2]|0;if(!((B|0)!=0|(b|0)<0)){b=f[(f[(f[(L+116|0)>>2]|0)+(b<<2)>>2]|0)+16>>2]|0;if((f[c+36>>2]|0)!=1)b=f[b+16>>2]|0;d=f[(L+56|0)>>2]|0;if(d){do{c=f[d+52>>2]|0;if((c|0)>-1){O=f[a>>2]|0;N=f[O>>2]|0;O=f[O+16>>2]|0;M=f[d>>2]|0;e=d+16|0;D=f[e>>2]|0;if((((N|0)>(O|0)?O:N)|0)<(((M|0)>(D|0)?M:D)|0)?(((M|0)>(D|0)?D:M)|0)<(((N|0)>(O|0)?N:O)|0):0){c=f[(f[(f[(L+116|0)>>2]|0)+(c<<2)>>2]|0)+16>>2]|0;if((f[d+36>>2]|0)!=1)c=f[c+16>>2]|0;N=f[e>>2]|0;O=f[e+4>>2]|0;e=pOb(16)|0;f[(a+8|0)>>2]=e;f[e>>2]=c;f[e+4>>2]=b;f[(e+8|0)>>2]=N;f[(e+8|0)+4>>2]=O;c=f[(L+8|0)>>2]|0;if((c|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[c>>2]=e;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}d=f[d+76>>2]|0}while((d|0)!=0);c=f[a>>2]|0}O=c+16|0;N=f[O>>2]|0;O=f[O+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=b;f[c+4>>2]=0;f[(c+8|0)>>2]=N;f[(c+8|0)+4>>2]=O;b=f[(L+20|0)>>2]|0;if((b|0)==(f[(L+24|0)>>2]|0))Bmb(L+16|0,a+8|0);else{f[b>>2]=c;f[(L+20|0)>>2]=(f[(L+20|0)>>2]|0)+4}c=f[a>>2]|0;d=f[c+64>>2]|0;b=f[c+52>>2]|0}i=(b|0)>-1;do{j=1;if(j){j=0;if(!d){if(i){Amb(L,c,c+16|0)|0;d=f[a>>2]|0}else d=c;b=d+72|0;e=f[b>>2]|0;g=d+68|0;h=f[g>>2]|0;if(!((e|0)!=0|(h|0)!=0))if((f[(L+128|0)>>2]|0)!=(d|0))break;f[((e|0)!=0?e+68|0:L+128|0)>>2]=h;if(h)f[h+72>>2]=e;f[g>>2]=0;f[b>>2]=0}else j=1}if(j)if(1){if(!i){if(zmb(L+76|0,a)|0)break;else C=0;u=a;f[a+1560>>2]=6;f[a+1564>>2]=C|0;break a}i=Amb(L,c,c+16|0)|0;if(!(zmb(L+76|0,a)|0)){O=0;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}g=f[a>>2]|0;if(!(f[g+40>>2]|0)){O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}b=f[g+72>>2]|0;h=f[g+68>>2]|0;if(b|0){c=f[b+8>>2]|0;if((c|0)==(f[g>>2]|0)){d=f[b+12>>2]|0;if((d|0)==(f[g+4>>2]|0))if(f[b+40>>2]|0)if((f[b+52>>2]|0)>-1){e=f[b+20>>2]|0;if((d|0)>(e|0)){O=X((f[b+16>>2]|0)-(f[b>>2]|0)|0,(f[g+20>>2]|0)-d|0)|0;if((O|0)==(X(e-(f[b+4>>2]|0)|0,(f[g+16>>2]|0)-c|0)|0)){N=Amb(L,b,g)|0;b=(f[a>>2]|0)+16|0;O=f[b>>2]|0;b=f[b+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=i;f[c+4>>2]=N;f[(c+8|0)>>2]=O;f[(c+8|0)+4>>2]=b;b=f[(L+8|0)>>2]|0;if((b|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[b>>2]=c;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}break}}}}}if(h|0){b=f[h+8>>2]|0;if((b|0)==(f[g>>2]|0)){c=f[h+12>>2]|0;if((c|0)==(f[g+4>>2]|0))if(f[h+40>>2]|0)if((f[h+52>>2]|0)>-1){d=f[h+20>>2]|0;if((c|0)>(d|0)){O=X((f[h+16>>2]|0)-(f[h>>2]|0)|0,(f[g+20>>2]|0)-c|0)|0;if((O|0)==(X(d-(f[h+4>>2]|0)|0,(f[g+16>>2]|0)-b|0)|0)){N=Amb(L,h,g)|0;b=(f[a>>2]|0)+16|0;O=f[b>>2]|0;b=f[b+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=i;f[c+4>>2]=N;f[(c+8|0)>>2]=O;f[(c+8|0)+4>>2]=b;b=f[(L+8|0)>>2]|0;if((b|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[b>>2]=c;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}}}}}}while(0);O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}else b=1;if(b)if((A|0)==150)if(1){u=a;f[a+1560>>2]=6;f[a+1564>>2]=C|0;break a}f[a+1560>>2]=6;f[a+1564>>2]=0;break a}f[a+96>>2]=F;f[a+144>>2]=G;f[a+152>>2]=H;f[a+160>>2]=I;f[a+272>>2]=J;f[a+368>>2]=K;f[a+456>>2]=E;f[a+1528>>2]=A}
+function yha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,n=0;j=u;u=u+16|0;d=j+4|0;e=j;g=j+8|0;i=b[c>>0]|0;h=a+4|0;l=f[h>>2]|0;k=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,1,g)|0;b[(f[a>>2]|0)+k>>0]=i;k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+32|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+56|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+8|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));n=c+208|0;i=f[n>>2]|0;n=f[n+4>>2]|0;l=f[h>>2]|0;k=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;k=(f[a>>2]|0)+k|0;l=k;b[l>>0]=i;b[l+1>>0]=i>>8;b[l+2>>0]=i>>16;b[l+3>>0]=i>>24;k=k+4|0;b[k>>0]=n;b[k+1>>0]=n>>8;b[k+2>>0]=n>>16;b[k+3>>0]=n>>24;k=c+216|0;n=f[k>>2]|0;k=f[k+4>>2]|0;l=f[h>>2]|0;i=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;i=(f[a>>2]|0)+i|0;l=i;b[l>>0]=n;b[l+1>>0]=n>>8;b[l+2>>0]=n>>16;b[l+3>>0]=n>>24;i=i+4|0;b[i>>0]=k;b[i+1>>0]=k>>8;b[i+2>>0]=k>>16;b[i+3>>0]=k>>24;m=+pAa(c);i=f[h>>2]|0;k=i-(f[a>>2]|0)|0;f[e>>2]=i;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;k=(f[a>>2]|0)+k|0;p[s>>3]=m;b[k>>0]=b[s>>0];b[k+1>>0]=b[s+1>>0];b[k+2>>0]=b[s+2>>0];b[k+3>>0]=b[s+3>>0];b[k+4>>0]=b[s+4>>0];b[k+5>>0]=b[s+5>>0];b[k+6>>0]=b[s+6>>0];b[k+7>>0]=b[s+7>>0];k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,128,g)|0;i=(f[a>>2]|0)+i|0;k=c+80|0;l=i+128|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));u=j;return}function zha(a,c,d,e,g,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0;o=u;u=u+16|0;q=o+4|0;r=o;p=o+8|0;s=a+4|0;v=f[s>>2]|0;t=v-(f[a>>2]|0)|0;f[r>>2]=v;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,4,p)|0;t=(f[a>>2]|0)+t|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[t>>0]=c;b[t+1>>0]=c>>8;b[t+2>>0]=c>>16;b[t+3>>0]=c>>24;t=f[s>>2]|0;c=t-(f[a>>2]|0)|0;f[r>>2]=t;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+c>>0]=b[d>>0]|0;d=f[s>>2]|0;c=d-(f[a>>2]|0)|0;f[r>>2]=d;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;d=e;t=d;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=(f[a>>2]|0)+c|0;c=e;b[c>>0]=t;b[c+1>>0]=t>>8;b[c+2>>0]=t>>16;b[c+3>>0]=t>>24;e=e+4|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=f[s>>2]|0;d=e-(f[a>>2]|0)|0;f[r>>2]=e;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+d>>0]=b[g>>0]|0;d=f[s>>2]|0;g=d-(f[a>>2]|0)|0;f[r>>2]=d;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;d=i;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=(f[a>>2]|0)+g|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;g=f[s>>2]|0;i=g-(f[a>>2]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+i>>0]=b[j>>0]|0;j=f[s>>2]|0;i=j-(f[a>>2]|0)|0;f[r>>2]=j;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;j=k;g=j;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=(f[a>>2]|0)+i|0;i=k;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;k=k+4|0;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;k=f[s>>2]|0;j=k-(f[a>>2]|0)|0;f[r>>2]=k;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+j>>0]=b[l>>0]|0;j=f[s>>2]|0;l=j-(f[a>>2]|0)|0;f[r>>2]=j;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;j=m;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=(f[a>>2]|0)+l|0;k=l;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;l=l+4|0;b[l>>0]=m;b[l+1>>0]=m>>8;b[l+2>>0]=m>>16;b[l+3>>0]=m>>24;l=f[s>>2]|0;m=l-(f[a>>2]|0)|0;f[r>>2]=l;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+m>>0]=b[n>>0]|0;u=o;return}function Aha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function Bha(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b,c,d,e);return}function Cha(){f[64564]=1;f[64565]=0;f[64566]=0;f[64567]=0;f[64568]=0;n[64569]=1.0;f[64570]=0;f[64571]=0;f[64572]=0;f[64573]=0;pi(0);return}function Dha(){f[64599]=0;return}function Eha(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;if((a|0)<1|(b|0)<1)return;f[2690]=a;f[2691]=b;if(c>=1.0&d>=1.0)p[1346]=c;else{p[1346]=+(a|0);d=+(b|0)}p[1347]=d;if((f[64600]|0)<=0)return;Tvb(258928,0,0,a,b)|0;return}function Fha(){var a=0,b=0;if((f[64600]|0)<=0){a=0;return a|0}a=f[64737]|0;b=f[64738]|0;a=b>>>0<a>>>0?b:a;return a|0}function Gha(){return +(+Bd())}function Hha(a,b,c){a=a|0;b=b|0;c=c|0;ac(a|0,b|0,c|0);return}function Iha(){bc();return}function Jha(a){a=a|0;return}function Kha(a){a=a|0;f[a>>2]=f[2690];f[a+4>>2]=f[2691];f[a+8>>2]=f[2692];f[a+12>>2]=f[2693];f[a+16>>2]=f[2694];f[a+20>>2]=f[2695];return}function Lha(){var a=0.0,b=0.0,c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+32|0;c=e+24|0;d=e+20|0;i=e+16|0;h=e+8|0;g=e;f[c>>2]=0;f[d>>2]=0;f[i>>2]=0;Ad(c|0,d|0,i|0);p[h>>3]=0.0;p[g>>3]=0.0;zd(1,h|0,g|0)|0;c=f[c>>2]|0;d=f[d>>2]|0;b=+p[h>>3];a=+p[g>>3];if((c|0)<1|(d|0)<1){rc();u=e;return 0}f[2690]=c;f[2691]=d;if(b>=1.0&a>=1.0)p[1346]=b;else{p[1346]=+(c|0);a=+(d|0)}p[1347]=a;if((f[64600]|0)<=0){rc();u=e;return 0}Tvb(258928,0,0,c,d)|0;rc();u=e;return 0}function Mha(){var a=0,c=0,d=0,e=0;d=u;u=u+1264|0;a=pOb(248)|0;OSa(a,38);c=f[64599]|0;f[64599]=a;if(c){gh[f[(f[c>>2]|0)+4>>2]&2047](c);a=f[64599]|0}c=f[a+240>>2]|0;w9a(c);f[d>>2]=31648;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+4|0)>>2]|0;if(a>>>0<(f[c+8>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+4|0)>>2]|0;b[a+24>>0]=0;f[(c+4|0)>>2]=e+32}else Oha(c,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31692;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+52|0)>>2]|0;if(a>>>0<(f[c+56>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+52|0)>>2]|0;b[a+24>>0]=0;f[(c+52|0)>>2]=e+32}else Pha(c+48|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31736;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+28|0)>>2]|0;if(a>>>0<(f[c+32>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+28|0)>>2]|0;b[a+24>>0]=0;f[(c+28|0)>>2]=e+32}else Qha(c+24|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31780;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+16|0)>>2]|0;if(a>>>0<(f[c+20>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+16|0)>>2]|0;b[a+24>>0]=0;f[(c+16|0)>>2]=e+32}else Qha(c+12|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);c=f[64599]|0;f[d>>2]=31824;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+8|0)>>2]|0;if(a>>>0<(f[c+12>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+8|0)>>2]|0;b[a+24>>0]=0;f[(c+8|0)>>2]=e+32}else Qha(c+4|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31868;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+24|0)>>2]|0;if(c>>>0<(f[a+28>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+24|0)>>2]|0;b[c+24>>0]=0;f[(a+24|0)>>2]=e+32}else Qha(a+20|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31912;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+48|0)>>2]|0;if(c>>>0<(f[a+52>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+48|0)>>2]|0;b[c+24>>0]=0;f[(a+48|0)>>2]=e+32}else Oha(a+44|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31956;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+60|0)>>2]|0;if(c>>>0<(f[a+64>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+60|0)>>2]|0;b[c+24>>0]=0;f[(a+60|0)>>2]=e+32}else Oha(a+56|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=32e3;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+72|0)>>2]|0;if(c>>>0<(f[a+76>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+72|0)>>2]|0;b[c+24>>0]=0;f[(a+72|0)>>2]=e+32}else Oha(a+68|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32044;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+96|0)>>2]|0;if(c>>>0<(f[a+100>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+96|0)>>2]|0;b[c+24>>0]=0;f[(a+96|0)>>2]=e+32}else Qha(a+92|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32088;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+108|0)>>2]|0;if(c>>>0<(f[a+112>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+108|0)>>2]|0;b[c+24>>0]=0;f[(a+108|0)>>2]=e+32}else Qha(a+104|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32132;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+132|0)>>2]|0;if(c>>>0<(f[a+136>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+132|0)>>2]|0;b[c+24>>0]=0;f[(a+132|0)>>2]=e+32}else Rha(a+128|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32176;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+192|0)>>2]|0;if(c>>>0<(f[a+196>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+192|0)>>2]|0;b[c+24>>0]=0;f[(a+192|0)>>2]=e+32}else Sha(a+188|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32220;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+144|0)>>2]|0;if(c>>>0<(f[a+148>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+144|0)>>2]|0;b[c+24>>0]=0;f[(a+144|0)>>2]=e+32}else Tha(a+140|0,d,d+24|0);e=f[(d+16|0)>>2]|0;f[d+192>>2]=e;f[d+1176>>2]=0;f[d+1180>>2]=0;rua(d);G=f[d+1176>>2]|0;D=f[d+1180>>2]|0;H=+n[d+1180>>2];f[d+1176>>2]=0;f[d+1180>>2]=0;if((G|0)==5)return}function Nha(){var a=0,c=0;c=pOb(256)|0;oWa(c,f[64599]|0);a=f[64599]|0;f[64599]=c;if(!a){b[262919]=2;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);b[262919]=2;return}function Oha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Pha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Qha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Rha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Sha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Tha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Uha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Vha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Wha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Xha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Yha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Zha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function _ha(a){a=a|0;var b=0,c=0;f[a>>2]=26212;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function $ha(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;h=g+12|0;i=g+8|0;l=g+4|0;k=g;j=f[64599]|0;f[l>>2]=b;f[k>>2]=c;f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];N3a(a,j,i,h,d,e);ic(b|0,c|0,d|0,e|0);u=g;return}function aia(a){a=a|0;var b=0;f[a>>2]=32572;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b)return;a=a+12|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function bia(a){a=a|0;var b=0,c=0;f[a>>2]=32572;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function cia(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;b=pOb(24)|0;f[b>>2]=32572;d=b+4|0;f[d>>2]=26212;e=b+8|0;f[e>>2]=0;g=b+12|0;f[g>>2]=0;h=b+16|0;f[h>>2]=0;i=f[a+8>>2]|0;c=(f[a+12>>2]|0)-i|0;if(!c){i=b+20|0;h=a+20|0;h=f[h>>2]|0;f[i>>2]=h;f[d>>2]=32616;return b|0}if((c|0)<0)AMb(e);j=pOb(c)|0;f[g>>2]=j;f[e>>2]=j;e=j+c|0;f[h>>2]=e;bQb(j|0,i|0,c|0)|0;f[g>>2]=e;i=b+20|0;h=a+20|0;h=f[h>>2]|0;f[i>>2]=h;f[d>>2]=32616;return b|0}function dia(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;f[b>>2]=32572;j=b+4|0;f[j>>2]=26212;d=b+8|0;e=a+8|0;f[d>>2]=0;k=b+12|0;f[k>>2]=0;g=b+16|0;f[g>>2]=0;h=a+12|0;c=(f[h>>2]|0)-(f[e>>2]|0)|0;if(c|0){if((c|0)<0)AMb(d);i=pOb(c)|0;f[k>>2]=i;f[d>>2]=i;f[g>>2]=i+c;d=f[e>>2]|0;c=(f[h>>2]|0)-d|0;if((c|0)>0){bQb(i|0,d|0,c|0)|0;f[k>>2]=i+c}}f[b+20>>2]=f[a+20>>2];f[j>>2]=32616;return}function eia(a){a=a|0;var b=0;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b)return;a=a+12|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function fia(a){a=a|0;var b=0,c=0;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function gia(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;b=f[b>>2]|0;c=f[c>>2]|0;d=f[64599]|0;d=Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0;f[a+20>>2]=d;sob(a+4|0,b,c);return}function hia(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==149724?a+4|0:0)|0}function iia(a){a=a|0;return 10816}function jia(a){a=a|0;return}function kia(a){a=a|0;sOb(a);return}function lia(a){a=a|0;a=pOb(8)|0;f[a>>2]=32528;return a|0}function mia(a,b){a=a|0;b=b|0;f[b>>2]=32528;return}function nia(a){a=a|0;return}function oia(a){a=a|0;sOb(a);return}function pia(a){a=a|0;ec();return}function qia(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==149872?a+4|0:0)|0}function ria(a){a=a|0;return 10848}function sia(a){a=a|0;return}function tia(a){a=a|0;sOb(a);return}function uia(a){a=a|0;a=pOb(8)|0;f[a>>2]=32484;return a|0}function via(a,b){a=a|0;b=b|0;f[b>>2]=32484;return}function wia(a){a=a|0;return}function 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Fla(a,c){a=a|0;c=c|0;if(!a){b[262920]=0;return}a=f[64599]|0;if(a|0)if(!(kYa(a)|0))lYa(f[64599]|0);ac(938,0,50);return}function Gla(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;g=u;u=u+16|0;e=g;if((b[262919]|0)!=2){u=g;return}h=f[64599]|0;i=f[c>>2]|0;f[c>>2]=0;f[e>>2]=i;KWa(h,a,e,d);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=g;return}tOb(a);u=g;return}function Hla(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;k=o+8|0;n=o+4|0;m=o;if((b[262919]|2)<<24>>24!=2){n=f[a>>2]|0;m=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=2;oh[m&1023](n,k);u=o;return}if(!(Dla()|0)){n=f[a>>2]|0;m=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=1;oh[m&1023](n,k);u=o;return}if(!(b[262919]|0)){k=pOb(256)|0;oWa(k,f[64599]|0);l=f[64599]|0;f[64599]=k;if(l){gh[f[(f[l>>2]|0)+4>>2]&2047](l);k=f[64599]|0}x9a(f[k+240>>2]|0,0);b[262919]=2}k=f[64599]|0;l=pOb(8)|0;p=f[a>>2]|0;f[a>>2]=0;f[l>>2]=32640;f[l+4>>2]=p;f[n>>2]=l;a=f[d>>2]|0;f[d>>2]=0;f[m>>2]=a;CWa(k,n,c,m,e,g,h,i,j);k=f[m>>2]|0;f[m>>2]=0;if(k|0)tOb(k);k=f[n>>2]|0;f[n>>2]=0;if(k|0)gh[f[(f[k>>2]|0)+4>>2]&2047](k);if(b[262920]|0){u=o;return}b[262920]=1;ac(938,0,50);u=o;return}function Ila(a){a=a|0;var b=0;f[a>>2]=32640;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Jla(a){a=a|0;var b=0,c=0;f[a>>2]=32640;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Kla(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function Lla(a,b){a=a|0;b=b|0;return}function Mla(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Nla(a){a=a|0;return 0}function Ola(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=+q;var r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+48|0;r=E+36|0;s=E+35|0;t=E+34|0;v=E+33|0;w=E+32|0;x=E+31|0;y=E+30|0;z=E+29|0;A=E+28|0;B=E+16|0;C=E+12|0;D=E;b[r>>0]=e&1;b[s>>0]=g&1;b[t>>0]=h&1;b[v>>0]=i&1;b[w>>0]=j&1;b[x>>0]=k&1;b[y>>0]=l&1;b[z>>0]=m&1;b[A>>0]=n&1;if(b[262919]|0){D=2;u=E;return D|0}if(!(Dla()|0)){D=1;u=E;return D|0}b[262919]=1;h=pOb(252)|0;$Xa(h,f[64599]|0);m=f[64599]|0;f[64599]=h;if(!m)m=h;else{gh[f[(f[m>>2]|0)+4>>2]&2047](m);m=f[64599]|0}x9a(f[m+240>>2]|0,0);if(i)b[(f[64599]|0)+229>>0]=1;f[B>>2]=0;g=B+4|0;f[g>>2]=0;f[B+8>>2]=0;f[C>>2]=1;e=B+8|0;Pla(B,C,r);n=f[g>>2]|0;m=f[e>>2]|0;f[C>>2]=2;if(n>>>0<m>>>0){f[n>>2]=2;b[n+4>>0]=b[s>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,s);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=4;if(n>>>0<m>>>0){f[n>>2]=4;b[n+4>>0]=b[t>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,t);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=8;if(n>>>0<m>>>0){f[n>>2]=8;b[n+4>>0]=b[v>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,v);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=16;if(n>>>0<m>>>0){f[n>>2]=16;b[n+4>>0]=b[w>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,w);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=32;if(n>>>0<m>>>0){f[n>>2]=32;b[n+4>>0]=b[x>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,x);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=64;if(n>>>0<m>>>0){f[n>>2]=64;b[n+4>>0]=b[y>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,y);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=128;if(n>>>0<m>>>0){f[n>>2]=128;b[n+4>>0]=b[z>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,z);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=256;if(n>>>0<m>>>0){f[n>>2]=256;b[n+4>>0]=b[A>>0]|0;f[g>>2]=n+8}else Pla(B,C,A);g1a(f[h+244>>2]|0,B,o,p,q);m=f[B>>2]|0;if(m|0){n=f[g>>2]|0;if((n|0)!=(m|0))f[g>>2]=n+(~((n+-8-m|0)>>>3)<<3);sOb(m)}aYa(D,h,(b[c+11>>0]|0)<0?f[c>>2]|0:c,(b[a+11>>0]|0)<0?f[a>>2]|0:a,(b[d+11>>0]|0)<0?f[d>>2]|0:d);if((b[D+11>>0]|0)<0)sOb(f[D>>2]|0);if(b[262920]|0){D=0;u=E;return D|0}b[262920]=1;ac(938,0,50);D=0;u=E;return D|0}function Pla(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;j=a+4|0;l=f[a>>2]|0;m=(f[j>>2]|0)-l|0;n=m>>3;e=n+1|0;if(e>>>0>536870911)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>2;e=o>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!e){i=0;k=0}else if(e>>>0>536870911)vd();else{k=pOb(e<<3)|0;i=k;break}while(0);g=i+(n<<3)|0;f[g>>2]=f[c>>2];b[i+(n<<3)+4>>0]=b[d>>0]|0;if((m|0)>0)bQb(k|0,l|0,m|0)|0;f[a>>2]=i;f[j>>2]=g+8;f[h>>2]=i+(e<<3);if(!l)return;sOb(l);return}function Qla(){lYa(f[64599]|0);return}function Rla(){if(!(b[257144]|0))MPb(257144)|0;f[64601]=262921;return}function Sla(a,b){a=a|0;b=b|0;a=f[a>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Tla(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];BCb(153675,c)|0;u=b;return}function Ula(){return}function Vla(a,b){a=+a;b=+b;var c=0;c=Bla()|0;ih[f[(f[c>>2]|0)+12>>2]&15](c,a,b);return}function Wla(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+16|0;c=b;d=(Bla()|0)+244|0;d=f[d>>2]|0;e=f[a>>2]|0;f[a>>2]=0;f[c>>2]=e;u$a(d,c);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=b;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=b;return}function Xla(a){a=a|0;var b=0;b=(Bla()|0)+232|0;return kDa(ySa(f[b>>2]|0)|0,a)|0}function Yla(){var a=0;a=(Bla()|0)+240|0;x9a(f[a>>2]|0,0);return}function Zla(){var a=0;a=(Bla()|0)+240|0;w9a(f[a>>2]|0);return}function _la(){return 69}function $la(){return uyb()|0}function ama(){var a=0;a=(Bla()|0)+232|0;return BQa(f[a>>2]|0)|0}function bma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;s=w+20|0;q=w+8|0;o=w+4|0;p=w;f[s>>2]=0;v=s+4|0;f[v>>2]=0;f[s+8>>2]=0;f[q>>2]=0;t=q+4|0;f[t>>2]=0;f[q+8>>2]=0;d=b+4|0;c=f[d>>2]|0;n=q+8|0;do if(c|0)if(c>>>0>1073741823)vd();else{m=pOb(c<<2)|0;f[q>>2]=m;f[t>>2]=m;f[n>>2]=m+(c<<2);break}while(0);m=(Bla()|0)+232|0;m=GQa(f[m>>2]|0)|0;c=f[b>>2]|0;l=f[d>>2]|0;j=c+(l<<2)|0;if(!l){c=f[a>>2]|0;r=35}else{k=m+4|0;l=s+8|0;i=c;do{h=f[i>>2]|0;f[o>>2]=h;e=f[k>>2]|0;a:do if(!e)r=27;else{d=e+-1|0;b=(d&e|0)==0;if(b)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;c=f[(f[m>>2]|0)+(g<<2)>>2]|0;if(!c)r=27;else{c=f[c>>2]|0;if(!c)r=27;else{b:do if(b)while(1){e=f[c+4>>2]|0;b=(h|0)==(e|0);if(!(b|(e&d|0)==(g|0))){r=27;break a}if(b)if((f[c+8>>2]|0)==(h|0))break b;c=f[c>>2]|0;if(!c){r=27;break a}}else while(1){b=f[c+4>>2]|0;if((h|0)==(b|0)){if((f[c+8>>2]|0)==(h|0))break b}else{if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)!=(g|0)){r=27;break a}}c=f[c>>2]|0;if(!c){r=27;break a}}while(0);c=f[(f[c+12>>2]|0)+8>>2]|0;f[p>>2]=c;b=f[t>>2]|0;if(b>>>0<(f[n>>2]|0)>>>0){f[b>>2]=c;f[t>>2]=b+4}else cma(q,p)}}}while(0);do if((r|0)==27){r=0;c=f[v>>2]|0;if((c|0)==(f[l>>2]|0)){GE(s,o);break}else{f[c>>2]=h;f[v>>2]=c+4;break}}while(0);i=i+4|0}while((i|0)!=(j|0));c=f[a>>2]|0;if((f[s>>2]|0)==(f[v>>2]|0))r=35;else oh[f[(f[c>>2]|0)+12>>2]&1023](c,s)}if((r|0)==35)oh[f[(f[c>>2]|0)+8>>2]&1023](c,q);c=f[q>>2]|0;if(c|0){b=f[t>>2]|0;if((b|0)!=(c|0))f[t>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}c=f[s>>2]|0;if(!c){u=w;return}b=f[v>>2]|0;if((b|0)!=(c|0))f[v>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);u=w;return}function cma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function dma(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+32|0;s=x+16|0;w=x;t=x+12|0;i=f[d+4>>2]|0;r=(i>>>0)/12|0;if((i>>>0)%12|0|0){w=f[a>>2]|0;oh[f[(f[w>>2]|0)+12>>2]&1023](w,s);u=x;return}f[w>>2]=0;v=w+4|0;f[v>>2]=0;f[w+8>>2]=0;n=w+8|0;do if(i>>>0>11)if(i>>>0>460175075)vd();else{j=pOb(r*112|0)|0;q=j;k=j+(r*112|0)|0;f[w>>2]=q;f[v>>2]=q;f[n>>2]=k;q=8;break}else if(i|0){j=0;k=0;q=8}while(0);a:do if((q|0)==8){d=f[d>>2]|0;m=d+(i<<3)|0;i=d;d=k;while(1){if(j>>>0<d>>>0){f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;d=j+16|0;l=d+96|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));j=(f[v>>2]|0)+112|0;f[v>>2]=j}else{ema(w);j=f[v>>2]|0}d=j+-96|0;k=i;l=d+96|0;do{f[d>>2]=f[k>>2];d=d+4|0;k=k+4|0}while((d|0)<(l|0));i=i+96|0;if((i|0)==(m|0))break a;d=f[n>>2]|0}}while(0);d=f[c>>2]|0;m=f[c+4>>2]|0;n=d+m|0;c=s+11|0;o=s+8|0;p=s+4|0;b:do if(!m)i=0;else{i=0;j=d;while(1){m=j;while(1){if(!(b[m>>0]|0))break;d=m+1|0;if((d|0)==(n|0))break b;else m=d}f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;l=m-j|0;if(l>>>0>4294967279){q=20;break}if(l>>>0<11){b[c>>0]=l;d=s}else{k=l+16&-16;d=pOb(k)|0;f[s>>2]=d;f[o>>2]=k|-2147483648;f[p>>2]=l}if((j|0)!=(m|0)){k=d;while(1){b[k>>0]=b[j>>0]|0;j=j+1|0;if((j|0)==(m|0))break;else k=k+1|0}d=d+l|0}b[d>>0]=0;l=f[w>>2]|0;d=l;if((((f[v>>2]|0)-l|0)/112|0)>>>0<=i>>>0)break;k=d+(i*112|0)|0;j=k+11|0;if((b[j>>0]|0)<0){b[f[k>>2]>>0]=0;f[d+(i*112|0)+4>>2]=0;d=k}else{b[k>>0]=0;b[j>>0]=0;d=k}EOb(k,0);f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];i=i+1|0;j=m+1|0;if((j|0)==(n|0))break b}if((q|0)==20)vOb(s);if((b[c>>0]|0)<0)sOb(f[s>>2]|0)}while(0);if((i|0)==(r|0)){s=Bla()|0;i=f[s+244>>2]|0;Jkb(DSa(f[s+232>>2]|0)|0,i);s=f[a>>2]|0;f[a>>2]=0;f[t>>2]=s;B$a(i,t,e,w,g,h);i=f[t>>2]|0;f[t>>2]=0;if(i|0)gh[f[(f[i>>2]|0)+4>>2]&2047](i)}else{t=f[a>>2]|0;oh[f[(f[t>>2]|0)+12>>2]&1023](t,s)}i=f[w>>2]|0;if(i|0){d=f[v>>2]|0;if((d|0)!=(i|0)){do{d=d+-112|0;f[v>>2]=d;if((b[d+11>>0]|0)<0){sOb(f[d>>2]|0);d=f[v>>2]|0}}while((d|0)!=(i|0));i=f[w>>2]|0}sOb(i)}u=x;return}function ema(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;k=f[n>>2]|0;d=f[a>>2]|0;i=(k-d|0)/112|0;e=i+1|0;c=d;g=k;if(e>>>0>38347922)AMb(a);o=a+8|0;l=((f[o>>2]|0)-d|0)/112|0;m=l<<1;e=l>>>0<19173961?(m>>>0<e>>>0?e:m):38347922;do if(!e)h=0;else if(e>>>0>38347922)vd();else{h=pOb(e*112|0)|0;break}while(0);d=h+(i*112|0)|0;j=d;m=h+(e*112|0)|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;h=h+(i*112|0)+16|0;i=h+96|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));l=d+112|0;if((g|0)==(c|0)){d=j;e=k}else{e=j;do{h=d+-112|0;i=g;g=g+-112|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;h=d+-96|0;d=i+-96|0;i=h+96|0;do{f[h>>2]=f[d>>2];h=h+4|0;d=d+4|0}while((h|0)<(i|0));d=e+-112|0;e=d}while((g|0)!=(c|0));d=e;e=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=d;f[n>>2]=l;f[o>>2]=m;d=e;if((c|0)!=(d|0))do{c=c+-112|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0)}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function fma(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0.0,P=0,Q=0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0;v=u;u=u+320|0;l=v+248|0;k=v+176|0;y=v+96|0;Q=v+168|0;j=v+16|0;s=v;x=v+164|0;w=v+160|0;i=v+88|0;g=v+80|0;m=v+12|0;o=v+8|0;q=Bla()|0;h=f[q+232>>2]|0;r=f[q+240>>2]|0;t=Pg[f[(f[q>>2]|0)+24>>2]&1023](q)|0;M=f[a>>2]|0;Y=+p[M+24>>3];V=+p[M+48>>3];S=+p[M+72>>3];_=+p[M+8>>3];X=+p[M+32>>3];U=+p[M+56>>3];R=+p[M+80>>3];Z=+p[M+16>>3];W=+p[M+40>>3];T=+p[M+64>>3];O=+p[M+88>>3];n[y>>2]=+p[M>>3];M=y+4|0;n[M>>2]=_;L=y+8|0;n[L>>2]=Z;K=y+12|0;n[K>>2]=0.0;J=y+16|0;n[J>>2]=Y;I=y+20|0;n[I>>2]=X;H=y+24|0;n[H>>2]=W;G=y+28|0;n[G>>2]=0.0;F=y+32|0;n[F>>2]=V;E=y+36|0;n[E>>2]=U;D=y+40|0;n[D>>2]=T;C=y+44|0;n[C>>2]=0.0;B=y+48|0;n[B>>2]=S;A=y+52|0;n[A>>2]=R;z=y+56|0;n[z>>2]=O;a=y+60|0;n[a>>2]=1.0;N=f[q+244>>2]|0;P=f[(f[N>>2]|0)+192>>2]|0;f[Q>>2]=f[c>>2];f[l>>2]=f[Q>>2];O=+Ng[P&31](N,l);d=d==0.0|O==0.0?1.0:O/d;N=j+4|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;N=j+24|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;N=j+44|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;n[j>>2]=d;n[j+20>>2]=d;n[j+40>>2]=d;n[j+60>>2]=1.0;f[k>>2]=y;f[k+4>>2]=j;gma(l,k)|0;f[y>>2]=f[l>>2];f[M>>2]=f[l+4>>2];f[L>>2]=f[l+8>>2];f[K>>2]=f[l+12>>2];f[J>>2]=f[l+16>>2];f[I>>2]=f[l+20>>2];f[H>>2]=f[l+24>>2];f[G>>2]=f[l+28>>2];f[F>>2]=f[l+32>>2];f[E>>2]=f[l+36>>2];f[D>>2]=f[l+40>>2];f[C>>2]=f[l+44>>2];f[B>>2]=f[l+48>>2];f[A>>2]=f[l+52>>2];f[z>>2]=f[l+56>>2];f[a>>2]=f[l+60>>2];hma(j,y);tRa(s,h,j);f[x>>2]=t;j=f[c>>2]|0;f[w>>2]=j;f[k>>2]=f[x>>2];f[l>>2]=f[w>>2];JQa(h,b,k,l,s,e?0:2)|0;if(e){f[g>>2]=t;f[l>>2]=f[g>>2];IQa(i,h,l);c=f[i>>2]|0;a=f[i+4>>2]|0;if(a|0)iOb(a);a=f[c+56>>2]|0;if(a|0)do{Q=f[a+12>>2]|0;HJa(Q,1,0,1)|0;HJa(Q,2,0,1)|0;HJa(Q,4,0,1)|0;a=f[a>>2]|0}while((a|0)!=0)}f[m>>2]=t;f[o>>2]=j;f[k>>2]=f[m>>2];f[l>>2]=f[o>>2];ima(q+152|0,b,k,l);u9a(r);a=f[s+4>>2]|0;if(!a){u=v;return t|0}iOb(a);u=v;return t|0}function gma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;d=b+4|0;c=f[d>>2]|0;n[a>>2]=+n[e>>2]*+n[c>>2]+ +n[e+16>>2]*+n[c+4>>2]+ +n[e+32>>2]*+n[c+8>>2]+ +n[e+48>>2]*+n[c+12>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+4>>2]=+n[c+4>>2]*+n[e>>2]+ +n[c+20>>2]*+n[e+4>>2]+ +n[c+36>>2]*+n[e+8>>2]+ +n[c+52>>2]*+n[e+12>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+8>>2]=+n[e+8>>2]*+n[c>>2]+ +n[e+24>>2]*+n[c+4>>2]+ +n[e+40>>2]*+n[c+8>>2]+ +n[e+56>>2]*+n[c+12>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+12>>2]=+n[c+12>>2]*+n[e>>2]+ +n[c+28>>2]*+n[e+4>>2]+ +n[c+44>>2]*+n[e+8>>2]+ +n[c+60>>2]*+n[e+12>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+16>>2]=+n[e>>2]*+n[c+16>>2]+ +n[e+16>>2]*+n[c+20>>2]+ +n[e+32>>2]*+n[c+24>>2]+ +n[e+48>>2]*+n[c+28>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+20>>2]=+n[c+4>>2]*+n[e+16>>2]+ +n[c+20>>2]*+n[e+20>>2]+ +n[c+36>>2]*+n[e+24>>2]+ +n[c+52>>2]*+n[e+28>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+24>>2]=+n[e+8>>2]*+n[c+16>>2]+ +n[e+24>>2]*+n[c+20>>2]+ +n[e+40>>2]*+n[c+24>>2]+ +n[e+56>>2]*+n[c+28>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+28>>2]=+n[c+12>>2]*+n[e+16>>2]+ +n[c+28>>2]*+n[e+20>>2]+ +n[c+44>>2]*+n[e+24>>2]+ +n[c+60>>2]*+n[e+28>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+32>>2]=+n[e>>2]*+n[c+32>>2]+ +n[e+16>>2]*+n[c+36>>2]+ +n[e+32>>2]*+n[c+40>>2]+ +n[e+48>>2]*+n[c+44>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+36>>2]=+n[c+4>>2]*+n[e+32>>2]+ +n[c+20>>2]*+n[e+36>>2]+ +n[c+36>>2]*+n[e+40>>2]+ +n[c+52>>2]*+n[e+44>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+40>>2]=+n[e+8>>2]*+n[c+32>>2]+ +n[e+24>>2]*+n[c+36>>2]+ +n[e+40>>2]*+n[c+40>>2]+ +n[e+56>>2]*+n[c+44>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+44>>2]=+n[c+12>>2]*+n[e+32>>2]+ +n[c+28>>2]*+n[e+36>>2]+ +n[c+44>>2]*+n[e+40>>2]+ +n[c+60>>2]*+n[e+44>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+48>>2]=+n[e>>2]*+n[c+48>>2]+ +n[e+16>>2]*+n[c+52>>2]+ +n[e+32>>2]*+n[c+56>>2]+ +n[e+48>>2]*+n[c+60>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+52>>2]=+n[c+4>>2]*+n[e+48>>2]+ +n[c+20>>2]*+n[e+52>>2]+ +n[c+36>>2]*+n[e+56>>2]+ +n[c+52>>2]*+n[e+60>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+56>>2]=+n[e+8>>2]*+n[c+48>>2]+ +n[e+24>>2]*+n[c+52>>2]+ +n[e+40>>2]*+n[c+56>>2]+ +n[e+56>>2]*+n[c+60>>2];c=f[b>>2]|0;b=f[d>>2]|0;n[a+60>>2]=+n[c+12>>2]*+n[b+48>>2]+ +n[c+28>>2]*+n[b+52>>2]+ +n[c+44>>2]*+n[b+56>>2]+ +n[c+60>>2]*+n[b+60>>2];return a|0}function hma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;e=u;u=u+32|0;d=e+16|0;c=e;IIa(d,b);b=(Bla()|0)+232|0;PQa(c,f[b>>2]|0,d);b=f[c+8>>2]|0;if(!b){f[a>>2]=0;f[a+4>>2]=-1}else{g=b+112|0;b=(Bla()|0)+244|0;b1a(f[b>>2]|0,1,g);b=f[g+4>>2]|0;f[a>>2]=f[g>>2];f[a+4>>2]=b}b=f[c+12>>2]|0;if(b|0)iOb(b);b=f[c+4>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function ima(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+16|0;l=q+8|0;m=q;g=f[a>>2]|0;p=a+4|0;n=f[p>>2]|0;if((g|0)==(n|0)){u=q;return}j=f[d>>2]|0;h=f[e>>2]|0;i=k+16|0;do{e=g+16|0;d=f[e>>2]|0;if(d|0){f[l>>2]=h;f[m>>2]=j;f[k>>2]=c;Fh[f[(f[d>>2]|0)+24>>2]&255](d,k,m,l);if(b[g+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((g|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;o=15}else if((k|0)==(d|0)){f[e>>2]=g;o=f[i>>2]|0;oh[f[(f[o>>2]|0)+12>>2]&1023](o,g);o=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((o|0)==15){o=0;e=f[i>>2]|0;d=e}if((k|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}g=g+32|0}while((g|0)!=(n|0));d=f[p>>2]|0;if((f[a>>2]|0)==(d|0)){u=q;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{o=30;break}d=d+-32|0;while(1){o=e+-32|0;f[p>>2]=o;if((o|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[p>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){o=30;break}}if((o|0)==30){u=q;return}}function jma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;g=Bla()|0;e=f[g+244>>2]|0;Jkb(DSa(f[g+232>>2]|0)|0,e);g=f[a>>2]|0;f[a>>2]=0;f[d>>2]=g;F$a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function kma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=(Bla()|0)+244|0;g=f[g>>2]|0;h=f[a>>2]|0;f[a>>2]=0;f[e>>2]=h;G$a(g,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function lma(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32672;b[g+8>>0]=e&1;mma(g,0,c,d&1);return}function mma(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;H=u;u=u+64|0;w=H+52|0;t=H;G=H+32|0;E=H+20|0;C=H+16|0;D=H+12|0;B=H+8|0;j=a;x=Bla()|0;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;f[G+12>>2]=0;f[G+16>>2]=0;f[E>>2]=0;F=E+4|0;f[F>>2]=0;f[E+8>>2]=0;s=(Bla()|0)+232|0;s=GQa(f[s>>2]|0)|0;f[w>>2]=0;y=w+4|0;f[y>>2]=0;f[w+8>>2]=0;z=d+4|0;g=f[z>>2]|0;v=w+8|0;if(!g){i=G+8|0;m=i;g=0;h=0;k=0;l=0;n=0;o=0;p=0}else{if(g>>>0>536870911)vd();n=pOb(g<<3)|0;o=n;f[w>>2]=o;f[y>>2]=o;f[v>>2]=n+(g<<3);n=f[d>>2]|0;o=n+(g<<3)|0;p=s+4|0;q=E+8|0;r=t+4|0;do{l=f[n>>2]|0;k=f[p>>2]|0;a:do if(!k)A=34;else{i=k+-1|0;h=(i&k|0)==0;if(h)m=i&l;else if(l>>>0<k>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;g=f[(f[s>>2]|0)+(m<<2)>>2]|0;if(!g)A=34;else{g=f[g>>2]|0;if(!g)A=34;else{b:do if(h)while(1){k=f[g+4>>2]|0;h=(l|0)==(k|0);if(!(h|(k&i|0)==(m|0))){A=34;break a}if(h)if((f[g+8>>2]|0)==(l|0))break b;g=f[g>>2]|0;if(!g){A=34;break a}}else while(1){h=f[g+4>>2]|0;if((l|0)==(h|0)){if((f[g+8>>2]|0)==(l|0))break b}else{if(h>>>0>=k>>>0)h=(h>>>0)%(k>>>0)|0;if((h|0)!=(m|0)){A=34;break a}}g=f[g>>2]|0;if(!g){A=34;break a}}while(0);m=f[n+4>>2]|0;f[t>>2]=f[(f[g+12>>2]|0)+8>>2];f[r>>2]=m;g=f[y>>2]|0;if(g>>>0<(f[v>>2]|0)>>>0){k=t;l=f[k+4>>2]|0;m=g;f[m>>2]=f[k>>2];f[m+4>>2]=l;f[y>>2]=(f[y>>2]|0)+8}else nma(w,t)}}}while(0);do if((A|0)==34){A=0;g=f[F>>2]|0;if((g|0)==(f[q>>2]|0)){GG(E,n);break}else{k=n;l=f[k+4>>2]|0;m=g;f[m>>2]=f[k>>2];f[m+4>>2]=l;f[F>>2]=(f[F>>2]|0)+8;break}}while(0);n=n+8|0}while((n|0)!=(o|0));n=f[w>>2]|0;o=f[y>>2]|0;i=G+8|0;l=f[i>>2]|0;m=i;g=n;h=o;k=l;p=f[v>>2]|0}q=g;f[v>>2]=0;f[y>>2]=0;f[w>>2]=0;f[G>>2]=(g|0)==(h|0)?0:q;f[G+4>>2]=h-q>>3;q=G+12|0;if(!k){g=G+16|0;i=0;k=0}else{g=f[q>>2]|0;if((g|0)!=(k|0))f[q>>2]=g+(~((g+-8-k|0)>>>3)<<3);sOb(l);g=G+16|0;f[g>>2]=0;f[q>>2]=0;f[i>>2]=0;k=f[w>>2]|0;i=k}f[m>>2]=n;f[q>>2]=o;f[g>>2]=p;g=(f[E>>2]|0)==(f[F>>2]|0);if(i|0){h=f[y>>2]|0;if((h|0)!=(i|0))f[y>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(k)}if(g)A=45;else if(Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0)A=45;else oh[f[(f[a>>2]|0)+12>>2]&1023](a,E);c:do if((A|0)==45){g=f[x+244>>2]|0;switch(c<<24>>24){case 0:{D=pOb(32)|0;f[D>>2]=32704;f[D+4>>2]=j;f[D+8>>2]=f[d>>2];f[D+12>>2]=f[z>>2];B=d+8|0;f[D+16>>2]=f[B>>2];A=d+12|0;f[D+20>>2]=f[A>>2];z=d+16|0;f[D+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[B>>2]=0;f[d>>2]=0;f[D+28>>2]=e;f[C>>2]=D;o0a(g,C,G,e);g=f[C>>2]|0;f[C>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}case 1:{C=pOb(36)|0;f[C>>2]=32736;f[C+4>>2]=j;f[C+8>>2]=f[d>>2];f[C+12>>2]=f[z>>2];B=d+8|0;f[C+16>>2]=f[B>>2];A=d+12|0;f[C+20>>2]=f[A>>2];z=d+16|0;f[C+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[B>>2]=0;f[d>>2]=0;f[C+28>>2]=e;b[C+32>>0]=0;f[D>>2]=C;n0a(g,D,G,e,0);g=f[D>>2]|0;f[D>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}case 2:{D=pOb(36)|0;f[D>>2]=32736;f[D+4>>2]=j;f[D+8>>2]=f[d>>2];f[D+12>>2]=f[z>>2];C=d+8|0;f[D+16>>2]=f[C>>2];A=d+12|0;f[D+20>>2]=f[A>>2];z=d+16|0;f[D+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[C>>2]=0;f[d>>2]=0;f[D+28>>2]=e;b[D+32>>0]=1;f[B>>2]=D;n0a(g,B,G,e,1);g=f[B>>2]|0;f[B>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}default:break c}}while(0);g=f[E>>2]|0;if(g|0){h=f[F>>2]|0;if((h|0)!=(g|0))f[F>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}i=G+8|0;g=f[i>>2]|0;if((g|0)==(f[q>>2]|0)){h=f[G>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(g|0){h=f[q>>2]|0;if((h|0)!=(g|0))f[q>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}if(!j){u=H;return}gh[f[(f[j>>2]|0)+4>>2]&2047](j);u=H;return}function nma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function oma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32736;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function pma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32736;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function qma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+64|0;z=B+48|0;x=B+36|0;w=B+16|0;r=B+8|0;s=B;t=h[a+32>>0]|0;k=(Bla()|0)+232|0;k=f[k>>2]|0;l=GQa(k)|0;f[z>>2]=0;A=z+4|0;f[A>>2]=0;f[z+8>>2]=0;f[x>>2]=0;y=x+4|0;f[y>>2]=0;f[x+8>>2]=0;b=f[a+8>>2]|0;v=f[a+12>>2]|0;m=b+(v<<3)|0;if(!v){e=x+8|0;b=0;c=0;g=0;i=0;d=0}else{n=l+4|0;o=w+4|0;p=r+4|0;q=s+4|0;v=x+8|0;do{j=f[b>>2]|0;g=f[n>>2]|0;a:do if(!g)c=0;else{e=g+-1|0;d=(e&g|0)==0;if(d)i=e&j;else if(j>>>0<g>>>0)i=j;else i=(j>>>0)%(g>>>0)|0;c=f[(f[l>>2]|0)+(i<<2)>>2]|0;if(!c)c=0;else{c=f[c>>2]|0;if(!c)c=0;else{if(d)while(1){g=f[c+4>>2]|0;d=(j|0)==(g|0);if(!(d|(g&e|0)==(i|0))){c=0;break a}if(d)if((f[c+8>>2]|0)==(j|0))break a;c=f[c>>2]|0;if(!c){c=0;break a}}while(1){d=f[c+4>>2]|0;if((j|0)==(d|0)){if((f[c+8>>2]|0)==(j|0))break a}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){c=0;break a}}c=f[c>>2]|0;if(!c){c=0;break}}}}}while(0);i=f[b+4>>2]|0;f[w>>2]=f[(f[c+12>>2]|0)+8>>2];f[o>>2]=i;CRa(r,k,w);c=f[r>>2]|0;if(c|0)pFa(c,k,t,z);c=f[z>>2]|0;e=f[A>>2]|0;if((c|0)!=(e|0))do{d=f[c+4>>2]|0;f[s>>2]=j;f[q>>2]=d;d=f[y>>2]|0;if(d>>>0<(f[v>>2]|0)>>>0){C=s;g=f[C+4>>2]|0;i=d;f[i>>2]=f[C>>2];f[i+4>>2]=g;f[y>>2]=(f[y>>2]|0)+8}else vma(x,s);c=c+8|0}while((c|0)!=(e|0));c=f[p>>2]|0;if(c|0)iOb(c);b=b+8|0}while((b|0)!=(m|0));g=f[x>>2]|0;i=f[y>>2]|0;e=v;b=g;c=i;d=f[v>>2]|0}C=f[a+4>>2]|0;a=f[(f[C>>2]|0)+8>>2]|0;f[w>>2]=(b|0)==(c|0)?0:b;f[w+4>>2]=c-b>>3;j=w+12|0;f[w+8>>2]=g;f[j>>2]=i;f[w+16>>2]=d;f[e>>2]=0;f[y>>2]=0;f[x>>2]=0;oh[a&1023](C,w);d=w+8|0;b=f[d>>2]|0;if((b|0)==(f[j>>2]|0)){c=f[w>>2]|0;if(c){tOb(c);b=f[d>>2]|0}}if(b|0){c=f[j>>2]|0;if((c|0)!=(b|0))f[j>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[x>>2]|0;if(b|0){c=f[y>>2]|0;if((c|0)!=(b|0))f[y>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[z>>2]|0;if(!b){u=B;return}c=f[A>>2]|0;if((c|0)!=(b|0))f[A>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=B;return}function rma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;n=z+16|0;t=z+8|0;v=z;w=(f[a+28>>2]&1|0)!=0;k=h[a+32>>0]|0;l=(Bla()|0)+232|0;l=f[l>>2]|0;m=GQa(l)|0;f[n>>2]=0;y=n+4|0;f[y>>2]=0;f[n+8>>2]=0;b=f[a+8>>2]|0;s=f[a+12>>2]|0;o=b+(s<<3)|0;if(s|0){p=m+4|0;q=n+8|0;r=t+4|0;s=v+4|0;do{i=f[b>>2]|0;g=f[p>>2]|0;a:do if(!g)x=26;else{e=g+-1|0;d=(e&g|0)==0;if(d)j=e&i;else if(i>>>0<g>>>0)j=i;else j=(i>>>0)%(g>>>0)|0;c=f[(f[m>>2]|0)+(j<<2)>>2]|0;if(!c)x=26;else{c=f[c>>2]|0;if(!c)x=26;else{b:do if(d)while(1){g=f[c+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(j|0))){x=26;break a}if(d)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c){x=26;break a}}else while(1){d=f[c+4>>2]|0;if((i|0)==(d|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(j|0)){x=26;break a}}c=f[c>>2]|0;if(!c){x=26;break a}}while(0);j=f[b+4>>2]|0;f[t>>2]=f[(f[c+12>>2]|0)+8>>2];f[r>>2]=j;CRa(v,l,t);c=f[v>>2]|0;if(!c)x=31;else if(!(lFa(c,l,k,w)|0))x=31;do if((x|0)==31){x=0;c=f[y>>2]|0;if((c|0)==(f[q>>2]|0)){uma(n,b);break}else{g=b;i=f[g+4>>2]|0;j=c;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[y>>2]=(f[y>>2]|0)+8;break}}while(0);c=f[s>>2]|0;if(c|0)iOb(c)}}}while(0);do if((x|0)==26){x=0;c=f[y>>2]|0;if((c|0)==(f[q>>2]|0)){uma(n,b);break}else{g=b;i=f[g+4>>2]|0;j=c;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[y>>2]=(f[y>>2]|0)+8;break}}while(0);b=b+8|0}while((b|0)!=(o|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,n);b=f[n>>2]|0;if(!b){u=z;return}c=f[y>>2]|0;if((c|0)!=(b|0))f[y>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=z;return}function sma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function tma(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function uma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function vma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function wma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32704;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function xma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32704;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function yma(a,b){a=a|0;b=b|0;b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,a+8|0);return}function zma(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;h=m+8|0;j=m;d=f[a+28>>2]|0;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[h>>2]=0;l=h+4|0;f[l>>2]=0;f[h+8>>2]=0;c=f[a+8>>2]|0;i=f[a+12>>2]|0;e=c+(i<<3)|0;a:do if(i|0){g=h+8|0;i=j+4|0;if(!(d&1))while(1){ARa(j,k,c);do if(!(f[j>>2]|0)){d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{o=c;n=f[o+4>>2]|0;f[d>>2]=f[o>>2];f[d+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(e|0))break a}do{ARa(j,k,c);d=f[j>>2]|0;do if(!d){d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{p=c;n=f[p+4>>2]|0;o=d;f[o>>2]=f[p>>2];f[o+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}else{d=f[d+4>>2]|0;if(d|0)if(b[(f[d+44>>2]|0)+148>>0]&2)break;d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{n=c;o=f[n+4>>2]|0;p=d;f[p>>2]=f[n>>2];f[p+4>>2]=o;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0}while((c|0)!=(e|0))}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,h);c=f[h>>2]|0;if(!c){u=m;return}d=f[l>>2]|0;if((d|0)!=(c|0))f[l>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=m;return}function Ama(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Bma(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function Cma(a){a=a|0;var b=0;f[a>>2]=32768;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Dma(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ema(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Fma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Gma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Hma(a){a=a|0;return (b[a+8>>0]|0)!=0|0}function Ima(a){a=a|0;yf()}function Jma(a){a=a|0;return 0}function Kma(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=32800;mma(e,d?2:1,b,c&1);return}function Lma(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Mma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32832;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[e>>2]=g;s0a(a,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Nma(a){a=a|0;var b=0;f[a>>2]=32864;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Oma(a){a=a|0;var b=0,c=0;f[a>>2]=32864;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pma(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Qma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Rma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Sma(a){a=a|0;return 0}function Tma(a){a=a|0;yf()}function Uma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32896;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[e>>2]=g;J0a(a,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Vma(a){a=a|0;var b=0;f[a>>2]=32928;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Wma(a){a=a|0;var b=0,c=0;f[a>>2]=32928;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Xma(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Yma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Zma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function _ma(a){a=a|0;return 0}function $ma(a){a=a|0;yf()}function ana(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=32960;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function bna(a){a=a|0;var b=0;f[a>>2]=32992;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function cna(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function dna(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function ena(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function fna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function gna(a){a=a|0;return 0}function hna(a){a=a|0;yf()}function ina(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;h=pOb(8)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=33024;a=c&1;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[g>>2]=h;h0a(c,g,5,d?a|2:a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function jna(a){a=a|0;var b=0;f[a>>2]=33056;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function kna(a){a=a|0;var b=0,c=0;f[a>>2]=33056;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function lna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function mna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function nna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ona(a){a=a|0;return 0}function pna(a){a=a|0;yf()}function qna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;h=pOb(8)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=33088;a=c&1;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[g>>2]=h;h0a(c,g,1,d?a|2:a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function rna(a){a=a|0;var b=0;f[a>>2]=33120;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function sna(a){a=a|0;var b=0,c=0;f[a>>2]=33120;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function una(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function vna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wna(a){a=a|0;yf()}function xna(a){a=a|0;var b=0;b=(Bla()|0)+240|0;yna(a,a9a(f[b>>2]|0)|0);return}function yna(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;b[a>>0]=b[c>>0]|0;p[a+8>>3]=+p[c+8>>3];p[a+16>>3]=+p[c+16>>3];p[a+24>>3]=+p[c+24>>3];p[a+32>>3]=+p[c+32>>3];p[a+40>>3]=+p[c+40>>3];p[a+48>>3]=+p[c+48>>3];p[a+56>>3]=+p[c+56>>3];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];p[a+88>>3]=+p[c+88>>3];p[a+96>>3]=+p[c+96>>3];p[a+104>>3]=+p[c+104>>3];p[a+112>>3]=+p[c+112>>3];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];p[a+184>>3]=+p[c+184>>3];p[a+192>>3]=+p[c+192>>3];p[a+200>>3]=+p[c+200>>3];d=a+208|0;e=c+208|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+248>>3]=+p[c+248>>3];p[a+256>>3]=+p[c+256>>3];p[a+264>>3]=+p[c+264>>3];p[a+272>>3]=+p[c+272>>3];p[a+280>>3]=+p[c+280>>3];p[a+288>>3]=+p[c+288>>3];p[a+296>>3]=+p[c+296>>3];p[a+304>>3]=+p[c+304>>3];p[a+312>>3]=+p[c+312>>3];p[a+320>>3]=+p[c+320>>3];p[a+328>>3]=+p[c+328>>3];p[a+336>>3]=+p[c+336>>3];p[a+344>>3]=+p[c+344>>3];p[a+352>>3]=+p[c+352>>3];p[a+360>>3]=+p[c+360>>3];p[a+368>>3]=+p[c+368>>3];f[a+376>>2]=f[c+376>>2];f[a+380>>2]=f[c+380>>2];f[a+384>>2]=f[c+384>>2];f[a+388>>2]=f[c+388>>2];f[a+392>>2]=f[c+392>>2];f[a+396>>2]=f[c+396>>2];f[a+400>>2]=f[c+400>>2];f[a+404>>2]=f[c+404>>2];f[a+408>>2]=f[c+408>>2];f[a+412>>2]=f[c+412>>2];f[a+416>>2]=f[c+416>>2];f[a+420>>2]=f[c+420>>2];f[a+424>>2]=f[c+424>>2];f[a+428>>2]=f[c+428>>2];f[a+432>>2]=f[c+432>>2];f[a+436>>2]=f[c+436>>2];p[a+440>>3]=+p[c+440>>3];p[a+448>>3]=+p[c+448>>3];p[a+456>>3]=+p[c+456>>3];p[a+464>>3]=+p[c+464>>3];p[a+472>>3]=+p[c+472>>3];p[a+480>>3]=+p[c+480>>3];p[a+488>>3]=+p[c+488>>3];p[a+496>>3]=+p[c+496>>3];p[a+504>>3]=+p[c+504>>3];p[a+512>>3]=+p[c+512>>3];p[a+520>>3]=+p[c+520>>3];p[a+528>>3]=+p[c+528>>3];p[a+536>>3]=+p[c+536>>3];p[a+544>>3]=+p[c+544>>3];p[a+552>>3]=+p[c+552>>3];p[a+560>>3]=+p[c+560>>3];p[a+568>>3]=+p[c+568>>3];p[a+576>>3]=+p[c+576>>3];p[a+584>>3]=+p[c+584>>3];p[a+592>>3]=+p[c+592>>3];p[a+600>>3]=+p[c+600>>3];p[a+608>>3]=+p[c+608>>3];p[a+616>>3]=+p[c+616>>3];p[a+624>>3]=+p[c+624>>3];p[a+632>>3]=+p[c+632>>3];p[a+640>>3]=+p[c+640>>3];p[a+648>>3]=+p[c+648>>3];p[a+656>>3]=+p[c+656>>3];p[a+664>>3]=+p[c+664>>3];p[a+672>>3]=+p[c+672>>3];p[a+680>>3]=+p[c+680>>3];p[a+688>>3]=+p[c+688>>3];f[a+696>>2]=f[c+696>>2];f[a+700>>2]=f[c+700>>2];f[a+704>>2]=f[c+704>>2];f[a+708>>2]=f[c+708>>2];f[a+712>>2]=f[c+712>>2];f[a+716>>2]=f[c+716>>2];f[a+720>>2]=f[c+720>>2];f[a+724>>2]=f[c+724>>2];f[a+728>>2]=f[c+728>>2];g=a+732|0;e=c+732|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];b[g+12>>0]=b[e+12>>0]|0;return}function zna(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;X8a(b,a,0);q9a(b);return}function Ana(a){a=a|0;var b=0,c=0;f[a>>2]=1065353216;f[a+4>>2]=1065353216;f[a+8>>2]=1065353216;b=a+12|0;f[b>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;c=(Bla()|0)+232|0;_Ra(f[c>>2]|0,a,b)|0;return}function Bna(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=Bla()|0;j=f[k+232>>2]|0;a=(IRa(j)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{h=c;g=d;while(1){i=b+12|0;c=f[i>>2]|0;d=c+196|0;e=f[d>>2]|0;if(!(e&128)){d=c+200|0;e=h;d=f[d>>2]|0}else{f[d>>2]=e&-641|512;c=f[i>>2]|0;d=c+200|0;d=f[d>>2]|0;e=1;g=g&((d&-268435456|0)!=0|0!=0)}if((d&56|0)==0&0==0){c=e;d=g}else{sKa(c)|0;d=(f[i>>2]|0)+200|0;c=1;d=g&((f[d>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0;if(!b)break;else{h=c;g=d}}do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(j)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;i=(f[j>>2]|0)+196|0;f[i>>2]=f[i>>2]&-641|512;sKa(f[j>>2]|0)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[k+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{s9a(a);return}}function Cna(){var a=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=Bla()|0;j=f[k+232>>2]|0;a=(IRa(j)|0)+8|0;a=f[a>>2]|0;a:do if(!a){c=0;a=0}else{c=f[(f[a+12>>2]|0)+56>>2]|0;if(!c)do{a=f[a>>2]|0;if(!a){c=0;a=0;break a}c=f[(f[a+12>>2]|0)+56>>2]|0}while((c|0)==0)}while(0);if(!a){g=0;e=1}else{g=0;e=1;do{do{i=c+12|0;d=f[i>>2]|0;if(!(f[d+196>>2]&2097152)){l=d+200|0;h=g;g=f[l>>2]|0}else{CJa(d,0);d=f[i>>2]|0;g=d+200|0;g=f[g>>2]|0;h=1;e=e&((g&-268435456|0)!=0|0!=0)}if((g&3584|0)==0&0==0)g=h;else{tKa(d)|0;l=(f[i>>2]|0)+200|0;g=1;e=e&((f[l>>2]&-268435456|0)!=0|0!=0)}c=f[c>>2]|0}while((c|0)!=0);do{a=f[a>>2]|0;if(!a){c=0;a=0;break}c=f[(f[a+12>>2]|0)+56>>2]|0}while((c|0)==0)}while((a|0)!=0)}a=(JRa(j)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){c=f[(f[a+12>>2]|0)+76>>2]|0;if(!c)do{a=f[a>>2]|0;if(!a)break b;c=f[(f[a+12>>2]|0)+76>>2]|0}while((c|0)==0);c:while(1){do{l=c+12|0;CJa(f[l>>2]|0,0);tKa(f[l>>2]|0)|0;c=f[c>>2]|0}while((c|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;c=f[(f[a+12>>2]|0)+76>>2]|0;if(c)continue c}}}while(0);a=f[k+240>>2]|0;if((b[a+226>>0]|0)!=3|g^1)return;if(e){u9a(a);return}else{Y8a(a);return}}function Dna(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=Bla()|0;h=f[i+232>>2]|0;a=(IRa(h)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{do{g=b+12|0;j=TKa(f[g>>2]|0,0)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=TKa(e,1)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=TKa(e,2)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}if(uKa(e)|0){j=(f[g>>2]|0)+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0}while((b|0)!=0);do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(h)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;TKa(f[j>>2]|0,0)|0;TKa(f[j>>2]|0,1)|0;TKa(f[j>>2]|0,2)|0;uKa(f[j>>2]|0)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[i+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{t9a(a);return}}function Ena(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=Bla()|0;h=f[i+232>>2]|0;a=(IRa(h)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{do{g=b+12|0;j=QKa(f[g>>2]|0,0)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=QKa(e,1)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}if(QKa(e,2)|0){j=(f[g>>2]|0)+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0}while((b|0)!=0);do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(h)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;QKa(f[j>>2]|0,0)|0;QKa(f[j>>2]|0,1)|0;QKa(f[j>>2]|0,2)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[i+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{Y8a(a);return}}function Fna(){var a=0;a=(Bla()|0)+232|0;a=QRa(f[a>>2]|0)|0;return +(+(a>>>0)+4294967296.0*+(I>>>0))}function Gna(){var a=0;a=(Bla()|0)+232|0;a=RRa(f[a>>2]|0)|0;return +(+(a>>>0)+4294967296.0*+(I>>>0))}function Hna(a){a=a|0;var b=0;b=(Bla()|0)+232|0;b=QRa(f[b>>2]|0)|0;p[a>>3]=+(b>>>0)+4294967296.0*+(I>>>0);b=(Bla()|0)+232|0;b=RRa(f[b>>2]|0)|0;p[a+8>>3]=+(b>>>0)+4294967296.0*+(I>>>0);return}function Ina(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+144|0;e=k+96|0;g=k;h=k+48|0;i=(Bla()|0)+232|0;i=f[i>>2]|0;j=g;d=j+48|0;do{f[j>>2]=f[b>>2];j=j+4|0;b=b+4|0}while((j|0)<(d|0));p[h>>3]=+p[c>>3];p[h+8>>3]=+p[c+8>>3];p[h+16>>3]=+p[c+16>>3];p[h+24>>3]=+p[c+24>>3];p[h+32>>3]=+p[c+32>>3];p[h+40>>3]=+p[c+40>>3];j=e;b=g;d=j+48|0;do{f[j>>2]=f[b>>2];j=j+4|0;b=b+4|0}while((j|0)<(d|0));$ib(a,e,i,h);u=k;return}function Jna(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;o=u;u=u+160|0;l=o+80|0;r=o+128|0;q=o+32|0;n=o+16|0;m=o;f[q>>2]=f[b>>2];f[q+4>>2]=f[b+4>>2];f[q+8>>2]=f[b+8>>2];f[q+12>>2]=f[b+12>>2];k=b+20|0;f[r>>2]=f[k>>2];f[r+4>>2]=f[k+4>>2];f[r+8>>2]=f[k+8>>2];f[r+12>>2]=f[k+12>>2];f[r+16>>2]=f[k+16>>2];f[r+20>>2]=f[k+20>>2];f[r+24>>2]=f[k+24>>2];k=Bla()|0;j=f[k+232>>2]|0;k=a9a(f[k+240>>2]|0)|0;f[q+16>>2]=i;b=q+20|0;f[b>>2]=f[r>>2];f[b+4>>2]=f[r+4>>2];f[b+8>>2]=f[r+8>>2];f[b+12>>2]=f[r+12>>2];f[b+16>>2]=f[r+16>>2];f[b+20>>2]=f[r+20>>2];f[b+24>>2]=f[r+24>>2];p[n>>3]=+(d>>>0);p[n+8>>3]=+(e>>>0);p[m>>3]=+(g>>>0);p[m+8>>3]=+(h>>>0);b=l;d=q;e=b+48|0;do{f[b>>2]=f[d>>2];b=b+4|0;d=d+4|0}while((b|0)<(e|0));ajb(a,l,c,j,k,n,m);u=o;return}function Kna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+16|0;k=o+12|0;l=o;j=f[c+4>>2]|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;if(!j){g=0;e=0}else{if(j>>>0>268435455)AMb(l);i=pOb(j<<4)|0;f[l>>2]=i;e=i+(j<<4)|0;f[l+8>>2]=e;f[m>>2]=e;g=i;h=f[c>>2]|0;c=0;do{n[i+(c<<4)>>2]=+p[h+(c<<5)>>3];n[i+(c<<4)+4>>2]=+p[h+(c<<5)+8>>3];n[i+(c<<4)+8>>2]=+p[h+(c<<5)+16>>3];n[i+(c<<4)+12>>2]=+p[h+(c<<5)+24>>3];c=c+1|0}while((c|0)!=(j|0))}j=(Bla()|0)+244|0;j=f[j>>2]|0;i=f[a>>2]|0;f[a>>2]=0;f[k>>2]=i;O0a(j,k,b,e-g>>4,g,d);e=f[k>>2]|0;f[k>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;if(!e){u=o;return}g=f[m>>2]|0;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-16-e|0)>>>4)<<4);sOb(e);u=o;return}function Lna(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;j=u;u=u+368|0;k=j+352|0;s=j+344|0;r=j+336|0;q=j+328|0;l=j+316|0;p=j+96|0;o=j+16|0;m=j;t=(Bla()|0)+232|0;t=f[t>>2]|0;n[s>>2]=+(c>>>0);n[s+4>>2]=+(d>>>0);n[r>>2]=+(e>>>0);n[r+4>>2]=+(g>>>0);n[q>>2]=+(h>>>0);n[q+4>>2]=+(i>>>0);dkb(p,t,s,r,q,l);f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];n[o+12>>2]=-+n[p+12>>2];f[o+16>>2]=f[p+16>>2];f[o+20>>2]=f[p+20>>2];f[o+24>>2]=f[p+24>>2];n[o+28>>2]=-+n[p+28>>2];f[o+32>>2]=f[p+32>>2];f[o+36>>2]=f[p+36>>2];f[o+40>>2]=f[p+40>>2];n[o+44>>2]=-+n[p+44>>2];f[o+48>>2]=f[p+48>>2];f[o+52>>2]=f[p+52>>2];f[o+56>>2]=f[p+56>>2];n[o+60>>2]=-+n[p+60>>2];f[o+64>>2]=f[p+64>>2];f[o+68>>2]=f[p+68>>2];f[o+72>>2]=f[p+72>>2];n[o+76>>2]=-+n[p+76>>2];g=m+4|0;h=pOb(80)|0;f[g>>2]=h;f[m>>2]=h;i=h+80|0;f[m+8>>2]=i;f[h>>2]=f[o>>2];f[h+4>>2]=f[o+4>>2];f[h+8>>2]=f[o+8>>2];f[h+12>>2]=f[o+12>>2];f[h+16>>2]=f[o+16>>2];f[h+20>>2]=f[o+20>>2];f[h+24>>2]=f[o+24>>2];f[h+28>>2]=f[o+28>>2];f[h+32>>2]=f[o+32>>2];f[h+36>>2]=f[o+36>>2];f[h+40>>2]=f[o+40>>2];f[h+44>>2]=f[o+44>>2];f[h+48>>2]=f[o+48>>2];f[h+52>>2]=f[o+52>>2];f[h+56>>2]=f[o+56>>2];f[h+60>>2]=f[o+60>>2];f[h+64>>2]=f[o+64>>2];f[h+68>>2]=f[o+68>>2];f[h+72>>2]=f[o+72>>2];f[h+76>>2]=f[o+76>>2];f[g>>2]=i;c=(Bla()|0)+244|0;c=f[c>>2]|0;e=f[a>>2]|0;f[a>>2]=0;f[k>>2]=e;e=f[m>>2]|0;d=e;O0a(c,k,b,i-e>>4,d,l);c=f[k>>2]|0;f[k>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);if(!e){u=j;return}if((i|0)!=(d|0))f[g>>2]=i+(~((h+64-e|0)>>>4)<<4);sOb(e);u=j;return}function Mna(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+384|0;v=z+368|0;w=z+360|0;x=z+352|0;i=z+344|0;j=z+320|0;k=z+88|0;y=z;l=z+8|0;o=Bla()|0;m=f[o+232>>2]|0;o=f[o+244>>2]|0;p=e+c|0;q=g+-1|0;r=e+d|0;t=h+-1|0;n[v>>2]=+(c>>>0);n[v+4>>2]=+(d>>>0);c=c>>>0<e>>>0?0:(n[s>>2]=+((c-e|0)>>>0),f[s>>2]|0);e=d>>>0<e>>>0?0:(n[s>>2]=+((d-e|0)>>>0),f[s>>2]|0);f[w>>2]=c;f[w+4>>2]=e;n[x>>2]=+((q>>>0<p>>>0?q:p)>>>0);n[x+4>>2]=+((t>>>0<r>>>0?t:r)>>>0);n[i>>2]=+(g>>>0);n[i+4>>2]=+(h>>>0);ckb(j,m,v,i);dkb(k,m,w,x,i,z+308|0);c=f[a>>2]|0;f[a>>2]=0;f[y>>2]=c;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];n[l+12>>2]=-+n[k+12>>2];f[l+16>>2]=f[k+16>>2];f[l+20>>2]=f[k+20>>2];f[l+24>>2]=f[k+24>>2];n[l+28>>2]=-+n[k+28>>2];f[l+32>>2]=f[k+32>>2];f[l+36>>2]=f[k+36>>2];f[l+40>>2]=f[k+40>>2];n[l+44>>2]=-+n[k+44>>2];f[l+48>>2]=f[k+48>>2];f[l+52>>2]=f[k+52>>2];f[l+56>>2]=f[k+56>>2];n[l+60>>2]=-+n[k+60>>2];f[l+64>>2]=f[k+64>>2];f[l+68>>2]=f[k+68>>2];f[l+72>>2]=f[k+72>>2];n[l+76>>2]=-+n[k+76>>2];P0a(o,y,b,j,l);c=f[y>>2]|0;f[y>>2]=0;if(!c){u=z;return}gh[f[(f[c>>2]|0)+4>>2]&2047](c);u=z;return}function Nna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0;e=u;u=u+32|0;h=e+4|0;g=e;i=(Bla()|0)+244|0;i=f[i>>2]|0;f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];f[h+8>>2]=f[c+8>>2];n[h+12>>2]=d*d;n[h+16>>2]=d;c=f[a>>2]|0;f[a>>2]=0;f[g>>2]=c;Q0a(i,g,b,h);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ona(a){a=a|0;var b=0;b=(Bla()|0)+244|0;R0a(f[b>>2]|0,a);return}function Pna(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;e=g;d=(Bla()|0)+244|0;d=f[d>>2]|0;if((f[d+12>>2]|0)!=2){e=f[a>>2]|0;oh[f[(f[e>>2]|0)+16>>2]&1023](e,0);u=g;return}h=f[a>>2]|0;f[a>>2]=0;f[e>>2]=h;S0a(d,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Qna(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;d=n+16|0;k=n;f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;e=f[b+4>>2]|0;if((e>>>0)%3|0|0){u=n;return}g=(e>>>0)/3|0;h=f[b>>2]|0;i=g+1|0;f[k>>2]=0;m=k+4|0;f[m>>2]=0;f[k+8>>2]=0;if(e>>>0<48){f[d>>2]=g;if(e>>>0>2)j=5}else{Rna(k,i);d=f[k>>2]|0;f[d>>2]=g;j=5}if((j|0)==5){b=0;do{j=b;b=b+1|0;f[d+(b<<2)>>2]=j}while(b>>>0<g>>>0)}if(!(e8a(h,d,i,c,1,a)|0)){d=f[a>>2]|0;b=f[l>>2]|0;if((b|0)!=(d|0))f[l>>2]=b+(~((b+-4-d|0)>>>2)<<2)}d=f[k>>2]|0;if(d|0){b=f[m>>2]|0;if((b|0)!=(d|0))f[m>>2]=b+(~((b+-4-d|0)>>>2)<<2);sOb(d)}u=n;return}function Rna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function Sna(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;i=a+4|0;b=f[i>>2]|0;h=a+8|0;l=f[h>>2]|0;if((b|0)==(l|0)){Tna(a,c);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[c>>2];g=b+4|0;f[i>>2]=g}b=c+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=c+8|0;if((g|0)==(l|0)){Tna(a,b);b=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];b=g+4|0;f[i>>2]=b}if((b|0)==(l|0)){Tna(a,d);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[d>>2];g=b+4|0;f[i>>2]=g}b=d+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=d+8|0;if((g|0)==(l|0)){Tna(a,b);b=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];b=g+4|0;f[i>>2]=b}if((b|0)==(l|0)){Tna(a,e);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[e>>2];g=b+4|0;f[i>>2]=g}b=e+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=e+8|0;if((g|0)==(l|0)){Tna(a,b);return}else{f[g>>2]=f[b>>2];f[i>>2]=g+4;return}}function Tna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Una(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;p[a>>3]=+p[b+112>>3];p[a+8>>3]=+p[b+120>>3];return}function Vna(a,b){a=+a;b=+b;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;V9a(c,a,b);t9a(c);return}function Wna(a){a=a|0;return 0}function Xna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33152;f[d>>2]=g;D0a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function Yna(a){a=a|0;var b=0;f[a>>2]=33184;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Zna(a){a=a|0;var b=0,c=0;f[a>>2]=33184;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function _na(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;j=p+16|0;k=p+8|0;l=p+4|0;m=p;n=(Bla()|0)+232|0;n=f[n>>2]|0;f[j>>2]=0;o=j+4|0;f[o>>2]=0;f[j+8>>2]=0;c=f[b+4>>2]|0;i=j+8|0;if(c|0){if(c>>>0>536870911)vd();e=pOb(c<<3)|0;f[j>>2]=e;f[o>>2]=e;f[i>>2]=e+(c<<3);e=f[b>>2]|0;g=e+(c<<3)|0;h=k+4|0;do{DRa(k,n,e);b=f[k>>2]|0;if(!b){f[l>>2]=0;f[m>>2]=0;b=f[o>>2]|0;if(b>>>0<(f[i>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[o>>2]=b+8}else coa(j,l,m)}else{d=f[b+8>>2]|0;f[l>>2]=d;b=(f[b+12>>2]|0)-d|0;f[m>>2]=b;c=f[o>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=d;f[c+4>>2]=b;f[o>>2]=c+8}else boa(j,l,m)}b=f[h>>2]|0;if(b|0)iOb(b);e=e+8|0}while((e|0)!=(g|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,j);b=f[j>>2]|0;if(!b){u=p;return}c=f[o>>2]|0;if((c|0)!=(b|0))f[o>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=p;return}function $na(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function aoa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function boa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function coa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;h=f[a>>2]|0;i=(f[g>>2]|0)-h|0;j=i>>3;b=j+1|0;if(b>>>0>536870911)AMb(a);e=a+8|0;m=(f[e>>2]|0)-h|0;d=m>>2;b=m>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;do if(!b){k=0;l=0}else if(b>>>0>536870911)vd();else{l=pOb(b<<3)|0;k=l;break}while(0);d=k+(j<<3)|0;m=f[c>>2]|0;f[d>>2]=0;f[k+(j<<3)+4>>2]=m;if((i|0)>0)bQb(l|0,h|0,i|0)|0;f[a>>2]=k;f[g>>2]=d+8;f[e>>2]=k+(b<<3);if(!h)return;sOb(h);return}function doa(a){a=a|0;yf()}function eoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33216;f[d>>2]=g;D0a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function foa(a){a=a|0;var b=0;f[a>>2]=33248;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function goa(a){a=a|0;var b=0,c=0;f[a>>2]=33248;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function hoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;e=(Bla()|0)+232|0;e=f[e>>2]|0;c=f[b>>2]|0;h=f[b+4>>2]|0;b=c+(h<<3)|0;if(h|0)do{qRa(e,c)|0;c=c+8|0}while((c|0)!=(b|0));h=f[a+4>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,d);u=g;return}function ioa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function joa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function koa(a){a=a|0;yf()}function loa(a){a=a|0;f[a>>2]=6;f[a+4>>2]=4;return}function moa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+16|0;m=s+12|0;n=s;o=Bla()|0;q=f[o+232>>2]|0;r=f[o+244>>2]|0;h=f[c>>2]|0;l=c+4|0;d=f[l>>2]|0;i=h+(d<<5)|0;f[n>>2]=0;k=n+4|0;f[k>>2]=0;f[n+8>>2]=0;j=h;c=d<<5;e=c>>5;if(e|0){if(e>>>0>134217727)AMb(n);g=pOb(c)|0;f[k>>2]=g;f[n>>2]=g;f[n+8>>2]=g+(e<<5);if(d|0){e=i+-32|0;c=h;d=g;while(1){p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];c=c+32|0;if((c|0)==(i|0))break;else d=d+32|0}f[k>>2]=g+(((e-j|0)>>>5)+1<<5)}}c=TRa(q,n)|0;f[m>>2]=c;d=f[n>>2]|0;if(d){c=f[k>>2]|0;if((c|0)!=(d|0))f[k>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);c=f[m>>2]|0}if((c|0)==-1){b[n>>0]=(f[l>>2]|0)>>>0<5&1;r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,n);u=s;return}else{oDa(ySa(q)|0);Y8a(f[o+240>>2]|0);Jkb(DSa(q)|0,r);J$a(r);r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,m);u=s;return}}function noa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;l=r+24|0;m=r+12|0;i=r+4|0;j=r+8|0;n=r;o=Bla()|0;p=f[o+232>>2]|0;e=f[o+244>>2]|0;f[m>>2]=0;q=m+4|0;f[q>>2]=0;f[m+8>>2]=0;c=f[b>>2]|0;k=b+4|0;h=f[k>>2]|0;g=c+(h<<2)|0;if(h|0){h=m+8|0;do{d=f[c>>2]|0;f[i>>2]=d;f[j>>2]=d;f[l>>2]=f[j>>2];do if(!(WRa(p,l)|0)){d=f[q>>2]|0;if((d|0)==(f[h>>2]|0)){xD(m,i);break}else{f[d>>2]=f[i>>2];f[q>>2]=d+4;break}}while(0);c=c+4|0}while((c|0)!=(g|0));if(f[k>>2]|0){Jkb(DSa(p)|0,e);J$a(e)}}if((f[m>>2]|0)==(f[q>>2]|0)){c=f[b>>2]|0;k=f[k>>2]|0;d=c+(k<<2)|0;if(k|0)do{f[n>>2]=f[c>>2];f[l>>2]=f[n>>2];VRa(p,l)|0;c=c+4|0}while((c|0)!=(d|0));oDa(ySa(p)|0);Y8a(f[o+240>>2]|0);p=f[a>>2]|0;oh[f[(f[p>>2]|0)+8>>2]&1023](p,l)}else{p=f[a>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,m)}c=f[m>>2]|0;if(!c){u=r;return}d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=r;return}function ooa(){var a=0,b=0,c=0;a=Bla()|0;b=f[a+232>>2]|0;c=f[a+244>>2]|0;if(!(SRa(b)|0))return;Jkb(DSa(b)|0,c);J$a(c);oDa(ySa(b)|0);Y8a(f[a+240>>2]|0);return}function poa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+32|0;n=s+16|0;k=s;l=s+4|0;o=Bla()|0;q=f[o+232>>2]|0;r=f[o+244>>2]|0;f[k>>2]=f[c>>2];g=f[b>>2]|0;d=f[b+4>>2]|0;i=g+(d<<5)|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;j=g;b=d<<5;e=b>>5;if(e|0){if(e>>>0>134217727)AMb(l);h=pOb(b)|0;f[m>>2]=h;f[l>>2]=h;f[l+8>>2]=h+(e<<5);if(d|0){e=i+-32|0;b=g;d=h;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(i|0))break;else d=d+32|0}f[m>>2]=h+(((e-j|0)>>>5)+1<<5)}};f[n>>2]=f[k>>2];e=URa(q,n,l)|0;b=f[l>>2]|0;if(b|0){d=f[m>>2]|0;if((d|0)!=(b|0))f[m>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}if(e){Jkb(DSa(q)|0,r);J$a(r);oDa(ySa(q)|0);v9a(f[o+240>>2]|0);r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,n);u=s;return}else{r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,c);u=s;return}}function qoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+48|0;m=v+32|0;s=v+20|0;r=v+4|0;h=v+16|0;n=v;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[s>>2]=0;t=s+4|0;f[t>>2]=0;f[s+8>>2]=0;c=f[b>>2]|0;j=b+4|0;q=f[j>>2]|0;e=c+(q<<2)|0;if(!q)i=9;else{g=s+8|0;do{q=f[c>>2]|0;f[r>>2]=q;f[h>>2]=q;f[m>>2]=f[h>>2];do if(!(WRa(o,m)|0)){d=f[t>>2]|0;if((d|0)==(f[g>>2]|0)){xD(s,r);break}else{f[d>>2]=f[r>>2];f[t>>2]=d+4;break}}while(0);c=c+4|0}while((c|0)!=(e|0));if((f[s>>2]|0)==(f[t>>2]|0))i=9;else{r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,s)}}if((i|0)==9){f[r>>2]=0;q=r+4|0;f[q>>2]=0;f[r+8>>2]=0;rS(r,f[j>>2]|0);c=f[b>>2]|0;l=f[j>>2]|0;k=c+(l<<2)|0;a:do if(l|0){l=r+8|0;while(1){f[n>>2]=f[c>>2];f[m>>2]=f[n>>2];g=XRa(o,m)|0;d=f[q>>2]|0;if((d|0)==(f[l>>2]|0))roa(r,g);else{f[d>>2]=0;j=d+4|0;f[j>>2]=0;f[d+8>>2]=0;i=g+4|0;e=(f[i>>2]|0)-(f[g>>2]|0)|0;h=e>>5;if(h){if(h>>>0>134217727)break;b=pOb(e)|0;f[j>>2]=b;f[d>>2]=b;f[d+8>>2]=b+(h<<5);h=f[g>>2]|0;g=f[i>>2]|0;if((h|0)!=(g|0)){d=h;e=b;while(1){p[e>>3]=+p[d>>3];p[e+8>>3]=+p[d+8>>3];p[e+16>>3]=+p[d+16>>3];p[e+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(g|0))break;else e=e+32|0}f[j>>2]=b+(((g+-32-h|0)>>>5)+1<<5);d=f[q>>2]|0}}f[q>>2]=d+12}c=c+4|0;if((c|0)==(k|0))break a}AMb(d)}while(0);c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,r);c=f[r>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[q>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[q>>2]|0}}while((d|0)!=(c|0));c=f[r>>2]|0}sOb(c)}}c=f[s>>2]|0;if(!c){u=v;return}d=f[t>>2]|0;if((d|0)!=(c|0))f[t>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=v;return}function roa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;t=a+4|0;e=f[t>>2]|0;h=f[a>>2]|0;o=(e-h|0)/12|0;c=o+1|0;q=h;if(c>>>0>357913941)AMb(a);s=a+8|0;r=((f[s>>2]|0)-h|0)/12|0;g=r<<1;g=r>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)m=0;else if(g>>>0>357913941)vd();else{m=pOb(g*12|0)|0;break}while(0);d=m+(o*12|0)|0;c=d;r=m+(g*12|0)|0;f[d>>2]=0;n=m+(o*12|0)+4|0;f[n>>2]=0;f[m+(o*12|0)+8>>2]=0;l=f[b+4>>2]|0;k=f[b>>2]|0;b=l-k|0;i=b>>5;g=k;if(i|0){if(i>>>0>134217727)AMb(d);j=pOb(b)|0;f[n>>2]=j;f[d>>2]=j;f[m+(o*12|0)+8>>2]=j+(i<<5);if((g|0)!=(l|0)){b=j;while(1){p[b>>3]=+p[g>>3];p[b+8>>3]=+p[g+8>>3];p[b+16>>3]=+p[g+16>>3];p[b+24>>3]=+p[g+24>>3];g=g+32|0;if((g|0)==(l|0))break;else b=b+32|0}f[n>>2]=j+(((l+-32-k|0)>>>5)+1<<5)}}g=d+12|0;if((e|0)!=(q|0)){do{o=d+-12|0;n=e;e=e+-12|0;f[o>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[o>>2]=f[e>>2];o=n+-8|0;f[m>>2]=f[o>>2];n=n+-4|0;f[d+-4>>2]=f[n>>2];f[n>>2]=0;f[o>>2]=0;f[e>>2]=0;d=c+-12|0;c=d}while((e|0)!=(q|0));h=f[a>>2]|0}f[a>>2]=c;c=f[t>>2]|0;f[t>>2]=g;f[s>>2]=r;b=h;if((c|0)!=(b|0)){e=c;do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-32-g|0)>>>5)<<5);sOb(g)}}while((e|0)!=(b|0))}if(!h)return;sOb(h);return}function soa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+32|0;i=h+20|0;g=h;l=pOb(16)|0;k=l+16|0;j=b;e=f[j+4>>2]|0;m=l;f[m>>2]=f[j>>2];f[m+4>>2]=e;m=c;e=f[m+4>>2]|0;j=l+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=e;j=pOb(28)|0;e=f[a>>2]|0;f[a>>2]=0;f[j+4>>2]=e;f[j>>2]=33280;n[j+8>>2]=d;e=f[b+4>>2]|0;a=j+12|0;f[a>>2]=f[b>>2];f[a+4>>2]=e;a=f[c+4>>2]|0;e=j+20|0;f[e>>2]=f[c>>2];f[e+4>>2]=a;f[g>>2]=l;f[g+4>>2]=2;e=g+12|0;f[g+8>>2]=l;f[e>>2]=k;f[g+16>>2]=k;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[i>>2]=j;t0a(a,i,g);a=f[i>>2]|0;f[i>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=g+8|0;a=f[c>>2]|0;if((a|0)==(f[e>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(!a){u=h;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function toa(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function uoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;e=u;u=u+32|0;d=e+8|0;b=e;c=Bla()|0;g=f[c+232>>2]|0;h=ySa(g)|0;vRa(d,g,a+12|0);vRa(b,g,a+20|0);g=Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0;if(FBa(h,d,b,+n[a+8>>2],g)|0)Y8a(f[c+240>>2]|0);h=f[a+4>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,e+16|0);b=f[b+4>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function voa(a){a=a|0;return 1}function woa(){var a=0;a=Bla()|0;if(!(yBa(ySa(f[a+232>>2]|0)|0)|0))return;Y8a(f[a+240>>2]|0);return}function xoa(){var a=0;a=(Bla()|0)+232|0;lDa(ySa(f[a>>2]|0)|0);return}function yoa(){var a=0;a=(Bla()|0)+232|0;mDa(ySa(f[a>>2]|0)|0);return}function zoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+32|0;p=C+24|0;t=C+16|0;v=C+8|0;w=C+4|0;x=C;A=Bla()|0;y=f[A+232>>2]|0;z=f[A+244>>2]|0;A=f[A+240>>2]|0;c=f[b>>2]|0;B=b+4|0;s=f[B>>2]|0;q=c+(s<<3)|0;a:do if(!s){h=0;e=c;d=c;c=0}else{r=t+4|0;s=v+4|0;h=0;d=0;e=0;o=c;i=-1;while(1){LRa(t,y,o);n=f[t>>2]|0;c=f[r>>2]|0;if(c|0)iOb(c);b:do if(!(f[n+196>>2]&16777216)){EJa(n);g=f[n+116>>2]|0;if((i|0)!=(g|0)){f[w>>2]=g;f[p>>2]=f[w>>2];IQa(v,y,p);d=f[v>>2]|0;c=f[s>>2]|0;if(c|0)iOb(c);if(!d){d=0;e=0;c=-1;break}f[x>>2]=f[d+8>>2];f[p>>2]=f[x>>2];e=mSa(y,p)|0;i=g}if(!e){e=0;c=i}else{l=f[n+120>>2]|0;k=f[e+24>>2]|0;if(!k)c=i;else{j=k+-1|0;g=(j&k|0)==0;if(g)m=j&l;else if(l>>>0<k>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;c=f[(f[e+20>>2]|0)+(m<<2)>>2]|0;if(!c)c=i;else{c=f[c>>2]|0;if(!c)c=i;else{c:do if(g)while(1){k=f[c+4>>2]|0;g=(l|0)==(k|0);if(!(g|(k&j|0)==(m|0))){c=i;break b}if(g)if((f[c+8>>2]|0)==(l|0))break c;c=f[c>>2]|0;if(!c){c=i;break b}}else while(1){g=f[c+4>>2]|0;if((l|0)==(g|0)){if((f[c+8>>2]|0)==(l|0))break c}else{if(g>>>0>=k>>>0)g=(g>>>0)%(k>>>0)|0;if((g|0)!=(m|0)){c=i;break b}}c=f[c>>2]|0;if(!c){c=i;break b}}while(0);NQa(y,f[c+16>>2]|0,n,d);U8a(A,n,0,0);h=1;c=i}}}}}else{c=o;f[c>>2]=0;f[c+4>>2]=-1;c=i}while(0);o=o+8|0;if((o|0)==(q|0))break;else i=c}g=f[b>>2]|0;c=f[B>>2]|0;i=g+(c<<3)|0;d:do if(!c){d=g;c=0}else{d=g;while(1){if((f[d>>2]|0)==0?(f[d+4>>2]|0)==-1:0)break d;d=d+8|0;if((d|0)==(i|0)){e=i;d=g;break a}}}while(0);if((d|0)==(i|0)){e=i;d=g}else{c=d;e=d;e:while(1){do{d=c;c=c+8|0;if((c|0)==(i|0))break e}while((f[c>>2]|0)==0?(f[d+12>>2]|0)==-1:0);w=c;x=f[w+4>>2]|0;y=e;f[y>>2]=f[w>>2];f[y+4>>2]=x;e=e+8|0}d=f[b>>2]|0;c=f[B>>2]|0}}while(0);f[B>>2]=c-(d+(c<<3)-e>>3);k$a(z,a,b,1);if(!h){u=C;return}u9a(A);u=C;return}function Aoa(a){a=a|0;var b=0;b=(Bla()|0)+244|0;l$a(f[b>>2]|0,a);return}function Boa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=Bla()|0;d=f[c+232>>2]|0;e=f[c+244>>2]|0;$0a(e,a,b);if(!(GSa(d,a,b)|0))return;Jkb(DSa(d)|0,e);Y8a(f[c+240>>2]|0);return}function Coa(a){a=a|0;var b=0;b=(Bla()|0)+244|0;r$a(f[b>>2]|0,a);return}function Doa(a){a=+a;var b=0;b=(Bla()|0)+244|0;s$a(f[b>>2]|0,a);return}function Eoa(a){a=a|0;var c=0,d=0,e=0,g=0;c=Bla()|0;d=f[c+240>>2]|0;e=d+224|0;if(!((b[e>>0]&1)!=0^a))return;g=f[c+244>>2]|0;c=f[c+232>>2]|0;y9a(d,a);BDa(ySa(c)|0);e=b[e>>0]|0;m$a(g,a,(e&2)!=0,(e&4)!=0);Y8a(d);return}function Foa(a){a=a|0;var c=0,d=0;c=Bla()|0;d=b[(f[c+240>>2]|0)+224>>0]|0;if(!((d&2)!=0^a))return;m$a(f[c+244>>2]|0,(d&1)!=0,a,(d&4)!=0);c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!((b[c+224>>0]&2)!=0^a))return;z9a(c,a);Y8a(c);return}function Goa(a){a=a|0;var c=0,d=0;c=Bla()|0;d=b[(f[c+240>>2]|0)+224>>0]|0;if(!((d&4)!=0^a))return;m$a(f[c+244>>2]|0,(d&1)!=0,(d&2)!=0,a);c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!((b[c+224>>0]&4)!=0^a))return;A9a(c,a);Y8a(c);return}function Hoa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&1)!=0|0}function Ioa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&2)!=0|0}function Joa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&4)!=0|0}function Koa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&1|0)!=0|0}function Loa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&1|0)!=0^a))return;B9a(b,a);Y8a(b);return}function Moa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&2|0)!=0|0}function Noa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&2|0)!=0^a))return;D9a(b,a);Y8a(b);return}function Ooa(){var a=0;a=(Bla()|0)+240|0;return E9a(f[a>>2]|0)|0}function Poa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;F9a(b,a);Y8a(b);return}function Qoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+48>>2]&1023](b,a);return}function Roa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+60>>2]&63](b,a);return}function Soa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+52>>2]&63](b,a);return}function Toa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+64>>2]&63](b,a);return}function Uoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+68>>2]&1023](b,a);return}function Voa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,a);return}function Woa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+20>>2]&1023](b,a);return}function Xoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+44>>2]&1023](b,a);return}function Yoa(){var a=0.0,b=0.0,c=0;c=(Bla()|0)+240|0;c=f[(f[c>>2]|0)+72>>2]|0;a=+Mg[f[(f[c>>2]|0)+28>>2]&63](c);b=+Mg[f[(f[c>>2]|0)+32>>2]&63](c);return +(b<a?b:a)}function Zoa(){var a=0;a=(Bla()|0)+240|0;a=f[(f[a>>2]|0)+72>>2]|0;return Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0}function _oa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;f[g>>2]=33312;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[d>>2]=g;x$a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function $oa(a){a=a|0;var b=0;f[a>>2]=33312;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function apa(a){a=a|0;var b=0,c=0;f[a>>2]=33312;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function bpa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;k=o+8|0;j=o;l=c+11|0;e=b[l>>0]|0;h=e<<24>>24<0;m=c+4|0;g=h?f[c>>2]|0:c;h=h?f[m>>2]|0:e&255;i=g+h|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;f[k+8>>2]=0;if(h){if((h|0)<0)AMb(k);p=pOb(h)|0;f[n>>2]=p;f[k>>2]=p;f[k+8>>2]=p+h;e=g;g=p;do{b[g>>0]=b[e>>0]|0;e=e+1|0;g=(f[n>>2]|0)+1|0;f[n>>2]=g}while((e|0)!=(i|0));e=b[l>>0]|0};f[j>>2]=0;d[j+4>>1]=0;b[j+6>>0]=0;if(e<<24>>24<0){b[f[c>>2]>>0]=0;f[m>>2]=0}else{b[c>>0]=0;b[l>>0]=0}EOb(c,0);f[c>>2]=0;e=c+4|0;f[e>>2]=f[j>>2];d[e+4>>1]=d[j+4>>1]|0;b[e+6>>0]=b[j+6>>0]|0;b[c+11>>0]=0;e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,k);e=f[k>>2]|0;if(!e){u=o;return}if((f[n>>2]|0)!=(e|0))f[n>>2]=e;sOb(e);u=o;return}function cpa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;k=o+8|0;j=o;l=c+11|0;e=b[l>>0]|0;h=e<<24>>24<0;m=c+4|0;g=h?f[c>>2]|0:c;h=h?f[m>>2]|0:e&255;i=g+h|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;f[k+8>>2]=0;if(h){if((h|0)<0)AMb(k);p=pOb(h)|0;f[n>>2]=p;f[k>>2]=p;f[k+8>>2]=p+h;e=g;g=p;do{b[g>>0]=b[e>>0]|0;e=e+1|0;g=(f[n>>2]|0)+1|0;f[n>>2]=g}while((e|0)!=(i|0));e=b[l>>0]|0};f[j>>2]=0;d[j+4>>1]=0;b[j+6>>0]=0;if(e<<24>>24<0){b[f[c>>2]>>0]=0;f[m>>2]=0}else{b[c>>0]=0;b[l>>0]=0}EOb(c,0);f[c>>2]=0;e=c+4|0;f[e>>2]=f[j>>2];d[e+4>>1]=d[j+4>>1]|0;b[e+6>>0]=b[j+6>>0]|0;b[c+11>>0]=0;e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,k);e=f[k>>2]|0;if(!e){u=o;return}if((f[n>>2]|0)!=(e|0))f[n>>2]=e;sOb(e);u=o;return}function dpa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function epa(a){a=a|0;return 0}function fpa(a){a=a|0;var c=0,d=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;d=b[c+226>>0]|0;if(d<<24>>24==a<<24>>24)return;gab(c,a);if(!(a<<24>>24==1&d<<24>>24==0))if(!(d<<24>>24==1&a<<24>>24==0)){Y8a(c);return}u9a(c);return}function gpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;nab(b,a);s9a(b);return}function hpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;oab(b,a);u9a(b);return}function ipa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;pab(b,a);u9a(b);return}function jpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;qab(b,a);u9a(b);return}function kpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;rab(b,a);u9a(b);return}function lpa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+227>>0]|0)==a<<24>>24)return;kab(c,a);u9a(c);return}function mpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if((lab(b)|0)<<24>>24==a<<24>>24)return;mab(b,a);u9a(b);return}function npa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+228>>0]|0)==a<<24>>24)return;J9a(c,a);t9a(c);return}function opa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;xab(b,a);u9a(b);return}function ppa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;yab(b,a);u9a(b);return}function qpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;zab(b,a);u9a(b);return}function rpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Aab(b,a);u9a(b);return}function spa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Bab(b,a);u9a(b);return}function tpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Cab(b,a);u9a(b);return}function upa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;eab(b,a);u9a(b);return}function vpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;sab(b,a);u9a(b);return}function wpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;tab(b,a);u9a(b);return}function xpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;uab(b,a);u9a(b);return}function ypa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;vab(b,a);u9a(b);return}function zpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;wab(b,a);u9a(b);return}function Apa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&16|0)!=0|0}function Bpa(){var a=0;a=(Bla()|0)+240|0;return +(+Eab(f[a>>2]|0))}function Cpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Dab(b,a);u9a(b);return}function Dpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Fab(b,a);u9a(b);return}function Epa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Gab(b,a);u9a(b);return}function Fpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Hab(b,a);u9a(b);return}function Gpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Iab(b,a);u9a(b);return}function Hpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Jab(b,a);u9a(b);return}function Ipa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Kab(b,a);u9a(b);return}function Jpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Lab(b,a);u9a(b);return}function Kpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Mab(b,a);u9a(b);return}function Lpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Nab(b,a);u9a(b);return}function Mpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Oab(b,a);u9a(b);return}function Npa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;bab(b,a);u9a(b);return}function Opa(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;cab(c,a,b);u9a(c);return}function Ppa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;dab(f[b>>2]|0,a,a+16|0);return}function Qpa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=u;u=u+16|0;b=d+8|0;e=d;c=Bla()|0;g=f[c+232>>2]|0;c=f[c+240>>2]|0;h=BQa(g)|0;a=f[a>>2]|0;f[e>>2]=h;f[e+4>>2]=a;ERa(b,g,e);a=f[b>>2]|0;if(a|0)if((f[c+216>>2]|0)!=(a|0)){U9a(c,b,0);t9a(c)}a=f[b+4>>2]|0;if(!a){u=d;return}iOb(a);u=d;return}function Rpa(){var a=0,b=0,c=0,d=0;c=u;u=u+16|0;a=c;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(f[b+216>>2]|0)){u=c;return}f[a>>2]=0;d=a+4|0;f[d>>2]=0;U9a(b,a,0);a=f[d>>2]|0;if(a|0)iOb(a);t9a(b);u=c;return}function Spa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(s8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Tpa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(r8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Upa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(q8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Vpa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+16|0;d=e+8|0;b=e;g=Bla()|0;c=f[g+240>>2]|0;sRa(d,f[g+232>>2]|0,a);a=f[d>>2]|0;if(a|0){QFa(b,a);if(f[b>>2]|0)if(p8a(f[c+208>>2]|0,b)|0)t9a(c);a=f[b+4>>2]|0;if(a|0)iOb(a)}a=f[d+4>>2]|0;if(!a){u=e;return}iOb(a);u=e;return}function Wpa(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(t8a(f[a+208>>2]|0)|0))return;t9a(a);return}function Xpa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&128|0)!=0^a))return;T9a(b,a);t9a(b);return}function Ypa(){var a=0;a=(Bla()|0)+240|0;Y8a(f[a>>2]|0);return}function Zpa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=Bla()|0;e=f[c+232>>2]|0;d=f[c+244>>2]|0;c=f[c+240>>2]|0;Jkb(DSa(e)|0,d);uSa(e,f[a>>2]|0,f[a+4>>2]|0,b);o$a(d,a,b);v9a(c);return}function _pa(a){a=+a;var b=0,c=0;b=Bla()|0;c=f[b+244>>2]|0;Jkb(DSa(f[b+232>>2]|0)|0,c);q$a(c,a);c=Bla()|0;b=f[c+240>>2]|0;pSa(f[c+232>>2]|0,a);v9a(b);return}function $pa(){var a=0,b=0,c=0;a=Bla()|0;c=f[a+232>>2]|0;b=f[a+244>>2]|0;a=f[a+240>>2]|0;Jkb(DSa(c)|0,b);oSa(c);p$a(b);v9a(a);return}function aqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=(Bla()|0)+232|0;d=f[d>>2]|0;c=f[a>>2]|0;e=f[a+4>>2]|0;a=c+(e<<3)|0;if(!e)return;do{ESa(d,c,b);c=c+8|0}while((c|0)!=(a|0));return}function bqa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;m=u;u=u+32|0;q=m+16|0;l=m+8|0;r=m;p=((f[h+4>>2]|0)>>>0)/3|0;o=((f[i+4>>2]|0)>>>0)/3|0;n=((f[j+4>>2]|0)>>>0)/3|0;s=(b&3|0)==3?b&-4:b;s=(s&3|0)==0?s|4:s;s=(s&4096|0)==0?s&-585:s;s=(s&8192|0)==0?s&-1169:s;b=Bla()|0;k=f[b+232>>2]|0;f[r>>2]=(s&16384|0)==0?s&-2337:s;g=f[g>>2]|0;h=f[h>>2]|0;i=f[i>>2]|0;j=f[j>>2]|0;f[q>>2]=f[r>>2];JDa(l,k,q,c,d,e,g,h,p,i,o,j,n);if(!(f[l>>2]|0)){f[a>>2]=0;f[a+4>>2]=-1}else{r=f[b+244>>2]|0;s=f[(f[r>>2]|0)+28>>2]|0;q=ORa(k)|0;oh[s&1023](r,q);q=(f[l>>2]|0)+28|0;r=f[q+4>>2]|0;s=a;f[s>>2]=f[q>>2];f[s+4>>2]=r}b=f[l+4>>2]|0;if(!b){u=m;return}iOb(b);u=m;return}function cqa(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0;l=(Bla()|0)+244|0;z$a(f[l>>2]|0,b,7,1);l=pOb(104)|0;f[l>>2]=33344;m=f[a>>2]|0;f[a>>2]=0;f[l+4>>2]=m;f[l+8>>2]=c;f[l+12>>2]=d;f[l+16>>2]=e;f[l+20>>2]=g;f[l+24>>2]=f[h>>2];f[l+28>>2]=f[h+4>>2];g=h+8|0;f[l+32>>2]=f[g>>2];e=h+12|0;f[l+36>>2]=f[e>>2];d=h+16|0;f[l+40>>2]=f[d>>2];f[d>>2]=0;f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[l+44>>2]=f[i>>2];f[l+48>>2]=f[i+4>>2];h=i+8|0;f[l+52>>2]=f[h>>2];g=i+12|0;f[l+56>>2]=f[g>>2];e=i+16|0;f[l+60>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;f[l+64>>2]=f[j>>2];f[l+68>>2]=f[j+4>>2];i=j+8|0;f[l+72>>2]=f[i>>2];h=j+12|0;f[l+76>>2]=f[h>>2];g=j+16|0;f[l+80>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;f[l+84>>2]=f[k>>2];f[l+88>>2]=f[k+4>>2];j=k+8|0;f[l+92>>2]=f[j>>2];i=k+12|0;f[l+96>>2]=f[i>>2];h=k+16|0;f[l+100>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;dqa(l,b);return}function dqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;c=g+20|0;d=g;h=pOb(8)|0;f[h>>2]=33376;f[h+4>>2]=a;i=pOb(8)|0;e=f[b+4>>2]|0;a=i;f[a>>2]=f[b>>2];f[a+4>>2]=e;a=i+8|0;f[d>>2]=i;f[d+4>>2]=1;e=d+12|0;f[d+8>>2]=i;f[e>>2]=a;f[d+16>>2]=a;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[c>>2]=h;E0a(a,c,d);a=f[c>>2]|0;f[c>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=d+8|0;a=f[c>>2]|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(!a){u=g;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=g;return}function eqa(a){a=a|0;var b=0;f[a>>2]=33376;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function fqa(a){a=a|0;var b=0,c=0;f[a>>2]=33376;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function gqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function hqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,f[b>>2]|0);return}function iqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function jqa(a){a=a|0;return 0}function kqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33344;b=a+92|0;c=f[b>>2]|0;e=a+96|0;if((c|0)==(f[e>>2]|0)){d=f[a+84>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}c=a+72|0;b=f[c>>2]|0;e=a+76|0;if((b|0)==(f[e>>2]|0)){d=f[a+64>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=a+52|0;b=f[c>>2]|0;e=a+56|0;if((b|0)==(f[e>>2]|0)){d=f[a+44>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=a+32|0;b=f[c>>2]|0;e=a+36|0;if((b|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function lqa(a){a=a|0;kqa(a);sOb(a);return}function mqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;c=u;u=u+48|0;g=c+16|0;d=c+8|0;B=c;v=((f[a+48>>2]|0)>>>0)/3|0;s=((f[a+68>>2]|0)>>>0)/3|0;q=((f[a+88>>2]|0)>>>0)/3|0;A=f[a+8>>2]|0;A=(A&3|0)==3?A&-4:A;A=(A&3|0)==0?A|4:A;A=(A&4096|0)==0?A&-585:A;A=(A&8192|0)==0?A&-1169:A;e=Bla()|0;h=f[e+232>>2]|0;p=f[e+240>>2]|0;zRa(d,h,b);f[B>>2]=(A&16384|0)==0?A&-2337:A;A=f[a+12>>2]|0;z=f[a+16>>2]|0;y=f[a+20>>2]|0;x=f[a+24>>2]|0;w=f[a+44>>2]|0;t=f[a+64>>2]|0;r=f[a+84>>2]|0;f[g>>2]=f[B>>2];HDa(h,d,g,A,z,y,x,w,v,t,s,r,q)|0;Y8a(p);p=f[(f[d>>2]|0)+44>>2]|0;o=+n[p+124>>2];m=+n[p+136>>2];l=+n[p+128>>2];k=+n[p+140>>2];j=+n[p+132>>2];i=+n[p+144>>2];n[g>>2]=o-m;n[g+4>>2]=l-k;n[g+8>>2]=j-i;n[g+12>>2]=o+m;n[g+16>>2]=l+k;n[g+20>>2]=j+i;e=f[e+244>>2]|0;Jkb(DSa(h)|0,e);A$a(e,b,g);g=f[(f[e>>2]|0)+28>>2]|0;b=ORa(h)|0;oh[g&1023](e,b);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,c+40|0);a=f[d+4>>2]|0;if(!a){u=c;return}iOb(a);u=c;return}function nqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=0;oh[e&1023](a,d);u=c;return}function oqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function pqa(a){a=a|0;return 0}function qqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;f[e>>2]=33408;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;E0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function rqa(a){a=a|0;var b=0;f[a>>2]=33408;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function sqa(a){a=a|0;var b=0,c=0;f[a>>2]=33408;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;p=t+36|0;q=Bla()|0;r=f[q+232>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(gRa(r,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{wqa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{wqa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{wqa(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=21}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(x|0)do{lRa(r,e)|0;e=e+8|0}while((e|0)!=(g|0));x=f[q+244>>2]|0;w=f[(f[x>>2]|0)+28>>2]|0;g=ORa(r)|0;oh[w&1023](x,g);Y8a(f[q+240>>2]|0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}c=f[c>>2]|0;if(c|0){d=s+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function uqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else wqa(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function vqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function xqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(12)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=33440;f[d+8>>2]=c;dqa(d,b);return}function yqa(a){a=a|0;var b=0;f[a>>2]=33472;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function zqa(a){a=a|0;var b=0,c=0;f[a>>2]=33472;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Aqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+32|0;e=g+16|0;d=g;c=(Bla()|0)+232|0;zRa(e,f[c>>2]|0,b);b=f[e>>2]|0;if(!b){b=f[a+4>>2]|0;a=f[(f[b>>2]|0)+8>>2]|0;f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;oh[a&1023](b,d);b=f[d>>2]|0;if(b|0){a=f[c>>2]|0;if((a|0)!=(b|0))f[c>>2]=a+(~(((a+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}else{f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;_Da(f[b+44>>2]|0,f[a+8>>2]|0,d);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,d);b=f[d>>2]|0;if(b|0){a=f[c>>2]|0;if((a|0)!=(b|0))f[c>>2]=a+(~(((a+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function Bqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Cqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Dqa(a){a=a|0;yf()}function Eqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=pOb(28)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=33504;f[d+8>>2]=f[b>>2];f[d+12>>2]=f[b+4>>2];a=b+8|0;f[d+16>>2]=f[a>>2];e=b+12|0;f[d+20>>2]=f[e>>2];g=b+16|0;f[d+24>>2]=f[g>>2];f[g>>2]=0;f[e>>2]=0;f[a>>2]=0;f[b>>2]=0;dqa(d,c);return}function Fqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33504;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=33536;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Gqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33504;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=33536;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;g=i;c=(Bla()|0)+232|0;zRa(h,f[c>>2]|0,b);b=f[h>>2]|0;c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;if(!b){f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;oh[d&1023](c,g);b=f[g>>2]|0;if(b|0){a=f[e>>2]|0;if((a|0)!=(b|0))f[e>>2]=a+(~((a+-4-b|0)>>>2)<<2);sOb(b)}}else{dEa(g,b,f[a+8>>2]|0,f[a+12>>2]|0);oh[d&1023](c,g);c=f[g>>2]|0;if(c|0){b=g+4|0;a=f[b>>2]|0;if((a|0)!=(c|0))f[b>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}}b=f[h+4>>2]|0;if(!b){u=i;return}iOb(b);u=i;return}function Iqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Jqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Kqa(a){a=a|0;var b=0;f[a>>2]=33536;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Lqa(a){a=a|0;yf()}function Mqa(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=33568;dqa(c,b);return}function Nqa(a){a=a|0;var b=0;f[a>>2]=33600;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Oqa(a){a=a|0;var b=0,c=0;f[a>>2]=33600;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pqa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+160|0;s=v+144|0;t=v;h=v+152|0;r=(Bla()|0)+232|0;zRa(s,f[r>>2]|0,c);c=f[s>>2]|0;do if(!c){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[t>>0]=1;oh[r&1023](a,t)}else{g=c+44|0;if(!(b[(f[g>>2]|0)+148>>0]&2)){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[t>>0]=3;oh[r&1023](a,t);break}c=t+60|0;d=t;e=d+60|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=1.0;k=t+80|0;l=t+64|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[k>>2]=1.0;m=t+100|0;o=t+84|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;n[m>>2]=1.0;p=t+120|0;q=t+104|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;n[p>>2]=1.0;r=t+124|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;j=(f[g>>2]|0)+68|0;if(!(zLa(j)|0)){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[h>>0]=2;oh[r&1023](a,h)}else{if(zLa(j)|0){d=zLa(j)|0;g=t+4|0;h=f[g>>2]|0;c=f[t>>2]|0;e=h-c>>2;if(d>>>0>e>>>0){Sqa(t,d-e|0);c=f[t>>2]|0}else if(d>>>0<e>>>0){d=c+(d<<2)|0;if((d|0)!=(h|0))f[g>>2]=h+(~((h+-4-d|0)>>>2)<<2)}CLa(j,c)|0}if(ALa(j)|0){d=t+12|0;e=ALa(j)|0;h=t+16|0;i=f[h>>2]|0;c=f[d>>2]|0;g=i-c>>1;if(e>>>0>g>>>0){Tqa(d,e-g|0);c=f[d>>2]|0}else if(e>>>0<g>>>0){d=c+(e<<1)|0;if((d|0)!=(i|0))f[h>>2]=i+(~((i+-2-d|0)>>>1)<<1)}DLa(j,c)|0}c=f[s>>2]|0;g=f[c+44>>2]|0;d=g+72|0;e=t+24|0;if((e|0)==(d|0))e=g;else{Uqa(e,f[d>>2]|0,f[g+76>>2]|0);e=f[s>>2]|0;c=e;e=f[e+44>>2]|0}d=e+84|0;g=t+36|0;if((g|0)==(d|0))g=e;else{Uqa(g,f[d>>2]|0,f[e+88>>2]|0);c=f[s>>2]|0;g=f[c+44>>2]|0}d=g+96|0;e=t+48|0;if((e|0)!=(d|0)){Uqa(e,f[d>>2]|0,f[g+100>>2]|0);c=f[s>>2]|0}e=f[c+36>>2]|0;d=f[c+40>>2]|0;c=(d|0)==0;if(!c)gOb(d);if(e|0){f[t+60>>2]=f[e>>2];f[l>>2]=f[e+4>>2];f[t+68>>2]=f[e+8>>2];f[t+72>>2]=f[e+12>>2];f[t+76>>2]=f[e+16>>2];f[k>>2]=f[e+20>>2];f[o>>2]=f[e+24>>2];f[t+88>>2]=f[e+28>>2];f[t+92>>2]=f[e+32>>2];f[t+96>>2]=f[e+36>>2];f[m>>2]=f[e+40>>2];f[q>>2]=f[e+44>>2];f[t+108>>2]=f[e+48>>2];f[t+112>>2]=f[e+52>>2];f[t+116>>2]=f[e+56>>2];f[p>>2]=f[e+60>>2]}if(!c)iOb(d);q=f[(f[s>>2]|0)+44>>2]|0;f[r>>2]=f[q+24>>2];f[t+128>>2]=f[q+28>>2];f[t+132>>2]=f[q+32>>2];f[t+136>>2]=f[q+52>>2];a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,t)}dO(t)}while(0);c=f[s+4>>2]|0;if(!c){u=v;return}iOb(c);u=v;return}function Qqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=1;oh[e&1023](a,d);u=c;return}function Rqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=0;oh[e&1023](a,d);u=c;return}function Sqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function Tqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>1>>>0>=b>>>0){dQb(c|0,0,b<<1|0)|0;f[l>>2]=c+(b<<1);return}h=f[a>>2]|0;g=c-h|0;e=g>>1;c=e+b|0;if((c|0)<0)AMb(a);d=d-h|0;d=d>>1>>>0<1073741823?(d>>>0<c>>>0?c:d):2147483647;do if(!d){j=0;k=0}else if((d|0)<0)vd();else{k=pOb(d<<1)|0;j=k;break}while(0);c=j+(e<<1)|0;dQb(c|0,0,b<<1|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<1);f[i>>2]=j+(d<<1);if(!h)return;sOb(h);return}function Uqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;i=b;h=j-i|0;g=(h|0)/12|0;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=((d-m|0)/12|0)>>>0){h=a+4|0;e=((f[h>>2]|0)-m|0)/12|0;a=g>>>0>e>>>0;g=a?b+(e*12|0)|0:c;e=g;d=e-i|0;if(d|0)cQb(m|0,b|0,d|0)|0;c=l+(((d|0)/12|0)*12|0)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[h>>2]|0,g|0,d|0)|0;f[h>>2]=(f[h>>2]|0)+(((d>>>0)/12|0)*12|0);return}else{d=f[h>>2]|0;if((d|0)==(c|0))return;f[h>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~(((c+-12-m|0)>>>0)/12|0)*12|0);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>357913941)AMb(a);m=(d|0)/12|0;d=m<<1;d=m>>>0<178956970?(d>>>0<g>>>0?g:d):357913941;if(d>>>0>357913941)AMb(a);c=pOb(d*12|0)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d*12|0);if((h|0)<=0)return;bQb(c|0,b|0,h|0)|0;f[e>>2]=c+(((h>>>0)/12|0)*12|0);return}function Vqa(a){a=a|0;yf()}function Wqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Xqa(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;r=s+28|0;q=s+16|0;o=s+8|0;p=s;kvb(r);hvb(q);l=(e|1|0)==5;m=l?1:h;l=l?f[c+4>>2]|0:g;h=(i|1|0)==5;g=f[d+4>>2]|0;if(!g)n=3;else{h=ODa(i,0,r,q,h?g:j,h?1:k,f[d>>2]|0)|0;if(!h)n=3}if((n|0)==3)h=ODa(e,0,r,q,l,m,f[c>>2]|0)|0;switch(h|0){case 4:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=3;oh[a&1023](p,o);break}case 1:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=0;oh[a&1023](p,o);break}case 2:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=1;oh[a&1023](p,o);break}case 3:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=2;oh[a&1023](p,o);break}default:{l=(Bla()|0)+232|0;l=f[l>>2]|0;qFa(o,l);OQa(p,l,o);l=f[p>>2]|0;h=p+4|0;n=f[h>>2]|0;f[p>>2]=0;f[h>>2]=0;f[o>>2]=l;l=o+4|0;g=f[l>>2]|0;f[l>>2]=n;if(g|0){iOb(g);h=f[h>>2]|0;if(h|0)iOb(h)}if(!(f[o>>2]|0)){n=f[a>>2]|0;e=f[(f[n>>2]|0)+12>>2]|0;b[p>>0]=4;oh[e&1023](n,p)}if(f[r>>2]|0)LFa(f[o>>2]|0,r);if(f[q>>2]|0)MFa(f[o>>2]|0,q);h=f[a>>2]|0;a=f[(f[h>>2]|0)+8>>2]|0;e=(f[o>>2]|0)+4|0;n=f[e+4>>2]|0;o=p;f[o>>2]=f[e>>2];f[o+4>>2]=n;oh[a&1023](h,p);h=f[l>>2]|0;if(h|0)iOb(h)}}h=f[q>>2]|0;f[q>>2]=0;if(h|0)tOb(h);h=f[r>>2]|0;f[r>>2]=0;if(!h){u=s;return}tOb(h);u=s;return}function Yqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;s=u;u=u+48|0;r=s;p=s+36|0;q=(Bla()|0)+232|0;q=f[q>>2]|0;c=r;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=r;h=r+4|0;i=5}else{h=r+16|0;i=r+20|0;j=r+12|0;k=r+28|0;l=r+32|0;m=r+24|0;c=r+4|0;n=r+8|0;do{a:do switch(kRa(q,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){v=d;t=f[v+4>>2]|0;f[e>>2]=f[v>>2];f[e+4>>2]=t;f[h>>2]=(f[h>>2]|0)+8;break a}else{Zqa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){w=d;t=f[w+4>>2]|0;v=e;f[v>>2]=f[w>>2];f[v+4>>2]=t;f[k>>2]=(f[k>>2]|0)+8;break a}else{Zqa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){t=d;v=f[t+4>>2]|0;w=e;f[w>>2]=f[t>>2];f[w+4>>2]=v;f[c>>2]=(f[c>>2]|0)+8;break a}else{Zqa(r,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[r>>2]|0)==(f[c>>2]|0)){d=r;h=c;i=5}else{d=r;i=21}}if((i|0)==5)if((f[r+12>>2]|0)==(f[r+16>>2]|0)){c=r+24|0;if((f[c>>2]|0)==(f[r+28>>2]|0)){e=f[b>>2]|0;w=f[o>>2]|0;g=e+(w<<3)|0;if(w|0)do{pRa(q,e)|0;e=e+8|0}while((e|0)!=(g|0));g=f[a>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,r);g=d;h=c;c=r+24|0}c=f[c>>2]|0;if(c|0){d=r+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[r+12>>2]|0;if(e|0){c=r+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=s;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=s;return}function Zqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function _qa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+16|0;b=e+8|0;d=e;PHa(b);c=(Bla()|0)+232|0;QQa(d,f[c>>2]|0,b);c=(f[d>>2]|0)==0;d=f[d+4>>2]|0;if(d|0)iOb(d);if(c){f[a>>2]=0;f[a+4>>2]=-1}else{g=(f[b>>2]|0)+204|0;c=f[g+4>>2]|0;d=a;f[d>>2]=f[g>>2];f[d+4>>2]=c}a=f[b+4>>2]|0;if(!a){u=e;return}iOb(a);u=e;return}function $qa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;f[e>>2]=33632;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function ara(a){a=a|0;var b=0;f[a>>2]=33632;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function bra(a){a=a|0;var b=0,c=0;f[a>>2]=33632;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function cra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;p=t+36|0;q=Bla()|0;r=f[q+232>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(jRa(r,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{fra(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{fra(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{fra(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=21}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(x|0)do{oRa(r,e)|0;e=e+8|0}while((e|0)!=(g|0));Y8a(f[q+240>>2]|0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}d=f[c>>2]|0;if(d|0){e=s+28|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function dra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else fra(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function era(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function fra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function gra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33664;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function hra(a){a=a|0;var b=0;f[a>>2]=33696;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ira(a){a=a|0;var b=0,c=0;f[a>>2]=33696;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function jra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;c=f[b+4>>2]|0;h=i+8|0;if(c|0){if(c>>>0>134217727)vd();g=pOb(c<<5)|0;f[i>>2]=g;f[l>>2]=g;f[h>>2]=g+(c<<5);g=f[b>>2]|0;d=g+(c<<3)|0;e=j+4|0;c=g;do{vRa(j,k,c);g=f[j>>2]|0;b=f[e>>2]|0;if(b|0)iOb(b);b=f[l>>2]|0;if(b>>>0<(f[h>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;b=b+32|0;f[l>>2]=b}else{mra(i);b=f[l>>2]|0}p=b+-32|0;o=g+152|0;f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];p=f[g+172>>2]|0;o=f[g+176>>2]|0;f[b+-16>>2]=f[g+168>>2];f[b+-12>>2]=p;f[b+-8>>2]=o;n[b+-4>>2]=1.0;c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-32-b|0)>>>5)<<5);sOb(b);u=m;return}function kra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function lra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function mra(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=a+4|0;i=f[a>>2]|0;j=(f[e>>2]|0)-i|0;d=j>>5;b=d+1|0;if(b>>>0>134217727)AMb(a);k=a+8|0;l=(f[k>>2]|0)-i|0;c=l>>4;c=l>>5>>>0<67108863?(c>>>0<b>>>0?b:c):134217727;do if(!c){g=0;h=0}else if(c>>>0>134217727)vd();else{h=pOb(c<<5)|0;g=h;break}while(0);b=g+(d<<5)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;if((j|0)>0)bQb(h|0,i|0,j|0)|0;f[a>>2]=g;f[e>>2]=b+32;f[k>>2]=g+(c<<5);if(!i)return;sOb(i);return}function nra(a){a=a|0;yf()}function ora(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33728;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function pra(a){a=a|0;var b=0;f[a>>2]=33760;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function qra(a){a=a|0;var b=0,c=0;f[a>>2]=33760;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function rra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;c=f[b+4>>2]|0;h=i+8|0;if(c|0){if(c>>>0>268435455)vd();d=pOb(c<<4)|0;f[i>>2]=d;f[l>>2]=d;f[h>>2]=d+(c<<4);d=f[b>>2]|0;e=d+(c<<3)|0;g=j+4|0;do{vRa(j,k,d);b=(f[j>>2]|0)+152|0;c=f[l>>2]|0;if((c|0)==(f[h>>2]|0))ura(i,b);else{f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[l>>2]=c+16}b=f[g>>2]|0;if(b|0)iOb(b);d=d+8|0}while((d|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-16-b|0)>>>4)<<4);sOb(b);u=m;return}function sra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function tra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ura(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function vra(a){a=a|0;yf()}function wra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33792;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function xra(a){a=a|0;var b=0,c=0;f[a>>2]=33760;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function yra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+24|0;l=q+16|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;f[k+8>>2]=0;c=f[b+4>>2]|0;j=k+8|0;if(c|0){if(c>>>0>268435455)vd();d=pOb(c<<4)|0;f[k>>2]=d;f[p>>2]=d;f[j>>2]=d+(c<<4);b=f[b>>2]|0;d=b+(c<<3)|0;e=m+4|0;g=m+8|0;h=m+12|0;i=l+4|0;c=b;do{vRa(l,o,c);b=f[l>>2]|0;f[m>>2]=f[b+168>>2];f[e>>2]=f[b+172>>2];f[g>>2]=f[b+176>>2];n[h>>2]=1.0;b=f[p>>2]|0;if(b>>>0<(f[j>>2]|0)>>>0){f[b>>2]=f[m>>2];f[b+4>>2]=f[m+4>>2];f[b+8>>2]=f[m+8>>2];f[b+12>>2]=f[m+12>>2];f[p>>2]=b+16}else BI(k,m);b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,k);b=f[k>>2]|0;if(!b){u=q;return}c=f[p>>2]|0;if((c|0)!=(b|0))f[p>>2]=c+(~((c+-16-b|0)>>>4)<<4);sOb(b);u=q;return}function zra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+16|0;d=e;if(!(f[b+4>>2]|0)){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);u=e;return}g=pOb(24)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33824;a=g+8|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=g;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ara(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Bra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;q=r;m=Bla()|0;o=f[m+232>>2]|0;c=f[b>>2]|0;k=f[b+4>>2]|0;l=c+(k<<3)|0;do if(k|0){g=a+8|0;h=a+12|0;i=a+16|0;j=a+20|0;k=q+4|0;e=0;d=1;do{vRa(q,o,c);b=f[q>>2]|0;if(+n[b+152>>2]==+n[g>>2])if(+n[b+156>>2]==+n[h>>2])if(+n[b+160>>2]==+n[i>>2]){if(!(+n[b+164>>2]==+n[j>>2]))p=8}else p=8;else p=8;else p=8;if((p|0)==8){p=0;if(d){d=(fRa(o,q)|0)^1;b=f[q>>2]|0}else d=0;_Ha(b,g);e=1}b=f[k>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(l|0));if(e){b=f[m+240>>2]|0;if(d){u9a(b);break}else{Y8a(b);break}}}while(0);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,q);u=r;return}function Cra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;d=e;if(!(f[b+4>>2]|0)){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);u=e;return}g=f[c+8>>2]|0;h=f[c+4>>2]|0;i=f[c>>2]|0;c=pOb(20)|0;j=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=j;f[c>>2]=33856;f[c+8>>2]=i;f[c+12>>2]=h;f[c+16>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=c;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Dra(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Era(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;p=q;l=Bla()|0;m=f[l+232>>2]|0;c=f[b>>2]|0;j=f[b+4>>2]|0;k=c+(j<<3)|0;do if(j|0){g=a+8|0;h=a+12|0;i=a+16|0;j=p+4|0;e=0;d=1;do{vRa(p,m,c);b=f[p>>2]|0;if(+n[b+168>>2]==+n[g>>2])if(+n[b+172>>2]==+n[h>>2]){if(!(+n[b+176>>2]==+n[i>>2]))o=7}else o=7;else o=7;if((o|0)==7){o=0;if(d){d=(fRa(m,p)|0)^1;b=f[p>>2]|0}else d=0;pIa(b,g);e=1}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(k|0));if(e){b=f[l+240>>2]|0;if(d){u9a(b);break}else{Y8a(b);break}}}while(0);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,p);u=q;return}function Fra(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+64|0;c=b;n[c>>2]=1.0;d=c+4|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+20>>2]=1.0;d=c+24|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+40>>2]=1.0;d=c+44|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+60>>2]=1.0;hma(a,c);u=b;return}function Gra(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;f[c>>2]=33888;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;Hra(c,b);return}function Hra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;r=B+44|0;p=B;A=B+24|0;y=B+12|0;w=B+8|0;v=a;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;f[A+16>>2]=0;f[y>>2]=0;z=y+4|0;f[z>>2]=0;f[y+8>>2]=0;o=(Bla()|0)+232|0;o=GQa(f[o>>2]|0)|0;f[r>>2]=0;s=r+4|0;f[s>>2]=0;f[r+8>>2]=0;t=b+4|0;c=f[t>>2]|0;q=r+8|0;if(!c){e=A+8|0;i=e;c=0;d=0;g=0;h=0;j=0;k=0;l=0}else{if(c>>>0>536870911)vd();j=pOb(c<<3)|0;k=j;f[r>>2]=k;f[s>>2]=k;f[q>>2]=j+(c<<3);j=f[b>>2]|0;k=j+(c<<3)|0;l=o+4|0;m=y+8|0;n=p+4|0;do{h=f[j>>2]|0;g=f[l>>2]|0;a:do if(!g)x=34;else{e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;c=f[(f[o>>2]|0)+(i<<2)>>2]|0;if(!c)x=34;else{c=f[c>>2]|0;if(!c)x=34;else{b:do if(d)while(1){g=f[c+4>>2]|0;d=(h|0)==(g|0);if(!(d|(g&e|0)==(i|0))){x=34;break a}if(d)if((f[c+8>>2]|0)==(h|0))break b;c=f[c>>2]|0;if(!c){x=34;break a}}else while(1){d=f[c+4>>2]|0;if((h|0)==(d|0)){if((f[c+8>>2]|0)==(h|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){x=34;break a}}c=f[c>>2]|0;if(!c){x=34;break a}}while(0);i=f[j+4>>2]|0;f[p>>2]=f[(f[c+12>>2]|0)+8>>2];f[n>>2]=i;c=f[s>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){g=p;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[s>>2]=(f[s>>2]|0)+8}else Ira(r,p)}}}while(0);do if((x|0)==34){x=0;c=f[z>>2]|0;if((c|0)==(f[m>>2]|0)){RF(y,j);break}else{g=j;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[z>>2]=(f[z>>2]|0)+8;break}}while(0);j=j+8|0}while((j|0)!=(k|0));j=f[r>>2]|0;k=f[s>>2]|0;e=A+8|0;h=f[e>>2]|0;i=e;c=j;d=k;g=h;l=f[q>>2]|0}m=c;f[q>>2]=0;f[s>>2]=0;f[r>>2]=0;f[A>>2]=(c|0)==(d|0)?0:m;f[A+4>>2]=d-m>>3;m=A+12|0;if(!g){c=A+16|0;e=0;g=0}else{c=f[m>>2]|0;if((c|0)!=(g|0))f[m>>2]=c+(~((c+-8-g|0)>>>3)<<3);sOb(h);c=A+16|0;f[c>>2]=0;f[m>>2]=0;f[e>>2]=0;g=f[r>>2]|0;e=g}f[i>>2]=j;f[m>>2]=k;f[c>>2]=l;c=(f[y>>2]|0)==(f[z>>2]|0);if(e|0){d=f[s>>2]|0;if((d|0)!=(e|0))f[s>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(g)}if(c)x=45;else if(Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0)x=45;else oh[f[(f[a>>2]|0)+12>>2]&1023](a,y);if((x|0)==45){c=(Bla()|0)+244|0;c=f[c>>2]|0;x=pOb(28)|0;f[x>>2]=33920;f[x+4>>2]=v;f[x+8>>2]=f[b>>2];f[x+12>>2]=f[t>>2];v=b+8|0;f[x+16>>2]=f[v>>2];t=b+12|0;f[x+20>>2]=f[t>>2];s=b+16|0;f[x+24>>2]=f[s>>2];f[s>>2]=0;f[t>>2]=0;f[v>>2]=0;f[b>>2]=0;f[w>>2]=x;y0a(c,w,A);c=f[w>>2]|0;f[w>>2]=0;if(!c)a=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);a=0}}c=f[y>>2]|0;if(c|0){d=f[z>>2]|0;if((d|0)!=(c|0))f[z>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}e=A+8|0;c=f[e>>2]|0;if((c|0)==(f[m>>2]|0)){d=f[A>>2]|0;if(d){tOb(d);c=f[e>>2]|0}}if(c|0){d=f[m>>2]|0;if((d|0)!=(c|0))f[m>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}if(!a){u=B;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=B;return}function Ira(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Jra(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33920;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Kra(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33920;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lra(a,b){a=a|0;b=b|0;b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,a+8|0);return}function Mra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;b=f[a+8>>2]|0;h=f[a+12>>2]|0;e=b+(h<<3)|0;if(h|0){g=j+4|0;h=i+8|0;do{tRa(j,k,b);c=(f[j>>2]|0)==0;d=f[g>>2]|0;if(d|0)iOb(d);do if(c){c=f[l>>2]|0;if((c|0)==(f[h>>2]|0)){RF(i,b);break}else{o=b;n=f[o+4>>2]|0;d=c;f[d>>2]=f[o>>2];f[d+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);b=b+8|0}while((b|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=m;return}function Nra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Ora(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function Pra(a){a=a|0;var b=0;f[a>>2]=33888;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Qra(a){a=a|0;var b=0,c=0;f[a>>2]=33888;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;q=t+36|0;r=Bla()|0;p=f[r+232>>2]|0;r=f[r+244>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(iRa(p,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{Vra(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{Vra(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{Vra(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=22}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(!x)g=0;else{do{nRa(p,e)|0;e=e+8|0}while((e|0)!=(g|0));g=f[o>>2]|0;e=f[b>>2]|0}f1a(r,g,e);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,q);g=d}else{c=h;i=22}}else{c=h;i=22}if((i|0)==22){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}e=f[c>>2]|0;if(e|0){c=s+28|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function Sra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else Vra(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function Tra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Ura(a){a=a|0;return 0}function Vra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Wra(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=33952;Hra(c,b);return}function Xra(a){a=a|0;var b=0;f[a>>2]=33984;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Yra(a){a=a|0;var b=0,c=0;f[a>>2]=33984;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Zra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;h=b+4|0;vF(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;e=b+(h<<3)|0;if(h|0){g=i+8|0;h=j+4|0;do{tRa(j,k,b);c=f[j>>2]|0;d=f[l>>2]|0;if((d|0)==(f[g>>2]|0))asa(i,c);else{f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];f[d+24>>2]=f[c+24>>2];f[d+28>>2]=f[c+28>>2];f[d+32>>2]=f[c+32>>2];f[d+36>>2]=f[c+36>>2];f[d+40>>2]=f[c+40>>2];f[d+44>>2]=f[c+44>>2];f[d+48>>2]=f[c+48>>2];f[d+52>>2]=f[c+52>>2];f[d+56>>2]=f[c+56>>2];f[d+60>>2]=f[c+60>>2];f[l>>2]=d+64}c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0}while((b|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-64-b|0)>>>6)<<6);sOb(b);u=m;return}function _ra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function $ra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function asa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;g=(f[j>>2]|0)-c>>6;d=g+1|0;if(d>>>0>67108863)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>5;c=i>>6>>>0<33554431?(c>>>0<d>>>0?d:c):67108863;do if(!c)e=0;else if(c>>>0>67108863)vd();else{e=pOb(c<<6)|0;break}while(0);d=e+(g<<6)|0;i=e+(c<<6)|0;f[d>>2]=f[b>>2];f[e+(g<<6)+4>>2]=f[b+4>>2];f[e+(g<<6)+8>>2]=f[b+8>>2];f[e+(g<<6)+12>>2]=f[b+12>>2];f[e+(g<<6)+16>>2]=f[b+16>>2];f[e+(g<<6)+20>>2]=f[b+20>>2];f[e+(g<<6)+24>>2]=f[b+24>>2];f[e+(g<<6)+28>>2]=f[b+28>>2];f[e+(g<<6)+32>>2]=f[b+32>>2];f[e+(g<<6)+36>>2]=f[b+36>>2];f[e+(g<<6)+40>>2]=f[b+40>>2];f[e+(g<<6)+44>>2]=f[b+44>>2];f[e+(g<<6)+48>>2]=f[b+48>>2];f[e+(g<<6)+52>>2]=f[b+52>>2];f[e+(g<<6)+56>>2]=f[b+56>>2];f[e+(g<<6)+60>>2]=f[b+60>>2];h=d+64|0;g=f[a>>2]|0;b=f[j>>2]|0;c=g;if((b|0)!=(g|0)){e=b+-64-c|0;c=b;b=d;do{l=b;b=b+-64|0;m=c;c=c+-64|0;f[b>>2]=f[c>>2];f[l+-60>>2]=f[m+-60>>2];f[l+-56>>2]=f[m+-56>>2];f[l+-52>>2]=f[m+-52>>2];f[l+-48>>2]=f[m+-48>>2];f[l+-44>>2]=f[m+-44>>2];f[l+-40>>2]=f[m+-40>>2];f[l+-36>>2]=f[m+-36>>2];f[l+-32>>2]=f[m+-32>>2];f[l+-28>>2]=f[m+-28>>2];f[l+-24>>2]=f[m+-24>>2];f[l+-20>>2]=f[m+-20>>2];f[l+-16>>2]=f[m+-16>>2];f[l+-12>>2]=f[m+-12>>2];f[l+-8>>2]=f[m+-8>>2];f[l+-4>>2]=f[m+-4>>2]}while((c|0)!=(g|0));d=d+(~(e>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;if(!c)return;sOb(c);return}function bsa(a){a=a|0;yf()}function csa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(72)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34016;f[d+8>>2]=f[c>>2];f[d+12>>2]=f[c+4>>2];f[d+16>>2]=f[c+8>>2];f[d+20>>2]=f[c+12>>2];f[d+24>>2]=f[c+16>>2];f[d+28>>2]=f[c+20>>2];f[d+32>>2]=f[c+24>>2];f[d+36>>2]=f[c+28>>2];f[d+40>>2]=f[c+32>>2];f[d+44>>2]=f[c+36>>2];f[d+48>>2]=f[c+40>>2];f[d+52>>2]=f[c+44>>2];f[d+56>>2]=f[c+48>>2];f[d+60>>2]=f[c+52>>2];f[d+64>>2]=f[c+56>>2];f[d+68>>2]=f[c+60>>2];Hra(d,b);return}function dsa(a){a=a|0;var b=0;f[a>>2]=34048;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function esa(a){a=a|0;var b=0,c=0;f[a>>2]=34048;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function fsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+48|0;w=y+32|0;t=y+20|0;v=y;r=Bla()|0;s=f[r+232>>2]|0;o=ySa(s)|0;f[w>>2]=0;x=w+4|0;f[x>>2]=0;f[w+8>>2]=0;c=f[b>>2]|0;p=b+4|0;q=f[p>>2]|0;e=c+(q<<3)|0;if(!q)h=10;else{g=w+8|0;do{do if(f[c>>2]|0){d=f[x>>2]|0;if((d|0)==(f[g>>2]|0)){RF(w,c);break}else{m=c;n=f[m+4>>2]|0;q=d;f[q>>2]=f[m>>2];f[q+4>>2]=n;f[x>>2]=(f[x>>2]|0)+8;break}}while(0);c=c+8|0}while((c|0)!=(e|0));if((f[w>>2]|0)==(f[x>>2]|0))h=10;else{v=f[a+4>>2]|0;oh[f[(f[v>>2]|0)+12>>2]&1023](v,w)}}if((h|0)==10){f[t>>2]=0;q=t+4|0;f[q>>2]=0;f[t+8>>2]=0;c=f[b>>2]|0;n=f[p>>2]|0;l=c+(n<<3)|0;if(!n){j=0;i=1;e=t+8|0;d=0}else{m=a+8|0;n=v+4|0;e=t+8|0;k=0;d=1;do{tRa(v,s,c);zIa(f[v>>2]|0,m);if(d)d=(KIa(f[v>>2]|0)|0)^1;else d=0;j=f[v>>2]|0;g=f[j+64>>2]|0;j=f[j+68>>2]|0;k=k|(g|0)!=(j|0);if((g|0)!=(j|0))do{h=f[g>>2]|0;wDa(o,h);h=h+116|0;i=f[q>>2]|0;if(i>>>0<(f[e>>2]|0)>>>0){z=h;h=f[z+4>>2]|0;f[i>>2]=f[z>>2];f[i+4>>2]=h;f[q>>2]=(f[q>>2]|0)+8}else isa(t,h);g=g+4|0}while((g|0)!=(j|0));g=f[n>>2]|0;if(g|0)iOb(g);c=c+8|0}while((c|0)!=(l|0));j=k;i=d;d=f[p>>2]|0;c=f[b>>2]|0}h=f[r+244>>2]|0;b1a(h,d,c);c=f[t>>2]|0;d=f[q>>2]|0;f[v>>2]=(c|0)==(d|0)?0:c;f[v+4>>2]=d-c>>3;g=v+12|0;f[v+8>>2]=c;f[g>>2]=d;f[v+16>>2]=f[e>>2];f[e>>2]=0;f[q>>2]=0;f[t>>2]=0;t$a(h,v);d=v+8|0;c=f[d>>2]|0;if((c|0)==(f[g>>2]|0)){e=f[v>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}if(!i)Jkb(DSa(s)|0,h);c=f[r+240>>2]|0;do if(j)if(i){u9a(c);break}else{v9a(c);break}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,v);c=f[t>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}c=f[w>>2]|0;if(!c){u=y;return}d=f[x>>2]|0;if((d|0)!=(c|0))f[x>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=y;return}function gsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function hsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function isa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function jsa(a){a=a|0;yf()}function ksa(){return 13}function lsa(a){a=a|0;var b=0,c=0,d=0,e=0;if(a>>>0>13)return;b=Bla()|0;c=f[b+232>>2]|0;d=f[b+240>>2]|0;e=W9a(d,a,1)|0;if(e|0)if((f[e>>2]|0)!=(f[e+4>>2]|0)){e=DSa(c)|0;Jkb(e,f[b+244>>2]|0)}if(!(Y9a(d,a)|0))return;Y8a(d);return}function msa(a,b){a=a|0;b=b|0;var c=0;if(a>>>0>13)return;c=(Bla()|0)+240|0;c=f[c>>2]|0;a=W9a(c,a,1)|0;if(!a)return;neb(a,b);u9a(c);return}function nsa(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=+c;d=d|0;e=+e;g=g|0;h=+h;i=i|0;j=+j;k=k|0;var l=0;if(a>>>0>13)return;l=(Bla()|0)+240|0;l=f[l>>2]|0;a=W9a(l,a,1)|0;if(!a)return;oeb(a,b,c,d,e,g,h,i,j,k);u9a(l);return}function osa(a,b){a=a|0;b=b|0;var c=0;if(a>>>0>13)return;c=(Bla()|0)+240|0;c=f[c>>2]|0;a=W9a(c,a,1)|0;if(!a)return;meb(a,b);u9a(c);return}function psa(){return 2}function qsa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34080;mma(d,b,c,0);return}function rsa(a){a=a|0;var b=0;f[a>>2]=34112;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ssa(a){a=a|0;var b=0,c=0;f[a>>2]=34112;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0;t=u;u=u+48|0;o=t+32|0;p=t+24|0;q=t;r=(Bla()|0)+232|0;r=f[r>>2]|0;f[o>>2]=0;s=o+4|0;f[s>>2]=0;f[o+8>>2]=0;c=f[b+4>>2]|0;m=o+8|0;if(c|0){if(c>>>0>178956970)vd();d=pOb(c*24|0)|0;e=d;f[o>>2]=e;f[s>>2]=e;f[m>>2]=d+(c*24|0);d=f[b>>2]|0;e=d+(c<<3)|0;g=q+4|0;h=q+8|0;i=q+12|0;j=q+16|0;k=q+20|0;l=p+4|0;do{ARa(p,r,d);b=f[p>>2]|0;if(!b){f[q>>2]=1065353216;f[g>>2]=1065353216;f[h>>2]=1065353216;f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;b=f[s>>2]|0;if(b>>>0<(f[m>>2]|0)>>>0){f[b>>2]=f[q>>2];f[b+4>>2]=f[q+4>>2];f[b+8>>2]=f[q+8>>2];f[b>>2]=1065353216;f[b+4>>2]=f[g>>2];f[b+8>>2]=f[h>>2];c=b+12|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c>>2]=f[i>>2];f[b+16>>2]=f[j>>2];f[b+20>>2]=f[k>>2];f[s>>2]=(f[s>>2]|0)+24}else xsa(o,q)}else{c=f[b+4>>2]|0;b=f[s>>2]|0;if(b>>>0<(f[m>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;b=b+24|0;f[s>>2]=b}else{wsa(o);b=f[s>>2]|0}y=f[c+44>>2]|0;x=y+124|0;c=y+136|0;B=y+128|0;A=y+140|0;v=+n[B>>2]-+n[A>>2];z=y+132|0;y=y+144|0;w=+n[z>>2]-+n[y>>2];n[b+-24>>2]=+n[x>>2]-+n[c>>2];n[b+-20>>2]=v;n[b+-16>>2]=w;w=+n[B>>2]+ +n[A>>2];v=+n[z>>2]+ +n[y>>2];n[b+-12>>2]=+n[x>>2]+ +n[c>>2];n[b+-8>>2]=w;n[b+-4>>2]=v}b=f[l>>2]|0;if(b|0)iOb(b);d=d+8|0}while((d|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,o);b=f[o>>2]|0;if(!b){u=t;return}c=f[s>>2]|0;if((c|0)!=(b|0))f[s>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);sOb(b);u=t;return}function usa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function vsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wsa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=a+4|0;h=f[j>>2]|0;l=f[a>>2]|0;d=(h-l|0)/24|0;b=d+1|0;i=l;if(b>>>0>178956970)AMb(a);k=a+8|0;g=((f[k>>2]|0)-l|0)/24|0;c=g<<1;c=g>>>0<89478485?(c>>>0<b>>>0?b:c):178956970;do if(!c)e=0;else if(c>>>0>178956970)vd();else{e=pOb(c*24|0)|0;break}while(0);b=e+(d*24|0)|0;e=e+(c*24|0)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;g=b+24|0;if((h|0)!=(i|0)){d=h;while(1){c=b+-24|0;h=d;d=d+-24|0;f[c>>2]=f[d>>2];f[b+-20>>2]=f[h+-20>>2];f[b+-16>>2]=f[h+-16>>2];f[b+-12>>2]=f[h+-12>>2];f[b+-8>>2]=f[h+-8>>2];f[b+-4>>2]=f[h+-4>>2];if((d|0)==(i|0)){b=c;break}else b=c}}f[a>>2]=b;f[j>>2]=g;f[k>>2]=e;if(!l)return;sOb(l);return}function xsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;d=i<<1;d=i>>>0<89478485?(d>>>0<c>>>0?c:d):178956970;do if(!d)g=0;else if(d>>>0>178956970)vd();else{g=pOb(d*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(d*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*24|0)+4>>2]=f[b+4>>2];f[g+(h*24|0)+8>>2]=f[b+8>>2];d=g+(h*24|0)+12|0;n=b+12|0;f[d>>2]=f[n>>2];f[d+4>>2]=f[n+4>>2];f[d+8>>2]=f[n+8>>2];f[d>>2]=f[n>>2];f[g+(h*24|0)+16>>2]=f[b+16>>2];f[g+(h*24|0)+20>>2]=f[b+20>>2];b=c+24|0;if((e|0)!=(j|0))while(1){d=c+-24|0;n=e;e=e+-24|0;f[d>>2]=f[e>>2];f[c+-20>>2]=f[n+-20>>2];f[c+-16>>2]=f[n+-16>>2];f[c+-12>>2]=f[n+-12>>2];f[c+-8>>2]=f[n+-8>>2];f[c+-4>>2]=f[n+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function ysa(a){a=a|0;yf()}function zsa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;p=s+8|0;i=s+4|0;r=s;q=Bla()|0;g=f[q+232>>2]|0;f[p>>2]=1065353216;j=p+4|0;f[j>>2]=1065353216;k=p+8|0;f[k>>2]=1065353216;l=p+12|0;f[l>>2]=0;m=p+16|0;f[m>>2]=0;n=p+20|0;f[n>>2]=0;o=b+4|0;h=f[o>>2]|0;do if(!h)zEa(g,c,d,e,p);else{f[i>>2]=h;AEa(g,f[b>>2]|0,i,c,d,e,p);g=f[i>>2]|0;if(g|0){i=f[o>>2]|0;f[o>>2]=i-(i-g<<3>>3);break}r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,p);u=s;return}while(0);g=f[q+244>>2]|0;q=pOb(32)|0;o=f[a>>2]|0;f[a>>2]=0;f[q+4>>2]=o;f[q>>2]=34144;f[q+8>>2]=f[p>>2];f[q+12>>2]=f[j>>2];f[q+16>>2]=f[k>>2];f[q+20>>2]=f[l>>2];f[q+24>>2]=f[m>>2];f[q+28>>2]=f[n>>2];f[r>>2]=q;K$a(g,r,b,c,d,e);g=f[r>>2]|0;f[r>>2]=0;if(!g){u=s;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=s;return}function Asa(a){a=a|0;var b=0;f[a>>2]=34176;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Bsa(a){a=a|0;var b=0,c=0;f[a>>2]=34176;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Csa(a,b){a=a|0;b=b|0;var c=0;c=a+8|0;Fsa(c,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);return}function Dsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Esa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Fsa(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0;c=+n[a>>2];e=+n[a+12>>2];if(!(c<=e)){f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[a+16>>2]=f[b+16>>2];f[a+20>>2]=f[b+20>>2];return}g=+n[b>>2];j=b+12|0;if(!(g<=+n[j>>2]))return;if(g<c){d=a;k=5}else if(g>e){d=a+12|0;k=5}if((k|0)==5)n[d>>2]=g;c=+n[b+4>>2];h=a+4|0;if(c<+n[h>>2]){d=a;k=8}else if(c>+n[a+16>>2]){d=a+12|0;k=8}if((k|0)==8)n[d+4>>2]=c;c=+n[b+8>>2];i=a+8|0;if(c<+n[i>>2]){d=a;k=11}else if(c>+n[a+20>>2]){d=a+12|0;k=11}if((k|0)==11)n[d+8>>2]=c;c=+n[j>>2];if(c<+n[a>>2]){d=a;k=14}else{d=a+12|0;if(c>+n[d>>2])k=14}if((k|0)==14)n[d>>2]=c;c=+n[b+16>>2];if(c<+n[h>>2]){d=a;k=17}else if(c>+n[a+16>>2]){d=a+12|0;k=17}if((k|0)==17)n[d+4>>2]=c;c=+n[b+20>>2];if(!(c<+n[i>>2]))if(c>+n[a+20>>2])a=a+12|0;else return;n[a+8>>2]=c;return}function Gsa(a){a=a|0;yf()}function Hsa(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=34208;mma(c,0,b,0);return}function Isa(a){a=a|0;var b=0;f[a>>2]=34240;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Jsa(a){a=a|0;var b=0,c=0;f[a>>2]=34240;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ksa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;y=E+32|0;z=E+24|0;A=E;C=Bla()|0;B=f[C+232>>2]|0;C=f[C+240>>2]|0;f[y>>2]=1065353216;s=y+4|0;f[s>>2]=1065353216;t=y+8|0;f[t>>2]=1065353216;v=y+12|0;f[v>>2]=0;w=y+16|0;f[w>>2]=0;x=y+20|0;f[x>>2]=0;c=f[b>>2]|0;r=f[b+4>>2]|0;i=c+(r<<3)|0;if(!r){D=a+4|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+8|0;C=f[C>>2]|0;oh[C&1023](D,y);u=E;return}j=z+4|0;k=y+12|0;l=A+4|0;m=A+8|0;o=A+12|0;p=A+16|0;q=A+20|0;r=A+12|0;do{ARa(z,B,c);if(f[z>>2]|0){b=a9a(C)|0;Rib(A,B,b,f[z>>2]|0,0);d=+n[y>>2];e=+n[k>>2];do if(!(d<=e)){f[y>>2]=f[A>>2];f[s>>2]=f[l>>2];f[t>>2]=f[m>>2];f[v>>2]=f[o>>2];f[w>>2]=f[p>>2];f[x>>2]=f[q>>2]}else{g=+n[A>>2];h=+n[r>>2];if(g<=h){if(g<d){b=y;D=9}else if(g>e){b=v;D=9}if((D|0)==9){D=0;n[b>>2]=g}d=+n[l>>2];if(d<+n[s>>2]){b=y;D=12}else if(d>+n[w>>2]){b=v;D=12}if((D|0)==12){D=0;n[b+4>>2]=d}d=+n[m>>2];if(d<+n[t>>2]){b=y;D=15}else if(d>+n[x>>2]){b=v;D=15}if((D|0)==15){D=0;n[b+8>>2]=d}if(h<+n[y>>2]){b=y;D=18}else if(h>+n[v>>2]){b=v;D=18}if((D|0)==18){D=0;n[b>>2]=h}d=+n[p>>2];if(d<+n[s>>2]){b=y;D=21}else if(d>+n[w>>2]){b=v;D=21}if((D|0)==21){D=0;n[b+4>>2]=d}d=+n[q>>2];if(d<+n[t>>2])b=y;else if(d>+n[x>>2])b=v;else break;n[b+8>>2]=d}}while(0)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(i|0));D=a+4|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+8|0;C=f[C>>2]|0;oh[C&1023](D,y);u=E;return}function Lsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Msa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Nsa(a){a=a|0;yf()}function Osa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34272;mma(d,b,c,0);return}function Psa(a){a=a|0;var b=0;f[a>>2]=34304;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Qsa(a){a=a|0;var b=0,c=0;f[a>>2]=34304;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+32|0;i=n+16|0;j=n+8|0;k=n;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[i>>2]=0;m=i+4|0;f[m>>2]=0;f[i+8>>2]=0;c=f[b>>2]|0;h=f[b+4>>2]|0;d=c+(h<<3)|0;if(h|0){e=k+4|0;g=i+8|0;h=j+4|0;do{ARa(j,l,c);b=f[j>>2]|0;if(!b){f[k>>2]=0;f[e>>2]=-1}else{p=(f[b+4>>2]|0)+28|0;o=f[p+4>>2]|0;b=k;f[b>>2]=f[p>>2];f[b+4>>2]=o}b=f[m>>2]|0;if(b>>>0<(f[g>>2]|0)>>>0){q=k;o=f[q+4>>2]|0;p=b;f[p>>2]=f[q>>2];f[p+4>>2]=o;f[m>>2]=(f[m>>2]|0)+8}else Usa(i,k);b=f[h>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=n;return}function Ssa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Tsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Usa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Vsa(a){a=a|0;yf()}function Wsa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34336;mma(d,b,c,0);return}function Xsa(a){a=a|0;var b=0;f[a>>2]=34368;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Ysa(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Zsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&1|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function _sa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function $sa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ata(a){a=a|0;yf()}function bta(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;l=Bla()|0;k=f[l+232>>2]|0;l=f[l+240>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(i|0){i=j+4|0;b=1;while(1){LRa(j,k,a);g=f[j>>2]|0;if(!(f[g+4>>2]|0))e=b;else{e=g+200|0;e=b&((f[e>>2]&-268435456|0)!=0|0!=0)}cJa(g,c,d);b=f[i>>2]|0;if(b|0)iOb(b);a=a+8|0;if((a|0)==(h|0))break;else b=e}if(!e){t9a(l);u=m;return}}u9a(l);u=m;return}function cta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j;i=Bla()|0;h=f[i+232>>2]|0;i=f[i+240>>2]|0;c=f[b>>2]|0;e=f[b+4>>2]|0;d=c+(e<<3)|0;if(e|0){e=g+4|0;a=1;do{KRa(g,h,c);b=f[g>>2]|0;if(b){if(f[b+4>>2]|0){k=b+200|0;a=a&((f[k>>2]&-268435456|0)!=0|0!=0)}dJa(b)}b=f[e>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0));if(!a){t9a(i);u=j;return}}u9a(i);u=j;return}function dta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;f[d>>2]=34400;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;mma(d,b,c,0);return}function eta(a){a=a|0;var b=0;f[a>>2]=34400;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function fta(a){a=a|0;var b=0,c=0;f[a>>2]=34400;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function gta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;v=u;u=u+48|0;t=v+8|0;p=v;r=v+44|0;q=Bla()|0;s=f[q+232>>2]|0;c=t;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=t;h=t+4|0;n=5}else{h=t+16|0;i=t+20|0;j=t+12|0;k=t+28|0;l=t+32|0;m=t+24|0;c=t+4|0;n=t+8|0;do{a:do switch(hRa(s,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){x=d;w=f[x+4>>2]|0;f[e>>2]=f[x>>2];f[e+4>>2]=w;f[h>>2]=(f[h>>2]|0)+8;break a}else{isa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){y=d;w=f[y+4>>2]|0;x=e;f[x>>2]=f[y>>2];f[x+4>>2]=w;f[k>>2]=(f[k>>2]|0)+8;break a}else{isa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){w=d;x=f[w+4>>2]|0;y=e;f[y>>2]=f[w>>2];f[y+4>>2]=x;f[c>>2]=(f[c>>2]|0)+8;break a}else{isa(t,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[t>>2]|0)==(f[c>>2]|0)){d=t;h=c;n=5}else{d=t;n=18}}if((n|0)==5)if((f[t+12>>2]|0)==(f[t+16>>2]|0)){c=t+24|0;if((f[c>>2]|0)==(f[t+28>>2]|0)){e=f[o>>2]|0;do if(e|0){m=f[q+244>>2]|0;y=f[b>>2]|0;g=y+(e<<3)|0;i=p+4|0;l=1;e=y;do{KRa(p,s,e);j=f[p>>2]|0;k=f[i>>2]|0;if(k|0)iOb(k);y=j+200|0;l=l&((f[y>>2]&-268435456|0)!=0|0!=0);z$a(m,(f[j+4>>2]|0)+28|0,7,0);mRa(s,e)|0;e=e+8|0}while((e|0)!=(g|0));e=f[q+240>>2]|0;if(l){u9a(e);break}else{Jkb(DSa(s)|0,m);Y8a(e);break}}while(0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,r);g=d}else{c=h;n=18}}else{c=h;n=18}if((n|0)==18){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,t);g=d;h=c;c=t+24|0}c=f[c>>2]|0;if(c|0){d=t+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[t+12>>2]|0;if(e|0){c=t+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=v;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=v;return}function hta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+48|0;d=g;e=d+12|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;e=d+4|0;c=b+4|0;j=f[c>>2]|0;h=b+8|0;i=f[h>>2]|0;f[d>>2]=f[b>>2];f[e>>2]=j;f[d+8>>2]=i;f[h>>2]=0;f[c>>2]=0;f[b>>2]=0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,d);a=f[d+24>>2]|0;if(a|0){b=d+28|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[d+12>>2]|0;if(a|0){b=d+16|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[d>>2]|0;if(!a){u=g;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=g;return}function ita(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function jta(a,c,e,g,h,i,j,k){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;s=u;u=u+64|0;q=s+32|0;p=s+20|0;r=s;x=g;y=f[x>>2]|0;x=f[x+4>>2]|0;g=h;w=f[g>>2]|0;g=f[g+4>>2]|0;m=i;h=f[m>>2]|0;m=f[m+4>>2]|0;n=p+4|0;l=pOb(24)|0;f[p>>2]=l;t=l+24|0;o=p+8|0;f[o>>2]=t;v=l;f[v>>2]=y;f[v+4>>2]=x;v=l+8|0;f[v>>2]=w;f[v+4>>2]=g;v=l+16|0;f[v>>2]=h;f[v+4>>2]=m;v=l+24|0;f[n>>2]=v;m=pOb(56)|0;h=f[a>>2]|0;f[a>>2]=0;f[m+4>>2]=h;a=m+24|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[m+44>>2]=3;b[m+48>>0]=0;f[m>>2]=34432;d[m+50>>1]=j;f[m+52>>2]=k;a=pOb(8)|0;f[a>>2]=34448;f[a+4>>2]=m;dqa(a,c);a=pOb(8)|0;f[a>>2]=34480;f[a+4>>2]=m;h=pOb(8)|0;f[h>>2]=34512;f[h+4>>2]=a;a=pOb(8)|0;g=f[e+4>>2]|0;i=a;f[i>>2]=f[e>>2];f[i+4>>2]=g;i=a+8|0;f[q>>2]=a;f[q+4>>2]=1;g=q+12|0;f[q+8>>2]=a;f[g>>2]=i;f[q+16>>2]=i;Hra(h,q);h=f[q+8>>2]|0;i=f[g>>2]|0;a=(h|0)==(i|0);e=v;j=t;if(a){c=f[q>>2]|0;if(c|0)tOb(c)}if(h|0){if(!a)f[g>>2]=i+(~((i+-8-h|0)>>>3)<<3);sOb(h)}y=pOb(8)|0;f[y>>2]=34544;f[y+4>>2]=m;f[r>>2]=l;f[r+4>>2]=3;a=r+12|0;f[r+8>>2]=f[p>>2];f[a>>2]=e;f[r+16>>2]=j;f[o>>2]=0;f[n>>2]=0;f[p>>2]=0;g=(Bla()|0)+244|0;g=f[g>>2]|0;f[q>>2]=y;t0a(g,q,r);g=f[q>>2]|0;f[q>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);i=r+8|0;g=f[i>>2]|0;if((g|0)==(f[a>>2]|0)){h=f[r>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(!g){u=s;return}h=f[a>>2]|0;if((h|0)!=(g|0))f[a>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);u=s;return}function kta(a){a=a|0;return}function lta(a){a=a|0;sOb(a);return}function mta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=a+4|0;d=f[h>>2]|0;f[d+24>>2]=f[b>>2];f[d+28>>2]=f[b+4>>2];i=b+8|0;g=d+32|0;a=f[g>>2]|0;e=d+36|0;if(!a)a=d+40|0;else{c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);a=d+40|0;f[a>>2]=0;f[e>>2]=0;f[g>>2]=0}f[g>>2]=f[i>>2];g=b+12|0;f[e>>2]=f[g>>2];e=b+16|0;f[a>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;pta(f[h>>2]|0);return}function nta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;a=f[g+4>>2]|0;i=f[(f[a>>2]|0)+12>>2]|0;d=e+8|0;b[e>>0]=2;j=c+4|0;m=f[j>>2]|0;k=c+8|0;l=f[k>>2]|0;f[e+4>>2]=f[c>>2];f[d>>2]=m;f[e+12>>2]=l;f[k>>2]=0;f[j>>2]=0;f[c>>2]=0;oh[i&1023](a,e);a=f[e+4>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}l=g+44|0;m=(f[l>>2]|0)+-1|0;f[l>>2]=m;if(m|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function ota(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function pta(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+128|0;s=t+112|0;r=t+80|0;q=t+48|0;o=t+32|0;n=t;m=a+44|0;p=(f[m>>2]|0)+-1|0;f[m>>2]=p;if(p|0){u=t;return}if(!(b[a+48>>0]|0)){k=a+8|0;c=a+16|0;l=Bla()|0;m=f[l+232>>2]|0;zRa(s,m,k);if(!(f[s>>2]|0)){q=f[a+4>>2]|0;p=f[(f[q>>2]|0)+12>>2]|0;c=r+4|0;f[c>>2]=0;g=r+8|0;f[g>>2]=0;f[r+12>>2]=0;b[r>>0]=1;m=k;n=f[m+4>>2]|0;o=r+16|0;f[o>>2]=f[m>>2];f[o+4>>2]=n;oh[p&1023](q,r);c=f[c>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}else{tRa(r,m,c);if(!(f[r>>2]|0)){o=f[a+4>>2]|0;n=f[(f[o>>2]|0)+12>>2]|0;p=q+4|0;f[p>>2]=0;g=q+8|0;f[g>>2]=0;f[q+12>>2]=0;b[q>>0]=2;l=c;m=f[l+4>>2]|0;c=q+24|0;f[c>>2]=f[l>>2];f[c+4>>2]=m;oh[n&1023](o,q);c=f[p>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}else{g=a+24|0;vRa(q,m,f[g>>2]|0);h=q+8|0;vRa(h,m,(f[g>>2]|0)+8|0);i=q+16|0;vRa(i,m,(f[g>>2]|0)+16|0);f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;j=o+8|0;if(!(f[q>>2]|0))$E(o,f[g>>2]|0);do if(!(f[q+8>>2]|0)){c=(f[g>>2]|0)+8|0;e=f[p>>2]|0;if((e|0)==(f[j>>2]|0)){$E(o,c);break}else{v=c;c=f[v+4>>2]|0;f[e>>2]=f[v>>2];f[e+4>>2]=c;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);do if(!(f[q+16>>2]|0)){c=(f[g>>2]|0)+16|0;e=f[p>>2]|0;if((e|0)==(f[j>>2]|0)){$E(o,c);break}else{g=f[c+4>>2]|0;v=e;f[v>>2]=f[c>>2];f[v+4>>2]=g;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);e=f[o>>2]|0;c=f[p>>2]|0;if((e|0)==(c|0)){KDa(n,m,s,r,q,h,i,7);v=n+8|0;g=f[v>>2]|0;c=n+12|0;h=f[c>>2]|0;f[v>>2]=0;f[c>>2]=0;c=f[n+4>>2]|0;if(c|0)iOb(c);if(!g){v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+8>>2]|0;f[n>>2]=0;f[n+4>>2]=-1;oh[m&1023](v,n)}else{e=f[l+244>>2]|0;z$a(e,k,7,1);v=d[a+50>>1]|0;c=v&65535;do if(v<<16>>16){if(c&4|0)aJa(g,1);if(c&1|0)sJa(g,1);if(c&2|0)rJa(g,1);if(c&8|0)vJa(g,1);if(c&16|0)xJa(g,1);if(c&32|0)yJa(g,1);if(c&64|0)zJa(g,1);if(c&128|0)BJa(g,1);if(c&256|0)AJa(g,1);if(c&512|0){HJa(g,1,0,1)|0;HJa(g,2,0,1)|0;HJa(g,4,0,1)|0}if(c&1024|0)DJa(g,1);if(c&2048|0)bJa(g,1);if(c&4096|0)IJa(g,7);if(c&8192|0)tJa(g,1);if(!(c&16384))break;uJa(g,1)}while(0);c=f[a+52>>2]|0;if(!c)Jkb(DSa(m)|0,e);else _Ia(g,c)|0;u9a(f[l+240>>2]|0);v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+8>>2]|0;j=g+116|0;k=f[j+4>>2]|0;l=n;f[l>>2]=f[j>>2];f[l+4>>2]=k;oh[m&1023](v,n)}if(h|0)iOb(h)}else{v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+12>>2]|0;g=n+8|0;b[n>>0]=2;l=f[j>>2]|0;f[n+4>>2]=e;f[g>>2]=c;f[n+12>>2]=l;f[j>>2]=0;f[p>>2]=0;f[o>>2]=0;oh[m&1023](v,n);c=f[n+4>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}c=f[o>>2]|0;if(c|0){e=f[p>>2]|0;if((e|0)!=(c|0))f[p>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}c=f[q+20>>2]|0;if(c|0)iOb(c);c=f[q+12>>2]|0;if(c|0)iOb(c);c=f[q+4>>2]|0;if(c|0)iOb(c)}c=f[r+4>>2]|0;if(c|0)iOb(c)}c=f[s+4>>2]|0;if(c|0)iOb(c)}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=t;return}function qta(a){a=a|0;var b=0;f[a>>2]=34512;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function rta(a){a=a|0;var b=0,c=0;f[a>>2]=34512;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function sta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function tta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function uta(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function vta(a){a=a|0;return}function wta(a){a=a|0;sOb(a);return}function xta(a,b){a=a|0;b=b|0;var c=0,d=0;a=a+4|0;d=b;c=f[d+4>>2]|0;b=(f[a>>2]|0)+16|0;f[b>>2]=f[d>>2];f[b+4>>2]=c;pta(f[a>>2]|0);return}function yta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;i=f[g+4>>2]|0;j=f[(f[i>>2]|0)+12>>2]|0;a=e+4|0;f[a>>2]=0;d=e+8|0;f[d>>2]=0;f[e+12>>2]=0;b[e>>0]=2;l=c;k=f[l+4>>2]|0;c=e+24|0;f[c>>2]=f[l>>2];f[c+4>>2]=k;oh[j&1023](i,e);a=f[a>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}k=g+44|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;if(l|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function zta(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Ata(a){a=a|0;return 0}function Bta(a){a=a|0;return}function Cta(a){a=a|0;sOb(a);return}function Dta(a,b){a=a|0;b=b|0;var c=0,d=0;a=a+4|0;d=b;c=f[d+4>>2]|0;b=(f[a>>2]|0)+8|0;f[b>>2]=f[d>>2];f[b+4>>2]=c;pta(f[a>>2]|0);return}function Eta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;i=f[g+4>>2]|0;j=f[(f[i>>2]|0)+12>>2]|0;a=e+4|0;f[a>>2]=0;d=e+8|0;f[d>>2]=0;f[e+12>>2]=0;b[e>>0]=1;l=c;k=f[l+4>>2]|0;c=e+16|0;f[c>>2]=f[l>>2];f[c+4>>2]=k;oh[j&1023](i,e);a=f[a>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}k=g+44|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;if(l|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function Fta(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Gta(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Hta(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ita(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Jta(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i;k=f[a>>2]|0;f[a>>2]=0;f[j>>2]=k;jta(j,b,c,d,e,g,h,0);a=f[j>>2]|0;f[j>>2]=0;if(!a){u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=i;return}function Kta(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h;j=f[a>>2]|0;f[a>>2]=0;f[i>>2]=j;jta(i,b,c,d,e,g,0,0);a=f[i>>2]|0;f[i>>2]=0;if(!a){u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=h;return}function Lta(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;n=r;p=Bla()|0;q=c+4|0;a:do if(!(f[q>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{o=f[p+232>>2]|0;m=ySa(o)|0;if(e)a=(b[p+229>>0]|0)!=0;else a=0;h=f[c>>2]|0;l=f[q>>2]|0;k=h+(l<<3)|0;if(!l){g=h;e=h;a=0}else{l=n+4|0;if(a){e=1;a=0;j=h;do{LRa(n,o,j);i=f[n>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);if(!(f[i+196>>2]&16777216)){i=j;f[i>>2]=0;f[i+4>>2]=-1}else{s=i+200|0;e=e&((f[s>>2]&-268435456|0)!=0|0!=0);s=HJa(i,1,d,1)|0;g=HJa(i,2,d,1)|0;h=HJa(i,4,d,1)|0;if(s){zDa(m,i);g=1}else g=g|h;a=a|g}j=j+8|0}while((j|0)!=(k|0))}else{e=1;a=0;j=h;do{LRa(n,o,j);i=f[n>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);s=i+200|0;e=e&((f[s>>2]&-268435456|0)!=0|0!=0);s=HJa(i,1,d,1)|0;g=HJa(i,2,d,1)|0;h=HJa(i,4,d,1)|0;if(s){zDa(m,i);g=1}else g=g|h;a=a|g;j=j+8|0}while((j|0)!=(k|0))}do if(a){a=f[p+240>>2]|0;if(e){u9a(a);break}else{s=DSa(o)|0;Jkb(s,f[p+244>>2]|0);Y8a(a);break}}while(0);a=f[q>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);o=a;p=f[o+4>>2]|0;s=g;f[s>>2]=f[o>>2];f[s+4>>2]=p;g=g+8|0}e=f[c>>2]|0;a=f[q>>2]|0}}}while(0);s=a-(e+(a<<3)-g>>3)|0;f[q>>2]=s;if(!s){u=r;return}s=(Bla()|0)+244|0;n$a(f[s>>2]|0,c,7,d);u=r;return}function Mta(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;m=q;n=Bla()|0;p=c+4|0;a:do if(!(f[p>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{o=f[n+232>>2]|0;j=ySa(o)|0;h=f[c>>2]|0;l=f[p>>2]|0;k=h+(l<<3)|0;if(!l){g=h;e=h;a=0}else{l=m+4|0;if(!(b[n+229>>0]|0)){e=1;a=0;do{LRa(m,o,h);i=f[m>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);g=HJa(i,1,d,1)|0;if(g)zDa(j,i);a=a|g;h=h+8|0}while((h|0)!=(k|0))}else{e=1;a=0;do{LRa(m,o,h);i=f[m>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);if(!(f[i+196>>2]&16777216)){i=h;f[i>>2]=0;f[i+4>>2]=-1}else{g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);g=HJa(i,1,d,1)|0;if(g)zDa(j,i);a=a|g}h=h+8|0}while((h|0)!=(k|0))}do if(a){a=f[n+240>>2]|0;if(e){u9a(a);break}else{o=DSa(o)|0;Jkb(o,f[n+244>>2]|0);Y8a(a);break}}while(0);a=f[p>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);m=a;n=f[m+4>>2]|0;o=g;f[o>>2]=f[m>>2];f[o+4>>2]=n;g=g+8|0}e=f[c>>2]|0;a=f[p>>2]|0}}}while(0);o=a-(e+(a<<3)-g>>3)|0;f[p>>2]=o;if(!o){u=q;return}p=(Bla()|0)+244|0;n$a(f[p>>2]|0,c,1,d);u=q;return}function Nta(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;l=p;m=Bla()|0;o=c+4|0;a:do if(!(f[o>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{n=f[m+232>>2]|0;ySa(n)|0;h=f[c>>2]|0;k=f[o>>2]|0;j=h+(k<<3)|0;if(!k){g=h;e=h;a=0}else{k=l+4|0;if(!(b[m+229>>0]|0)){e=1;a=0;do{LRa(l,n,h);i=f[l>>2]|0;g=f[k>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(i,2,d,1)|0);h=h+8|0}while((h|0)!=(j|0))}else{e=1;a=0;i=h;do{LRa(l,n,i);g=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(!(f[g+196>>2]&16777216)){h=i;f[h>>2]=0;f[h+4>>2]=-1}else{h=g+200|0;e=e&((f[h>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(g,2,d,1)|0)}i=i+8|0}while((i|0)!=(j|0))}do if(a){a=f[m+240>>2]|0;if(e){u9a(a);break}else{n=DSa(n)|0;Jkb(n,f[m+244>>2]|0);Y8a(a);break}}while(0);a=f[o>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);l=a;m=f[l+4>>2]|0;n=g;f[n>>2]=f[l>>2];f[n+4>>2]=m;g=g+8|0}e=f[c>>2]|0;a=f[o>>2]|0}}}while(0);n=a-(e+(a<<3)-g>>3)|0;f[o>>2]=n;if(!n){u=p;return}o=(Bla()|0)+244|0;n$a(f[o>>2]|0,c,2,d);u=p;return}function Ota(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;l=p;m=Bla()|0;o=c+4|0;a:do if(!(f[o>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{n=f[m+232>>2]|0;ySa(n)|0;h=f[c>>2]|0;k=f[o>>2]|0;j=h+(k<<3)|0;if(!k){g=h;e=h;a=0}else{k=l+4|0;if(!(b[m+229>>0]|0)){e=1;a=0;do{LRa(l,n,h);i=f[l>>2]|0;g=f[k>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(i,4,d,1)|0);h=h+8|0}while((h|0)!=(j|0))}else{e=1;a=0;i=h;do{LRa(l,n,i);g=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(!(f[g+196>>2]&16777216)){h=i;f[h>>2]=0;f[h+4>>2]=-1}else{h=g+200|0;e=e&((f[h>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(g,4,d,1)|0)}i=i+8|0}while((i|0)!=(j|0))}do if(a){a=f[m+240>>2]|0;if(e){u9a(a);break}else{n=DSa(n)|0;Jkb(n,f[m+244>>2]|0);Y8a(a);break}}while(0);a=f[o>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);l=a;m=f[l+4>>2]|0;n=g;f[n>>2]=f[l>>2];f[n+4>>2]=m;g=g+8|0}e=f[c>>2]|0;a=f[o>>2]|0}}}while(0);n=a-(e+(a<<3)-g>>3)|0;f[o>>2]=n;if(!n){u=p;return}o=(Bla()|0)+244|0;n$a(f[o>>2]|0,c,4,d);u=p;return}function Pta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;l=q;o=Bla()|0;m=f[o+232>>2]|0;n=ySa(m)|0;d=f[a>>2]|0;p=a+4|0;d=HSa(m,d,d+(f[p>>2]<<3)|0,c)|0;if(c)e=(b[o+229>>0]|0)!=0;else e=0;g=f[a>>2]|0;k=f[p>>2]|0;j=g+(k<<3)|0;a:do if(k){k=l+4|0;if(!e)while(1){LRa(l,m,g);i=f[l>>2]|0;e=f[k>>2]|0;if(e|0)iOb(e);r=HJa(i,1,c,1)|0;e=HJa(i,2,c,1)|0;h=HJa(i,4,c,1)|0;if(r){zDa(n,i);e=1}else e=e|h;d=d|e;g=g+8|0;if((g|0)==(j|0))break a}do{LRa(l,m,g);i=f[l>>2]|0;e=f[k>>2]|0;if(e|0)iOb(e);if(f[i+196>>2]&16777216){r=HJa(i,1,c,1)|0;e=HJa(i,2,c,1)|0;h=HJa(i,4,c,1)|0;if(r){zDa(n,i);e=1}else e=e|h;d=d|e}g=g+8|0}while((g|0)!=(j|0))}while(0);if(d)Y8a(f[o+240>>2]|0);if(!(f[p>>2]|0)){u=q;return}r=(Bla()|0)+244|0;n$a(f[r>>2]|0,a,7,c);u=q;return}function Qta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34592;mma(d,b,c,0);return}function Rta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Sta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&1)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Tta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34624;mma(d,b,c,0);return}function Uta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Vta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&2)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Wta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34656;mma(d,b,c,0);return}function Xta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Yta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&4)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Zta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);bJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function _ta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34688;mma(d,b,c,0);return}function $ta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function aua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&4|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function bua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;i=l;a=b+4|0;if(!(f[a>>2]|0)){u=l;return}j=Bla()|0;k=f[j+232>>2]|0;h=ySa(k)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[j+240>>2]|0;else{g=i+4|0;a=1;while(1){LRa(i,k,b);d=f[i>>2]|0;if(!d)d=a;else{m=d+200|0;a=a&((f[m>>2]&-268435456|0)!=0|0!=0);if((f[d+196>>2]&2|0)!=0^c){aJa(d,c);yDa(h,d);d=a}else d=a}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0;if((b|0)==(e|0))break;else a=d}a=f[j+240>>2]|0;if(!d){Y8a(a);u=l;return}}u9a(a);u=l;return}function cua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34720;mma(d,b,c,0);return}function dua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function eua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&2|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function fua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);sJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function gua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34752;mma(d,b,c,0);return}function hua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function iua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&16|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function jua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);rJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function kua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34784;mma(d,b,c,0);return}function lua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function mua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&8|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function nua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);tJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function oua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34816;mma(d,b,c,0);return}function pua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function qua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&33554432|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function rua(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;c=f[a+192>>2]|0;a:{do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32264;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+156|0)>>2]|0;if(d>>>0<(f[c+160>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+156|0)>>2]|0;b[d+24>>0]=0;f[(c+156|0)>>2]=e+32}else Uha(c+152|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32308;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+84|0)>>2]|0;if(d>>>0<(f[c+88>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+84|0)>>2]|0;b[d+24>>0]=0;f[(c+84|0)>>2]=e+32}else Vha(c+80|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32352;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+168|0)>>2]|0;if(d>>>0<(f[c+172>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+168|0)>>2]|0;b[d+24>>0]=0;f[(c+168|0)>>2]=e+32}else Wha(c+164|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32396;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+180|0)>>2]|0;if(d>>>0<(f[c+184>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+180|0)>>2]|0;b[d+24>>0]=0;f[(c+180|0)>>2]=e+32}else Xha(c+176|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32440;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+36|0)>>2]|0;if(d>>>0<(f[c+40>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+36|0)>>2]|0;b[d+24>>0]=0;f[(c+36|0)>>2]=e+32}else Yha(c+32|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32484;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+204|0)>>2]|0;if(d>>>0<(f[c+208>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+204|0)>>2]|0;b[d+24>>0]=0;f[(c+204|0)>>2]=e+32}else Rha(c+200|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32528;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+216|0)>>2]|0;if(d>>>0<(f[c+220>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+216|0)>>2]|0;b[d+24>>0]=0;f[(c+216|0)>>2]=e+32}else Qha(c+212|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);d=f[64599]|0;e=pOb(24)|0;f[e>>2]=32572;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;c=f[(d+120|0)>>2]|0;f[e+20>>2]=0;f[e+4>>2]=32616;f[(a+16|0)>>2]=e;b[(a+24|0)>>0]=0;if(c>>>0<(f[d+124>>2]|0)>>>0){f[c+16>>2]=e;f[(a+16|0)>>2]=0;b[c+24>>0]=0;f[(d+120|0)>>2]=c+32;c=0;d=0}else{Zha(d+116|0,a,a+24|0);d=f[(a+16|0)>>2]|0;c=d}if((a|0)==(c|0)){gh[f[(f[d>>2]|0)+16>>2]&2047](d);e=f[64599]|0;e=e+240|0;e=f[e>>2]|0;M9a(e)|0;n[(a+24|0)>>2]=.07500000298023224;d=(a+24|0)+4|0;n[d>>2]=.07500000298023224;d=(a+24|0)+8|0;n[d>>2]=.07500000298023224;L9a(e,a+24|0);d=(a+24|0)+4|0;c=(a+24|0)+8|0;g=(a+24|0)+12|0;h=(a+24|0)+16|0;i=(a+24|0)+20|0;j=(a+24|0)+24|0;b[j>>0]=0;j=(a+24|0)+25|0;b[j>>0]=1;j=(a+24|0)+28|0;k=f[65704]|0;l=k+1|0;f[65704]=l;f[j>>2]=k;f[(a+24|0)>>2]=1053885931;f[d>>2]=1053885931;f[c>>2]=1062274539;n[g>>2]=.925000011920929;n[h>>2]=.925000011920929;n[i>>2]=.925000011920929;N9a(e,a+24|0)|0;i=(a+24|0)+4|0;h=(a+24|0)+8|0;g=(a+24|0)+12|0;c=(a+24|0)+16|0;d=(a+24|0)+20|0;j=(a+24|0)+24|0;b[j>>0]=0;j=(a+24|0)+25|0;b[j>>0]=1;j=(a+24|0)+28|0;k=f[65704]|0;l=k+1|0;f[65704]=l;f[j>>2]=k;f[(a+24|0)>>2]=-1093597717;f[i>>2]=-1093597717;f[h>>2]=1062274539;n[g>>2]=.10000000149011612;n[c>>2]=.10000000149011612;n[d>>2]=.20000000298023224;N9a(e,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}if(!d){l=f[64599]|0;l=l+240|0;l=f[l>>2]|0;M9a(l)|0;n[(a+24|0)>>2]=.07500000298023224;k=(a+24|0)+4|0;n[k>>2]=.07500000298023224;k=(a+24|0)+8|0;n[k>>2]=.07500000298023224;L9a(l,a+24|0);k=(a+24|0)+4|0;j=(a+24|0)+8|0;i=(a+24|0)+12|0;h=(a+24|0)+16|0;g=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=1053885931;f[k>>2]=1053885931;f[j>>2]=1062274539;n[i>>2]=.925000011920929;n[h>>2]=.925000011920929;n[g>>2]=.925000011920929;N9a(l,a+24|0)|0;g=(a+24|0)+4|0;h=(a+24|0)+8|0;i=(a+24|0)+12|0;j=(a+24|0)+16|0;k=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=-1093597717;f[g>>2]=-1093597717;f[h>>2]=1062274539;n[i>>2]=.10000000149011612;n[j>>2]=.10000000149011612;n[k>>2]=.20000000298023224;N9a(l,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}gh[f[(f[d>>2]|0)+20>>2]&2047](d);l=f[64599]|0;l=l+240|0;l=f[l>>2]|0;M9a(l)|0;n[(a+24|0)>>2]=.07500000298023224;k=(a+24|0)+4|0;n[k>>2]=.07500000298023224;k=(a+24|0)+8|0;n[k>>2]=.07500000298023224;L9a(l,a+24|0);k=(a+24|0)+4|0;j=(a+24|0)+8|0;i=(a+24|0)+12|0;h=(a+24|0)+16|0;g=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=1053885931;f[k>>2]=1053885931;f[j>>2]=1062274539;n[i>>2]=.925000011920929;n[h>>2]=.925000011920929;n[g>>2]=.925000011920929;N9a(l,a+24|0)|0;g=(a+24|0)+4|0;h=(a+24|0)+8|0;i=(a+24|0)+12|0;j=(a+24|0)+16|0;k=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=-1093597717;f[g>>2]=-1093597717;f[h>>2]=1062274539;n[i>>2]=.10000000149011612;n[j>>2]=.10000000149011612;n[k>>2]=.20000000298023224;N9a(l,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}}
+function WQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=aOa((TMa(a,d)|0)+100|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+204|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function XQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=jOa((TMa(a,d)|0)+120|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function YQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=dOa((TMa(a,d)|0)+140|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function ZQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=gOa((TMa(a,d)|0)+160|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function _Qa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=mOa((TMa(a,d)|0)+40|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+28|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function $Qa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return tOa(f[a>>2]|0,b,c,d)|0}function aRa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;a=f[a>>2]|0;f[h>>2]=f[b>>2];f[g>>2]=f[h>>2];a=YOa((TMa(a,g)|0)+240|0,b+4|0)|0;if(f[a>>2]|0){h=0;u=e;return h|0}g=pOb(36)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=37776;h=g+12|0;OEa(h,b,c,d);f[a>>2]=h;h=a+4|0;a=f[h>>2]|0;f[h>>2]=g;if(!a){h=1;u=e;return h|0}iOb(a);h=1;u=e;return h|0}function bRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g+4|0;h=g;e=f[a>>2]|0;f[h>>2]=f[c>>2];f[d>>2]=f[h>>2];e=YNa((TMa(e,d)|0)+180|0,c+4|0)|0;if(f[e>>2]|0){h=0;u=g;return h|0}n8a(f[b>>2]|0,c,d);a=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=a;h=e+4|0;a=f[h>>2]|0;f[h>>2]=d;if(!a){h=1;u=g;return h|0}iOb(a);h=1;u=g;return h|0}function cRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=pOa((TMa(a,d)|0)+200|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+24|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function dRa(a,b,c){a=a|0;b=b|0;c=c|0;return sOa(f[a>>2]|0,b,c)|0}function eRa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;dPa(a,f[b>>2]|0,c,d,e);return}function fRa(a,b){a=a|0;b=b|0;a=f[a>>2]|0;if(nDa(a+464|0,b)|0){b=1;return b|0}b=c9a(f[(f[a+4>>2]|0)+240>>2]|0,b)|0;return b|0}function gRa(a,b){a=a|0;b=b|0;return ROa(f[a>>2]|0,b)|0}function hRa(a,b){a=a|0;b=b|0;return SOa(f[a>>2]|0,b)|0}function iRa(a,b){a=a|0;b=b|0;return sPa(f[a>>2]|0,b)|0}function jRa(a,b){a=a|0;b=b|0;return qPa(f[a>>2]|0,b)|0}function kRa(a,b){a=a|0;b=b|0;return tPa(f[a>>2]|0,b)|0}function lRa(a,b){a=a|0;b=b|0;return QOa(f[a>>2]|0,b)|0}function mRa(a,b){a=a|0;b=b|0;return OOa(f[a>>2]|0,b)|0}function nRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[a>>2]|0;a=sPa(e,b)|0;if(a|0){b=a;return b|0}a=b+4|0;c=e+316|0;d=f[c>>2]|0;if((d|0)==(f[e+320>>2]|0))uPa(e+312|0,a);else{f[d>>2]=f[a>>2];f[c>>2]=d+4}b=PMa(e+32|0,b)|0;vPa((f[b>>2]|0)+88|0,a)|0;b=0;return b|0}function oRa(a,b){a=a|0;b=b|0;return wPa(f[a>>2]|0,b)|0}function pRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;g=i+4|0;h=i;e=f[a>>2]|0;a=tPa(e,b)|0;if(a|0){h=a;u=i;return h|0}a=b+4|0;c=e+280|0;d=f[c>>2]|0;if((d|0)==(f[e+284>>2]|0))yPa(e+276|0,a);else{f[d>>2]=f[a>>2];f[c>>2]=d+4}f[h>>2]=f[b>>2];f[g>>2]=f[h>>2];zPa((TMa(e,g)|0)+80|0,a)|0;h=0;u=i;return h|0}function qRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;d=g+4|0;e=g;a=f[a>>2]|0;c=rPa(a,b)|0;if(c|0){b=c;u=g;return b|0}f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];d=TMa(a,d)|0;e=f[b+4>>2]|0;a=f[d+264>>2]|0;c=a+-1|0;if(!(c&a)){a=f[(f[d+260>>2]|0)+((c&e)<<2)>>2]|0;while(1){a=f[a>>2]|0;if((f[a+4>>2]|0)!=(e|0))continue;if((f[a+8>>2]|0)==(e|0))break}}else{if(e>>>0<a>>>0)a=e;else a=(e>>>0)%(a>>>0)|0;a=f[(f[d+260>>2]|0)+(a<<2)>>2]|0;while(1){a=f[a>>2]|0;if((f[a+4>>2]|0)!=(e|0))continue;if((f[a+8>>2]|0)==(e|0))break}}c=f[a+12>>2]|0;a=f[c+8>>2]|0;c=c+12|0;if((f[c>>2]|0)==(a|0)){b=0;u=g;return b|0}f[c>>2]=a;b=0;u=g;return b|0}function rRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;c=f[a>>2]|0;APa(d,c,b);a=f[d>>2]|0;if(!a)b=0;else b=GMa(a,f[c>>2]|0,0)|0;a=f[d+4>>2]|0;if(!a){u=e;return b|0}iOb(a);u=e;return b|0}function sRa(a,b,c){a=a|0;b=b|0;c=c|0;BPa(a,f[b>>2]|0,c);return}function tRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+4|0;e=h;g=f[b>>2]|0;switch(f[c>>2]|0){case 0:case -1:{f[e>>2]=f[c+4>>2];f[d>>2]=f[e>>2];IPa(a,g,d);if(f[a>>2]|0){u=h;return}b=f[a+4>>2]|0;if(b|0)iOb(b);break}default:{}}JPa(a,g,c);u=h;return}function uRa(a,b,c){a=a|0;b=b|0;c=c|0;CPa(a,f[b>>2]|0,c);return}function vRa(a,b,c){a=a|0;b=b|0;c=c|0;DPa(a,f[b>>2]|0,c);return}function wRa(a,b,c){a=a|0;b=b|0;c=c|0;EPa(a,f[b>>2]|0,c);return}function xRa(a,b,c){a=a|0;b=b|0;c=c|0;FPa(a,f[b>>2]|0,c);return}function yRa(a,b,c){a=a|0;b=b|0;c=c|0;GPa(a,f[b>>2]|0,c);return}function zRa(a,b,c){a=a|0;b=b|0;c=c|0;APa(a,f[b>>2]|0,c);return}function ARa(a,b,c){a=a|0;b=b|0;c=c|0;pPa(a,f[b>>2]|0,c);return}function BRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;KPa(d,f[b>>2]|0,c);b=f[d>>2]|0;do if(!b){f[a>>2]=0;f[a+4>>2]=0;b=d+4|0}else{f[a>>2]=b;b=d+4|0;c=f[b>>2]|0;f[a+4>>2]=c;if(!c){u=e;return}else{gOb(c);break}}while(0);b=f[b>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function CRa(a,b,c){a=a|0;b=b|0;c=c|0;NPa(a,f[b>>2]|0,c);return}function DRa(a,b,c){a=a|0;b=b|0;c=c|0;HPa(a,f[b>>2]|0,c);return}function ERa(a,b,c){a=a|0;b=b|0;c=c|0;OPa(a,f[b>>2]|0,c);return}function FRa(a,b,c){a=a|0;b=b|0;c=c|0;PPa(a,f[b>>2]|0,c);return}function GRa(a,b,c){a=a|0;b=b|0;c=c|0;QPa(a,f[b>>2]|0,c);return}function HRa(a,b,c){a=a|0;b=b|0;c=c|0;RPa(a,f[b>>2]|0,c);return}function IRa(a){a=a|0;return (f[a>>2]|0)+32|0}function JRa(a){a=a|0;return (f[a>>2]|0)+32|0}function KRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+16|0;e=g;b=f[b>>2]|0;pPa(e,b,c);d=f[e>>2]|0;if(d|0){f[a>>2]=d;c=e+4|0;f[a+4>>2]=f[c>>2];f[e>>2]=0;f[c>>2]=0;u=g;return}LPa(a,b,c);b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function LRa(a,b,c){a=a|0;b=b|0;c=c|0;MPa(a,f[b>>2]|0,c);return}function MRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;g=d+8|0;h=d+4|0;e=d;a=f[a>>2]|0;f[h>>2]=f[b>>2];b=f[c>>2]|0;f[c>>2]=0;f[e>>2]=b;f[g>>2]=f[h>>2];a=SPa(a,g,e)|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=d;return a|0}TFa(b);sOb(b);u=d;return a|0}function NRa(a){a=a|0;return f[(f[a>>2]|0)+456>>2]|0}function ORa(a){a=a|0;return (f[(f[a>>2]|0)+456>>2]|0)>>>10|0}function PRa(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+456>>2]=b;return}function QRa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;a=f[(f[a>>2]|0)+40>>2]|0;if(!a){c=0;d=0;I=c;return d|0}b=f[(f[a+12>>2]|0)+56>>2]|0;a:do if(!b){while(1){a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b){c=0;d=0;break a}}I=b;return a|0}else{c=0;d=0}while(0);b:while(1){do{e=f[(f[(f[b+12>>2]|0)+4>>2]|0)+44>>2]|0;g=QPb(c|0,d|0,(f[e+24>>2]|0)!=0|0,0)|0;g=QPb(g|0,I|0,(f[e+28>>2]|0)!=0|0,0)|0;c=QPb(g|0,I|0,(f[e+32>>2]|0)!=0|0,0)|0;d=I;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a){b=d;a=c;break b}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b)continue b}}I=b;return a|0}function RRa(a){a=a|0;var b=0,c=0,d=0;a=f[(f[a>>2]|0)+40>>2]|0;if(!a){c=0;d=0;I=c;return d|0}b=f[(f[a+12>>2]|0)+56>>2]|0;a:do if(!b){while(1){a=f[a>>2]|0;if(!a){a=0;b=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b){c=0;d=0;break a}}I=a;return b|0}else{c=0;d=0}while(0);b:while(1){do{c=QPb(c|0,d|0,f[(f[(f[(f[b+12>>2]|0)+4>>2]|0)+44>>2]|0)+24>>2]|0,0)|0;d=I;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+56>>2]|0;if(b)continue b}}d=XPb(c|0,d|0,3,0)|0;c=I;I=c;return d|0}function SRa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;g=f[a>>2]|0;d=f[g+368>>2]|0;e=g+372|0;a=f[e>>2]|0;if((d|0)==(a|0)){g=0;return g|0}else b=a;while(1){a=b+-12|0;f[e>>2]=a;c=f[a>>2]|0;if(c){a=b+-8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);a=f[e>>2]|0}if((a|0)==(d|0))break;else b=a}a=f[g+380>>2]|0;b=g+384|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-4-a|0)>>>2)<<2);C9a(f[(f[g+4>>2]|0)+240>>2]|0);g=1;return g|0}function TRa(a,b){a=a|0;b=b|0;return mQa(f[a>>2]|0,b)|0}function URa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a>>2]|0;h=f[b>>2]|0;k=c+4|0;a=f[k>>2]|0;b=f[c>>2]|0;if(a-b>>5>>>0>4){c=0;return c|0}g=f[i+380>>2]|0;e=(f[i+384>>2]|0)-g>>2;if(!e){c=0;return c|0}else d=0;while(1){if((f[g+(d<<2)>>2]|0)==(h|0))break;d=d+1|0;if(d>>>0>=e>>>0){a=0;j=11;break}}if((j|0)==11)return a|0;e=f[i+368>>2]|0;i=e+(d*12|0)|0;g=f[i>>2]|0;h=e+(d*12|0)+4|0;if(!g)d=e+(d*12|0)+8|0;else{a=f[h>>2]|0;if((a|0)!=(g|0))f[h>>2]=a+(~((a+-32-g|0)>>>5)<<5);sOb(g);d=e+(d*12|0)+8|0;f[d>>2]=0;f[h>>2]=0;f[i>>2]=0;b=f[c>>2]|0;a=f[k>>2]|0}f[i>>2]=b;f[h>>2]=a;j=c+8|0;f[d>>2]=f[j>>2];f[j>>2]=0;f[k>>2]=0;f[c>>2]=0;c=1;return c|0}function VRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];b=nQa(a,d)|0;u=c;return b|0}function WRa(a,b){a=a|0;b=b|0;var c=0,d=0;d=f[a>>2]|0;c=f[b>>2]|0;b=f[d+380>>2]|0;d=(f[d+384>>2]|0)-b>>2;a:do if(!d)a=-1;else{a=0;while(1){if((f[b+(a<<2)>>2]|0)==(c|0))break a;a=a+1|0;if(a>>>0>=d>>>0){a=-1;break}}}while(0);return (a|0)!=-1|0}function XRa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=f[a>>2]|0;d=f[c>>2]|0;c=f[g+380>>2]|0;e=(f[g+384>>2]|0)-c>>2;a:do if(e|0){a=0;while(1){if((f[c+(a<<2)>>2]|0)==(d|0))break;a=a+1|0;if(a>>>0>=e>>>0)break a}g=(f[g+368>>2]|0)+(a*12|0)|0;return g|0}while(0);if(b[257344]|0){g=258724;return g|0}if(!(MPb(257344)|0)){g=258724;return g|0}f[64681]=0;f[64682]=0;f[64683]=0;g=258724;return g|0}function YRa(a){a=a|0;return (f[a>>2]|0)+368|0}function ZRa(a,b,c){a=a|0;b=b|0;c=c|0;a=f[a>>2]|0;f[a+392>>2]=f[b>>2];f[a+396>>2]=f[b+4>>2];f[a+400>>2]=f[b+8>>2];f[a+404>>2]=f[c>>2];f[a+408>>2]=f[c+4>>2];f[a+412>>2]=f[c+8>>2];return}function _Ra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0;a=f[a>>2]|0;g=+n[a+392>>2];h=a+404|0;if(g>+n[h>>2]){c=0;return c|0}i=a+396|0;d=a+408|0;if(+n[i>>2]>+n[d>>2]){c=0;return c|0}e=a+400|0;a=a+412|0;if(+n[e>>2]>+n[a>>2]){c=0;return c|0}n[b>>2]=g;f[b+4>>2]=f[i>>2];f[b+8>>2]=f[e>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[d>>2];f[c+8>>2]=f[a>>2];c=1;return c|0}function $Ra(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+8>>2]=b;return}function aSa(a){a=a|0;return (f[a>>2]|0)+164|0}function bSa(a){a=a|0;return (f[a>>2]|0)+184|0}function cSa(a){a=a|0;return (f[a>>2]|0)+204|0}function dSa(a,b){a=a|0;b=b|0;var 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xTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function yTa(a,b,c){a=a|0;b=b|0;c=c|0;return}function zTa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function ATa(a,b,c){a=a|0;b=b|0;c=c|0;return}function BTa(a){a=a|0;return}function CTa(a,b){a=a|0;b=b|0;return}function DTa(a,b){a=a|0;b=b|0;return}function ETa(a,b){a=a|0;b=b|0;return}function FTa(a){a=a|0;var b=0,c=0;f[a>>2]=38080;c=a+252|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){Qob(b);sOb(b)}c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);eYa(a);return}function GTa(a){a=a|0;var b=0,c=0;f[a>>2]=38080;c=a+252|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){Qob(b);sOb(b)}c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);eYa(a);sOb(a);return}function HTa(a){a=a|0;return}function ITa(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0.0;a=f[a+244>>2]|0;d=a+432|0;e=+p[d>>3];p[d>>3]=e<b?b:e;b=+Gha();p[a+416>>3]=b;a=a+424|0;if(+p[a>>3]-b>=c)return;p[a>>3]=b+c;return}function JTa(a){a=a|0;return dpb(f[a+252>>2]|0)|0}function KTa(a){a=a|0;return cpb(f[a+252>>2]|0)|0}function LTa(a){a=a|0;return 1}function MTa(a){a=a|0;return 0}function NTa(a){a=a|0;var b=0,c=0;f[a>>2]=38124;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){F1a(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);F1a(a);return}function OTa(a){a=a|0;var b=0,c=0;f[a>>2]=38124;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);F1a(a);sOb(a);return}function PTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;f[(f[(f[a+8>>2]|0)+244>>2]|0)+168>>2]=c;g=f[a+12>>2]|0;if(!g){H1a(a,b,c,d,e);return}else{Lh[f[(f[g>>2]|0)+8>>2]&255](g,b,c,d,e);return}}function QTa(a,b){a=a|0;b=b|0;var c=0;c=f[a+12>>2]|0;if(!c)I1a(a,b);else oh[f[(f[c>>2]|0)+12>>2]&1023](c,b);if(b|0)return;a=f[(f[a+8>>2]|0)+244>>2]|0;b=a+28|0;switch(f[b>>2]|0){case 0:{f[b>>2]=1;QUa(a);return}case 1:{f[b>>2]=2;O_a(a,7);O_a(a,2);O_a(a,3);RUa(a);return}default:return}}function RTa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[a+12>>2]|0;if(!d){J1a(a,b,c);return}else{xh[f[(f[d>>2]|0)+16>>2]&127](d,b,c);return}}function STa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;var k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+256|0;l=x+120|0;m=x+48|0;s=x+128|0;t=x+56|0;v=x+24|0;k=x;p[l>>3]=h;p[m>>3]=i;o=f[(f[a+8>>2]|0)+244>>2]|0;if(b[o+180>>0]|0){KUa(t,o,0);p[s>>3]=+n[t>>2];p[s+8>>3]=+n[t+4>>2];p[s+16>>3]=+n[t+8>>2];p[s+24>>3]=+n[t+12>>2];p[s+32>>3]=+n[t+16>>2];p[s+40>>3]=+n[t+20>>2];p[s+48>>3]=+n[t+24>>2];p[s+56>>3]=+n[t+28>>2];p[s+64>>3]=+n[t+32>>2];p[s+72>>3]=+n[t+36>>2];p[s+80>>3]=+n[t+40>>2];p[s+88>>3]=+n[t+44>>2];p[s+96>>3]=+n[t+48>>2];p[s+104>>3]=+n[t+52>>2];p[s+112>>3]=+n[t+56>>2];p[s+120>>3]=+n[t+60>>2];p[t>>3]=+p[d>>3];p[t+8>>3]=+p[d+8>>3];p[t+16>>3]=+p[d+16>>3];p[v>>3]=+p[e>>3];p[v+8>>3]=+p[e+8>>3];p[v+16>>3]=+p[e+16>>3];p[k>>3]=+p[g>>3];p[k+8>>3]=+p[g+8>>3];p[k+16>>3]=+p[g+16>>3];OUa(t,v,k,l,m,s);d=f[a+12>>2]|0;if(!d)K1a(a,c,t,v,k,+p[l>>3],+p[m>>3],j);else Oh[f[(f[d>>2]|0)+20>>2]&3](d,c,t,v,k,+p[l>>3],+p[m>>3],j);u=x;return}q=s+4|0;f[q>>2]=f[d>>2];f[q+4>>2]=f[d+4>>2];f[q+8>>2]=f[d+8>>2];f[q+12>>2]=f[d+12>>2];f[q+16>>2]=f[d+16>>2];f[q+20>>2]=f[d+20>>2];f[t>>2]=f[e>>2];f[t+4>>2]=f[e+4>>2];f[t+8>>2]=f[e+8>>2];f[t+12>>2]=f[e+12>>2];f[t+16>>2]=f[e+16>>2];f[t+20>>2]=f[e+20>>2];f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[v+16>>2]=f[g+16>>2];f[v+20>>2]=f[g+20>>2];q=o+276|0;r=o+280|0;d=f[r>>2]|0;l=o+284|0;o=f[l>>2]|0;e=o;if((d|0)==(o|0)){m=f[q>>2]|0;k=d-m|0;a=(k|0)/104|0;d=a+1|0;if(d>>>0>41297762)AMb(q);o=(e-m|0)/104|0;e=o<<1;e=o>>>0<20648881?(e>>>0<d>>>0?d:e):41297762;do if(!e)w=0;else if(e>>>0>41297762)vd();else{w=pOb(e*104|0)|0;break}while(0);g=w+(a*104|0)|0;f[g>>2]=c;d=w+(a*104|0)+4|0;f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];f[d+12>>2]=f[s+12>>2];f[d+16>>2]=f[s+16>>2];f[d+20>>2]=f[s+20>>2];f[d+24>>2]=f[s+24>>2];d=w+(a*104|0)+32|0;f[d>>2]=f[t>>2];f[d+4>>2]=f[t+4>>2];f[d+8>>2]=f[t+8>>2];f[d+12>>2]=f[t+12>>2];f[d+16>>2]=f[t+16>>2];f[d+20>>2]=f[t+20>>2];d=w+(a*104|0)+56|0;f[d>>2]=f[v>>2];f[d+4>>2]=f[v+4>>2];f[d+8>>2]=f[v+8>>2];f[d+12>>2]=f[v+12>>2];f[d+16>>2]=f[v+16>>2];f[d+20>>2]=f[v+20>>2];p[w+(a*104|0)+80>>3]=h;p[w+(a*104|0)+88>>3]=i;f[w+(a*104|0)+96>>2]=j;d=g+(((k|0)/-104|0)*104|0)|0;if((k|0)>0)bQb(d|0,m|0,k|0)|0;f[q>>2]=d;f[r>>2]=g+104;f[l>>2]=w+(e*104|0);if(m|0)sOb(m)}else{f[d>>2]=c;w=d+4|0;f[w>>2]=f[s>>2];f[w+4>>2]=f[s+4>>2];f[w+8>>2]=f[s+8>>2];f[w+12>>2]=f[s+12>>2];f[w+16>>2]=f[s+16>>2];f[w+20>>2]=f[s+20>>2];f[w+24>>2]=f[s+24>>2];w=d+32|0;f[w>>2]=f[t>>2];f[w+4>>2]=f[t+4>>2];f[w+8>>2]=f[t+8>>2];f[w+12>>2]=f[t+12>>2];f[w+16>>2]=f[t+16>>2];f[w+20>>2]=f[t+20>>2];w=d+56|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];f[w+16>>2]=f[v+16>>2];f[w+20>>2]=f[v+20>>2];p[d+80>>3]=h;p[d+88>>3]=i;f[d+96>>2]=j;f[r>>2]=(f[r>>2]|0)+104}u=x;return}function TTa(a,c,d,e,g,h,i){a=a|0;c=+c;d=+d;e=+e;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+32|0;v=x;q=f[(f[a+8>>2]|0)+244>>2]|0;if(b[q+180>>0]|0){j=f[a+12>>2]|0;if(!j){L1a(a,c,d,e,g,h,i);u=x;return}else{kh[f[(f[j>>2]|0)+24>>2]&3](j,c,d,e,g,h,i);u=x;return}}m=g+(h<<2)|0;f[v>>2]=0;w=v+4|0;f[w>>2]=0;f[v+8>>2]=0;o=g;j=h<<2;a=j>>2;if(!a){g=0;m=0;p=0}else{if(a>>>0>1073741823)AMb(v);k=pOb(j)|0;f[w>>2]=k;f[v>>2]=k;p=k+(a<<2)|0;f[v+8>>2]=p;l=k;if(!h){g=l;m=l}else{h=m+-4|0;j=g;a=k;while(1){f[a>>2]=f[j>>2];j=j+4|0;if((j|0)==(m|0))break;else a=a+4|0}m=k+(((h-o|0)>>>2)+1<<2)|0;f[w>>2]=m;g=l}}l=v+12|0;n[l>>2]=c;n[v+16>>2]=d;n[v+20>>2]=e;f[v+24>>2]=i;r=q+288|0;s=q+292|0;j=f[s>>2]|0;i=q+296|0;q=f[i>>2]|0;a=q;if(j>>>0<q>>>0){f[j>>2]=0;t=j+4|0;f[t>>2]=0;f[j+8>>2]=0;f[j>>2]=f[v>>2];f[t>>2]=f[w>>2];t=v+8|0;f[j+8>>2]=f[t>>2];f[t>>2]=0;f[w>>2]=0;f[v>>2]=0;t=j+12|0;f[t>>2]=f[l>>2];f[t+4>>2]=f[l+4>>2];f[t+8>>2]=f[l+8>>2];f[t+12>>2]=f[l+12>>2];f[s>>2]=(f[s>>2]|0)+28}else{h=f[r>>2]|0;k=(j-h|0)/28|0;j=k+1|0;if(j>>>0>153391689)AMb(r);q=(a-h|0)/28|0;a=q<<1;a=q>>>0<76695844?(a>>>0<j>>>0?j:a):153391689;do if(!a)t=0;else if(a>>>0>153391689)vd();else{t=pOb(a*28|0)|0;break}while(0);h=t+(k*28|0)|0;j=h;o=t+(a*28|0)|0;f[t+(k*28|0)+8>>2]=0;f[h>>2]=g;f[t+(k*28|0)+4>>2]=m;f[t+(k*28|0)+8>>2]=p;f[v+8>>2]=0;f[w>>2]=0;f[v>>2]=0;k=t+(k*28|0)+12|0;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];f[k+12>>2]=f[l+12>>2];l=h+28|0;k=f[r>>2]|0;a=f[s>>2]|0;if((a|0)==(k|0)){m=k;h=k}else{do{t=h+-28|0;q=a;a=a+-28|0;f[t>>2]=0;g=h+-24|0;f[g>>2]=0;f[h+-20>>2]=0;f[t>>2]=f[a>>2];t=q+-24|0;f[g>>2]=f[t>>2];g=q+-20|0;f[h+-20>>2]=f[g>>2];f[g>>2]=0;f[t>>2]=0;f[a>>2]=0;t=h+-16|0;q=q+-16|0;f[t>>2]=f[q>>2];f[t+4>>2]=f[q+4>>2];f[t+8>>2]=f[q+8>>2];f[t+12>>2]=f[q+12>>2];h=j+-28|0;j=h}while((a|0)!=(k|0));m=f[r>>2]|0;h=f[s>>2]|0}f[r>>2]=j;f[s>>2]=l;f[i>>2]=o;l=m;if((h|0)!=(l|0))do{j=h;h=h+-28|0;k=f[h>>2]|0;if(k|0){j=j+-24|0;a=f[j>>2]|0;if((a|0)!=(k|0))f[j>>2]=a+(~((a+-4-k|0)>>>2)<<2);sOb(k)}}while((h|0)!=(l|0));if(m|0)sOb(m)}j=f[v>>2]|0;if(j|0){a=f[w>>2]|0;if((a|0)!=(j|0))f[w>>2]=a+(~((a+-4-j|0)>>>2)<<2);sOb(j)}u=x;return}function UTa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+32|0;m=q+16|0;n=q;i=f[(f[a+8>>2]|0)+244>>2]|0;if(b[i+180>>0]|0){h=f[a+12>>2]|0;if(!h){M1a(a,c,d,e,g);u=q;return}else{Lh[f[(f[h>>2]|0)+28>>2]&255](h,c,d,e,g);u=q;return}};f[m>>2]=f[d>>2];f[m+4>>2]=f[d+4>>2];f[m+8>>2]=f[d+8>>2];f[n>>2]=f[e>>2];f[n+4>>2]=f[e+4>>2];f[n+8>>2]=f[e+8>>2];k=i+300|0;l=i+304|0;h=f[l>>2]|0;i=i+308|0;j=f[i>>2]|0;a=j;if((h|0)==(j|0)){j=f[k>>2]|0;d=h-j|0;e=d>>5;h=e+1|0;if(h>>>0>134217727)AMb(k);r=a-j|0;a=r>>4;h=r>>5>>>0<67108863?(a>>>0<h>>>0?h:a):134217727;do if(!h){o=0;p=0}else if(h>>>0>134217727)vd();else{p=pOb(h<<5)|0;o=p;break}while(0);a=o+(e<<5)|0;f[a>>2]=c;r=o+(e<<5)+4|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];r=o+(e<<5)+16|0;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];f[o+(e<<5)+28>>2]=g;if((d|0)>0)bQb(p|0,j|0,d|0)|0;f[k>>2]=o;f[l>>2]=a+32;f[i>>2]=o+(h<<5);if(j|0)sOb(j)}else{f[h>>2]=c;r=h+4|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];r=h+16|0;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];f[h+28>>2]=g;f[l>>2]=(f[l>>2]|0)+32}u=q;return}function VTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;g=f[a+12>>2]|0;if(!g){N1a(a,b,c,d,e);return}else{Lh[f[(f[g>>2]|0)+32>>2]&255](g,b,c,d,e);return}}function WTa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;if(!b)b=f[(f[(f[a+8>>2]|0)+244>>2]|0)+172>>2]|0;e=f[a+12>>2]|0;if(!e){O1a(a,b,c,d);return}else{Fh[f[(f[e>>2]|0)+36>>2]&255](e,b,c,d);return}}function XTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var 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j=(w>>>0)%(i>>>0)|0;b=f[(f[a+352>>2]|0)+(j<<2)>>2]|0;if(!b){u=y;return}b=f[b>>2]|0;if(!b){u=y;return}b:do if(d){while(1){x=f[b+4>>2]|0;d=(x|0)==(w|0);if(!(d|(x&e|0)==(j|0))){v=91;break}if(d)if((f[b+8>>2]|0)==(w|0)){s=b;break b}b=f[b>>2]|0;if(!b){v=91;break}}if((v|0)==91){u=y;return}}else{while(1){d=f[b+4>>2]|0;if((d|0)==(w|0)){if((f[b+8>>2]|0)==(w|0)){s=b;break b}}else{if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(j|0)){v=91;break}}b=f[b>>2]|0;if(!b){v=91;break}}if((v|0)==91){u=y;return}}while(0);f[r>>2]=f[c>>2];h=+p[s+16>>3];f[q>>2]=f[r>>2];JUa(a,q,h);u=y;return}}while(0);i=pOb(12)|0;f[i+8>>2]=w;f[i+4>>2]=w;f[i>>2]=0;j=a+324|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+328>>2];do if(m|h*+(l>>>0)<g){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;HUa(o,b>>>0<d>>>0?d:b);b=f[k>>2]|0;d=b+-1|0;if(!(d&b)){e=b;b=d&w;break}if(w>>>0<b>>>0){e=b;b=w}else{e=b;b=(w>>>0)%(b>>>0)|0}}else e=l;while(0);b=(f[o>>2]|0)+(b<<2)|0;d=f[b>>2]|0;if(!d){c=a+320|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;d=e+-1|0;if(!(d&e))b=b&d;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;t=(f[o>>2]|0)+(b<<2)|0;v=37}}else{f[i>>2]=f[d>>2];t=d;v=37}if((v|0)==37)f[t>>2]=i;f[j>>2]=(f[j>>2]|0)+1;q=a+332|0;o=(w<<6)+-1640531526+(w>>>2)^w;j=a+336|0;k=f[j>>2]|0;l=(k|0)==0;c:do if(l)b=0;else{i=k+-1|0;e=(i&k|0)==0;if(e)b=o&i;else if(o>>>0<k>>>0)b=o;else b=(o>>>0)%(k>>>0)|0;d=f[(f[q>>2]|0)+(b<<2)>>2]|0;if(d){d=f[d>>2]|0;if(d){if(e){while(1){t=f[d+4>>2]|0;if(!((t|0)==(o|0)|(t&i|0)==(b|0)))break c;if((f[d+8>>2]|0)==(w|0))if((f[d+12>>2]|0)==1)break;d=f[d>>2]|0;if(!d)break c}u=y;return}while(1){e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)!=(b|0))break c}if((f[d+8>>2]|0)==(w|0))if((f[d+12>>2]|0)==1)break;d=f[d>>2]|0;if(!d)break c}u=y;return}}}while(0);m=pOb(16)|0;i=m+8|0;f[i>>2]=w;f[i+4>>2]=1;f[m+4>>2]=o;f[m>>2]=0;i=a+344|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[a+348>>2];do if(l|h*+(k>>>0)<g){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(g/h))>>>0;IUa(q,b>>>0<d>>>0?d:b);b=f[j>>2]|0;d=b+-1|0;if(!(d&b)){e=b;b=d&o;break}if(o>>>0<b>>>0){e=b;b=o}else{e=b;b=(o>>>0)%(b>>>0)|0}}else e=k;while(0);b=(f[q>>2]|0)+(b<<2)|0;d=f[b>>2]|0;if(!d){a=a+340|0;f[m>>2]=f[a>>2];f[a>>2]=m;f[b>>2]=a;b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;d=e+-1|0;if(!(d&e))b=b&d;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;x=(f[q>>2]|0)+(b<<2)|0;v=70}}else{f[m>>2]=f[d>>2];x=d;v=70}if((v|0)==70)f[x>>2]=m;f[i>>2]=(f[i>>2]|0)+1;u=y;return}function GUa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;e=+n[c>>2];do if(i|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(d/e))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;g=j}else if(!(b+-1&b))g=j;else{b=hDb(b)|0;g=f[k>>2]|0}if(b>>>0>g>>>0)NUa(a,b);else if(b>>>0<g>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(g>>>0>2&(g+-1&g|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<g>>>0)NUa(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(b>>>0>m>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function HUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){MUa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;MUa(a,b);return}function IUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){LUa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;LUa(a,b);return}function JUa(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=0;l=u;u=u+2032|0;g=f[b>>2]|0;i=f[(a+376|0)>>2]|0;if(!i){u=l;return}if(!((i+-1|0)&i))h=(i+-1|0)&g;else if(i>>>0>g>>>0)h=g;else h=(g>>>0)%(i>>>0)|0;d=f[(f[(a+372|0)>>2]|0)+(h<<2)>>2]|0;if(!d){u=l;return}d=f[d>>2]|0;if(!d){u=l;return}a:do if(!((i+-1|0)&i)){while(1){e=f[d+4>>2]|0;if(!((e|0)==(g|0)|(e&(i+-1|0)|0)==(h|0))){k=167;break}if((e|0)==(g|0))if((f[d+8>>2]|0)==(g|0)){j=d;break a}d=f[d>>2]|0;if(!d){k=167;break}}if((k|0)==167){u=l;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(g|0)){if((f[d+8>>2]|0)==(g|0)){j=d;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(h|0)){k=167;break}}d=f[d>>2]|0;if(!d){k=167;break}}if((k|0)==167){u=l;return}}while(0);h=j+12|0;i=f[a+8>>2]|0;e=f[i+232>>2]|0;i=f[i+248>>2]|0;if((f[a+168>>2]|0)>>>0>68){g=a+176|0;d=f[(a+176|0)>>2]|0}else{g=a+176|0;d=BQa(e)|0}f[(l+140|0)>>2]=f[j+16>>2];f[(l+136|0)>>2]=d;f[(l+144|0)>>2]=f[(l+140|0)>>2];f[(l+208|0)>>2]=f[(l+136|0)>>2];d=EQa(e,l+144|0,l+208|0)|0;d=f[d>>2]|0;e=1;if(e){e=0;if((f[h>>2]|0)==(f[g>>2]|0)){KUa(l+208|0,a,d);m=f[(l+208|0)>>2]|0;f[(l+208|0)>>2]=f[(l+144|0)>>2];f[(l+144|0)>>2]=m;m=f[((l+208|0)+4|0)>>2]|0;f[((l+208|0)+4|0)>>2]=f[((l+144|0)+4|0)>>2];f[((l+144|0)+4|0)>>2]=m;m=f[((l+208|0)+8|0)>>2]|0;f[((l+208|0)+8|0)>>2]=f[((l+144|0)+8|0)>>2];f[((l+144|0)+8|0)>>2]=m;m=f[((l+208|0)+12|0)>>2]|0;f[((l+208|0)+12|0)>>2]=f[((l+144|0)+12|0)>>2];f[((l+144|0)+12|0)>>2]=m;m=f[((l+208|0)+16|0)>>2]|0;f[((l+208|0)+16|0)>>2]=f[((l+144|0)+16|0)>>2];f[((l+144|0)+16|0)>>2]=m;m=f[((l+208|0)+20|0)>>2]|0;f[((l+208|0)+20|0)>>2]=f[((l+144|0)+20|0)>>2];f[((l+144|0)+20|0)>>2]=m;m=f[((l+208|0)+24|0)>>2]|0;f[((l+208|0)+24|0)>>2]=f[((l+144|0)+24|0)>>2];f[((l+144|0)+24|0)>>2]=m;m=f[((l+208|0)+28|0)>>2]|0;f[((l+208|0)+28|0)>>2]=f[((l+144|0)+28|0)>>2];f[((l+144|0)+28|0)>>2]=m;m=f[((l+208|0)+32|0)>>2]|0;f[((l+208|0)+32|0)>>2]=f[((l+144|0)+32|0)>>2];f[((l+144|0)+32|0)>>2]=m;m=f[((l+208|0)+36|0)>>2]|0;f[((l+208|0)+36|0)>>2]=f[((l+144|0)+36|0)>>2];f[((l+144|0)+36|0)>>2]=m;m=f[((l+208|0)+40|0)>>2]|0;f[((l+208|0)+40|0)>>2]=f[((l+144|0)+40|0)>>2];f[((l+144|0)+40|0)>>2]=m;m=f[((l+208|0)+44|0)>>2]|0;f[((l+208|0)+44|0)>>2]=f[((l+144|0)+44|0)>>2];f[((l+144|0)+44|0)>>2]=m;m=f[((l+208|0)+48|0)>>2]|0;f[((l+208|0)+48|0)>>2]=f[((l+144|0)+48|0)>>2];f[((l+144|0)+48|0)>>2]=m;m=f[((l+208|0)+52|0)>>2]|0;f[((l+208|0)+52|0)>>2]=f[((l+144|0)+52|0)>>2];f[((l+144|0)+52|0)>>2]=m;m=f[((l+208|0)+56|0)>>2]|0;f[((l+208|0)+56|0)>>2]=f[((l+144|0)+56|0)>>2];f[((l+144|0)+56|0)>>2]=m;f[(l+144|0)+60>>2]=f[(l+208|0)+60>>2]}else e=1}f[l+288>>2]=a;f[l+296>>2]=b;n[l+304>>2]=c;f[l+552>>2]=g;f[l+592>>2]=j;f[l+1288>>2]=h;f[l+1480>>2]=i;f[l+1672>>2]=d;f[l+1912>>2]=k;f[l+1920>>2]=e;f[l+1928>>2]=0;f[l+1932>>2]=0;HYa(l);G=f[l+1928>>2]|0;D=f[l+1932>>2]|0;H=+n[l+1932>>2];f[l+1928>>2]=0;f[l+1932>>2]=0;if((G|0)==5)return}function KUa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0;r=u;u=u+208|0;m=r+136|0;o=r+64|0;q=r;if(!(b[c+260>>0]|0)){n[a>>2]=1.0;k=a+4|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+20>>2]=1.0;k=a+24|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+40>>2]=1.0;k=a+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+60>>2]=1.0}else{f[a>>2]=f[c+196>>2];f[a+4>>2]=f[c+200>>2];f[a+8>>2]=f[c+204>>2];f[a+12>>2]=f[c+208>>2];f[a+16>>2]=f[c+212>>2];f[a+20>>2]=f[c+216>>2];f[a+24>>2]=f[c+220>>2];f[a+28>>2]=f[c+224>>2];f[a+32>>2]=f[c+228>>2];f[a+36>>2]=f[c+232>>2];f[a+40>>2]=f[c+236>>2];f[a+44>>2]=f[c+240>>2];f[a+48>>2]=f[c+244>>2];f[a+52>>2]=f[c+248>>2];f[a+56>>2]=f[c+252>>2];f[a+60>>2]=f[c+256>>2]}if(d|0){f[o>>2]=a;f[o+4>>2]=d;gma(m,o)|0;f[a>>2]=f[m>>2];f[a+4>>2]=f[m+4>>2];f[a+8>>2]=f[m+8>>2];f[a+12>>2]=f[m+12>>2];f[a+16>>2]=f[m+16>>2];f[a+20>>2]=f[m+20>>2];f[a+24>>2]=f[m+24>>2];f[a+28>>2]=f[m+28>>2];f[a+32>>2]=f[m+32>>2];f[a+36>>2]=f[m+36>>2];f[a+40>>2]=f[m+40>>2];f[a+44>>2]=f[m+44>>2];f[a+48>>2]=f[m+48>>2];f[a+52>>2]=f[m+52>>2];f[a+56>>2]=f[m+56>>2];f[a+60>>2]=f[m+60>>2]}l=+p[c+184>>3];j=f[c+176>>2]|0;i=f[c+356>>2]|0;a:do if(!i)e=1.0;else{h=i+-1|0;g=(h&i|0)==0;if(g)k=h&j;else if(j>>>0<i>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;d=f[(f[c+352>>2]|0)+(k<<2)>>2]|0;if(!d)e=1.0;else{d=f[d>>2]|0;if(!d)e=1.0;else{b:do if(g)while(1){i=f[d+4>>2]|0;c=(j|0)==(i|0);if(!(c|(i&h|0)==(k|0))){e=1.0;break a}if(c)if((f[d+8>>2]|0)==(j|0))break b;d=f[d>>2]|0;if(!d){e=1.0;break a}}else while(1){c=f[d+4>>2]|0;if((j|0)==(c|0)){if((f[d+8>>2]|0)==(j|0))break b}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(k|0)){e=1.0;break a}}d=f[d>>2]|0;if(!d){e=1.0;break a}}while(0);e=+p[d+16>>3];if(e==0.0)e=l}}}while(0);d=l==0.0|e==0.0;e=e/l;if(!((d?1.0:e)!=1.0)){u=r;return}l=d?1.0:e;k=q+4|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;k=q+24|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;k=q+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[q>>2]=l;n[q+20>>2]=l;n[q+40>>2]=l;n[q+60>>2]=1.0;f[o>>2]=a;f[o+4>>2]=q;gma(m,o)|0;f[a>>2]=f[m>>2];f[a+4>>2]=f[m+4>>2];f[a+8>>2]=f[m+8>>2];f[a+12>>2]=f[m+12>>2];f[a+16>>2]=f[m+16>>2];f[a+20>>2]=f[m+20>>2];f[a+24>>2]=f[m+24>>2];f[a+28>>2]=f[m+28>>2];f[a+32>>2]=f[m+32>>2];f[a+36>>2]=f[m+36>>2];f[a+40>>2]=f[m+40>>2];f[a+44>>2]=f[m+44>>2];f[a+48>>2]=f[m+48>>2];f[a+52>>2]=f[m+52>>2];f[a+56>>2]=f[m+56>>2];f[a+60>>2]=f[m+60>>2];u=r;return}function LUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function MUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function NUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function OUa(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0.0,r=0,s=0.0,t=0,v=0.0,w=0.0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0;g=u;u=u+16|0;h=g;p[h>>3]=1.0e-12;if(PUa(f,h)|0){u=g;return}l=+p[d>>3];O=+K(+l);j=+p[e>>3];E=+K(+j);S=+p[c>>3];n=c+8|0;i=+p[n>>3];h=c+16|0;Q=+p[h>>3];m=+L(+(S*S+(i*i+Q*Q)));S=E*(S/m);i=E*(i/m);m=E*(Q/m);Q=+p[b>>3];E=+p[a>>3]-Q;F=a+8|0;t=b+8|0;R=+p[t>>3];C=+p[F>>3]-R;x=a+16|0;r=b+16|0;s=+p[r>>3];A=+p[x>>3]-s;o=i*A-m*C;q=m*E-S*A;P=S*C-i*E;k=+L(+(o*o+(P*P+q*q)));o=Q+O*(o/k);q=R+O*(q/k);k=s+O*(P/k);S=Q+S;i=i+R;m=m+s;E=Q+E;C=R+C;A=s+A;P=+p[f>>3];O=+p[f+32>>3];N=+p[f+64>>3];J=+p[f+8>>3];I=+p[f+40>>3];H=+p[f+72>>3];D=+p[f+16>>3];B=+p[f+48>>3];z=+p[f+80>>3];M=+p[f+96>>3];w=Q*P+R*O+s*N+M;G=+p[f+104>>3];v=Q*J+R*I+s*H+G;y=+p[f+112>>3];s=Q*D+R*B+s*z+y;R=N*k+(P*o+O*q)+M-w;Q=J*o+q*I+k*H+G-v;k=o*D+q*B+k*z+y-s;q=S*P+i*O+m*N+M-w;o=S*J+i*I+m*H+G-v;m=S*D+i*B+m*z+y-s;i=+L(+(q*q+(o*o+m*m)));k=+L(+(R*R+(Q*Q+k*k)));p[a>>3]=w+(E*P+C*O+A*N+M-w);p[F>>3]=v+(E*J+C*I+A*H+G-v);p[x>>3]=s+(E*D+C*B+A*z+y-s);p[b>>3]=w;p[t>>3]=v;p[r>>3]=s;p[c>>3]=q/i;p[n>>3]=o/i;p[h>>3]=m/i;p[d>>3]=l<0.0?-k:k;p[e>>3]=j<0.0?-i:i;u=g;return}function PUa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;c=+p[b>>3];d=+p[a>>3];e=+K(+(d+-1.0));d=+K(+d);if(!(e<=(d>1.0?1.0:d)*c)){a=0;return a|0}if(!(+K(+(+p[a+8>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+16>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+24>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+32>>3]))<=c)){a=0;return a|0}e=+p[a+40>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+p[a+48>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+56>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+64>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+72>>3]))<=c)){a=0;return a|0}e=+p[a+80>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+p[a+88>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+96>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+104>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+112>>3]))<=c)){a=0;return a|0}e=+p[a+120>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}a=1;return a|0}function QUa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0;m=u;u=u+32|0;j=m+16|0;k=m+4|0;l=m;g=a+344|0;b=f[g>>2]|0;if(!b)if(!(f[a+384>>2]|0)){O_a(a,8);O_a(a,1);O_a(a,0);O_a(a,4);O_a(a,6);P_a(a);RUa(a);u=m;return}e=a+340|0;c=f[e>>2]|0;if(c){d=a+352|0;b=c;do{i=XUa(d,b+8|0)|0;p[i>>3]=0.0;b=f[b>>2]|0}while((b|0)!=0);b=f[g>>2]|0}if(b|0){b=f[e>>2]|0;if(b|0)do{i=b;b=f[b>>2]|0;sOb(i)}while((b|0)!=0);f[e>>2]=0;c=f[a+336>>2]|0;if(c|0){d=a+332|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}WUa(a);f[k>>2]=0;i=k+4|0;f[i>>2]=0;f[k+8>>2]=0;b=f[a+380>>2]|0;if(b|0){h=k+8|0;e=0;g=0;while(1){d=b;c=d+8|0;d=d+12|0;if(e>>>0<g>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];f[e+4>>2]=g;f[i>>2]=e+8}else YUa(k,c,d);b=f[b>>2]|0;if(!b)break;e=f[i>>2]|0;g=f[h>>2]|0}c=f[k>>2]|0;b=f[i>>2]|0;if((c|0)!=(b|0)){d=a+352|0;do{h=XUa(d,c+4|0)|0;n=+p[h>>3];f[l>>2]=f[c>>2];f[j>>2]=f[l>>2];JUa(a,j,n);c=c+8|0}while((c|0)!=(b|0));b=f[k>>2]|0}if(b|0){c=f[i>>2]|0;if((c|0)!=(b|0))f[i>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}O_a(a,8);O_a(a,1);O_a(a,0);O_a(a,4);O_a(a,6);P_a(a);RUa(a);u=m;return}function RUa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+96|0;x=y+64|0;t=y+32|0;w=y+8|0;r=y+4|0;s=y;h=y+60|0;m=y+56|0;n=y+52|0;o=y+48|0;p=y+44|0;v=a+8|0;j=f[v>>2]|0;switch(f[a+28>>2]|0){case 1:{h=a+52|0;i=a+56|0;if((f[h>>2]|0)!=(f[i>>2]|0)){e=f[j+232>>2]|0;c=f[j+248>>2]|0;f[x>>2]=1065353216;f[x+4>>2]=1065353216;f[x+8>>2]=1065353216;d=x+12|0;f[d>>2]=0;f[x+16>>2]=0;f[x+20>>2]=0;xEa(e,1,0,0,x);e=f[a+176>>2]|0;g=f[c+12>>2]|0;if(!g)x2a(c,e,x,d,0,1);else Th[f[(f[g>>2]|0)+184>>2]&127](g,e,x,d,0,1)}d=a+48|0;c=f[d>>2]|0;if(c|0)if(!(b[a+64>>0]|0)){oh[f[(f[c>>2]|0)+8>>2]&1023](c,h);c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[h>>2]|0;if(!c)c=a+60|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);c=a+60|0;f[c>>2]=0;f[i>>2]=0;f[h>>2]=0}f[h>>2]=0;f[i>>2]=0;f[c>>2]=0}SUa(j+200|0,f[a+172>>2]|0);q=a+100|0;c=f[q>>2]|0;p=a+104|0;j=f[p>>2]|0;if((c|0)!=(j|0)){k=w+4|0;l=w+8|0;m=w+12|0;n=w+16|0;o=w+20|0;do{i=(b[c+20>>0]|0)!=0;d=(b[c+21>>0]|0)!=0;e=(b[c+22>>0]|0)!=0;g=f[c+24>>2]|0;h=f[(f[v>>2]|0)+232>>2]|0;z=f[c+4>>2]|0;f[t>>2]=z;f[w>>2]=1065353216;f[k>>2]=1065353216;f[l>>2]=1065353216;f[m>>2]=0;f[n>>2]=0;f[o>>2]=0;if(!z)xEa(h,i,d,e,w);else AEa(h,f[c>>2]|0,t,i,d,e,w);f[r>>2]=g;f[x>>2]=f[r>>2];D1a(a,x,w);f[s>>2]=g;f[x>>2]=f[s>>2];h1a(a,x,16);c=c+28|0}while((c|0)!=(j|0));c=f[q>>2]|0}if(!c)c=a+108|0;else{d=f[p>>2]|0;if((d|0)!=(c|0)){do{e=d+-28|0;f[p>>2]=e;g=d+-20|0;h=f[g>>2]|0;i=d+-16|0;if((h|0)==(f[i>>2]|0)){d=f[e>>2]|0;if(!d)d=h;else{tOb(d);d=f[g>>2]|0}}else d=h;if(d|0){e=f[i>>2]|0;if((e|0)!=(d|0))f[i>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}d=f[p>>2]|0}while((d|0)!=(c|0));c=f[q>>2]|0}sOb(c);c=a+108|0;f[c>>2]=0;f[p>>2]=0;f[q>>2]=0}f[q>>2]=0;f[p>>2]=0;f[c>>2]=0;u=y;return}case 2:{l=f[j+232>>2]|0;g=a+136|0;d=a+144|0;c=f[d>>2]|0;if(c|0)do{z=c;Fh[f[(f[a>>2]|0)+116>>2]&255](a,f[z+8>>2]|0,f[z+12>>2]|0,f[z+16>>2]|0);c=f[c>>2]|0}while((c|0)!=0);e=a+148|0;if(f[e>>2]|0){c=f[d>>2]|0;if(c|0)do{z=c;c=f[c>>2]|0;sOb(z)}while((c|0)!=0);f[d>>2]=0;d=f[a+140>>2]|0;if(d|0){c=0;do{f[(f[g>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[e>>2]=0}c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);f[a+140>>2]=0;f[e>>2]=0;f[a+152>>2]=1065353216;f[a+144>>2]=0;g=a+68|0;d=a+76|0;c=f[d>>2]|0;if(c|0)do{z=c;TUa(a,l,z+12|0,f[z+8>>2]|0);c=f[c>>2]|0}while((c|0)!=0);e=a+80|0;if(f[e>>2]|0){c=f[d>>2]|0;if(c|0)do{z=c;c=f[c>>2]|0;sOb(z)}while((c|0)!=0);f[d>>2]=0;d=f[a+72>>2]|0;if(d|0){c=0;do{f[(f[g>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[e>>2]=0}c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);f[a+72>>2]=0;f[e>>2]=0;f[a+84>>2]=1065353216;f[a+76>>2]=0;e=a+88|0;c=f[e>>2]|0;g=a+92|0;d=f[g>>2]|0;if((c|0)!=(d|0)){do{f[h>>2]=f[c>>2];z=f[c+4>>2]|0;f[x>>2]=f[h>>2];h1a(a,x,z);c=c+8|0}while((c|0)!=(d|0));c=f[e>>2]|0}if(!c)c=a+96|0;else{d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);c=a+96|0;f[c>>2]=0;f[g>>2]=0;f[e>>2]=0}f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;j=a+156|0;c=f[j>>2]|0;k=a+160|0;g=f[k>>2]|0;if((c|0)!=(g|0)){h=t+4|0;i=t+8|0;do{d=c+4|0;if(xkb(l,f[d>>2]|0)|0){f[t>>2]=0;f[h>>2]=0;f[i>>2]=0;Ckb(l,f[d>>2]|0,f[c+8>>2]|0,t);f[m>>2]=f[c>>2];z=f[t>>2]|0;d=(f[h>>2]|0)-z>>3;f[x>>2]=f[m>>2];x1a(a,x,z,d);f[n>>2]=f[c>>2];f[x>>2]=f[n>>2];h1a(a,x,11);d=f[t>>2]|0;if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}c=c+12|0}while((c|0)!=(g|0));c=f[j>>2]|0}if(!c)c=a+164|0;else{d=f[k>>2]|0;if((d|0)!=(c|0))f[k>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=a+164|0;f[c>>2]=0;f[k>>2]=0;f[j>>2]=0}f[j>>2]=0;f[k>>2]=0;f[c>>2]=0;i=a+112|0;c=f[i>>2]|0;j=a+116|0;h=f[j>>2]|0;if((c|0)!=(h|0)){do{g=f[c>>2]|0;d=(GQa(f[(f[v>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;a:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break a}s=f[v>>2]|0;r=f[s+232>>2]|0;z=f[s+240>>2]|0;f[t>>2]=f[e+4>>2];f[x>>2]=f[t>>2];KQa(r,s,x)|0;Y8a(z)}while(0);f[w>>2]=g;f[x>>2]=f[w>>2];h1a(a,x,14);c=c+4|0}while((c|0)!=(h|0));c=f[i>>2]|0}if(!c)c=a+120|0;else{d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+120|0;f[c>>2]=0;f[j>>2]=0;f[i>>2]=0}f[i>>2]=0;f[j>>2]=0;f[c>>2]=0;e=a+124|0;c=f[e>>2]|0;g=a+128|0;d=f[g>>2]|0;if((c|0)!=(d|0)){do{f[o>>2]=f[c>>2];f[x>>2]=f[o>>2];h1a(a,x,17);c=c+4|0}while((c|0)!=(d|0));c=f[e>>2]|0}if(!c)c=a+132|0;else{d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+132|0;f[c>>2]=0;f[g>>2]=0;f[e>>2]=0}f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;h=a+32|0;c=f[h>>2]|0;i=a+36|0;e=f[i>>2]|0;if((c|0)!=(e|0)){g=a+44|0;do{d=f[c>>2]|0;if(b[g>>0]|0){b[g>>0]=0;y$a(a,1)}z=f[(f[a>>2]|0)+52>>2]|0;f[p>>2]=d;f[x>>2]=f[p>>2];oh[z&1023](a,x);c=c+4|0}while((c|0)!=(e|0));c=f[h>>2]|0}if(!c)c=a+40|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+40|0;f[c>>2]=0;f[i>>2]=0;f[h>>2]=0}f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;d=a+48|0;c=f[d>>2]|0;if(!c)e=a+52|0;else{e=a+52|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,e);c=f[d>>2]|0;f[d>>2]=0;if(c)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}c=a+52|0;d=f[c>>2]|0;h=a+56|0;if(!d)c=a+60|0;else{g=f[h>>2]|0;if((g|0)!=(d|0))f[h>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d);z=a+60|0;f[z>>2]=0;f[h>>2]=0;f[c>>2]=0;c=z}f[e>>2]=0;f[h>>2]=0;f[c>>2]=0;c=a+44|0;if(!(b[c>>0]|0)){u=y;return}b[c>>0]=0;y$a(a,0);u=y;return}default:{u=y;return}}}function SUa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){f[h>>2]=c;oh[f[(f[e>>2]|0)+24>>2]&1023](e,h);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function TUa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;e=l+32|0;g=l+24|0;h=l+16|0;i=l+8|0;j=l;switch(d|0){case 0:{CRa(j,b,c);b=(f[j>>2]|0)!=0;e=f[j+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 2:{if(UUa(b,c)|0){u=l;return}break}case 4:{vRa(e,b,c);b=(f[e>>2]|0)!=0;e=f[e+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 6:{if(VUa(b,c)|0){u=l;return}break}case 8:{DRa(g,b,c);b=(f[g>>2]|0)!=0;e=f[g+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 7:{zRa(h,b,c);b=(f[h>>2]|0)!=0;e=f[h+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 1:{sRa(i,b,c);b=(f[i>>2]|0)!=0;e=f[i+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}default:{}}if((k|0)==14)if(b){u=l;return}d=MMa(d)|0;k=(B_a(a,c,d)|0)<<24>>24==2;m1a(a,c,d,k?1:2);u=l;return}function UUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];a=mSa(a,g)|0;if(!a){g=0;u=h;return g|0}g=f[b+4>>2]|0;d=f[a+24>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+20>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(g|0)==(d|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((g|0)==(b|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);g=(a|0)!=0;u=h;return g|0}function VUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];a=mSa(a,g)|0;if(!a){g=0;u=h;return g|0}g=f[b+4>>2]|0;d=f[a+64>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+60>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(g|0)==(d|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((g|0)==(b|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);g=(a|0)!=0;u=h;return g|0}function WUa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=f[(f[a+8>>2]|0)+248>>2]|0;c=a+276|0;b=f[c>>2]|0;e=a+280|0;d=f[e>>2]|0;if((b|0)!=(d|0)){do{Oh[f[(f[h>>2]|0)+20>>2]&3](h,f[b>>2]|0,b+8|0,b+32|0,b+56|0,+p[b+80>>3],+p[b+88>>3],f[b+96>>2]|0);b=b+104|0}while((b|0)!=(d|0));b=f[c>>2]|0;c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~(((c+-104-b|0)>>>0)/104|0)*104|0)}c=a+288|0;b=f[c>>2]|0;g=a+292|0;d=f[g>>2]|0;if((b|0)!=(d|0)){do{e=f[b>>2]|0;kh[f[(f[h>>2]|0)+24>>2]&3](h,+n[b+12>>2],+n[b+16>>2],+n[b+20>>2],e,(f[b+4>>2]|0)-e>>2,f[b+24>>2]|0);b=b+28|0}while((b|0)!=(d|0));e=f[c>>2]|0;b=f[g>>2]|0;if((b|0)!=(e|0))do{c=b+-28|0;f[g>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-24|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);b=f[g>>2]|0}}while((b|0)!=(e|0))}d=a+300|0;b=f[d>>2]|0;e=a+304|0;c=f[e>>2]|0;if((b|0)==(c|0))return;do{Lh[f[(f[h>>2]|0)+28>>2]&255](h,f[b>>2]|0,b+4|0,b+16|0,f[b+28>>2]|0);b=b+32|0}while((b|0)!=(c|0));b=f[d>>2]|0;c=f[e>>2]|0;if((c|0)==(b|0))return;f[e>>2]=c+(~((c+-32-b|0)>>>5)<<5);return}function XUa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}}while(0);h=pOb(24)|0;f[h+8>>2]=m;p[h+16>>3]=0.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;ZUa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+16|0;return a|0}function YUa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function ZUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_Ua(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_Ua(a,b);return}function _Ua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $Ua(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=38324;b=f[a+408>>2]|0;if((a+392|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[a+380>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0){e=c+24|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-40-d|0)>>>0)/40|0)*40|0);sOb(d)}sOb(c)}while((b|0)!=0);j=a+372|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+360>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+352|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+340>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+332|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+320>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+312|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+300>>2]|0;if(b|0){c=a+304|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}g=a+288|0;b=f[g>>2]|0;if(b|0){h=a+292|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-24|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}b=f[a+276>>2]|0;if(b|0){c=a+280|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-104-b|0)>>>0)/104|0)*104|0);sOb(b)}h=a+264|0;b=f[h>>2]|0;if(b|0){g=a+268|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}b=f[a+156>>2]|0;if(b|0){c=a+160|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+144>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+136|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+124>>2]|0;if(b|0){c=a+128|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}i=a+100|0;b=f[i>>2]|0;if(b|0){j=a+104|0;c=f[j>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[j>>2]=d;e=c+-20|0;g=f[e>>2]|0;h=c+-16|0;do if((g|0)==(f[h>>2]|0)){c=f[d>>2]|0;if(!c){c=g;break}tOb(c);c=f[e>>2]|0}else c=g;while(0);if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[j>>2]|0}while((c|0)!=(b|0));b=f[i>>2]|0}sOb(b)}b=f[a+88>>2]|0;if(b|0){c=a+92|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+76>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+68|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}j=a+48|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}e=a+16|0;b=f[e>>2]|0;if(!b){pYa(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{j=c+-4|0;f[g>>2]=j;d=f[j>>2]|0;f[j>>2]=0;if(d|0){nWa((f[d+4>>2]|0)+44|0,d+72|0);j=d+8|0;c=f[j>>2]|0;f[j>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(d)}c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);pYa(a);return}function aVa(a){a=a|0;$Ua(a);sOb(a);return}function bVa(a){a=a|0;var b=0,c=0;c=a+48|0;b=f[c>>2]|0;if(b|0){oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);b=f[c>>2]|0;f[c>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}rYa(a);return}function cVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=a+56|0;d=f[c>>2]|0;if((d|0)==(f[a+60>>2]|0)){mWa(a+52|0,b);sYa(a,b);return}else{g=b;e=f[g+4>>2]|0;f[d>>2]=f[g>>2];f[d+4>>2]=e;f[c>>2]=(f[c>>2]|0)+8;sYa(a,b);return}}function dVa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+96|0;B=C+48|0;r=C+40|0;s=C+32|0;t=C+4|0;v=C;tYa(a,c,d);z=a+332|0;A=a+344|0;if(!(f[A>>2]|0)){u=C;return}q=eWa(z,c)|0;if(!q){u=C;return}w=a+336|0;l=f[w>>2]|0;e=f[q+4>>2]|0;m=l+-1|0;o=(m&l|0)==0;if(o)e=m&e;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;j=(f[z>>2]|0)+(e<<2)|0;p=f[j>>2]|0;while(1){g=f[p>>2]|0;if((g|0)==(q|0))break;else p=g}x=a+340|0;if((p|0)==(x|0))y=16;else{g=f[p+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0))k=q;else y=16}do if((y|0)==16){g=f[q>>2]|0;if(g|0){g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0)){k=q;break}}f[j>>2]=0;k=q}while(0);g=f[k>>2]|0;j=g;if(!g)e=j;else{g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0))e=j;else{f[(f[z>>2]|0)+(g<<2)>>2]=p;e=f[q>>2]|0}}f[p>>2]=e;f[k>>2]=0;f[A>>2]=(f[A>>2]|0)+-1;sOb(q);if(d<<24>>24){f[r>>2]=f[c>>2];f[B>>2]=f[r>>2];fWa(a,B,0);u=C;return}g=c+4|0;do if((f[g>>2]|0)==1){DRa(s,f[(f[a+8>>2]|0)+232>>2]|0,c);vnb(B,(f[s>>2]|0)+8|0);e=f[s+4>>2]|0;if(e|0)iOb(e);d=t+4|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;e=t+20|0;f[e>>2]=0;if(!(Mnb(B,t)|0)){if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);e=B+12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);break}m=f[c>>2]|0;l=f[e>>2]|0;q=l+-1640531527+(m<<6)+(m>>>2)^m;o=f[w>>2]|0;p=(o|0)==0;a:do if(p){e=0;y=55}else{k=o+-1|0;j=(k&o|0)==0;if(j)e=q&k;else if(q>>>0<o>>>0)e=q;else e=(q>>>0)%(o>>>0)|0;g=f[(f[z>>2]|0)+(e<<2)>>2]|0;if(!g)y=55;else{g=f[g>>2]|0;if(!g)y=55;else{if(j)while(1){v=f[g+4>>2]|0;if(!((v|0)==(q|0)|(v&k|0)==(e|0))){y=55;break a}if((f[g+8>>2]|0)==(m|0))if((f[g+12>>2]|0)==(l|0))break a;g=f[g>>2]|0;if(!g){y=55;break a}}while(1){j=f[g+4>>2]|0;if((j|0)!=(q|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0)){y=55;break a}}if((f[g+8>>2]|0)==(m|0))if((f[g+12>>2]|0)==(l|0))break a;g=f[g>>2]|0;if(!g){y=55;break}}}}}while(0);if((y|0)==55){k=pOb(16)|0;v=k+8|0;f[v>>2]=m;f[v+4>>2]=l;f[k+4>>2]=q;f[k>>2]=0;i=+(((f[A>>2]|0)+1|0)>>>0);h=+n[a+348>>2];do if(p|h*+(o>>>0)<i){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(i/h))>>>0;IUa(z,e>>>0<g>>>0?g:e);e=f[w>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&q;break}if(q>>>0<e>>>0){j=e;e=q}else{j=e;e=(q>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[z>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[x>>2];f[x>>2]=k;f[g>>2]=x;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;if(!(g&j))e=e&g;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;e=(f[z>>2]|0)+(e<<2)|0;y=68}}else{f[k>>2]=f[e>>2];y=68}if((y|0)==68)f[e>>2]=k;f[A>>2]=(f[A>>2]|0)+1}if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);e=B+12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);u=C;return}while(0);f[v>>2]=f[c>>2];f[B>>2]=f[v>>2];fWa(a,B,g);u=C;return}function eVa(a){a=a|0;return 1}function fVa(a){a=a|0;return}function gVa(a){a=a|0;return 1}function hVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function iVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=u;u=u+16|0;c=e+4|0;d=e;if((f[a+28>>2]|0)==2){f[d>>2]=f[b>>2];f[c>>2]=f[d>>2];h1a(a,c,17);u=e;return}d=a+128|0;c=f[d>>2]|0;if((c|0)==(f[a+132>>2]|0)){dWa(a+124|0,b);u=e;return}else{f[c>>2]=f[b>>2];f[d>>2]=c+4;u=e;return}}function jVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;return}function kVa(a){a=a|0;var c=0;c=a+44|0;b[c>>0]=1;if((f[a+28>>2]|0)!=2)return;b[c>>0]=0;y$a(a,0);return}function lVa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;d=k+4|0;e=k;do if((f[a+28>>2]|0)==2){j=f[(f[a+8>>2]|0)+244>>2]|0;f[e>>2]=f[c>>2];f[d>>2]=f[e>>2];h1a(j,d,18)}else{d=a+36|0;e=f[d>>2]|0;if((e|0)==(f[a+40>>2]|0)){dWa(a+32|0,c);break}else{f[e>>2]=f[c>>2];f[d>>2]=e+4;break}}while(0);f[a+176>>2]=-1;b[a+180>>0]=0;g=f[a+264>>2]|0;h=a+268|0;d=f[h>>2]|0;if((d|0)!=(g|0))do{e=d+-20|0;f[h>>2]=e;c=f[e>>2]|0;if(!c)d=e;else{d=d+-16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);d=f[h>>2]|0}}while((d|0)!=(g|0));d=f[a+276>>2]|0;e=a+280|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~(((c+-104-d|0)>>>0)/104|0)*104|0);g=f[a+288>>2]|0;h=a+292|0;d=f[h>>2]|0;if((d|0)!=(g|0))do{e=d+-28|0;f[h>>2]=e;c=f[e>>2]|0;if(!c)d=e;else{d=d+-24|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);d=f[h>>2]|0}}while((d|0)!=(g|0));d=f[a+300>>2]|0;e=a+304|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~((c+-32-d|0)>>>5)<<5);g=a+324|0;if(f[g>>2]|0){e=a+320|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+316>>2]|0;if(e|0){c=a+312|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}g=a+344|0;if(f[g>>2]|0){e=a+340|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+336>>2]|0;if(e|0){c=a+332|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}g=a+364|0;if(f[g>>2]|0){e=a+360|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+356>>2]|0;if(e|0){c=a+352|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}j=a+384|0;if(!(f[j>>2]|0)){u=k;return}i=a+380|0;d=f[i>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;c=f[e+20>>2]|0;if(c|0){g=e+24|0;h=f[g>>2]|0;if((h|0)!=(c|0))f[g>>2]=h+(~(((h+-40-c|0)>>>0)/40|0)*40|0);sOb(c)}sOb(e)}while((d|0)!=0);f[i>>2]=0;c=f[a+376>>2]|0;if(c|0){e=a+372|0;d=0;do{f[(f[e>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0))}f[j>>2]=0;u=k;return}function mVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function nVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function oVa(a,b){a=a|0;b=b|0;return}function pVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function qVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function rVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function sVa(a){a=a|0;return}function tVa(a,b){a=a|0;b=+b;return}function uVa(a,b){a=a|0;b=b|0;return}function vVa(a,b){a=a|0;b=+b;return}function wVa(a,b){a=a|0;b=b|0;return}function xVa(a,b){a=a|0;b=b|0;return}function yVa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;g=u;u=u+16|0;d=g+4|0;c=g;f[c>>2]=f[b>>2];f[d>>2]=f[c>>2];h1a(a,d,12);u=g;return}function zVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;j=n+16|0;k=n+4|0;l=n;g=n+12|0;i=n+8|0;m=a+8|0;d=(GQa(f[(f[m>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;a:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break a}h=f[e+4>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;g=d+(c<<2)|0;if(c|0){e=0;do{c=(f[d>>2]|0)==(h|0);e=e|c;d=d+4|0}while(!(c|(d|0)==(g|0)));if(e){if((f[a+28>>2]|0)!=2){d=a+116|0;e=f[d>>2]|0;if((e|0)==(f[a+120>>2]|0)){dWa(a+112|0,b);u=n;return}else{f[e>>2]=f[b>>2];f[d>>2]=e+4;u=n;return}}g=f[b>>2]|0;d=(GQa(f[(f[m>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;b:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break b}b=f[m>>2]|0;i=f[b+232>>2]|0;m=f[b+240>>2]|0;f[k>>2]=f[e+4>>2];f[j>>2]=f[k>>2];KQa(i,b,j)|0;Y8a(m)}while(0);f[l>>2]=g;f[j>>2]=f[l>>2];h1a(a,j,14);u=n;return}}f[i>>2]=f[b>>2];f[j>>2]=f[i>>2];h1a(a,j,14);u=n;return}while(0);f[g>>2]=f[b>>2];f[j>>2]=f[g>>2];h1a(a,j,14);u=n;return}function AVa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;j=s+36|0;k=s+32|0;l=s+8|0;m=s+4|0;n=s;o=e&1;p=g&1;q=h&1;if((f[a+28>>2]|0)>=1){c=f[c>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;r=f[d+4>>2]|0;f[k>>2]=r;f[l>>2]=1065353216;f[l+4>>2]=1065353216;f[l+8>>2]=1065353216;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;if(!r)xEa(i,e,g,h,l);else AEa(i,f[d>>2]|0,k,e,g,h,l);f[m>>2]=c;f[j>>2]=f[m>>2];D1a(a,j,l);f[n>>2]=c;f[j>>2]=f[n>>2];h1a(a,j,16);u=s;return}n=a+100|0;g=f[c>>2]|0;m=a+104|0;c=f[m>>2]|0;l=a+108|0;i=f[l>>2]|0;if(c>>>0<i>>>0){f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];a=c+8|0;r=d+8|0;f[a>>2]=0;n=c+12|0;f[n>>2]=0;f[c+16>>2]=0;f[a>>2]=f[r>>2];a=d+12|0;f[n>>2]=f[a>>2];n=d+16|0;f[c+16>>2]=f[n>>2];f[n>>2]=0;f[a>>2]=0;f[r>>2]=0;f[d>>2]=0;b[c+20>>0]=o;b[c+21>>0]=p;b[c+22>>0]=q;f[c+24>>2]=g;f[m>>2]=(f[m>>2]|0)+28;u=s;return}j=f[n>>2]|0;e=(c-j|0)/28|0;c=e+1|0;if(c>>>0>153391689)AMb(n);a=(i-j|0)/28|0;i=a<<1;i=a>>>0<76695844?(i>>>0<c>>>0?c:i):153391689;do if(!i)r=0;else if(i>>>0>153391689)vd();else{r=pOb(i*28|0)|0;break}while(0);j=r+(e*28|0)|0;c=j;h=r+(i*28|0)|0;f[j>>2]=f[d>>2];f[r+(e*28|0)+4>>2]=f[d+4>>2];i=d+8|0;f[r+(e*28|0)+16>>2]=0;f[r+(e*28|0)+8>>2]=f[i>>2];a=d+12|0;f[r+(e*28|0)+12>>2]=f[a>>2];k=d+16|0;f[r+(e*28|0)+16>>2]=f[k>>2];f[k>>2]=0;f[a>>2]=0;f[i>>2]=0;f[d>>2]=0;b[r+(e*28|0)+20>>0]=o;b[r+(e*28|0)+21>>0]=p;b[r+(e*28|0)+22>>0]=q;f[r+(e*28|0)+24>>2]=g;g=j+28|0;e=f[n>>2]|0;i=f[m>>2]|0;if((i|0)==(e|0)){k=e;i=e}else{do{d=i;i=i+-28|0;f[j+-28>>2]=f[i>>2];f[j+-24>>2]=f[d+-24>>2];q=j+-20|0;r=d+-20|0;f[q>>2]=0;p=j+-16|0;f[p>>2]=0;f[j+-12>>2]=0;f[q>>2]=f[r>>2];q=d+-16|0;f[p>>2]=f[q>>2];p=d+-12|0;f[j+-12>>2]=f[p>>2];f[p>>2]=0;f[q>>2]=0;f[r>>2]=0;f[i>>2]=0;b[j+-8>>0]=b[d+-8>>0]|0;b[j+-7>>0]=b[d+-7>>0]|0;b[j+-6>>0]=b[d+-6>>0]|0;f[j+-4>>2]=f[d+-4>>2];j=c+-28|0;c=j}while((i|0)!=(e|0));k=f[n>>2]|0;i=f[m>>2]|0}f[n>>2]=c;f[m>>2]=g;f[l>>2]=h;h=k;if((i|0)!=(h|0)){e=i;do{i=e+-20|0;c=f[i>>2]|0;g=e+-16|0;e=e+-28|0;if((c|0)==(f[g>>2]|0)){j=f[e>>2]|0;if(j){tOb(j);c=f[i>>2]|0}}if(c|0){i=f[g>>2]|0;if((i|0)!=(c|0))f[g>>2]=i+(~((i+-8-c|0)>>>3)<<3);sOb(c)}}while((e|0)!=(h|0))}if(!k){u=s;return}sOb(k);u=s;return}function BVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;g=t+8|0;h=t+4|0;i=t;if((f[a+28>>2]|0)>=2){e=f[a+408>>2]|0;if(!e){ZVa(a,b,c,d);u=t;return}else{f[g>>2]=b;f[h>>2]=c;f[i>>2]=d;Fh[f[(f[e>>2]|0)+24>>2]&255](e,g,h,i);u=t;return}}r=a+136|0;q=c+-1640531527+(b<<6)+(b>>>2)^b;q=d+-1640531527+(q<<6)+(q>>>2)^q;l=a+140|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o)e=0;else{i=m+-1|0;h=(i&m|0)==0;if(h)e=i&q;else if(q>>>0<m>>>0)e=q;else e=(q>>>0)%(m>>>0)|0;g=f[(f[r>>2]|0)+(e<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){if(h){while(1){p=f[g+4>>2]|0;if(!((p|0)==(q|0)|(p&i|0)==(e|0)))break a;if((f[g+8>>2]|0)==(b|0))if((f[g+12>>2]|0)==(c|0))if((f[g+16>>2]|0)==(d|0))break;g=f[g>>2]|0;if(!g)break a}u=t;return}while(1){h=f[g+4>>2]|0;if((h|0)!=(q|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(e|0))break a}if((f[g+8>>2]|0)==(b|0))if((f[g+12>>2]|0)==(c|0))if((f[g+16>>2]|0)==(d|0))break;g=f[g>>2]|0;if(!g)break a}u=t;return}}}while(0);p=pOb(20)|0;f[p+8>>2]=b;f[p+12>>2]=c;f[p+16>>2]=d;f[p+4>>2]=q;f[p>>2]=0;i=a+148|0;j=+(((f[i>>2]|0)+1|0)>>>0);k=+n[a+152>>2];do if(o|k*+(m>>>0)<j){e=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;g=~~+W(+(j/k))>>>0;YVa(r,e>>>0<g>>>0?g:e);e=f[l>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&q;break}if(q>>>0<e>>>0){h=e;e=q}else{h=e;e=(q>>>0)%(e>>>0)|0}}else h=m;while(0);g=(f[r>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=a+144|0;f[p>>2]=f[e>>2];f[e>>2]=p;f[g>>2]=e;e=f[p>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[r>>2]|0)+(e<<2)|0;s=36}}else{f[p>>2]=f[e>>2];s=36}if((s|0)==36)f[e>>2]=p;f[i>>2]=(f[i>>2]|0)+1;u=t;return}function CVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i+4|0;h=i;if((f[a+28>>2]|0)!=2){u=i;return}b=f[b>>2]|0;d=f[c>>2]|0;e=f[c+4>>2]|0;if((d|0)!=(e|0))do{j=MMa(3)|0;c=(B_a(a,d,j)|0)<<24>>24==2;m1a(a,d,j,c?1:2);d=d+8|0}while((d|0)!=(e|0));f[h>>2]=b;f[g>>2]=f[h>>2];h1a(a,g,3);u=i;return}function DVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+4|0;h=z;if((f[a+28>>2]|0)==2){g=f[b>>2]|0;e=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;if((d|0)!=(c|0))do{if(!(UUa(e,d)|0)){x=MMa(2)|0;b=(B_a(a,d,x)|0)<<24>>24==2;m1a(a,d,x,b?1:2)}d=d+8|0}while((d|0)!=(c|0));f[h>>2]=g;f[y>>2]=f[h>>2];h1a(a,y,2);u=z;return}f[y>>2]=2;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{l=p;k=f[l>>2]|0;l=f[l+4>>2]|0;m=k+-1640531399|0;o=m^2;o=l+-1640531527+(m>>>2)+(o<<6)^o;m=(d|0)==0;a:do if(m){c=0;x=34}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=34;else{e=f[e>>2]|0;if(!e)x=34;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=34;break a}if((f[e+8>>2]|0)==2)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){x=34;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=34;break a}}if((f[e+8>>2]|0)==2)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){x=34;break}}}}}while(0);if((x|0)==34){x=0;g=pOb(20)|0;f[g+8>>2]=2;h=g+12|0;f[h>>2]=k;f[h+4>>2]=l;f[g+4>>2]=o;f[g>>2]=0;i=+(((f[t>>2]|0)+1|0)>>>0);j=+n[v>>2];do if(m|j*+(d>>>0)<i){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;m=~~+W(+(i/j))>>>0;c=c>>>0<m>>>0?m:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=58}}else{f[g>>2]=f[c>>2];x=58}if((x|0)==58){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=2;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function EVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{CRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(0)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,0);u=z;return}f[y>>2]=0;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531527|0;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if(!(f[e+8>>2]|0))if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if(!(f[e+8>>2]|0))if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=0;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=0;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function FVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{vRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(4)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,4);u=z;return}f[y>>2]=4;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531270^4;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==4)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==4)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=4;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=4;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function GVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+4|0;h=z;if((f[a+28>>2]|0)==2){g=f[b>>2]|0;e=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;if((d|0)!=(c|0))do{if(!(VUa(e,d)|0)){x=MMa(6)|0;b=(B_a(a,d,x)|0)<<24>>24==2;m1a(a,d,x,b?1:2)}d=d+8|0}while((d|0)!=(c|0));f[h>>2]=g;f[y>>2]=f[h>>2];h1a(a,y,6);u=z;return}f[y>>2]=6;d=f[c>>2]|0;r=f[c+4>>2]|0;if((d|0)!=(r|0)){s=a+68|0;t=a+72|0;v=a+80|0;w=a+84|0;x=a+76|0;p=d;d=f[t>>2]|0;do{l=p;k=f[l>>2]|0;l=f[l+4>>2]|0;o=k+-1640531142^6;o=l+-1640531527+(o<<6)+(o>>>2)^o;m=(d|0)==0;a:do if(m){c=0;q=34}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[s>>2]|0)+(c<<2)>>2]|0;if(!e)q=34;else{e=f[e>>2]|0;if(!e)q=34;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){q=34;break a}if((f[e+8>>2]|0)==6)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){q=34;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){q=34;break a}}if((f[e+8>>2]|0)==6)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){q=34;break}}}}}while(0);if((q|0)==34){q=0;g=pOb(20)|0;f[g+8>>2]=6;h=g+12|0;f[h>>2]=k;f[h+4>>2]=l;f[g+4>>2]=o;f[g>>2]=0;i=+(((f[v>>2]|0)+1|0)>>>0);j=+n[w>>2];do if(m|j*+(d>>>0)<i){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;m=~~+W(+(i/j))>>>0;c=c>>>0<m>>>0?m:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[t>>2]|0}if(c>>>0>d>>>0)XVa(s,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[v>>2]|0)>>>0)/+n[w>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(s,c)}c=f[t>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[s>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[x>>2];f[x>>2]=g;f[e>>2]=x;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[s>>2]|0)+(c<<2)|0;q=58}}else{f[g>>2]=f[c>>2];q=58}if((q|0)==58){q=0;f[c>>2]=g}f[v>>2]=(f[v>>2]|0)+1}p=p+8|0}while((p|0)!=(r|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=6;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function HVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{DRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(8)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,8);u=z;return}f[y>>2]=8;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531013^8;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==8)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==8)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=8;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=8;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function IVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{zRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(7)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,7);u=z;return}f[y>>2]=7;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531078^7;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==7)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==7)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=7;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=7;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function JVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{sRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(1)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,1);u=z;return}f[y>>2]=1;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;k=i+-1640531463|0;o=k^1;o=j+-1640531527+(k>>>2)+(o<<6)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==1)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==1)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=1;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=1;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function KVa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];h1a(a,g,13);u=h;return}function LVa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=u;u=u+16|0;e=g+4|0;d=g;f[d>>2]=f[b>>2];f[e>>2]=f[d>>2];h1a(a,e,13);u=g;return}function MVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;e=u;u=u+16|0;d=e+4|0;c=e;f[c>>2]=f[b>>2];f[d>>2]=f[c>>2];h1a(a,d,13);u=e;return}function NVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];h1a(a,d,15);u=c;return}function OVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+8|0;e=i+4|0;g=i;if((f[a+28>>2]|0)==2){d=f[b>>2]|0;f[e>>2]=d;f[h>>2]=f[e>>2];x1a(a,h,0,0);f[g>>2]=d;f[h>>2]=f[g>>2];h1a(a,h,11);u=i;return}f[h>>2]=f[b>>2];f[h+4>>2]=c;f[h+8>>2]=d;b=a+160|0;c=f[b>>2]|0;if(c>>>0<(f[a+164>>2]|0)>>>0){f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[b>>2]=(f[b>>2]|0)+12}else VVa(a+156|0,h);u=i;return}function PVa(a,c,d){a=a|0;c=c|0;d=d|0;b[a+192>>0]=d;return}function QVa(a){a=a|0;return}function RVa(a,b){a=a|0;b=b|0;return}function SVa(a,b){a=a|0;b=b|0;return}function TVa(a,b){a=a|0;b=b|0;return}function UVa(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[b>>2]|0;g=f[a+356>>2]|0;if(!g){c=0.0;return +c}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[a+352>>2]|0)+(h<<2)>>2]|0;if(!b){c=0.0;return +c}b=f[b>>2]|0;if(!b){c=0.0;return +c}a:do if(d){while(1){g=f[b+4>>2]|0;a=(i|0)==(g|0);if(!(a|(g&e|0)==(h|0))){c=0.0;b=20;break}if(a)if((f[b+8>>2]|0)==(i|0)){j=b;break a}b=f[b>>2]|0;if(!b){c=0.0;b=20;break}}if((b|0)==20)return +c}else{while(1){a=f[b+4>>2]|0;if((i|0)==(a|0)){if((f[b+8>>2]|0)==(i|0)){j=b;break a}}else{if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;if((a|0)!=(h|0)){c=0.0;b=20;break}}b=f[b>>2]|0;if(!b){c=0.0;b=20;break}}if((b|0)==20)return +c}while(0);c=+p[j+16>>3];return +c}function VVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function WVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function XVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function YVa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cWa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cWa(a,b);return}function ZVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+64|0;x=G+44|0;B=G+48|0;E=G+28|0;e=G+40|0;C=G+8|0;z=G+4|0;A=G;D=(c&2|0)!=0;y=f[(f[a+8>>2]|0)+232>>2]|0;f[E>>2]=0;F=E+4|0;f[F>>2]=0;f[E+8>>2]=0;do if(!(c&1)){r=C+16|0;f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;f[C+12>>2]=0;n[r>>2]=1.0;e=(HQa(y,d)|0)+8|0;e=f[e>>2]|0;a:do if(e|0){s=C+4|0;t=C+12|0;v=C+8|0;w=E+8|0;k=0;b:while(1){p=f[(f[e+8>>2]|0)+8>>2]|0;f[z>>2]=p;o=(k|0)==0;c:do if(o){g=0;q=46}else{j=k+-1|0;i=(j&k|0)==0;if(i)g=j&p;else if(p>>>0<k>>>0)g=p;else g=(p>>>0)%(k>>>0)|0;h=f[(f[C>>2]|0)+(g<<2)>>2]|0;if(!h)q=46;else{if(i)while(1){h=f[h>>2]|0;if(!h){q=46;break c}i=f[h+4>>2]|0;if(!((i|0)==(p|0)|(i&j|0)==(g|0))){q=46;break c}if((f[h+8>>2]|0)==(p|0))break c}do{h=f[h>>2]|0;if(!h){q=46;break c}i=f[h+4>>2]|0;if((i|0)!=(p|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(g|0)){q=46;break c}}}while((f[h+8>>2]|0)!=(p|0))}}while(0);d:do if((q|0)==46){q=0;j=pOb(12)|0;f[j+8>>2]=p;f[j+4>>2]=p;f[j>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[r>>2];do if(o|m*+(k>>>0)<l){g=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;h=~~+W(+(l/m))>>>0;HUa(C,g>>>0<h>>>0?h:g);g=f[s>>2]|0;h=g+-1|0;if(!(h&g)){i=g;g=h&p;break}if(p>>>0<g>>>0){i=g;g=p}else{i=g;g=(p>>>0)%(g>>>0)|0}}else i=k;while(0);h=(f[C>>2]|0)+(g<<2)|0;g=f[h>>2]|0;if(!g){f[j>>2]=f[v>>2];f[v>>2]=j;f[h>>2]=v;g=f[j>>2]|0;if(g|0){g=f[g+4>>2]|0;h=i+-1|0;if(!(h&i))g=g&h;else if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;g=(f[C>>2]|0)+(g<<2)|0;q=59}}else{f[j>>2]=f[g>>2];q=59}if((q|0)==59){q=0;f[g>>2]=j}p=(f[t>>2]|0)+1|0;f[t>>2]=p;if(p>>>0>1){f[x>>2]=-1;g=f[F>>2]|0;if(g>>>0<(f[w>>2]|0)>>>0){f[g>>2]=-1;f[F>>2]=g+4}else bWa(E,x)}g=f[F>>2]|0;if((g|0)==(f[w>>2]|0))_Va(E,z);else{f[g>>2]=f[z>>2];f[F>>2]=g+4}f[A>>2]=f[z>>2];f[x>>2]=f[A>>2];j=mSa(y,x)|0;switch(b|0){case 1:break;case 5:{$Va(B,j,E);break d}default:break d}h=f[j+272>>2]|0;k=f[E>>2]|0;i=(f[w>>2]|0)-k>>2;g=i>>>0>4?i:4;e:do if(g>>>0<h>>>0)do{if(g>>>0>2147483646){g=h;break e}g=g<<1}while(g>>>0<h>>>0);while(0);if(i>>>0<g>>>0){if(g>>>0>1073741823)break b;h=(f[F>>2]|0)-k|0;i=pOb(g<<2)|0;if((h|0)>0)bQb(i|0,k|0,h|0)|0;f[E>>2]=i;f[F>>2]=i+(h>>2<<2);f[w>>2]=i+(g<<2);if(k|0)sOb(k)}g=f[j+268>>2]|0;if(g|0)do{h=g+8|0;i=f[F>>2]|0;if((i|0)==(f[w>>2]|0))_Va(E,h);else{f[i>>2]=f[h>>2];f[F>>2]=i+4}g=f[g>>2]|0}while((g|0)!=0)}while(0);e=f[e>>2]|0;if(!e)break a;k=f[s>>2]|0}vd()}while(0);if(D){e=f[C+12>>2]|0;if(!e){g=E;i=0}else{g=E;i=(X(e,-2)|0|1)+((f[F>>2]|0)-(f[E>>2]|0)>>2)|0}B=f[F>>2]|0;D=f[g>>2]|0;g=B;e=D;switch(B-D>>2|0){case 0:{aWa(E,1);e=f[E>>2]|0;break}case 1:break;default:{h=e+4|0;if((h|0)!=(g|0))f[F>>2]=g+(~((g+-4-h|0)>>>2)<<2)}}f[e>>2]=i}e=f[C+8>>2]|0;if(e|0)do{D=e;e=f[e>>2]|0;sOb(D)}while((e|0)!=0);e=f[C>>2]|0;f[C>>2]=0;if(e|0)sOb(e);q=100}else{f[e>>2]=d;f[x>>2]=f[e>>2];j=mSa(y,x)|0;if(!j){w1a(a,b,c,d,0,0,0);break}switch(b|0){case 1:{g=f[j+272>>2]|0;k=E+8|0;i=f[E>>2]|0;h=(f[k>>2]|0)-i>>2;e=h>>>0>4?h:4;f:do if(e>>>0<g>>>0)do{if(e>>>0>2147483646){e=g;break f}e=e<<1}while(e>>>0<g>>>0);while(0);if(h>>>0<e>>>0){if(e>>>0>1073741823)vd();g=(f[F>>2]|0)-i|0;h=pOb(e<<2)|0;if((g|0)>0)bQb(h|0,i|0,g|0)|0;f[E>>2]=h;f[F>>2]=h+(g>>2<<2);f[k>>2]=h+(e<<2);if(i|0)sOb(i)}e=f[j+268>>2]|0;if(e|0)do{g=e+8|0;h=f[F>>2]|0;if((h|0)==(f[k>>2]|0))_Va(E,g);else{f[h>>2]=f[g>>2];f[F>>2]=h+4}e=f[e>>2]|0}while((e|0)!=0);break}case 5:{$Va(B,j,E);break}default:{}}if(D){g=f[F>>2]|0;e=f[E>>2]|0;i=g-e>>2;switch(i|0){case 0:{aWa(E,1);e=f[E>>2]|0;break}case 1:break;default:{h=e+4|0;if((h|0)!=(g|0))f[F>>2]=g+(~((g+-4-h|0)>>>2)<<2)}}f[e>>2]=i;q=100}else q=100}while(0);if((q|0)==100){D=f[E>>2]|0;w1a(a,b,c,d,D,(f[F>>2]|0)-D>>2,1)}e=f[E>>2]|0;if(!e){u=G;return}g=f[F>>2]|0;if((g|0)!=(e|0))f[F>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);u=G;return}function _Va(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function $Va(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=f[b+32>>2]|0;i=c+8|0;h=f[c>>2]|0;e=(f[i>>2]|0)-h>>2;a=e>>>0>4?e:4;a:do if(a>>>0<d>>>0)do{if(a>>>0>2147483646){a=d;break a}a=a<<1}while(a>>>0<d>>>0);while(0);if(e>>>0<a>>>0){d=c+4|0;if(a>>>0>1073741823)vd();e=(f[d>>2]|0)-h|0;g=pOb(a<<2)|0;if((e|0)>0)bQb(g|0,h|0,e|0)|0;f[c>>2]=g;f[d>>2]=g+(e>>2<<2);f[i>>2]=g+(a<<2);if(h|0)sOb(h)}a=f[b+28>>2]|0;if(!a)return;g=c+4|0;do{d=a;b=f[(f[(f[d+16>>2]|0)+4>>2]|0)+44>>2]|0;do if((f[b+32>>2]|0)!=(0-((f[b+24>>2]|0)+(f[b+28>>2]|0))|0)){d=d+8|0;e=f[g>>2]|0;if((e|0)==(f[i>>2]|0)){_Va(c,d);break}else{f[e>>2]=f[d>>2];f[g>>2]=e+4;break}}while(0);a=f[a>>2]|0}while((a|0)!=0);return}function aWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(g-c>>2>>>0>=b>>>0){do{f[c>>2]=0;c=(f[k>>2]|0)+4|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=c-d>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);g=g-d|0;i=g>>1;c=g>>2>>>0<536870911?(i>>>0<c>>>0?c:i):1073741823;do if(!c)h=0;else if(c>>>0>1073741823)vd();else{h=pOb(c<<2)|0;break}while(0);i=h+(e<<2)|0;g=h+(c<<2)|0;e=i;c=i;do{f[c>>2]=0;c=e+4|0;e=c;b=b+-1|0}while((b|0)!=0);b=f[a>>2]|0;d=(f[k>>2]|0)-b|0;c=i+(0-(d>>2)<<2)|0;if((d|0)>0)bQb(c|0,b|0,d|0)|0;f[a>>2]=c;f[k>>2]=e;f[j>>2]=g;if(!b)return;sOb(b);return}function bWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function cWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function dWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function eWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function fWa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;j=n+32|0;h=n+16|0;k=n+4|0;l=n+20|0;m=n;f[h>>2]=d;d=f[(f[a+8>>2]|0)+232>>2]|0;f[k>>2]=h;f[k+4>>2]=c;f[k+8>>2]=d;i=+gWa(k);d=XUa(a+352|0,c)|0;p[d>>3]=i;d=a+180|0;if((f[c>>2]|0)==(f[a+176>>2]|0)){b[d>>0]=1;WUa(a)}if(!(b[d>>0]|0)){u=n;return}f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;d=f[a+380>>2]|0;if(d|0){h=l+8|0;do{g=d;e=f[g+8>>2]|0;f[j>>2]=e;do if((f[g+12>>2]|0)==(f[c>>2]|0)){g=f[k>>2]|0;if((g|0)==(f[h>>2]|0)){GE(l,j);break}else{f[g>>2]=e;f[k>>2]=g+4;break}}while(0);d=f[d>>2]|0}while((d|0)!=0);e=f[l>>2]|0;d=f[k>>2]|0;if((e|0)!=(d|0)){do{f[m>>2]=f[e>>2];f[j>>2]=f[m>>2];JUa(a,j,i);e=e+4|0}while((e|0)!=(d|0));d=f[l>>2]|0}if(d|0){e=f[k>>2]|0;if((e|0)!=(d|0))f[k>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}}u=n;return}function gWa(a){a=a|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+368|0;d=j+352|0;h=j+312|0;e=j+304|0;i=j;g=f[f[a>>2]>>2]|0;if(!g){c=0.0;u=j;return +c}g=f[g>>2]|0;f[d>>2]=f[f[a+4>>2]>>2];f[d+4>>2]=g;DRa(e,f[a+8>>2]|0,d);vnb(h,(f[e>>2]|0)+8|0);a=f[e+4>>2]|0;if(a|0)iOb(a);a=i+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+84>>2]=0;a=i+92|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+108>>2]=0;a=i+116|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+128>>2]=-1;f[i+132>>2]=-1;a=i+136|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;n[i+164>>2]=1.0;a=i+256|0;d=i+300|0;e=i+172|0;g=e+76|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));e=a;g=e+44|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[d>>2]=1.0;a=_nb(h,i)|0;c=a?+p[i+248>>3]:0.0;hWa(i);a=h+12|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);u=j;return +c}function hWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=f[a+292>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=d+8|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);sOb(d)}while((c|0)!=0);h=a+284|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)sOb(c);iWa(a+272|0);g=a+260|0;c=f[g>>2]|0;if(c|0){h=a+264|0;d=f[h>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[h>>2]=e;d=d+-12|0;if((b[d+11>>0]|0)<0){sOb(f[d>>2]|0);d=f[h>>2]|0}else d=e}while((d|0)!=(c|0));c=f[g>>2]|0}sOb(c)}h=a+256|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)sOb(c);jWa(a+236|0);e=a+224|0;c=f[e>>2]|0;if(c|0){g=a+228|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{h=d+-96|0;f[g>>2]=h;kWa(h);d=f[g>>2]|0}while((d|0)!=(c|0));c=f[e>>2]|0}sOb(c)}e=a+212|0;c=f[e>>2]|0;if(c|0){g=a+216|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{h=d+-180|0;f[g>>2]=h;lWa(h);d=f[g>>2]|0}while((d|0)!=(c|0));c=f[e>>2]|0}sOb(c)}c=f[a+172>>2]|0;if(!c){lWa(a);return}d=a+176|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);lWa(a);return}function iWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=f[a>>2]|0;if(!c)return;i=a+4|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{f[i>>2]=d+-52;h=f[d+-12>>2]|0;if(h|0){e=d+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h)}e=f[d+-28>>2]|0;if(e|0){g=d+-24|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);sOb(e)}d=d+-48|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);d=f[i>>2]|0}while((d|0)!=(c|0));c=f[a>>2]|0}sOb(c);return}function jWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=f[a>>2]|0;if(!c)return;j=a+4|0;d=f[j>>2]|0;if((d|0)!=(c|0)){do{f[j>>2]=d+-56;h=f[d+-12>>2]|0;if(h|0){e=d+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h)}h=d+-36|0;e=f[h>>2]|0;if(e|0){i=d+-32|0;g=f[i>>2]|0;if((g|0)!=(e|0)){do{k=g+-180|0;f[i>>2]=k;lWa(k);g=f[i>>2]|0}while((g|0)!=(e|0));e=f[h>>2]|0}sOb(e)}d=d+-52|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);d=f[j>>2]|0}while((d|0)!=(c|0));c=f[a>>2]|0}sOb(c);return}function kWa(a){a=a|0;var c=0,d=0,e=0;c=f[a+80>>2]|0;if(c|0){d=a+84|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);sOb(c)}c=f[a+68>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;sOb(e)}while((c|0)!=0);e=a+60|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=f[a+48>>2]|0;if(c|0){d=a+52|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+36>>2]|0;if(c|0){d=a+40|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){lWa(c);sOb(c)}c=f[a+20>>2]|0;if(c|0){d=a+24|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=a+4|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function lWa(a){a=a|0;var c=0,d=0,e=0,g=0;c=f[a+156>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0){g=d+20|0;if((f[g>>2]|0)!=(e|0))f[g>>2]=e;sOb(e)}sOb(d)}while((c|0)!=0);g=a+148|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);c=a+136|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+116|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+92|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+8|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function mWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function nWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j;c=f[b>>2]|0;i=a+4|0;e=f[a>>2]|0;b=e;if(c>>>0>=(f[i>>2]|0)-e>>5>>>0){u=j;return}d=g+16|0;f[d>>2]=0;e=b+(c<<5)|0;c=b+(c<<5)+16|0;b=f[c>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);f[c>>2]=0;b=f[d>>2]|0;do if(!b){f[c>>2]=0;h=11}else if((g|0)==(b|0)){f[c>>2]=e;h=f[d>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,e);h=11;break}else{f[c>>2]=b;f[d>>2]=0;b=0;c=0;break}while(0);if((h|0)==11){c=f[d>>2]|0;b=c}if((g|0)==(b|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);b=f[i>>2]|0;if((f[a>>2]|0)==(b|0)){u=j;return}while(1){if(!(f[b+-16>>2]|0)){c=b;d=0;e=0}else{h=25;break}b=b+-32|0;while(1){h=c+-32|0;f[i>>2]=h;if((h|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);c=f[i>>2]|0;if((c|0)==(b|0))break;e=f[c+-16>>2]|0;d=e}if((f[a>>2]|0)==(b|0)){h=25;break}}if((h|0)==25){u=j;return}}function oWa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;f[a>>2]=38080;e=pOb(448)|0;bZa(e,a);f[e>>2]=38324;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[e+28>>2]=2;g=e+32|0;d=e+48|0;h=e+68|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;b[g+12>>0]=0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;b[d+16>>0]=0;n[e+84>>2]=1.0;d=e+152|0;g=e+88|0;h=g+64|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;d=e+156|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[e+176>>2]=-1;b[e+180>>0]=0;p[e+184>>3]=0.0;b[e+192>>0]=2;b[e+260>>0]=0;d=e+328|0;g=e+264|0;h=g+64|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;d=e+332|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+348>>2]=1.0;d=e+352|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+368>>2]=1.0;d=e+372|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+388>>2]=1.0;f[e+408>>2]=0;d=e+416|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;p[e+432>>3]=-1.0;b[e+440>>0]=0;f[i>>2]=e;jYa(a,i,c);d=f[i>>2]|0;f[i>>2]=0;if(!d){f[a>>2]=38080;i=a+248|0;h=pOb(16)|0;M3a(h,a);f[h>>2]=38124;g=h+8|0;f[g>>2]=a;g=h+12|0;f[g>>2]=0;g=h;f[i>>2]=g;i=a+252|0;a=pOb(4)|0;Pob(a,h,0);f[i>>2]=a;u=j;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);f[a>>2]=38080;i=a+248|0;h=pOb(16)|0;M3a(h,a);f[h>>2]=38124;g=h+8|0;f[g>>2]=a;g=h+12|0;f[g>>2]=0;g=h;f[i>>2]=g;i=a+252|0;a=pOb(4)|0;Pob(a,h,0);f[i>>2]=a;u=j;return}function pWa(a,b){a=a|0;b=b|0;if(!a)return;yWa(b,1);return}function qWa(a){a=a|0;sOb(a);return}function rWa(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=38528;f[b+4>>2]=f[a+4>>2];return b|0}function sWa(a,b){a=a|0;b=b|0;f[b>>2]=38528;f[b+4>>2]=f[a+4>>2];return}function tWa(a){a=a|0;return}function uWa(a){a=a|0;sOb(a);return}function vWa(a,c){a=a|0;c=c|0;c=(f[a+4>>2]|0)+80|0;b[c>>0]=b[c>>0]|8;return}function wWa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==190104?a+4|0:0)|0}function xWa(a){a=a|0;return 14848}function yWa(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+16|0;z=A;if(c){b[a+440>>0]=0;c=a+432|0;if(+p[c>>3]!=-1.0){s=+Gha();p[a+416>>3]=s;if(!(+p[a+424>>3]-s>0.0))p[c>>3]=-1.0}}v=a+16|0;w=a+20|0;if((f[v>>2]|0)==(f[w>>2]|0)){u=A;return}s=+Gha();x=a+28|0;y=a+8|0;j=s;s=!(0.0-s>=16.0)?s+16.0:0.0;while(1){t=f[f[v>>2]>>2]|0;l=t+4|0;m=t+80|0;n=t+76|0;o=t+8|0;q=t+12|0;r=t+64|0;d=j;while(1){c=f[l>>2]|0;g=c+252|0;e=b[m>>0]|0;if(e&1){b[m>>0]=e&-2;$ob(f[g>>2]|0,f[n>>2]|0,0);k=f[c+244>>2]|0;c=f[o>>2]|0;f[o>>2]=0;f[z>>2]=c;c=b[m>>0]|0;zWa(k,z,f[n>>2]|0,q,+p[r>>3],(c&2)!=0,(c&4)!=0);c=f[z>>2]|0;f[z>>2]=0;if(c)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}i=Tob(f[g>>2]|0)|0;k=i+4|0;h=f[k>>2]|0;c=f[i>>2]|0;e=h-c|0;if(e>>>0<16384){AWa(i,16384-e|0);c=f[i>>2]|0}else if((e|0)!=16384){e=c+16384|0;if((e|0)!=(h|0))f[k>>2]=e}e=f[t>>2]|0;e=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c,16384)|0;h=f[k>>2]|0;c=f[i>>2]|0;if(e>>>0<(h-c|0)>>>0){c=c+e|0;if((c|0)!=(h|0))f[k>>2]=c}Uob(f[g>>2]|0,i)|0;if(b[m>>0]&8){k=21;break}if(!e){k=25;break}d=+Gha();if(!(s-d>0.0)){k=24;break}}if((k|0)==21){d=s;k=26}else if((k|0)==24){k=0;d=s}else if((k|0)==25){k=0;bpb(f[g>>2]|0);t=f[t>>2]|0;if(!(Pg[f[(f[t>>2]|0)+16>>2]&1023](t)|0))k=26}if((k|0)==26){k=0;t=f[v>>2]|0;e=f[t>>2]|0;f[t>>2]=0;if(e|0){nWa((f[e+4>>2]|0)+44|0,e+72|0);t=e+8|0;c=f[t>>2]|0;f[t>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(e)}e=f[v>>2]|0;c=e+4|0;i=f[w>>2]|0;if((c|0)==(i|0))k=41;else{do{t=f[c>>2]|0;f[c>>2]=0;h=f[e>>2]|0;f[e>>2]=t;if(h|0){nWa((f[h+4>>2]|0)+44|0,h+72|0);t=h+8|0;g=f[t>>2]|0;f[t>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[h>>2]|0;f[h>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(h)}c=c+4|0;e=e+4|0}while((c|0)!=(i|0));c=f[w>>2]|0;if((c|0)!=(e|0))k=41}if((k|0)==41){k=0;do{t=c+-4|0;f[w>>2]=t;g=f[t>>2]|0;f[t>>2]=0;if(g|0){nWa((f[g+4>>2]|0)+44|0,g+72|0);t=g+8|0;c=f[t>>2]|0;f[t>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g>>2]|0;f[g>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(g)}c=f[w>>2]|0}while((c|0)!=(e|0))}f[x>>2]=1;RUa(a);f[x>>2]=2;RUa(a);b9a(f[(f[y>>2]|0)+240>>2]|0,1);lQa((f[y>>2]|0)+104|0)}if((f[v>>2]|0)==(f[w>>2]|0)){k=55;break}j=+Gha();if(!(d-j>0.0))break;else s=d}if((k|0)==55){u=A;return}if((f[v>>2]|0)==(f[w>>2]|0)){u=A;return}c=a+440|0;if(b[c>>0]|0){u=A;return}b[c>>0]=1;Hha(940,a,~~+p[a+432>>3]);u=A;return}function zWa(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;k=u;u=u+16|0;j=k;f[a+28>>2]=0;l=a+48|0;m=f[c>>2]|0;f[c>>2]=0;c=f[l>>2]|0;f[l>>2]=m;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);f[a+172>>2]=d;b[a+192>>0]=h?0:2;f[a+176>>2]=-1;b[a+180>>0]=0;p[a+184>>3]=g;b[a+64>>0]=i&1;c=f[e>>2]|0;m=(c|0)!=0;d=a+260|0;b[d>>0]=m&1;if(!m){m=a+8|0;m=f[m>>2]|0;m=m+232|0;m=f[m>>2]|0;DQa(m);u=k;return}m=a+196|0;f[m>>2]=f[c>>2];f[a+212>>2]=f[c+12>>2];f[a+228>>2]=f[c+24>>2];f[a+244>>2]=f[c+36>>2];f[a+200>>2]=f[c+4>>2];f[a+216>>2]=f[c+16>>2];f[a+232>>2]=f[c+28>>2];f[a+248>>2]=f[c+40>>2];f[a+204>>2]=f[c+8>>2];f[a+220>>2]=f[c+20>>2];f[a+236>>2]=f[c+32>>2];f[a+252>>2]=f[c+44>>2];f[a+208>>2]=0;f[a+224>>2]=0;f[a+240>>2]=0;f[a+256>>2]=1065353216;n[j>>2]=9.999999747378752e-06;m=((BWa(m,j)|0)^1)&1;b[d>>0]=m;m=a+8|0;m=f[m>>2]|0;m=m+232|0;m=f[m>>2]|0;DQa(m);u=k;return}function AWa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;d=f[k>>2]|0;if((g-d|0)>>>0>=c>>>0){do{b[d>>0]=0;d=(f[k>>2]|0)+1|0;f[k>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;h=d-e|0;d=h+c|0;if((d|0)<0)AMb(a);g=g-e|0;i=g<<1;d=g>>>0<1073741823?(i>>>0<d>>>0?d:i):2147483647;if(!d)e=0;else e=pOb(d)|0;i=e+h|0;h=e+d|0;g=i;d=i;do{b[d>>0]=0;d=g+1|0;g=d;c=c+-1|0}while((c|0)!=0);c=f[a>>2]|0;e=(f[k>>2]|0)-c|0;d=i+(0-e)|0;if((e|0)>0)bQb(d|0,c|0,e|0)|0;f[a>>2]=d;f[k>>2]=g;f[j>>2]=h;if(!c)return;sOb(c);return}function BWa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;c=+n[b>>2];d=+n[a>>2];e=+K(+(d+-1.0));d=+K(+d);if(!(e<=(d>1.0?1.0:d)*c)){a=0;return a|0}if(!(+K(+(+n[a+4>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+8>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+12>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+16>>2]))<=c)){a=0;return a|0}e=+n[a+20>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+n[a+24>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+28>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+32>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+36>>2]))<=c)){a=0;return a|0}e=+n[a+40>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+n[a+44>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+48>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+52>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+56>>2]))<=c)){a=0;return a|0}e=+n[a+60>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}a=1;return a|0}function CWa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0;l=u;u=u+16|0;k=l+4|0;m=l;a=f[a+244>>2]|0;n=f[b>>2]|0;f[b>>2]=0;f[k>>2]=n;b=f[d>>2]|0;f[d>>2]=0;f[m>>2]=b;DWa(a,k,c,m,e,g,h,i,j);a=f[m>>2]|0;f[m>>2]=0;if(a|0)tOb(a);a=f[k>>2]|0;f[k>>2]=0;if(!a){u=l;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=l;return}function DWa(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;q=y+28|0;r=y;n=y+24|0;l=f[e>>2]|0;x=(l|0)==0;v=(g|0)==0;o=pOb(24)|0;f[o>>2]=38572;m=o+4|0;f[m>>2]=m;f[o+8>>2]=m;f[o+12>>2]=0;f[o+16>>2]=0;b[o+20>>0]=((v|x)^1)&1;if(!(v|x)){f[e>>2]=0;f[n>>2]=l;EWa(m,n,g);l=f[n>>2]|0;f[n>>2]=0;if(l|0)tOb(l)}v=f[a+8>>2]|0;x=a+16|0;n=pOb(88)|0;f[n>>2]=o;f[n+4>>2]=v;f[n+8>>2]=0;f[n+12>>2]=0;p[n+64>>3]=1.0;f[n+76>>2]=0;b[n+80>>0]=0;g=v+44|0;t=n;e=r+16|0;f[r>>2]=38528;f[r+4>>2]=t;f[e>>2]=r;b[q>>0]=0;l=v+48|0;m=f[l>>2]|0;if(m>>>0<(f[v+52>>2]|0)>>>0){f[m+16>>2]=m;v=f[e>>2]|0;oh[f[(f[v>>2]|0)+12>>2]&1023](v,m);v=f[l>>2]|0;b[m+24>>0]=0;m=v+32|0;f[l>>2]=m}else{Oha(g,r,q);m=f[l>>2]|0}l=f[e>>2]|0;f[n+72>>2]=(m-(f[g>>2]|0)>>5)+-1;if((r|0)==(l|0))gh[f[(f[l>>2]|0)+16>>2]&2047](l);else if(l|0)gh[f[(f[l>>2]|0)+20>>2]&2047](l);v=a+20|0;m=f[v>>2]|0;s=a+24|0;r=f[s>>2]|0;l=r;if(m>>>0<r>>>0){f[m>>2]=t;f[v>>2]=m+4}else{o=f[x>>2]|0;n=m-o>>2;e=n+1|0;r=o;if(e>>>0>1073741823)AMb(x);q=l-o|0;g=q>>1;g=q>>2>>>0<536870911?(g>>>0<e>>>0?e:g):1073741823;do if(!g)w=0;else if(g>>>0>1073741823)vd();else{w=pOb(g<<2)|0;break}while(0);l=w+(n<<2)|0;e=l;q=w+(g<<2)|0;f[l>>2]=t;g=l+4|0;if((m|0)==(r|0))n=o;else{do{m=m+-4|0;w=f[m>>2]|0;f[m>>2]=0;f[l+-4>>2]=w;l=e+-4|0;e=l}while((m|0)!=(r|0));n=f[x>>2]|0;m=f[v>>2]|0}f[x>>2]=e;f[v>>2]=g;f[s>>2]=q;g=n;if((m|0)!=(g|0))do{m=m+-4|0;e=f[m>>2]|0;f[m>>2]=0;if(e|0){nWa((f[e+4>>2]|0)+44|0,e+72|0);x=e+8|0;l=f[x>>2]|0;f[x>>2]=0;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);l=f[e>>2]|0;f[e>>2]=0;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);sOb(e)}}while((m|0)!=(g|0));if(n|0)sOb(n)}o=f[(f[v>>2]|0)+-4>>2]|0;x=f[c>>2]|0;f[c>>2]=0;n=j&1;g=k&1;k=o+8|0;l=f[k>>2]|0;f[k>>2]=x;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);f[o+76>>2]=d;if(!h)l=0;else{l=o+16|0;e=l;m=e+48|0;do{f[e>>2]=f[h>>2];e=e+4|0;h=h+4|0}while((e|0)<(m|0))}f[o+12>>2]=l;p[o+64>>3]=i;l=o+80|0;b[l>>0]=n<<1&255|g<<2&255|b[l>>0]&-16|1;l=a+440|0;if(b[l>>0]|0){u=y;return}b[l>>0]=1;Hha(940,a,~~+p[a+432>>3]);u=y;return}function EWa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(16)|0;e=f[b>>2]|0;f[b>>2]=0;f[d+8>>2]=e;f[d+12>>2]=c;f[d+4>>2]=a;b=f[a>>2]|0;f[d>>2]=b;f[b+4>>2]=d;f[a>>2]=d;b=a+8|0;f[b>>2]=(f[b>>2]|0)+1;return}function FWa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=38572;d=a+4|0;b=a+12|0;if(!(f[b>>2]|0))return;a=f[a+8>>2]|0;c=(f[d>>2]|0)+4|0;e=f[a>>2]|0;f[e+4>>2]=f[c>>2];f[f[c>>2]>>2]=e;f[b>>2]=0;if((a|0)==(d|0))return;do{b=a;a=f[a+4>>2]|0;e=b+8|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)tOb(c);sOb(b)}while((a|0)!=(d|0));return}function GWa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=38572;e=a+4|0;b=a+12|0;if(!(f[b>>2]|0)){sOb(a);return}c=f[a+8>>2]|0;d=(f[e>>2]|0)+4|0;g=f[c>>2]|0;f[g+4>>2]=f[d>>2];f[f[d>>2]>>2]=g;f[b>>2]=0;if((c|0)==(e|0)){sOb(a);return}do{b=c;c=f[c+4>>2]|0;g=b+8|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)tOb(d);sOb(b)}while((c|0)!=(e|0));sOb(a);return}function HWa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+12|0;if(!((c|0)!=0&(f[i>>2]|0)!=0)){c=0;return c|0}h=a+8|0;g=a+16|0;a=0;d=f[g>>2]|0;do{k=f[h>>2]|0;e=k+12|0;j=(f[e>>2]|0)-d|0;l=c-a|0;j=l>>>0<j>>>0?l:j;bQb(b+a|0,(f[k+8>>2]|0)+d|0,j|0)|0;d=(f[g>>2]|0)+j|0;f[g>>2]=d;a=j+a|0;if((d|0)==(f[e>>2]|0)){d=f[h>>2]|0;l=d+4|0;e=f[d>>2]|0;f[e+4>>2]=f[l>>2];f[f[l>>2]>>2]=e;f[i>>2]=(f[i>>2]|0)+-1;l=d+8|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)tOb(e);sOb(d);f[g>>2]=0;d=0}}while(a>>>0<c>>>0&(f[i>>2]|0)!=0);return a|0}function IWa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=f[c>>2]|0;if((d|0)!=0&(e|0)!=0){g=a+4|0;h=pOb(16)|0;f[c>>2]=0;f[h+8>>2]=e;f[h+12>>2]=d;f[h+4>>2]=g;e=f[g>>2]|0;f[h>>2]=e;f[e+4>>2]=h;f[g>>2]=h;e=a+12|0;f[e>>2]=(f[e>>2]|0)+1;return}else{b[a+20>>0]=1;return}}function JWa(a){a=a|0;if(!(b[a+20>>0]|0)){a=1;return a|0}a=(f[a+12>>2]|0)!=0;return a|0}function KWa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;h=i;j=f[a+244>>2]|0;e=f[c>>2]|0;f[c>>2]=0;a=f[j+16>>2]|0;c=f[j+20>>2]|0;a:do if((a|0)==(c|0))g=4;else do{if((f[(f[a>>2]|0)+76>>2]|0)==(b|0)){g=4;break a}a=a+4|0}while((a|0)!=(c|0));while(0);if((g|0)==4)if((a|0)!=(c|0)){a=f[f[a>>2]>>2]|0;j=f[(f[a>>2]|0)+12>>2]|0;f[h>>2]=e;xh[j&127](a,h,d);a=f[h>>2]|0;f[h>>2]=0;if(a|0)tOb(a);u=i;return}if(!e){u=i;return}tOb(e);u=i;return}function LWa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+64|0;g=e;d=e+4|0;b=f[a+244>>2]|0;c=a+252|0;$ob(f[c>>2]|0,0,0);f[g>>2]=0;f[d>>2]=0;zWa(b,g,0,d,1.0,0,0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);Zob(f[c>>2]|0);lQa(a+20|0);lQa(a+104|0);g=b+28|0;f[g>>2]=1;RUa(b);f[g>>2]=2;RUa(b);u=e;return}function MWa(a){a=a|0;var b=0,c=0;f[a>>2]=38600;c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);return}TWa(b);sOb(b);eYa(a);return}function NWa(a){a=a|0;var b=0,c=0;f[a>>2]=38600;c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){TWa(b);sOb(b)}eYa(a);sOb(a);return}function OWa(a){a=a|0;return}function PWa(a,b,c){a=a|0;b=+b;c=+c;return}function QWa(a){a=a|0;return dpb(f[(f[f[a+248>>2]>>2]|0)+8>>2]|0)|0}function RWa(a){a=a|0;var c=0,d=0,e=0;c=a+248|0;d=f[c>>2]|0;e=d+41|0;if(b[e>>0]|0)return 1;b[e>>0]=1;SWa((f[a+240>>2]|0)+36|0,d+44|0);e=f[a+244>>2]|0;gh[f[(f[e>>2]|0)+8>>2]&2047](e);zxb((f[f[c>>2]>>2]|0)+56|0);return 1}function SWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j;c=f[b>>2]|0;i=a+4|0;e=f[a>>2]|0;b=e;if(c>>>0>=(f[i>>2]|0)-e>>5>>>0){u=j;return}d=g+16|0;f[d>>2]=0;e=b+(c<<5)|0;c=b+(c<<5)+16|0;b=f[c>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);f[c>>2]=0;b=f[d>>2]|0;do if(!b){f[c>>2]=0;h=11}else if((g|0)==(b|0)){f[c>>2]=e;h=f[d>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,e);h=11;break}else{f[c>>2]=b;f[d>>2]=0;b=0;c=0;break}while(0);if((h|0)==11){c=f[d>>2]|0;b=c}if((g|0)==(b|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);b=f[i>>2]|0;if((f[a>>2]|0)==(b|0)){u=j;return}while(1){if(!(f[b+-16>>2]|0)){c=b;d=0;e=0}else{h=25;break}b=b+-32|0;while(1){h=c+-32|0;f[i>>2]=h;if((h|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);c=f[i>>2]|0;if((c|0)==(b|0))break;e=f[c+-16>>2]|0;d=e}if((f[a>>2]|0)==(b|0)){h=25;break}}if((h|0)==25){u=j;return}}function TWa(a){a=a|0;var c=0,d=0;c=a+28|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+16|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+4|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);d=f[a>>2]|0;f[a>>2]=0;if(!d)return;uxb(d+56|0);f[d+12>>2]=38644;c=d+44|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=d+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);a=d+8|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){Qob(c);sOb(c)}a=d+4|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(d);return}function UWa(a){a=a|0;var c=0;f[a>>2]=38644;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);a=a+20|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function VWa(a){a=a|0;var c=0;f[a>>2]=38644;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+20|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function WWa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0.0;m=u;u=u+32|0;g=m;l=a+4|0;f[l>>2]=0;switch(e|0){case 0:{f[a+8>>2]=1;f[l>>2]=0;mYa(f[a+12>>2]|0);Kha(g);n=+(f[g+4>>2]|0);o=+(f[g>>2]|0);Hxb(a,0,n/o,o,n);f[l>>2]=1;u=m;return}case 2:{j=a+16|0;k=Tob(f[j>>2]|0)|0;h=k+4|0;i=f[h>>2]|0;e=f[k>>2]|0;g=i-e|0;if(g>>>0<d>>>0){AWa(k,d-g|0);e=f[k>>2]|0}else if(g>>>0>d>>>0){g=e+d|0;if((g|0)!=(i|0))f[h>>2]=g}bQb(e|0,c|0,d|0)|0;Uob(f[j>>2]|0,k)|0;f[l>>2]=(f[l>>2]|0)+d;SUa((f[a+12>>2]|0)+128|0,d);u=m;return}case 3:{l=a+12|0;d=f[l>>2]|0;c=f[d+248>>2]|0;b[c+41>>0]=1;SWa((f[d+240>>2]|0)+36|0,c+44|0);d=f[d+244>>2]|0;gh[f[(f[d>>2]|0)+8>>2]&2047](d);l=f[l>>2]|0;gh[f[(f[l>>2]|0)+16>>2]&2047](l);u=m;return}default:{u=m;return}}}function XWa(a,b){a=a|0;b=b|0;xOb(a,b+32|0);return}function YWa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0;n=u;u=u+128|0;l=n+24|0;d=n;a=a+248|0;if(!(b[(f[a>>2]|0)+40>>0]|0)){u=n;return}i=+p[c+208>>3];j=+p[c+216>>3];Kha(d);k=+(f[d+4>>2]|0);g=+(f[d>>2]|0);h=k/g;switch(b[c>>0]|0){case 0:{e=0.0;m=5;break}case 1:{e=1.0;m=5;break}case 2:{e=2.0;m=5;break}default:{}}if((m|0)==5)p[l>>3]=e;p[l+8>>3]=+p[c+32>>3];p[l+16>>3]=+p[c+40>>3];p[l+24>>3]=+p[c+48>>3];p[l+32>>3]=+p[c+56>>3];p[l+40>>3]=+p[c+64>>3];p[l+48>>3]=+p[c+72>>3];p[l+56>>3]=+p[c+8>>3];p[l+64>>3]=+p[c+16>>3];p[l+72>>3]=+p[c+24>>3];p[l+80>>3]=i;p[l+88>>3]=j;Hxb((f[f[a>>2]>>2]|0)+12|0,l,h,g,k);u=n;return}function ZWa(a){a=a|0;sOb(a);return}function _Wa(a){a=a|0;var b=0,c=0;b=pOb(16)|0;c=a+4|0;f[b>>2]=38872;a=b+4|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];return b|0}function $Wa(a,b){a=a|0;b=b|0;a=a+4|0;f[b>>2]=38872;b=b+4|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return}function aXa(a){a=a|0;return}function bXa(a){a=a|0;sOb(a);return}function cXa(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a+4>>2]|0;d=f[a+8>>2]|0;a=(f[a+12>>2]|0)+(d>>1)|0;if(!(d&1)){d=c;oh[d&1023](a,b);return}else{d=f[(f[a>>2]|0)+c>>2]|0;oh[d&1023](a,b);return}}function dXa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==190629?a+4|0:0)|0}function eXa(a){a=a|0;return 14936}function fXa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=38668;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+20>>2]|0;if(!b){pYa(a);return}c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);pYa(a);return}function gXa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=38668;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+20>>2]|0;if(!b){pYa(a);sOb(a);return}c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);pYa(a);sOb(a);return}function hXa(a){a=a|0;a=f[a+16>>2]|0;Fxb(a,a+20|0,a+32|0);return}function iXa(a,b){a=a|0;b=b|0;dyb(f[a+16>>2]|0,b);return}function jXa(a){a=a|0;return 0}function kXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;qyb(f[a+16>>2]|0,f[b>>2]|0,f[b+4>>2]|0,c,d);return}function lXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;ryb(f[a+16>>2]|0,f[c>>2]|0,f[c+4>>2]|0,d,f[b>>2]|0);return}function mXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;Gxb(f[a+16>>2]|0,b,c,d,e);return}function nXa(a){a=a|0;oyb(f[a+16>>2]|0);return}function oXa(a,b){a=a|0;b=b|0;pyb(f[a+16>>2]|0,f[b>>2]|0);return}function pXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[c>>2]|0;e=f[a+16>>2]|0;a=(f[c+4>>2]|0)-g>>3;if(!(b<<24>>24)){Jxb(e,a,g,d);return}else{Mxb(e,a,g,d,b<<24>>24==2);return}}function qXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[c>>2]|0;e=f[a+16>>2]|0;a=(f[c+4>>2]|0)-g>>3;if(!(b<<24>>24)){Lxb(e,a,g,d);return}else{Nxb(e,a,g,d,b<<24>>24==2);return}}function rXa(a,b){a=a|0;b=b|0;Oxb(f[a+16>>2]|0,b);return}function sXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;gyb(f[a+16>>2]|0,b,c,d);return}function tXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;if(!b)return;hyb(f[a+16>>2]|0,b,c,d,e);return}function uXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;jyb(f[a+16>>2]|0,b,c,d);return}function vXa(a){a=a|0;kyb(f[a+16>>2]|0);return}function wXa(a,b){a=a|0;b=+b;lyb(f[a+16>>2]|0,b);return}function xXa(a,b){a=a|0;b=b|0;myb(f[a+16>>2]|0,b);return}function yXa(a,b){a=a|0;b=+b;nyb(f[a+16>>2]|0,b);return}function zXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0;F=u;u=u+80|0;D=F+56|0;x=F+48|0;y=F+36|0;z=F+24|0;A=F+12|0;B=F;t=f[(f[a+8>>2]|0)+232>>2]|0;f[D>>2]=0;E=D+4|0;f[E>>2]=0;f[D+8>>2]=0;C=b+4|0;d=f[C>>2]|0;e=f[b>>2]|0;g=d-e>>2;v=D+8|0;i=e;w=d;do if(!g)c=0;else if(g>>>0>357913941)vd();else{c=pOb(g*12|0)|0;s=c;f[D>>2]=s;f[E>>2]=s;f[v>>2]=c+(g*12|0);break}while(0);if((i|0)!=(w|0)){e=y+4|0;g=y+4|0;j=x+4|0;k=z+4|0;l=y+4|0;m=A+4|0;o=z+8|0;p=y+8|0;q=A+8|0;r=B+4|0;s=B+8|0;do{ARa(x,t,i);c=f[x>>2]|0;if(!c){f[e>>2]=0;d=f[E>>2]|0;c=f[v>>2]|0;if(d>>>0<c>>>0){f[d>>2]=0;f[d+4>>2]=f[e>>2];f[d+8>>2]=f[e>>2];d=d+12|0;f[E>>2]=d}else{_Xa(D,y);c=f[v>>2]|0;d=f[E>>2]|0}f[g>>2]=0;if(d>>>0<c>>>0){f[d>>2]=0;f[d+4>>2]=f[g>>2];f[d+8>>2]=f[g>>2];f[E>>2]=d+12}else _Xa(D,y)}else{JJa(c,y,z);K=+n[y>>2];h=(+n[z>>2]-K)*.5;n[A>>2]=h;J=+n[l>>2];I=(+n[k>>2]-J)*.5;n[m>>2]=I;H=+n[p>>2];G=(+n[o>>2]-H)*.5;n[q>>2]=G;h=K+h;n[B>>2]=h;n[r>>2]=J+I;n[s>>2]=H+G;d=f[E>>2]|0;c=f[v>>2]|0;if(d>>>0<c>>>0){n[d>>2]=h;f[d+4>>2]=f[r>>2];f[d+8>>2]=f[s>>2];d=d+12|0;f[E>>2]=d}else{ZXa(D,B);d=f[E>>2]|0;c=f[v>>2]|0}if(d>>>0<c>>>0){f[d>>2]=f[A>>2];f[d+4>>2]=f[m>>2];f[d+8>>2]=f[q>>2];f[E>>2]=d+12}else ZXa(D,A)}c=f[j>>2]|0;if(c|0)iOb(c);i=i+8|0}while((i|0)!=(w|0));e=f[b>>2]|0;d=f[C>>2]|0;c=f[D>>2]|0}Qxb(f[a+16>>2]|0,d-e>>3,e,c);c=f[D>>2]|0;if(!c){u=F;return}d=f[E>>2]|0;if((d|0)!=(c|0))f[E>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=F;return}function AXa(a,b){a=a|0;b=b|0;var c=0;c=f[b>>2]|0;Sxb(f[a+16>>2]|0,(f[b+4>>2]|0)-c>>3,c);return}function BXa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;byb(f[a+16>>2]|0,c,d,e,g,f[b>>2]|0);return}function CXa(a,b,c){a=a|0;b=b|0;c=c|0;ayb(f[a+16>>2]|0,f[c+4>>2]|0,f[c>>2]|0,f[b>>2]|0);return}function DXa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h$a(a);Pxb(f[a+16>>2]|0,f[c+4>>2]|0,f[c>>2]|0,d,e,g,f[b>>2]|0);return}function EXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;syb(f[a+16>>2]|0,(c&1|0)!=0,(c&2|0)!=0,d,b);return}function FXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;g=f[c>>2]|0;tyb(f[a+16>>2]|0,d?31:32,(f[c+4>>2]|0)-g>>3,g,e,f[b>>2]|0);return}function GXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,d?29:30,(f[c+4>>2]|0)-e>>3,e,0,f[b>>2]|0);return}function HXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,24,(f[c+4>>2]|0)-e>>3,e,d,f[b>>2]|0);return}function IXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,25,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function JXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,26,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function KXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,21,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function LXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,22,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function MXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,23,(f[c+4>>2]|0)-e>>3,e,d,f[b>>2]|0);return}function NXa(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;p=r;h$a(a);o=h[e>>0]|0;o=(b[e+1>>0]|0)==0?o:o|2;o=(b[e+8>>0]|0)==0?o:o|4;o=(b[e+9>>0]|0)==0?o:o|8;o=(b[e+10>>0]|0)==0?o:o|16;o=(b[e+11>>0]|0)==0?o:o|32;o=(b[e+12>>0]|0)==0?o:o|64;o=(b[e+2>>0]|0)==0?o:o|128;o=(b[e+3>>0]|0)==0?o:o|256;o=(b[e+4>>0]|0)==0?o:o|512;o=(b[e+5>>0]|0)==0?o:o|1024;o=(b[e+6>>0]|0)==0?o:o|2048;o=(b[e+7>>0]|0)==0?o:o|4096;f[p>>2]=0;q=p+4|0;f[q>>2]=0;f[p+8>>2]=0;e=g<<2;n=p+8|0;do if(!e){k=0;l=0;m=0}else if(e>>>0>1073741823)vd();else{m=pOb(g<<4)|0;l=m+(e<<2)|0;f[p>>2]=m;f[q>>2]=m;f[n>>2]=l;k=m;break}while(0);if(g){k=0;while(1){e=i+(k<<4)|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+4|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+8|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+12|0;if((m|0)==(l|0))Tna(p,e);else{f[m>>2]=f[e>>2];f[q>>2]=m+4}k=k+1|0;if((k|0)==(g|0))break;m=f[q>>2]|0;l=f[n>>2]|0}k=f[p>>2]|0}Txb(f[a+16>>2]|0,f[c>>2]|0,d,o,g,k,j);k=f[p>>2]|0;if(!k){u=r;return}e=f[q>>2]|0;if((e|0)!=(k|0))f[q>>2]=e+(~((e+-4-k|0)>>>2)<<2);sOb(k);u=r;return}function OXa(a,c,d,e,g,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+80|0;k=j;h$a(a);l=h[e>>0]|0;l=(b[e+1>>0]|0)==0?l:l|2;l=(b[e+8>>0]|0)==0?l:l|4;l=(b[e+9>>0]|0)==0?l:l|8;l=(b[e+10>>0]|0)==0?l:l|16;l=(b[e+11>>0]|0)==0?l:l|32;l=(b[e+12>>0]|0)==0?l:l|64;l=(b[e+2>>0]|0)==0?l:l|128;l=(b[e+3>>0]|0)==0?l:l|256;l=(b[e+4>>0]|0)==0?l:l|512;l=(b[e+5>>0]|0)==0?l:l|1024;l=(b[e+6>>0]|0)==0?l:l|2048;e=b[e+7>>0]|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[k+12>>2]=f[i+12>>2];f[k+16>>2]=f[i+16>>2];f[k+20>>2]=f[i+20>>2];f[k+24>>2]=f[i+24>>2];f[k+28>>2]=f[i+28>>2];f[k+32>>2]=f[i+32>>2];f[k+36>>2]=f[i+36>>2];f[k+40>>2]=f[i+40>>2];f[k+44>>2]=f[i+44>>2];f[k+48>>2]=f[i+48>>2];f[k+52>>2]=f[i+52>>2];f[k+56>>2]=f[i+56>>2];f[k+60>>2]=f[i+60>>2];f[k+64>>2]=f[i+64>>2];f[k+68>>2]=f[i+68>>2];f[k+72>>2]=f[i+72>>2];f[k+76>>2]=f[i+76>>2];Uxb(f[a+16>>2]|0,f[c>>2]|0,d,e<<24>>24==0?l:l|4096,g,g+12|0,k);u=j;return}function PXa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0.0,j=0,k=0;h$a(a);k=h[e>>0]|0;k=(b[e+1>>0]|0)==0?k:k|2;k=(b[e+8>>0]|0)==0?k:k|4;k=(b[e+9>>0]|0)==0?k:k|8;k=(b[e+10>>0]|0)==0?k:k|16;k=(b[e+11>>0]|0)==0?k:k|32;k=(b[e+12>>0]|0)==0?k:k|64;k=(b[e+2>>0]|0)==0?k:k|128;k=(b[e+3>>0]|0)==0?k:k|256;k=(b[e+4>>0]|0)==0?k:k|512;k=(b[e+5>>0]|0)==0?k:k|1024;k=(b[e+6>>0]|0)==0?k:k|2048;k=(b[e+7>>0]|0)==0?k:k|4096;j=f[a+16>>2]|0;e=f[c>>2]|0;a=g+16|0;i=+n[a>>2];if(!(i==-1.0)){Vxb(j,e,d,k,g,i);return}i=+L(+(+n[g+12>>2]));n[a>>2]=i;Vxb(j,e,d,k,g,i);return}function QXa(a,b,c){a=a|0;b=b|0;c=c|0;Wxb(f[a+16>>2]|0,f[b>>2]|0,c);return}function RXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;h$a(a);Xxb(f[a+16>>2]|0,f[b>>2]|0,c,d);return}function SXa(a,b,c){a=a|0;b=b|0;c=c|0;eyb(f[a+16>>2]|0,b,c);return}function TXa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+784|0;k=q+768|0;o=q;l=YRa(f[(f[a+8>>2]|0)+232>>2]|0)|0;c=f[l>>2]|0;l=f[l+4>>2]|0;m=l;n=c;if((c|0)==(l|0)){l=a+16|0;l=f[l>>2]|0;n=m-n|0;n=(n|0)/12|0;iyb(l,n,k,o);u=q;return}else{j=k;b=o}do{i=f[c+4>>2]|0;d=f[c>>2]|0;f[j>>2]=i-d>>5;j=j+4|0;g=d;if((g|0)!=(i|0)){h=(i+-32+(0-d)|0)>>>5<<2;e=b;d=g;while(1){p[e>>3]=+p[d>>3];p[e+8>>3]=+p[d+8>>3];p[e+16>>3]=+p[d+16>>3];p[e+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(i|0))break;else e=e+32|0}b=b+32+(h<<3)|0}c=c+12|0}while((c|0)!=(l|0));l=a+16|0;l=f[l>>2]|0;n=m-n|0;n=(n|0)/12|0;iyb(l,n,k,o);u=q;return}function UXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;p=v+8|0;q=v;s=a+20|0;t=a+32|0;r=f[(f[a+8>>2]|0)+232>>2]|0;b=f[b+8>>2]|0;if(!b)d=a+24|0;else{k=p+4|0;d=a+24|0;l=a+28|0;m=a+36|0;n=a+40|0;o=q+4|0;do{j=b;c=j+8|0;KRa(p,r,c);if(f[p>>2]|0){e=f[d>>2]|0;g=f[l>>2]|0;if((e|0)==(g|0)){fBa(s,c);i=f[d>>2]|0;e=f[l>>2]|0}else{f[e>>2]=f[c>>2];i=e+4|0;f[d>>2]=i;e=g}c=j+12|0;if((i|0)==(e|0))fBa(s,c);else{f[i>>2]=f[c>>2];f[d>>2]=i+4}e=f[p>>2]|0;g=e+200|0;c=f[g>>2]|0;if((c&201326592|0)==0&0==0){c=0;e=-1}else{c=ZPb(c|0,(h[g+4>>0]|0)&255|0,26)|0;e=(f[e+72+((c&3)<<3)>>2]|0)+112|0;c=f[e>>2]|0;e=f[e+4>>2]|0}j=q;f[j>>2]=c;f[j+4>>2]=e;if((c|0)==-1){f[q>>2]=0;c=0}e=f[m>>2]|0;g=f[n>>2]|0;if((e|0)==(g|0)){fBa(t,q);e=f[m>>2]|0;c=f[n>>2]|0}else{f[e>>2]=c;e=e+4|0;f[m>>2]=e;c=g}if((e|0)==(c|0))fBa(t,o);else{f[e>>2]=f[o>>2];f[m>>2]=e+4}}c=f[k>>2]|0;if(c|0)iOb(c);b=f[b>>2]|0}while((b|0)!=0)}b=f[s>>2]|0;Yxb(f[a+16>>2]|0,(f[d>>2]|0)-b>>2>>>1,b,f[t>>2]|0);b=f[s>>2]|0;c=f[d>>2]|0;if((c|0)!=(b|0))f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);d=f[t>>2]|0;b=a+36|0;c=f[b>>2]|0;if((c|0)==(d|0)){u=v;return}f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=v;return}function VXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+96|0;x=G+80|0;z=G+32|0;A=G+24|0;B=G+16|0;C=G+8|0;D=G;E=a+20|0;F=a+44|0;y=f[(f[a+8>>2]|0)+232>>2]|0;b=f[b+8>>2]|0;if(!b)d=a+24|0;else{g=B+4|0;h=C+4|0;d=a+24|0;i=a+28|0;j=z+4|0;k=z+8|0;l=z+12|0;m=z+16|0;n=z+20|0;o=z+24|0;p=z+28|0;q=z+32|0;r=z+36|0;s=z+40|0;t=z+44|0;v=a+48|0;w=z+48|0;do{c=f[b+8>>2]|0;f[A>>2]=c;f[B>>2]=0;f[g>>2]=c;tRa(C,y,B);c=f[C>>2]|0;if(c|0){e=f[d>>2]|0;if((e|0)==(f[i>>2]|0)){fBa(E,A);c=f[C>>2]|0}else{f[e>>2]=f[A>>2];f[d>>2]=e+4}f[z>>2]=f[c>>2];f[j>>2]=f[c+4>>2];f[k>>2]=f[c+8>>2];f[l>>2]=f[c+16>>2];f[m>>2]=f[c+20>>2];f[n>>2]=f[c+24>>2];f[o>>2]=f[c+32>>2];f[p>>2]=f[c+36>>2];f[q>>2]=f[c+40>>2];f[r>>2]=f[c+48>>2];f[s>>2]=f[c+52>>2];f[t>>2]=f[c+56>>2];f[D>>2]=f[v>>2];f[x>>2]=f[D>>2];YXa(F,x,z,w)|0}c=f[h>>2]|0;if(c|0)iOb(c);b=f[b>>2]|0}while((b|0)!=0)}b=f[E>>2]|0;Zxb(f[a+16>>2]|0,(f[d>>2]|0)-b>>2,b,f[F>>2]|0);b=f[E>>2]|0;c=f[d>>2]|0;if((c|0)!=(b|0))f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);d=f[F>>2]|0;b=a+48|0;c=f[b>>2]|0;if((c|0)==(d|0)){u=G;return}f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=G;return}function WXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;d=u;u=u+32|0;g=d+20|0;h=d+16|0;i=d+12|0;l=d+8|0;k=d+4|0;j=d;e=a+20|0;c=a+24|0;f[l>>2]=f[c>>2];f[k>>2]=f[b+8>>2];f[j>>2]=0;f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];f[g>>2]=f[j>>2];XXa(e,i,h,g)|0;b=f[e>>2]|0;$xb(f[a+16>>2]|0,(f[c>>2]|0)-b>>2,b);a=f[e>>2]|0;b=f[c>>2]|0;if((b|0)==(a|0)){u=d;return}f[c>>2]=b+(~((b+-4-a|0)>>>2)<<2);u=d;return}function XXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;q=f[a>>2]|0;k=q;m=(f[b>>2]|0)-k|0;b=q+(m>>2<<2)|0;e=f[c>>2]|0;t=f[d>>2]|0;j=t;g=e;if((e|0)==(t|0)){u=b;return u|0}i=0;d=e;while(1){p=i+1|0;d=f[d>>2]|0;if((t|0)==(d|0))break;else i=p}if((i|0)<=-1){u=b;return u|0}o=a+8|0;h=f[o>>2]|0;u=a+4|0;s=f[u>>2]|0;l=s;if((i|0)>=(h-l>>2|0)){d=(l-k>>2)+p|0;if(d>>>0>1073741823)AMb(a);i=h-k|0;g=i>>1;g=i>>2>>>0<536870911?(g>>>0<d>>>0?d:g):1073741823;i=b;d=m>>2;do if(!g){n=0;r=0}else if(g>>>0>1073741823)vd();else{r=pOb(g<<2)|0;n=r;break}while(0);k=r+(d<<2)|0;j=r+(g<<2)|0;g=k;h=e;while(1){f[g>>2]=f[e+8>>2];e=g+4|0;d=f[h>>2]|0;if((t|0)==(d|0))break;else{g=e;h=d;e=d}}if((m|0)>0)bQb(n|0,q|0,m|0)|0;d=l-i|0;if((d|0)>0){bQb(e|0,b|0,d|0)|0;e=e+(d>>>2<<2)|0;b=f[a>>2]|0}else b=q;f[a>>2]=r;f[u>>2]=e;f[o>>2]=j;if(!b){u=k;return u|0}sOb(b);u=k;return u|0}m=b;h=l-m|0;d=h>>2;if((i|0)<(d|0)){g=j;d=s}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((t|0)==(g|0))d=s;else{h=g;d=s;do{f[d>>2]=f[h+8>>2];h=f[h>>2]|0;d=d+4|0;f[u>>2]=d}while((t|0)!=(h|0))}if(!i){u=b;return u|0}}k=d-(b+(p<<2))|0;l=k>>2;h=b+(l<<2)|0;if(h>>>0<s>>>0){j=(s+(0-l<<2)+~m|0)>>>2;i=d;while(1){f[i>>2]=f[h>>2];h=h+4|0;if(h>>>0>=s>>>0)break;else i=i+4|0}f[u>>2]=d+(j+1<<2)}if(l){cQb(d+(0-l<<2)|0,b|0,k|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){u=b;return u|0}d=b;h=e;while(1){f[d>>2]=f[h+8>>2];e=f[e>>2]|0;if((g|0)==(e|0))break;else{d=d+4|0;h=e}}return b|0}function YXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;t=c;r=f[a>>2]|0;p=r;l=(f[b>>2]|0)-p|0;m=l>>2;u=r+(m<<2)|0;h=d;v=h-t|0;i=v>>2;if((v|0)<=0){v=u;return v|0}o=a+8|0;e=f[o>>2]|0;v=a+4|0;q=f[v>>2]|0;k=q;if((i|0)<=(e-k>>2|0)){g=k-u|0;b=g>>2;if((i|0)>(b|0)){e=c+(b<<2)|0;b=h-e|0;if((b|0)>0){bQb(q|0,e|0,b|0)|0;b=(f[v>>2]|0)+(b>>>2<<2)|0;f[v>>2]=b}else b=q;if((g|0)>0){d=e;j=b}else{v=u;return v|0}}else j=q;h=j-(u+(i<<2))|0;i=h>>2;b=u+(i<<2)|0;if(b>>>0<q>>>0){g=((q+(0-i-m<<2)+~p|0)>>>2)+1|0;e=j;while(1){f[e>>2]=f[b>>2];b=b+4|0;if(b>>>0>=q>>>0)break;else e=e+4|0}f[v>>2]=j+(g<<2)}if(i|0)cQb(j+(0-i<<2)|0,u|0,h|0)|0;b=d-t|0;if(!b){v=u;return v|0}cQb(u|0,c|0,b|0)|0;v=u;return v|0}b=(k-p>>2)+i|0;if(b>>>0>1073741823)AMb(a);e=e-p|0;h=e>>1;b=e>>2>>>0<536870911?(h>>>0<b>>>0?b:h):1073741823;h=u;e=l>>2;do if(!b){s=0;n=0}else if(b>>>0>1073741823)vd();else{n=pOb(b<<2)|0;s=n;break}while(0);j=s+(e<<2)|0;i=s+(b<<2)|0;if((c|0)==(d|0))b=j;else{g=e+((d+-4-t|0)>>>2)+1|0;b=c;e=j;while(1){f[e>>2]=f[b>>2];b=b+4|0;if((b|0)==(d|0))break;else e=e+4|0}b=s+(g<<2)|0}if((l|0)>0)bQb(n|0,r|0,l|0)|0;e=k-h|0;if((e|0)>0){bQb(b|0,u|0,e|0)|0;b=b+(e>>>2<<2)|0}f[a>>2]=s;f[v>>2]=b;f[o>>2]=i;if(!r){v=j;return v|0}sOb(r);v=j;return v|0}function ZXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function _Xa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;b=f[b+4>>2]|0;f[c>>2]=b;f[g+(h*12|0)+4>>2]=b;f[g+(h*12|0)+8>>2]=b;b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function $Xa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k+28|0;j=k;e=k+24|0;f[a>>2]=38600;g=pOb(56)|0;bZa(g,a);f[g>>2]=38668;d=g;g=g+16|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=d;jYa(a,e,c);c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);f[a>>2]=38600;c=a+248|0;d=pOb(48)|0;b[d+41>>0]=0;g=d;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[c>>2]=d;h=f[a+240>>2]|0;e=h+36|0;g=j+16|0;f[j>>2]=38872;f[j+4>>2]=941;f[j+8>>2]=0;f[j+12>>2]=a;f[g>>2]=j;b[i>>0]=0;c=h+40|0;d=f[c>>2]|0;if(d>>>0<(f[h+44>>2]|0)>>>0){f[d+16>>2]=d;i=f[g>>2]|0;oh[f[(f[i>>2]|0)+12>>2]&1023](i,d);i=f[c>>2]|0;b[d+24>>0]=0;i=i+32|0;f[c>>2]=i;c=i}else{Pha(e,j,i);c=f[c>>2]|0}d=a+248|0;f[(f[d>>2]|0)+44>>2]=(c-(f[e>>2]|0)>>5)+-1;c=f[g>>2]|0;if((j|0)==(c|0)){gh[f[(f[c>>2]|0)+16>>2]&2047](c);j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}if(!c){j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}gh[f[(f[c>>2]|0)+20>>2]&2047](c);j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}function aYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=f[c+248>>2]|0;m=pOb(68)|0;f[m>>2]=c;i=m+4|0;f[i>>2]=0;j=m+8|0;f[j>>2]=0;k=m+12|0;Axb(k);f[k>>2]=38644;h=m+32|0;n=m+36|0;f[n>>2]=0;f[n+4>>2]=0;b[m+43>>0]=3;b[h>>0]=b[191059]|0;b[h+1>>0]=b[191060]|0;b[h+2>>0]=b[191061]|0;b[m+35>>0]=0;h=m+44|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;wxb(m+56|0);h=f[m>>2]|0;n=pOb(12)|0;M3a(n,h);f[n>>2]=38916;f[n+8>>2]=h;h=f[i>>2]|0;f[i>>2]=n;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);n=f[j>>2]|0;h=n;if(!n){h=pOb(4)|0;Pob(h,f[i>>2]|0,0);i=f[j>>2]|0;f[j>>2]=h;if(i){Qob(i);sOb(i);h=f[j>>2]|0}}b[m+64>>0]=0;f[m+28>>2]=h;f[m+24>>2]=c;f[(f[c+244>>2]|0)+16>>2]=k;i=f[l>>2]|0;f[l>>2]=m;if(!i){bYa(a,c,d,e,g);return}uxb(i+56|0);f[i+12>>2]=38644;h=i+44|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);h=i+32|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);n=i+8|0;h=f[n>>2]|0;f[n>>2]=0;if(h|0){Qob(h);sOb(h)}n=i+4|0;h=f[n>>2]|0;f[n>>2]=0;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);sOb(i);bYa(a,c,d,e,g);return}function bYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=c+248|0;FOb((f[i>>2]|0)+4|0,e)|0;FOb((f[i>>2]|0)+16|0,d)|0;FOb((f[i>>2]|0)+28|0,g)|0;c=f[f[i>>2]>>2]|0;FOb(c+32|0,d)|0;FOb(c+44|0,g)|0;h=xxb(c+56|0,e,c+12|0)|0;b[c+64>>0]=h&1;if(h){d=0;h=0;c=0}else{d=pOb(32)|0;c=d;e=191063;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));b[d+16>>0]=0;h=16;c=-2147483616}g=c>>>24;if(!(((g&255)<<24>>24<0?h:g)|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0}else{i=f[i>>2]|0;g=f[i>>2]|0;f[i>>2]=0;if(g|0){uxb(g+56|0);f[g+12>>2]=38644;e=g+44|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);e=g+32|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);i=g+8|0;e=f[i>>2]|0;f[i>>2]=0;if(e|0){Qob(e);sOb(e)}i=g+4|0;e=f[i>>2]|0;f[i>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(g)}f[a>>2]=d;f[a+4>>2]=h;f[a+8>>2]=c;d=0;c=0}if((c>>>24&255)<<24>>24>=0)return;sOb(d);return}function cYa(a){a=a|0;F1a(a);sOb(a);return}function dYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;b[(f[(f[a+8>>2]|0)+248>>2]|0)+40>>0]=1;return n2a(a,c,d,e,g)|0}function eYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39116;b=f[a+232>>2]|0;if(b|0)QNa(b);e=a+244|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=a+240|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){x8a(b);sOb(b)}b=f[a+236>>2]|0;if(b|0)iOb(b);d=a+212|0;b=f[d>>2]|0;if(b|0){e=a+216|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+200|0;b=f[d>>2]|0;if(b|0){e=a+204|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+188|0;b=f[d>>2]|0;if(b|0){e=a+192|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+176|0;b=f[d>>2]|0;if(b|0){e=a+180|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+164|0;b=f[d>>2]|0;if(b|0){e=a+168|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+152|0;b=f[d>>2]|0;if(b|0){e=a+156|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+140|0;b=f[d>>2]|0;if(b|0){e=a+144|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+128|0;b=f[d>>2]|0;if(b|0){e=a+132|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+116|0;b=f[d>>2]|0;if(b|0){e=a+120|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+104|0;b=f[d>>2]|0;if(b|0){e=a+108|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+92|0;b=f[d>>2]|0;if(b|0){e=a+96|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+80|0;b=f[d>>2]|0;if(b|0){e=a+84|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+68|0;b=f[d>>2]|0;if(b|0){e=a+72|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+56|0;b=f[d>>2]|0;if(b|0){e=a+60|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+44|0;b=f[d>>2]|0;if(b|0){e=a+48|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+32|0;b=f[d>>2]|0;if(b|0){e=a+36|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+20|0;b=f[d>>2]|0;if(b|0){e=a+24|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+4|0;b=f[e>>2]|0;if(!b)return;d=a+8|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function fYa(a){a=a|0;yf()}function gYa(a){a=a|0;b[a+228>>0]=1;return}function hYa(a){a=a|0;return -1}function iYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;f[a>>2]=39116;e=a+4|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;b[e+12>>0]=0;dQb(a+20|0,0,204)|0;f[a+224>>2]=d;b[a+228>>0]=0;b[a+229>>0]=0;d=a+232|0;LNa(d);e=pOb(400)|0;u8a(e,d);f[a+240>>2]=e;e=f[c>>2]|0;f[c>>2]=0;f[a+244>>2]=e;yQa(f[d>>2]|0,a);return}function jYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;f[a>>2]=39116;e=a+4|0;g=d+4|0;f[e>>2]=0;i=a+8|0;f[i>>2]=0;f[a+12>>2]=0;f[e>>2]=f[g>>2];e=d+8|0;f[i>>2]=f[e>>2];i=d+12|0;f[a+12>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;b[a+16>>0]=b[d+16>>0]|0;g=a+20|0;e=d+20|0;f[g>>2]=0;i=a+24|0;f[i>>2]=0;f[a+28>>2]=0;f[g>>2]=f[e>>2];g=d+24|0;f[i>>2]=f[g>>2];i=d+28|0;f[a+28>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+32|0;g=d+32|0;f[e>>2]=0;i=a+36|0;f[i>>2]=0;f[a+40>>2]=0;f[e>>2]=f[g>>2];e=d+36|0;f[i>>2]=f[e>>2];i=d+40|0;f[a+40>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+44|0;e=d+44|0;f[g>>2]=0;i=a+48|0;f[i>>2]=0;f[a+52>>2]=0;f[g>>2]=f[e>>2];g=d+48|0;f[i>>2]=f[g>>2];i=d+52|0;f[a+52>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+56|0;g=d+56|0;f[e>>2]=0;i=a+60|0;f[i>>2]=0;f[a+64>>2]=0;f[e>>2]=f[g>>2];e=d+60|0;f[i>>2]=f[e>>2];i=d+64|0;f[a+64>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+68|0;e=d+68|0;f[g>>2]=0;i=a+72|0;f[i>>2]=0;f[a+76>>2]=0;f[g>>2]=f[e>>2];g=d+72|0;f[i>>2]=f[g>>2];i=d+76|0;f[a+76>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+80|0;g=d+80|0;f[e>>2]=0;i=a+84|0;f[i>>2]=0;f[a+88>>2]=0;f[e>>2]=f[g>>2];e=d+84|0;f[i>>2]=f[e>>2];i=d+88|0;f[a+88>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+92|0;e=d+92|0;f[g>>2]=0;i=a+96|0;f[i>>2]=0;f[a+100>>2]=0;f[g>>2]=f[e>>2];g=d+96|0;f[i>>2]=f[g>>2];i=d+100|0;f[a+100>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+104|0;g=d+104|0;f[e>>2]=0;i=a+108|0;f[i>>2]=0;f[a+112>>2]=0;f[e>>2]=f[g>>2];e=d+108|0;f[i>>2]=f[e>>2];i=d+112|0;f[a+112>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+116|0;e=d+116|0;f[g>>2]=0;i=a+120|0;f[i>>2]=0;f[a+124>>2]=0;f[g>>2]=f[e>>2];g=d+120|0;f[i>>2]=f[g>>2];i=d+124|0;f[a+124>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+128|0;g=d+128|0;f[e>>2]=0;i=a+132|0;f[i>>2]=0;f[a+136>>2]=0;f[e>>2]=f[g>>2];e=d+132|0;f[i>>2]=f[e>>2];i=d+136|0;f[a+136>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+140|0;e=d+140|0;f[g>>2]=0;i=a+144|0;f[i>>2]=0;f[a+148>>2]=0;f[g>>2]=f[e>>2];g=d+144|0;f[i>>2]=f[g>>2];i=d+148|0;f[a+148>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+152|0;g=d+152|0;f[e>>2]=0;i=a+156|0;f[i>>2]=0;f[a+160>>2]=0;f[e>>2]=f[g>>2];e=d+156|0;f[i>>2]=f[e>>2];i=d+160|0;f[a+160>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+164|0;e=d+164|0;f[g>>2]=0;i=a+168|0;f[i>>2]=0;f[a+172>>2]=0;f[g>>2]=f[e>>2];g=d+168|0;f[i>>2]=f[g>>2];i=d+172|0;f[a+172>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+176|0;g=d+176|0;f[e>>2]=0;i=a+180|0;f[i>>2]=0;f[a+184>>2]=0;f[e>>2]=f[g>>2];e=d+180|0;f[i>>2]=f[e>>2];i=d+184|0;f[a+184>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+188|0;e=d+188|0;f[g>>2]=0;i=a+192|0;f[i>>2]=0;f[a+196>>2]=0;f[g>>2]=f[e>>2];g=d+192|0;f[i>>2]=f[g>>2];i=d+196|0;f[a+196>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+200|0;g=d+200|0;f[e>>2]=0;i=a+204|0;f[i>>2]=0;f[a+208>>2]=0;f[e>>2]=f[g>>2];e=d+204|0;f[i>>2]=f[e>>2];i=d+208|0;f[a+208>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+212|0;e=d+212|0;f[g>>2]=0;i=a+216|0;f[i>>2]=0;f[a+220>>2]=0;f[g>>2]=f[e>>2];g=d+216|0;f[i>>2]=f[g>>2];i=d+220|0;f[a+220>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;f[a+224>>2]=f[d+224>>2];b[a+228>>0]=b[d+228>>0]|0;b[a+229>>0]=0;e=a+232|0;g=d+232|0;f[e>>2]=f[g>>2];i=d+236|0;h=f[i>>2]|0;f[a+236>>2]=h;if(h|0)gOb(h);j=d+240|0;h=f[j>>2]|0;f[j>>2]=0;f[a+240>>2]=h;h=a+244|0;j=f[c>>2]|0;f[c>>2]=0;f[h>>2]=j;yQa(f[e>>2]|0,a);cZa(f[h>>2]|0,f[d+244>>2]|0);f[g>>2]=0;a=f[i>>2]|0;f[i>>2]=0;if(!a)return;iOb(a);return}function kYa(a){a=a|0;if(b[a+228>>0]|0){a=0;return a|0}M_a(f[a+244>>2]|0);a=1;return a|0}function lYa(a){a=a|0;b[a+228>>0]=0;if(!(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0))return;bh[f[a+224>>2]&63]();return}function mYa(a){a=a|0;dZa(f[a+244>>2]|0);return}function nYa(a){a=a|0;return eZa(f[a+244>>2]|0)|0}function oYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a+244>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];N_a(a,d);u=c;return}function pYa(a){a=a|0;var b=0;f[a>>2]=39160;b=a+4|0;zYa(f[b>>2]|0,a);a=f[b>>2]|0;if(!a)return;_Ya(a);sOb(a);return}function qYa(a){a=a|0;yf()}function rYa(a){a=a|0;zYa(f[a+4>>2]|0,a);return}function sYa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;e=GQa(f[(f[a+8>>2]|0)+232>>2]|0)|0;g=f[c>>2]|0;c=f[e+4>>2]|0;d=c+-1|0;if(!(d&c)){c=f[(f[e>>2]|0)+((d&g)<<2)>>2]|0;while(1){c=f[c>>2]|0;if((g|0)!=(f[c+4>>2]|0))continue;if((f[c+8>>2]|0)==(g|0))break}}else{if(g>>>0<c>>>0)c=g;else c=(g>>>0)%(c>>>0)|0;c=f[(f[e>>2]|0)+(c<<2)>>2]|0;while(1){c=f[c>>2]|0;if((g|0)!=(f[c+4>>2]|0))continue;if((f[c+8>>2]|0)==(g|0))break}}f[h>>2]=f[(f[c+12>>2]|0)+8>>2];h=xYa((f[a+4>>2]|0)+776|0,h)|0;b[h>>0]=1;u=i;return}function tYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+136|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+140>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+144|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+148|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=vYa(l,c+4|0)|0;b[q>>0]=d;return}function uYa(a,b){a=a|0;b=b|0;return 0.0}function vYa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)wYa(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)wYa(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function wYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{d=j+-1|0;c=(d&j|0)==0;if(c)h=d&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&d|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(156)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[h+32>>2]=1.0;l=h+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+52>>2]=1.0;l=h+56|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+72>>2]=1.0;l=h+76|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+92>>2]=1.0;l=h+96|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+112>>2]=1.0;l=h+116|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+132>>2]=1.0;l=h+136|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+152>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;e=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;g=+n[c>>2];do if(i|g*+(j>>>0)<e){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(e/g))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;d=j}else if(!(b+-1&b))d=j;else{b=hDb(b)|0;d=f[k>>2]|0}if(b>>>0>d>>>0)yYa(a,b);else if(b>>>0<d>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<d>>>0)yYa(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&m;break}if(b>>>0>m>>>0){d=b;b=m}else{d=b;b=(m>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function yYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function zYa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;AYa(a,c,a+816|0);f[a+476>>2]=0;b[a+480>>0]=0;n[a+484>>2]=1.0;b[a+488>>0]=0;b[a+489>>0]=0;b[a+490>>0]=0;h=f[a+504>>2]|0;i=a+508|0;d=f[i>>2]|0;if((d|0)!=(h|0))do{e=d+-20|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-16|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(h|0));h=f[a+492>>2]|0;i=a+496|0;d=f[i>>2]|0;if((d|0)!=(h|0))do{e=d+-16|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(h|0));h=a+528|0;if(f[h>>2]|0){e=a+524|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+520>>2]|0;if(e|0){g=a+516|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}b[a+536>>0]=0;h=a+552|0;if(f[h>>2]|0){e=a+548|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+544>>2]|0;if(e|0){g=a+540|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+572|0;if(f[h>>2]|0){e=a+568|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+564>>2]|0;if(e|0){g=a+560|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+592|0;if(f[h>>2]|0){e=a+588|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+584>>2]|0;if(e|0){g=a+580|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}d=f[a+600>>2]|0;e=a+604|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~((g+-8-d|0)>>>3)<<3);h=a+636|0;if(f[h>>2]|0){e=a+632|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+628>>2]|0;if(e|0){g=a+624|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+656|0;if(f[h>>2]|0){e=a+652|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+648>>2]|0;if(e|0){g=a+644|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+676|0;if(f[h>>2]|0){e=a+672|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+668>>2]|0;if(e|0){g=a+664|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+696|0;if(f[h>>2]|0){e=a+692|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+688>>2]|0;if(e|0){g=a+684|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+716|0;if(f[h>>2]|0){e=a+712|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+708>>2]|0;if(e|0){g=a+704|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+736|0;if(f[h>>2]|0){e=a+732|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+728>>2]|0;if(e|0){g=a+724|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+756|0;if(f[h>>2]|0){e=a+752|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+748>>2]|0;if(e|0){g=a+744|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}e=a+764|0;d=f[e>>2]|0;if(d|0){oh[f[(f[d>>2]|0)+16>>2]&1023](d,1);d=f[e>>2]|0;f[e>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}c=c+4|0;d=f[(f[c>>2]|0)+768>>2]|0;if(!d){u=k;return}e=f[(f[d>>2]|0)+12>>2]|0;g=pOb(32)|0;f[j>>2]=g;f[j+8>>2]=-2147483616;f[j+4>>2]=20;h=g;i=191136;a=h+20|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(a|0));b[g+20>>0]=0;oh[e&1023](d,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);j=(f[c>>2]|0)+768|0;d=f[j>>2]|0;f[j>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);j=(f[c>>2]|0)+772|0;d=f[j>>2]|0;f[j>>2]=0;if(!d){u=k;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);u=k;return}function AYa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+1600|0;k=0;if(!(f[a+12>>2]|0)){if((f[a+20>>2]|0)!=(f[a+24>>2]|0))k=3}else k=3;if((k|0)==3){d=f[a+8>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,10);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+20>>2]|0;e=f[a+24>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));CYa(a)}if(!(f[a+44>>2]|0)){if((f[a+52>>2]|0)!=(f[a+56>>2]|0))k=16}else k=16;if((k|0)==16){d=f[a+40>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,8);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+52>>2]|0;e=f[a+56>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));DYa(a+32|0)}EYa(b,a+64|0);EYa(b,a+96|0);if(!(f[a+140>>2]|0)){if((f[a+148>>2]|0)!=(f[a+152>>2]|0))k=29}else k=29;if((k|0)==29){d=f[a+136>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,3);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+148>>2]|0;e=f[a+152>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));FYa(a+128|0)}if(!(f[a+172>>2]|0)){if((f[a+180>>2]|0)!=(f[a+184>>2]|0))k=42}else k=42;if((k|0)==42){d=f[a+168>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,4);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+180>>2]|0;e=f[a+184>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));GYa(a+160|0)}if(!(f[a+204>>2]|0)){if((f[a+212>>2]|0)!=(f[a+216>>2]|0))k=55}else k=55;if((k|0)==55){d=f[a+200>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,7);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+212>>2]|0;e=f[a+216>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));KYa(a+192|0)}if(!(f[a+236>>2]|0)){if((f[a+244>>2]|0)!=(f[a+248>>2]|0))k=68}else k=68;if((k|0)==68){d=f[a+232>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,1);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}k=f[e+24>>2]|0;oh[f[(f[k>>2]|0)+16>>2]&1023](k,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+244>>2]|0;e=f[a+248>>2]|0;if((d|0)!=(e|0))do{b=f[d+24>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);d=d+28|0}while((d|0)!=(e|0));LYa(a+224|0)}d=f[(a+284|0)>>2]|0;if(d|0)do{b=f[d+12>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);d=f[d>>2]|0}while((d|0)!=0);if(f[(a+288|0)>>2]|0){d=f[(a+284|0)>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[(e+12|0)>>2]|0;f[(e+12|0)>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(e)}while((d|0)!=0);f[(a+284|0)>>2]=0;e=f[a+280>>2]|0;if(e|0){d=0;do{f[(f[(a+276|0)>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[(a+288|0)>>2]=0}b=f[(a+264|0)>>2]|0;f[l+16>>2]=a;f[l+32>>2]=c;f[l+712>>2]=b;f[l+1536>>2]=0;f[l+1540>>2]=0;IYa(l);G=f[l+1536>>2]|0;D=f[l+1540>>2]|0;H=+n[l+1540>>2];f[l+1536>>2]=0;f[l+1540>>2]=0;if((G|0)==5){u=l;return}u=l}function BYa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+1392|0;l=0;a=f[a+4>>2]|0;e=f[b>>2]|0;i=f[a+780>>2]|0;if(!i){u=q;return}if(!((i+-1|0)&i))g=(i+-1|0)&e;else if(i>>>0>e>>>0)g=e;else g=(e>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(g<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}a:do if(!((i+-1|0)&i)){while(1){d=f[a+4>>2]|0;if(!((d|0)==(e|0)|(d&(i+-1|0)|0)==(g|0))){l=262;break}if((d|0)==(e|0))if((f[a+8>>2]|0)==(e|0)){p=a;break a}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(e|0)){if((f[a+8>>2]|0)==(e|0)){p=a;break a}}else{if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(g|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);if((h[p+12>>0]|0)>1){u=q;return}k=f[b+4>>2]|0;d=1;a=c|0;if(d)switch(a|0){case 5:{i=p+56|0;e=f[p+60>>2]|0;if(!e){u=q;return}if(!((e+-1|0)&e))g=(e+-1|0)&k;else if(e>>>0>k>>>0)g=k;else g=(k>>>0)%(e>>>0)|0;a=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}b:do if(!((e+-1|0)&e)){while(1){d=f[a+4>>2]|0;if(!((d|0)==(k|0)|(d&(e+-1|0)|0)==(g|0))){l=262;break}if((d|0)==(k|0))if((f[a+8>>2]|0)==(k|0)){j=a;break b}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(k|0)){if((f[a+8>>2]|0)==(k|0)){j=a;break b}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);XYa(i,j)|0;u=q;return}default:d=1}if(d)switch(a|0){case 3:{j=p+76|0;b=f[p+80>>2]|0;if(!b){u=q;return}c=((b+-1|0)&b|0)==0;if(c)e=(b+-1|0)&k;else if(b>>>0>k>>>0)e=k;else e=(k>>>0)%(b>>>0)|0;g=f[j>>2]|0;a=f[g+(e<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}c:do if(c){while(1){d=f[a+4>>2]|0;if(!((d|0)==(k|0)|(d&(b+-1|0)|0)==(e|0))){l=262;break}if((d|0)==(k|0))if((f[a+8>>2]|0)==(k|0)){o=a;break c}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(k|0)){if((f[a+8>>2]|0)==(k|0)){o=a;break c}}else{if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(e|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);if(c)i=(b+-1|0)&k;else if(b>>>0>k>>>0)i=k;else i=(k>>>0)%(b>>>0)|0;d=g+(i<<2)|0;e=f[d>>2]|0;while(1){a=f[e>>2]|0;if((a|0)==(o|0))break;else e=a}if((e|0)==(p+84|0))l=71;else{a=f[e+4>>2]|0;if(c)a=a&(b+-1|0);else if(a>>>0>=b>>>0)a=(a>>>0)%(b>>>0)|0;if((a|0)==(i|0))m=o;else l=71}do if((l|0)==71){a=f[o>>2]|0;if(a|0){a=f[a+4>>2]|0;if(c)a=a&(b+-1|0);else if(a>>>0>=b>>>0)a=(a>>>0)%(b>>>0)|0;if((a|0)==(i|0)){m=o;break}}f[d>>2]=0;m=o}while(0);a=f[m>>2]|0;if(a){d=f[a+4>>2]|0;if(c)d=d&(b+-1|0);else if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(i|0)){f[(f[j>>2]|0)+(d<<2)>>2]=e;a=f[o>>2]|0}}f[e>>2]=a;f[m>>2]=0;p=p+88|0;f[p>>2]=(f[p>>2]|0)+-1;sOb(o);u=q;return}default:d=1}f[q+304>>2]=p;f[q+1160>>2]=k;f[q+1304>>2]=l;f[q+1312>>2]=d;f[q+1320>>2]=a;f[q+1328>>2]=0;f[q+1332>>2]=0;JYa(q);G=f[q+1328>>2]|0;D=f[q+1332>>2]|0;H=+n[q+1332>>2];f[q+1328>>2]=0;f[q+1332>>2]=0;if((G|0)==5){u=q;return}u=q}function CYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;WYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function DYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;VYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function EYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;if(!(f[b+12>>2]|0))if((f[b+20>>2]|0)==(f[b+24>>2]|0))return;c=f[b+8>>2]|0;if(c|0)do{h=c;d=f[h+12>>2]|0;h=f[h+16>>2]|0;if((d|0)!=(h|0))do{e=f[d>>2]|0;i=f[d+4>>2]|0;g=e+(i<<3)|0;if(i|0)do{if(f[e>>2]|0)BYa(a,e,5);e=e+8|0}while((e|0)!=(g|0));i=f[d+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);d=d+28|0}while((d|0)!=(h|0));c=f[c>>2]|0}while((c|0)!=0);c=f[b+20>>2]|0;d=f[b+24>>2]|0;if((c|0)!=(d|0))do{i=f[c+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);c=c+28|0}while((c|0)!=(d|0));TYa(b);return}function FYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;SYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function GYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;RYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function HYa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;G=f[a+288>>2]|0;l=f[a+296>>2]|0;w=+n[a+304>>2];e=f[a+552>>2]|0;D=f[a+592>>2]|0;m=f[a+1288>>2]|0;F=f[a+1480>>2]|0;g=f[a+1672>>2]|0;H=f[a+1920>>2]|0;a:{if(H){H=0;if(1){KUa(a+208|0,G,0);h=f[(a+208|0)>>2]|0;f[(a+208|0)>>2]=f[(a+144|0)>>2];f[(a+144|0)>>2]=h;h=f[((a+208|0)+4|0)>>2]|0;f[((a+208|0)+4|0)>>2]=f[((a+144|0)+4|0)>>2];f[((a+144|0)+4|0)>>2]=h;h=f[((a+208|0)+8|0)>>2]|0;f[((a+208|0)+8|0)>>2]=f[((a+144|0)+8|0)>>2];f[((a+144|0)+8|0)>>2]=h;h=f[((a+208|0)+12|0)>>2]|0;f[((a+208|0)+12|0)>>2]=f[((a+144|0)+12|0)>>2];f[((a+144|0)+12|0)>>2]=h;h=f[((a+208|0)+16|0)>>2]|0;f[((a+208|0)+16|0)>>2]=f[((a+144|0)+16|0)>>2];f[((a+144|0)+16|0)>>2]=h;h=f[((a+208|0)+20|0)>>2]|0;f[((a+208|0)+20|0)>>2]=f[((a+144|0)+20|0)>>2];f[((a+144|0)+20|0)>>2]=h;h=f[((a+208|0)+24|0)>>2]|0;f[((a+208|0)+24|0)>>2]=f[((a+144|0)+24|0)>>2];f[((a+144|0)+24|0)>>2]=h;h=f[((a+208|0)+28|0)>>2]|0;f[((a+208|0)+28|0)>>2]=f[((a+144|0)+28|0)>>2];f[((a+144|0)+28|0)>>2]=h;h=f[((a+208|0)+32|0)>>2]|0;f[((a+208|0)+32|0)>>2]=f[((a+144|0)+32|0)>>2];f[((a+144|0)+32|0)>>2]=h;h=f[((a+208|0)+36|0)>>2]|0;f[((a+208|0)+36|0)>>2]=f[((a+144|0)+36|0)>>2];f[((a+144|0)+36|0)>>2]=h;h=f[((a+208|0)+40|0)>>2]|0;f[((a+208|0)+40|0)>>2]=f[((a+144|0)+40|0)>>2];f[((a+144|0)+40|0)>>2]=h;h=f[((a+208|0)+44|0)>>2]|0;f[((a+208|0)+44|0)>>2]=f[((a+144|0)+44|0)>>2];f[((a+144|0)+44|0)>>2]=h;h=f[((a+208|0)+48|0)>>2]|0;f[((a+208|0)+48|0)>>2]=f[((a+144|0)+48|0)>>2];f[((a+144|0)+48|0)>>2]=h;h=f[((a+208|0)+52|0)>>2]|0;f[((a+208|0)+52|0)>>2]=f[((a+144|0)+52|0)>>2];f[((a+144|0)+52|0)>>2]=h;h=f[((a+208|0)+56|0)>>2]|0;f[((a+208|0)+56|0)>>2]=f[((a+144|0)+56|0)>>2];f[((a+144|0)+56|0)>>2]=h;f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2];f[(a+64|0)>>2]=a+144|0;f[(a+64|0)+4>>2]=g;gma(a+208|0,a+64|0)|0;f[(a+144|0)>>2]=f[(a+208|0)>>2];f[((a+144|0)+4|0)>>2]=f[(a+208|0)+4>>2];f[((a+144|0)+8|0)>>2]=f[(a+208|0)+8>>2];f[((a+144|0)+12|0)>>2]=f[(a+208|0)+12>>2];f[((a+144|0)+16|0)>>2]=f[(a+208|0)+16>>2];f[((a+144|0)+20|0)>>2]=f[(a+208|0)+20>>2];f[((a+144|0)+24|0)>>2]=f[(a+208|0)+24>>2];f[((a+144|0)+28|0)>>2]=f[(a+208|0)+28>>2];f[((a+144|0)+32|0)>>2]=f[(a+208|0)+32>>2];f[((a+144|0)+36|0)>>2]=f[(a+208|0)+36>>2];f[((a+144|0)+40|0)>>2]=f[(a+208|0)+40>>2];f[((a+144|0)+44|0)>>2]=f[(a+208|0)+44>>2];f[((a+144|0)+48|0)>>2]=f[(a+208|0)+48>>2];f[((a+144|0)+52|0)>>2]=f[(a+208|0)+52>>2];f[((a+144|0)+56|0)>>2]=f[(a+208|0)+56>>2];f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2];h=f[e>>2]|0;i=f[G+356>>2]|0;b:do if(!i)j=1.0;else{if(!((i+-1|0)&i))k=(i+-1|0)&h;else if(h>>>0<i>>>0)k=h;else k=(h>>>0)%(i>>>0)|0;e=f[(f[G+352>>2]|0)+(k<<2)>>2]|0;if(!e)j=1.0;else{e=f[e>>2]|0;if(!e)j=1.0;else{c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((h|0)==(g|0)|(g&(i+-1|0)|0)==(k|0))){j=1.0;break b}if((h|0)==(g|0))if((f[e+8>>2]|0)==(h|0))break c;e=f[e>>2]|0;if(!e){j=1.0;break b}}else while(1){g=f[e+4>>2]|0;if((h|0)==(g|0)){if((f[e+8>>2]|0)==(h|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(k|0)){j=1.0;break b}}e=f[e>>2]|0;if(!e){j=1.0;break b}}while(0);j=+p[e+16>>3];if(j==0.0)j=+p[G+184>>3]}}}while(0);e=w==0.0|j==0.0;j=w/j;if((e?1.0:j)!=1.0){w=e?1.0:j;f[(a+4|0)>>2]=0;f[(a+4|0)+4>>2]=0;f[(a+4|0)+8>>2]=0;f[(a+4|0)+12>>2]=0;f[(a+24|0)>>2]=0;f[(a+24|0)+4>>2]=0;f[(a+24|0)+8>>2]=0;f[(a+24|0)+12>>2]=0;f[(a+44|0)>>2]=0;f[(a+44|0)+4>>2]=0;f[(a+44|0)+8>>2]=0;f[(a+44|0)+12>>2]=0;n[a>>2]=w;n[a+20>>2]=w;n[a+40>>2]=w;n[a+60>>2]=1.0;f[(a+64|0)>>2]=a+144|0;f[(a+64|0)+4>>2]=a;gma(a+208|0,a+64|0)|0;f[(a+144|0)>>2]=f[(a+208|0)>>2];f[((a+144|0)+4|0)>>2]=f[(a+208|0)+4>>2];f[((a+144|0)+8|0)>>2]=f[(a+208|0)+8>>2];f[((a+144|0)+12|0)>>2]=f[(a+208|0)+12>>2];f[((a+144|0)+16|0)>>2]=f[(a+208|0)+16>>2];f[((a+144|0)+20|0)>>2]=f[(a+208|0)+20>>2];f[((a+144|0)+24|0)>>2]=f[(a+208|0)+24>>2];f[((a+144|0)+28|0)>>2]=f[(a+208|0)+28>>2];f[((a+144|0)+32|0)>>2]=f[(a+208|0)+32>>2];f[((a+144|0)+36|0)>>2]=f[(a+208|0)+36>>2];f[((a+144|0)+40|0)>>2]=f[(a+208|0)+40>>2];f[((a+144|0)+44|0)>>2]=f[(a+208|0)+44>>2];f[((a+144|0)+48|0)>>2]=f[(a+208|0)+48>>2];f[((a+144|0)+52|0)>>2]=f[(a+208|0)+52>>2];f[((a+144|0)+56|0)>>2]=f[(a+208|0)+56>>2];f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2]}}else H=1}IIa(a+208|0,a+144|0);i=f[G+172>>2]|0;x=f[l>>2]|0;e=f[m>>2]|0;g=b[G+192>>0]|0;h=f[(F+12|0)>>2]|0;if(!h)w2a(F,i,x,e,a+208|0,g);else Th[f[(f[h>>2]|0)+180>>2]&127](h,i,x,e,a+208|0,g);y=D+20|0;e=f[y>>2]|0;z=D+24|0;v=f[z>>2]|0;if((e|0)!=(v|0))do{g=f[e>>2]|0;h=f[e+4>>2]|0;i=f[e+8>>2]|0;k=f[e+12>>2]|0;l=f[e+16>>2]|0;m=f[e+20>>2]|0;o=f[e+24>>2]|0;q=f[e+28>>2]|0;r=f[e+32>>2]|0;s=f[e+36>>2]|0;t=f[(F+12|0)>>2]|0;if(!t)g2a(F,x,g,h,i,k,l,m,o,q,r,s);else ai[f[(f[t>>2]|0)+116>>2]&7](t,x,g,h,i,k,l,m,o,q,r,s);e=e+40|0}while((e|0)!=(v|0));k=f[D>>2]|0;m=f[(G+376|0)>>2]|0;e=f[D+4>>2]|0;o=((m+-1|0)&m|0)==0;if(o)e=(m+-1|0)&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(G+372|0)>>2]|0)+(e<<2)|0;l=f[i>>2]|0;while(1){g=f[l>>2]|0;if((g|0)==(D|0))break;else l=g}if((l|0)==(G+380|0))v=63;else{g=f[l+4>>2]|0;if(o)g=g&(m+-1|0);else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){A=k;v=71}else v=63}do if((v|0)==63){if(k|0){g=f[k+4>>2]|0;if(o)h=g&(m+-1|0);else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){c=g;C=k;v=73;break}}f[i>>2]=0;A=f[D>>2]|0;v=71}while(0);if((v|0)==71){g=A;if(!A)B=g;else{c=f[A+4>>2]|0;C=g;v=73}}if((v|0)==73){if(o)c=c&(m+-1|0);else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))B=C;else{f[(f[(G+372|0)>>2]|0)+(c<<2)>>2]=l;B=f[D>>2]|0}}f[l>>2]=B;f[D>>2]=0;f[(G+384|0)>>2]=(f[(G+384|0)>>2]|0)+-1;c=f[y>>2]|0;if(c|0){e=f[z>>2]|0;if((e|0)!=(c|0))f[z>>2]=e+(~(((e+-40-c|0)>>>0)/40|0)*40|0);sOb(c)}sOb(D);e=f[G+264>>2]|0;c=f[(G+268|0)>>2]|0;if((e|0)!=(c|0)){d:while(1){r=f[e>>2]|0;m=f[e+4>>2]|0;if((r|0)==(m|0)){E=r;v=110;break}o=f[(G+376|0)>>2]|0;if(!o){E=m;v=110;break}q=f[(G+372|0)>>2]|0;e:do if(!((o+-1|0)&o)){k=r;while(1){i=f[k>>2]|0;g=f[q+((i&(o+-1|0))<<2)>>2]|0;f:do if(g|0){g=f[g>>2]|0;if(!g)break;do{h=f[g+4>>2]|0;if(!((h|0)==(i|0)|(h&(o+-1|0)|0)==(i&(o+-1|0)|0)))break f;if((h|0)==(i|0))if((f[g+8>>2]|0)==(i|0))break e;g=f[g>>2]|0}while((g|0)!=0)}while(0);k=k+4|0;if((k|0)==(m|0)){E=m;v=110;break d}}}else{k=r;while(1){i=f[k>>2]|0;if(o>>>0>i>>>0)l=i;else l=(i>>>0)%(o>>>0)|0;g=f[q+(l<<2)>>2]|0;g:do if(g|0){g=f[g>>2]|0;if(!g)break;do{h=f[g+4>>2]|0;if((h|0)==(i|0)){if((f[g+8>>2]|0)==(i|0))break e}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(l|0))break g}g=f[g>>2]|0}while((g|0)!=0)}while(0);k=k+4|0;if((k|0)==(m|0)){E=m;v=110;break d}}}while(0);g=e+20|0;if((g|0)==(c|0)){d=c;break}else e=g}h:do if((v|0)==110){i=f[e+12>>2]|0;d=E-r>>2;g=f[e+16>>2]|0;h=f[(F+12|0)>>2]|0;if(!h)X1a(F,i,d,r,g);else Lh[f[(f[h>>2]|0)+72>>2]&255](h,i,d,r,g);d=e;if((e|0)!=(c|0)){g=e+20|0;if((g|0)!=(c|0))while(1){t=g;i:while(1){s=f[t>>2]|0;r=e+24|0;g=f[r>>2]|0;j:do if((s|0)==(g|0))g=s;else{o=f[(G+376|0)>>2]|0;if(!o)break;q=f[(G+372|0)>>2]|0;if(!((o+-1|0)&o)){l=s;while(1){k=f[l>>2]|0;h=f[q+((k&(o+-1|0))<<2)>>2]|0;k:do if(h|0){h=f[h>>2]|0;if(!h)break;do{i=f[h+4>>2]|0;if(!((i|0)==(k|0)|(i&(o+-1|0)|0)==(k&(o+-1|0)|0)))break k;if((i|0)==(k|0))if((f[h+8>>2]|0)==(k|0))break i;h=f[h>>2]|0}while((h|0)!=0)}while(0);l=l+4|0;if((l|0)==(g|0))break j}}else l=s;do{k=f[l>>2]|0;if(o>>>0>k>>>0)m=k;else m=(k>>>0)%(o>>>0)|0;h=f[q+(m<<2)>>2]|0;l:do if(h|0){h=f[h>>2]|0;if(!h)break;do{i=f[h+4>>2]|0;if((i|0)==(k|0)){if((f[h+8>>2]|0)==(k|0))break i}else{if(i>>>0>=o>>>0)i=(i>>>0)%(o>>>0)|0;if((i|0)!=(m|0))break l}h=f[h>>2]|0}while((h|0)!=0)}while(0);l=l+4|0}while((l|0)!=(g|0))}while(0);i=f[e+32>>2]|0;h=g-s>>2;e=f[e+36>>2]|0;g=f[(F+12|0)>>2]|0;if(!g)X1a(F,i,h,s,e);else Lh[f[(f[g>>2]|0)+72>>2]&255](g,i,h,s,e);e=t+20|0;if((e|0)==(c|0))break h;else{E=t;t=e;e=E}}k=d;h=f[k>>2]|0;if(!h){i=k+8|0;h=s}else{g=f[(k+4|0)>>2]|0;if((g|0)!=(h|0))f[(k+4|0)>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h);f[(k+8|0)>>2]=0;f[(k+4|0)>>2]=0;f[k>>2]=0;i=k+8|0;h=f[t>>2]|0;g=f[r>>2]|0}f[d>>2]=h;f[(k+4|0)>>2]=g;E=e+28|0;f[i>>2]=f[E>>2];f[E>>2]=0;f[r>>2]=0;f[t>>2]=0;E=e+32|0;g=f[E+4>>2]|0;f[(k+12|0)>>2]=f[E>>2];f[(k+12|0)+4>>2]=g;g=t+20|0;if((g|0)==(c|0)){d=k+20|0;break}else{d=k+20|0;e=t}}}}while(0);if((c|0)!=(d|0)){i=f[(G+268|0)>>2]|0;if((i|0)!=(c|0)){do{e=f[d>>2]|0;h=d+4|0;if(!e)e=d+8|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);e=d+8|0;f[e>>2]=0;f[h>>2]=0;f[d>>2]=0}f[d>>2]=f[c>>2];D=c+4|0;f[h>>2]=f[D>>2];E=c+8|0;f[e>>2]=f[E>>2];f[E>>2]=0;f[D>>2]=0;f[c>>2]=0;D=c+12|0;E=f[D+4>>2]|0;F=d+12|0;f[F>>2]=f[D>>2];f[F+4>>2]=E;c=c+20|0;d=d+20|0}while((c|0)!=(i|0));c=f[(G+268|0)>>2]|0}if((c|0)!=(d|0))do{e=c+-20|0;f[(G+268|0)>>2]=e;g=f[e>>2]|0;if(!g)c=e;else{c=c+-16|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g);c=f[(G+268|0)>>2]|0}}while((c|0)!=(d|0))}}c=f[(a+208|0)+4>>2]|0;if(c|0)iOb(c);u=a;f[a+1928>>2]=5;break a}f[a+1912>>2]=v;f[a+1920>>2]=H}function IYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+16>>2]|0;i=f[a+32>>2]|0;b=f[a+712>>2]|0;a:{if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+268|0)>>2]|0){b=f[(h+264|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);f[(h+264|0)>>2]=0;c=f[h+260>>2]|0;if(c|0){b=0;do{f[(f[(h+256|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+268|0)>>2]=0}b=f[(h+304|0)>>2]|0;if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+308|0)>>2]|0){b=f[(h+304|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);f[(h+304|0)>>2]=0;c=f[h+300>>2]|0;if(c|0){b=0;do{f[(f[(h+296|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+308|0)>>2]=0}b=f[(h+324|0)>>2]|0;if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+328|0)>>2]|0){MYa(f[(h+324|0)>>2]|0);f[(h+324|0)>>2]=0;c=f[h+320>>2]|0;if(c|0){b=0;do{f[(f[(h+316|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+328|0)>>2]=0}b=f[(h+344|0)>>2]|0;if(b|0)do{d=b;c=f[d+20>>2]|0;d=f[d+24>>2]|0;if((c|0)!=(d|0))do{g=f[c>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);c=c+4|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);if(f[(h+348|0)>>2]|0){b=f[(h+344|0)>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[(e+20|0)>>2]|0;if(c|0){d=f[(e+24|0)>>2]|0;if((d|0)!=(c|0)){do{g=d+-4|0;f[(e+24|0)>>2]=g;d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(e+24|0)>>2]|0}while((d|0)!=(c|0));c=f[(e+20|0)>>2]|0}sOb(c)}sOb(e)}while((b|0)!=0);f[(h+344|0)>>2]=0;c=f[h+340>>2]|0;if(c|0){b=0;do{f[(f[(h+336|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+348|0)>>2]=0}b=f[(h+364|0)>>2]|0;if(b|0)do{c=f[b+20>>2]|0;if(c|0)do{g=f[c+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);c=f[c>>2]|0}while((c|0)!=0);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+368|0)>>2]|0){b=f[(h+364|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[(g+32|0)>>2]|0;f[(g+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(g+12|0)>>2]|0;f[(g+12|0)>>2]=0;if(c|0)sOb(c);sOb(g)}while((b|0)!=0);f[(h+364|0)>>2]=0;c=f[h+360>>2]|0;if(c|0){b=0;do{f[(f[(h+356|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+368|0)>>2]=0}b=f[h+376>>2]|0;c=f[(h+380|0)>>2]|0;if((c|0)!=(b|0))f[(h+380|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);if(f[(h+400|0)>>2]|0){b=f[(h+396|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=f[(c+16|0)>>2]|0;if((e|0)!=(d|0))f[(c+16|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}sOb(c)}while((b|0)!=0);f[(h+396|0)>>2]=0;c=f[h+392>>2]|0;if(c|0){b=0;do{f[(f[(h+388|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+400|0)>>2]=0}if(f[(h+420|0)>>2]|0){b=f[(h+416|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);f[(h+416|0)>>2]=0;c=f[h+412>>2]|0;if(c|0){b=0;do{f[(f[(h+408|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+420|0)>>2]=0}if(!(f[(h+456|0)>>2]|0)){g=h+464|0;c=h+468|0;e=f[c>>2]|0;NYa(g,e);e=h+472|0;f[e>>2]=0;f[g>>2]=c;f[c>>2]=0;c=h+428|0;g=h+432|0;e=f[g>>2]|0;OYa(c,e);e=h+436|0;f[e>>2]=0;f[c>>2]=g;f[g>>2]=0;g=f[i>>2]|0;c=g+1|0;e=i+4|0;d=f[e>>2]|0;d=d+-1|0;f[e>>2]=d;e=i+8|0;f[e>>2]=c;e=i+12|0;f[e>>2]=d;g=g+2|0;f[i>>2]=g;i=h+440|0;f[i>>2]=g;f[a+1536>>2]=5;break a}b=f[(h+452|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);f[(h+452|0)>>2]=0;c=f[h+448>>2]|0;if(c|0){b=0;do{f[(f[(h+444|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+456|0)>>2]=0;g=h+464|0;c=h+468|0;e=f[c>>2]|0;NYa(g,e);e=h+472|0;f[e>>2]=0;f[g>>2]=c;f[c>>2]=0;c=h+428|0;g=h+432|0;e=f[g>>2]|0;OYa(c,e);e=h+436|0;f[e>>2]=0;f[c>>2]=g;f[g>>2]=0;g=f[i>>2]|0;c=g+1|0;e=i+4|0;d=f[e>>2]|0;d=d+-1|0;f[e>>2]=d;e=i+8|0;f[e>>2]=c;e=i+12|0;f[e>>2]=d;g=g+2|0;f[i>>2]=g;i=h+440|0;f[i>>2]=g;f[a+1536>>2]=5;break a}}function JYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=f[a+304>>2]|0;q=f[a+1160>>2]|0;s=f[a+1304>>2]|0;t=f[a+1312>>2]|0;b=f[a+1320>>2]|0;a:{if(t){t=0;switch(b|0){case 4:{j=r+96|0;h=f[r+100>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}b:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){n=b;break b}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){n=b;break b}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(n|0))break;else d=b}if((d|0)==(r+104|0))s=117;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))k=n;else s=117}do if((s|0)==117){b=f[n>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){k=n;break}}f[c>>2]=0;k=n}while(0);b=f[k>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[n>>2]|0}}f[d>>2]=b;f[k>>2]=0;r=r+108|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(n);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 1:{j=r+136|0;h=f[r+140>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}c:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){p=b;break c}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){p=b;break c}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(p|0))break;else d=b}if((d|0)==(r+144|0))s=163;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))l=p;else s=163}do if((s|0)==163){b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){l=p;break}}f[c>>2]=0;l=p}while(0);b=f[l>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[p>>2]|0}}f[d>>2]=b;f[l>>2]=0;r=r+148|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(p);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 7:{j=r+116|0;h=f[r+120>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}d:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){o=b;break d}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){o=b;break d}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(o|0))break;else d=b}if((d|0)==(r+124|0))s=209;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))m=o;else s=209}do if((s|0)==209){b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){m=o;break}}f[c>>2]=0;m=o}while(0);b=f[m>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[o>>2]|0}}f[d>>2]=b;f[m>>2]=0;r=r+128|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(o);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 8:{g=r+36|0;d=f[r+40>>2]|0;if(!d){f[a+1328>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&q;else if(d>>>0>q>>>0)e=q;else e=(q>>>0)%(d>>>0)|0;b=f[(f[g>>2]|0)+(e<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}e:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(d+-1|0)|0)==(e|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){i=b;break e}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){i=b;break e}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);YYa(g,i)|0;f[a+1328>>2]=5;break a}case 10:{g=r+16|0;d=f[r+20>>2]|0;if(!d){f[a+1328>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&q;else if(d>>>0>q>>>0)e=q;else e=(q>>>0)%(d>>>0)|0;b=f[(f[g>>2]|0)+(e<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}f:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(d+-1|0)|0)==(e|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){h=b;break f}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){h=b;break f}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);ZYa(g,h)|0;f[a+1328>>2]=5;break a}default:{f[a+1328>>2]=5;break a}}}}f[a+1304>>2]=s;f[a+1312>>2]=t}
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g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Z0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_0a(a,b);return}function _0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $0a(a,b,c){a=a|0;b=b|0;c=c|0;xh[f[(f[a>>2]|0)+172>>2]&127](a,b,c);return}function a1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;w=a+560|0;if(!b)return;t=a+564|0;u=a+572|0;v=a+576|0;s=a+568|0;r=0;do{l=c+(r<<3)|0;j=f[l>>2]|0;a:do if(j|0){k=f[c+(r<<3)+4>>2]|0;p=k+-1640531527+(j<<6)+(j>>>2)^j;m=f[t>>2]|0;o=(m|0)==0;b:do if(o)a=0;else{i=m+-1|0;h=(i&m|0)==0;if(h)a=p&i;else if(p>>>0<m>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;d=f[(f[w>>2]|0)+(a<<2)>>2]|0;if(d){d=f[d>>2]|0;if(d){if(h)while(1){h=f[d+4>>2]|0;if(!((h|0)==(p|0)|(h&i|0)==(a|0)))break b;if((f[d+8>>2]|0)==(j|0))if((f[d+12>>2]|0)==(k|0))break a;d=f[d>>2]|0;if(!d)break b}do{h=f[d+4>>2]|0;if((h|0)!=(p|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(a|0))break b}if((f[d+8>>2]|0)==(j|0))if((f[d+12>>2]|0)==(k|0))break a;d=f[d>>2]|0}while((d|0)!=0)}}}while(0);i=pOb(16)|0;j=l;k=f[j+4>>2]|0;l=i+8|0;f[l>>2]=f[j>>2];f[l+4>>2]=k;f[i+4>>2]=p;f[i>>2]=0;e=+(((f[u>>2]|0)+1|0)>>>0);g=+n[v>>2];do if(o|g*+(m>>>0)<e){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;vza(w,a>>>0<d>>>0?d:a);a=f[t>>2]|0;d=a+-1|0;if(!(d&a)){h=a;a=d&p;break}if(p>>>0<a>>>0){h=a;a=p}else{h=a;a=(p>>>0)%(a>>>0)|0}}else h=m;while(0);d=(f[w>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[s>>2];f[s>>2]=i;f[d>>2]=s;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=h+-1|0;if(!(d&h))a=a&d;else if(a>>>0>=h>>>0)a=(a>>>0)%(h>>>0)|0;a=(f[w>>2]|0)+(a<<2)|0;q=37}}else{f[i>>2]=f[a>>2];q=37}if((q|0)==37){q=0;f[a>>2]=i}f[u>>2]=(f[u>>2]|0)+1}while(0);r=r+1|0}while((r|0)!=(b|0));return}function b1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;u=a+580|0;if(!b)return;q=a+516|0;r=a+584|0;s=a+592|0;t=a+596|0;p=a+588|0;o=0;do{l=c+(o<<3)+4|0;c1a(q,l)|0;l=f[l>>2]|0;j=f[r>>2]|0;k=(j|0)==0;a:do if(k){a=0;m=20}else{i=j+-1|0;e=(i&j|0)==0;if(e)a=i&l;else if(l>>>0<j>>>0)a=l;else a=(l>>>0)%(j>>>0)|0;d=f[(f[u>>2]|0)+(a<<2)>>2]|0;if(!d)m=20;else{if(e)while(1){d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if(!((e|0)==(l|0)|(e&i|0)==(a|0))){m=20;break a}if((f[d+8>>2]|0)==(l|0))break a}do{d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if((e|0)!=(l|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(a|0)){m=20;break a}}}while((f[d+8>>2]|0)!=(l|0))}}while(0);if((m|0)==20){m=0;i=pOb(12)|0;f[i+8>>2]=l;f[i+4>>2]=l;f[i>>2]=0;g=+(((f[s>>2]|0)+1|0)>>>0);h=+n[t>>2];do if(k|h*+(j>>>0)<g){a=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(g/h))>>>0;d1a(u,a>>>0<d>>>0?d:a);a=f[r>>2]|0;d=a+-1|0;if(!(d&a)){e=a;a=d&l;break}if(l>>>0<a>>>0){e=a;a=l}else{e=a;a=(l>>>0)%(a>>>0)|0}}else e=j;while(0);d=(f[u>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[p>>2];f[p>>2]=i;f[d>>2]=p;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=e+-1|0;if(!(d&e))a=a&d;else if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;a=(f[u>>2]|0)+(a<<2)|0;m=33}}else{f[i>>2]=f[a>>2];m=33}if((m|0)==33){m=0;f[a>>2]=i}f[s>>2]=(f[s>>2]|0)+1}o=o+1|0}while((o|0)!=(b|0));return}function c1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function d1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){e1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;e1a(a,b);return}function e1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function f1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;v=a+516|0;if(!b)return;r=a+520|0;s=a+528|0;t=a+532|0;u=a+524|0;p=a+580|0;o=0;do{q=c+(o<<3)+4|0;l=f[q>>2]|0;j=f[r>>2]|0;k=(j|0)==0;a:do if(k){a=0;m=20}else{i=j+-1|0;e=(i&j|0)==0;if(e)a=i&l;else if(l>>>0<j>>>0)a=l;else a=(l>>>0)%(j>>>0)|0;d=f[(f[v>>2]|0)+(a<<2)>>2]|0;if(!d)m=20;else{if(e)while(1){d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if(!((e|0)==(l|0)|(e&i|0)==(a|0))){m=20;break a}if((f[d+8>>2]|0)==(l|0))break a}do{d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if((e|0)!=(l|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(a|0)){m=20;break a}}}while((f[d+8>>2]|0)!=(l|0))}}while(0);if((m|0)==20){m=0;i=pOb(12)|0;f[i+8>>2]=l;f[i+4>>2]=l;f[i>>2]=0;g=+(((f[s>>2]|0)+1|0)>>>0);h=+n[t>>2];do if(k|h*+(j>>>0)<g){a=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(g/h))>>>0;d1a(v,a>>>0<d>>>0?d:a);a=f[r>>2]|0;d=a+-1|0;if(!(d&a)){e=a;a=d&l;break}if(l>>>0<a>>>0){e=a;a=l}else{e=a;a=(l>>>0)%(a>>>0)|0}}else e=j;while(0);d=(f[v>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[u>>2];f[u>>2]=i;f[d>>2]=u;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=e+-1|0;if(!(d&e))a=a&d;else if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;a=(f[v>>2]|0)+(a<<2)|0;m=33}}else{f[i>>2]=f[a>>2];m=33}if((m|0)==33){m=0;f[a>>2]=i}f[s>>2]=(f[s>>2]|0)+1}c1a(p,q)|0;o=o+1|0}while((o|0)!=(b|0));return}function g1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0;if(((f[a+12>>2]|0)+-1|0)>>>0<2){Gh[f[(f[a>>2]|0)+44>>2]&3](a,b,c,d,e);return}j=a+4|0;a=f[j>>2]|0;k=a+600|0;g=f[k>>2]|0;i=a+604|0;if(!g)a=a+608|0;else{h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);a=a+608|0;f[a>>2]=0;f[i>>2]=0;f[k>>2]=0}f[k>>2]=f[b>>2];k=b+4|0;f[i>>2]=f[k>>2];i=b+8|0;f[a>>2]=f[i>>2];f[i>>2]=0;f[k>>2]=0;f[b>>2]=0;b=f[j>>2]|0;f[b+612>>2]=c;f[b+616>>2]=d;n[b+620>>2]=e;return}function h1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;p=0;t=u;u=u+3296|0;d=f[b>>2]|0;if((c|0)==17&(d|0)==0){q=f[(f[(f[a+4>>2]|0)+428>>2]|0)+16>>2]|0;f[b>>2]=q}else q=d;s=f[(a+4|0)>>2]|0;if(q>>>0<=(f[s+816>>2]|0)>>>0){if(q>>>0<=(f[s+824>>2]|0)>>>0){u=t;return}i=f[(f[a+8>>2]|0)+232>>2]|0;b=f[(s+468|0)>>2]|0;do if(!b){k=s+468|0;l=s+468|0}else{e=s+468|0;a:while(1){d=f[b+16>>2]|0;do if(d>>>0>q>>>0)p=11;else{if(d>>>0>=q>>>0){d=f[b+20>>2]|0;if((d|0)>(c|0)){p=11;break}if((d|0)>=(c|0)){p=16;break a}}j=b+4|0;d=f[j>>2]|0;if(!d){p=15;break a}else{h=j;g=d}}while(0);if((p|0)==11){p=0;d=f[b>>2]|0;if(!d){p=12;break}else{h=b;g=d}}e=h;b=g}if((p|0)==12){k=b;l=b;break}else if((p|0)==15){k=b;l=j;break}else if((p|0)==16){k=b;l=e;break}}while(0);if(!(f[l>>2]|0)){b=pOb(24)|0;f[(b+16|0)>>2]=q;f[(b+16|0)+4>>2]=c;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=k;f[l>>2]=b;d=f[f[(s+464|0)>>2]>>2]|0;if(d){f[(s+464|0)>>2]=d;b=f[l>>2]|0}r_a(f[s+468>>2]|0,b);f[(s+472|0)>>2]=(f[(s+472|0)>>2]|0)+1}fZa(s,a,i);u=t;return}if(q>>>0>=(f[s+828>>2]|0)>>>0){u=t;return}r=f[(f[a+8>>2]|0)+232>>2]|0;f[t>>2]=q;b:do{m=1;l=c|0;if(m){m=0;switch(l|0){case 14:{e=f[(s+300|0)>>2]|0;if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&q;else if(e>>>0>q>>>0)g=q;else g=(q>>>0)%(e>>>0)|0;b=f[(f[(s+296|0)>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){c:do if(!((e+-1|0)&e))while(1){c=f[b+4>>2]|0;d=(c|0)==(q|0);if(!(d|(c&(e+-1|0)|0)==(g|0)))break b;if(d)if((f[b+8>>2]|0)==(q|0)){j=b;break c}b=f[b>>2]|0;if(!b)break b}else while(1){d=f[b+4>>2]|0;if((d|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){j=b;break c}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break b}b=f[b>>2]|0;if(!b)break b}while(0);k=j+12|0;e=f[k>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,t+8|0);e=f[(s+300|0)>>2]|0;b=f[j+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&b;else if(b>>>0<e>>>0)h=b;else h=(b>>>0)%(e>>>0)|0;d=(f[(s+296|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){b=f[i>>2]|0;if((b|0)==(j|0))break;else i=b}if((i|0)==(s+304|0))p=56;else{b=f[i+4>>2]|0;if(g)b=b&(e+-1|0);else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)==(h|0))o=j;else p=56}do if((p|0)==56){b=f[j>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&(e+-1|0);else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)==(h|0)){o=j;break}}f[d>>2]=0;o=j}while(0);b=f[o>>2]|0;if(b){d=f[b+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(s+296|0)>>2]|0)+(d<<2)>>2]=i;b=f[j>>2]|0}}f[i>>2]=b;f[o>>2]=0;f[(s+308|0)>>2]=(f[(s+308|0)>>2]|0)+-1;b=f[k>>2]|0;f[k>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(j)}}}break}default:m=1}}f[t+48>>2]=a;f[t+1200>>2]=s;f[t+1232>>2]=q;f[t+2352>>2]=r;f[t+3104>>2]=p;f[t+3112>>2]=m;f[t+3120>>2]=l;f[t+3152>>2]=0;f[t+3156>>2]=0;_4a(t);p=f[t+3104>>2]|0;m=f[t+3112>>2]|0;G=f[t+3152>>2]|0;D=f[t+3156>>2]|0;H=+n[t+3156>>2];f[t+3152>>2]=0;f[t+3156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break b}if(m){m=0;switch(l|0){case 11:{b=f[s+364>>2]|0;if(b|0){o=b;f[t+656>>2]=o;f[t+1200>>2]=s;f[t+1232>>2]=q;f[t+2352>>2]=r;f[t+3104>>2]=p;f[t+3144>>2]=0;f[t+3148>>2]=0;Z4a(t);G=f[t+3144>>2]|0;D=f[t+3148>>2]|0;H=+n[t+3148>>2];f[t+3144>>2]=0;f[t+3148>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break b}}break}default:m=1}}if(m)switch(l|0){case 17:{g=f[(s+432|0)>>2]|0;if(g|0){e=s+432|0;d=g;d:while(1){b=d;while(1){if((f[b+16>>2]|0)>>>0<=q>>>0)break;b=f[b+4>>2]|0;if(!b)break d}d=f[b>>2]|0;if(!d){e=b;break}else e=b}if((e|0)!=(s+432|0|0))if((f[e+16>>2]|0)>>>0>=q>>>0){b=f[e+4>>2]|0;if(!b){d=e+8|0;b=f[d>>2]|0;if((f[b>>2]|0)!=(e|0))do{q=f[d>>2]|0;d=q+8|0;b=f[d>>2]|0}while((f[b>>2]|0)!=(q|0))}else while(1){d=f[b>>2]|0;if(!d)break;else b=d}if((f[(s+428|0)>>2]|0)==(e|0))f[(s+428|0)>>2]=b;f[(s+436|0)>>2]=(f[(s+436|0)>>2]|0)+-1;n_a(g,e);sOb(e);if(!(f[(s+436|0)>>2]|0)){b=f[(s+376|0)>>2]|0;d=f[s+380>>2]|0;if((b|0)==(d|0))break b;while(1){s=f[b+4>>2]|0;q=f[(a+4|0)>>2]|0;f[(t+4|0)>>2]=f[b>>2];f[(t+8|0)>>2]=f[(t+4|0)>>2];K0a(q,r,s,t+8|0);b=b+8|0;if((b|0)==(d|0))break b}}i=f[(f[(s+428|0)>>2]|0)+16>>2]|0;b=f[(s+376|0)>>2]|0;d=f[(s+380|0)>>2]|0;if((b|0)!=(d|0)){e=d;while(1){d=f[b>>2]|0;if(i>>>0<d>>>0){h=f[b+4>>2]|0;q=f[(a+4|0)>>2]|0;f[(t+4|0)>>2]=d;f[(t+8|0)>>2]=f[(t+4|0)>>2];K0a(q,r,h,t+8|0);h=b+8|0;d=f[(s+380|0)>>2]|0;if((h|0)==(d|0))e=d+-8|0;else{e=h;g=b;while(1){f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];e=e+8|0;if((e|0)==(d|0))break;else g=g+8|0}b=b+((((d+-8|0)-h|0)>>>3)+1<<3)|0;e=d+-8|0}e=d+(~((e-b|0)>>>3)<<3)|0;if((d|0)==(b|0))b=h;else{f[(s+380|0)>>2]=e;b=h;d=e}}else{b=b+8|0;d=e}if((b|0)==(d|0))break;else e=d}}}}break}default:{}}}while(0);u=t;return}function i1a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(36)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;k1a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function j1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function k1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){l1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;l1a(a,b);return}function l1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function m1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+16|0;k=m+4|0;l=m;switch(d|0){case 1:{xh[f[(f[a>>2]|0)+16>>2]&127](a,c,e);u=m;return}case 3:{n1a(a,c,e);u=m;return}case 4:{o1a(a,c,e);u=m;return}case 5:{p1a(a,c,e,0);u=m;return}case 7:{q1a(f[a+4>>2]|0,f[(f[a+8>>2]|0)+232>>2]|0,c,e);u=m;return}case 8:{r1a(a,c,e);u=m;return}case 10:{s1a(a,c,e);u=m;return}case 9:{j=a+4|0;h=xYa((f[j>>2]|0)+776|0,c)|0;g=h+36|0;if(f[g>>2]|0){d=h+32|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+28>>2]|0;if(d|0){e=h+24|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+56|0;if(f[g>>2]|0){d=h+52|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+48>>2]|0;if(d|0){e=h+44|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+16|0;if(f[g>>2]|0){d=h+12|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+8>>2]|0;if(d|0){e=h+4|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+76|0;if(f[g>>2]|0){d=h+72|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+68>>2]|0;if(d|0){e=h+64|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+96|0;if(f[g>>2]|0){d=h+92|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+88>>2]|0;if(d|0){e=h+84|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+116|0;if(f[g>>2]|0){d=h+112|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+108>>2]|0;if(d|0){e=h+104|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+136|0;if(f[g>>2]|0){d=h+132|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+128>>2]|0;if(d|0){e=h+124|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}b[h>>0]=3;h=k+4|0;i=k+8|0;e=f[c>>2]|0;d=f[j>>2]|0;f[k>>2]=9;f[h>>2]=3;f[i>>2]=e;d=t1a(d+336|0,k)|0;g=d;if(d|0){a=f[d+20>>2]|0;d=f[d+24>>2]|0;if((a|0)!=(d|0))do{n=f[a>>2]|0;o=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=e;oh[o&1023](n,k);a=a+4|0}while((a|0)!=(d|0));o=(f[j>>2]|0)+336|0;f[l>>2]=g;f[k>>2]=f[l>>2];u1a(o,k)|0}g=f[c>>2]|0;d=f[j>>2]|0;f[k>>2]=9;f[h>>2]=1;f[i>>2]=g;d=t1a(d+336|0,k)|0;e=d;if(!d){u=m;return}a=f[d+20>>2]|0;d=f[d+24>>2]|0;if((a|0)!=(d|0))do{o=f[a>>2]|0;n=f[(f[o>>2]|0)+12>>2]|0;f[k>>2]=g;oh[n&1023](o,k);a=a+4|0}while((a|0)!=(d|0));o=(f[j>>2]|0)+336|0;f[l>>2]=e;f[k>>2]=f[l>>2];u1a(o,k)|0;u=m;return}default:{u=m;return}}}function n1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+76|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+80>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+84|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+88|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=v0a(l,c+4|0)|0;b[q>>0]=d;return}function o1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+96|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+100>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+104|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+108|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=A0a(l,c+4|0)|0;b[q>>0]=d;return}function p1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+32|0;q=t+16|0;r=t;p=t+8|0;s=a+4|0;g=f[s>>2]|0;n=f[c>>2]|0;k=f[g+780>>2]|0;a:do if(k|0){j=k+-1|0;i=(j&k|0)==0;if(i)l=j&n;else if(k>>>0>n>>>0)l=n;else l=(n>>>0)%(k>>>0)|0;g=f[(f[g+776>>2]|0)+(l<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(i)while(1){o=f[g+4>>2]|0;i=(o|0)==(n|0);if(!(i|(o&j|0)==(l|0)))break a;if(i)if((f[g+8>>2]|0)==(n|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){i=f[g+4>>2]|0;if((i|0)==(n|0)){if((f[g+8>>2]|0)==(n|0))break b}else{if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(l|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);o=g+56|0;if((h[g+12>>0]|0)<=1){switch(d<<24>>24){case 0:{m=c+4|0;l=f[m>>2]|0;j=f[g+60>>2]|0;if(!j)break a;i=j+-1|0;g=(i&j|0)==0;if(g)k=i&l;else if(j>>>0>l>>>0)k=l;else k=(l>>>0)%(j>>>0)|0;d=f[(f[o>>2]|0)+(k<<2)>>2]|0;if(!d)break a;d=f[d>>2]|0;if(!d)break a;c:do if(g)while(1){j=f[d+4>>2]|0;g=(j|0)==(l|0);if(!(g|(j&i|0)==(k|0)))break a;if(g)if((f[d+8>>2]|0)==(l|0)){k=d;break c}d=f[d>>2]|0;if(!d)break a}else while(1){g=f[d+4>>2]|0;if((g|0)==(l|0)){if((f[d+8>>2]|0)==(l|0)){k=d;break c}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(k|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);do if(b[k+12>>0]|0){i=f[(f[a+8>>2]|0)+232>>2]|0;f[r>>2]=n;f[q>>2]=f[r>>2];i=mSa(i,q)|0;j=f[m>>2]|0;d=f[i+24>>2]|0;g=d+-1|0;if(!(g&d)){d=f[(f[i+20>>2]|0)+((g&j)<<2)>>2]|0;while(1){d=f[d>>2]|0;if((j|0)!=(f[d+4>>2]|0))continue;if((f[d+8>>2]|0)==(j|0))break}}else{if(j>>>0<d>>>0)d=j;else d=(j>>>0)%(d>>>0)|0;d=f[(f[i+20>>2]|0)+(d<<2)>>2]|0;while(1){d=f[d>>2]|0;if((j|0)!=(f[d+4>>2]|0))continue;if((f[d+8>>2]|0)==(j|0))break}}d=f[(f[d+16>>2]|0)+4>>2]|0;if(!d)break a;else if(!(b[(f[d+44>>2]|0)+148>>0]&2))break a;else break}while(0);XYa(o,k)|0;break a}case 2:case 1:break;default:d=2}o=(P$a(o,c+4|0)|0)+1|0;b[o>>0]=d}}}}while(0);if(!e){u=t;return}m=f[(f[a+8>>2]|0)+232>>2]|0;n=ySa(m)|0;f[p>>2]=f[c>>2];f[q>>2]=f[p>>2];l=mSa(m,q)|0;d=f[l+8>>2]|0;l=f[l+12>>2]|0;if((d|0)==(l|0)){u=t;return}i=c+4|0;j=q+4|0;k=r+4|0;g=d;do{d=f[i>>2]|0;f[q>>2]=f[(f[g>>2]|0)+4>>2];f[j>>2]=d;ARa(r,m,q);qDa(n,f[r>>2]|0);d=f[(f[s>>2]|0)+364>>2]|0;if(d|0)do{Akb(m,f[d+8>>2]|0,f[r>>2]|0);d=f[d>>2]|0}while((d|0)!=0);d=f[k>>2]|0;if(d|0)iOb(d);g=g+8|0}while((g|0)!=(l|0));u=t;return}function q1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;t=y+24|0;v=y+16|0;w=y+8|0;x=y;l=f[d>>2]|0;k=f[a+780>>2]|0;if(!k){u=y;return}j=k+-1|0;i=(j&k|0)==0;if(i)m=j&l;else if(k>>>0>l>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;g=f[(f[a+776>>2]|0)+(m<<2)>>2]|0;if(!g){u=y;return}g=f[g>>2]|0;if(!g){u=y;return}a:do if(i){while(1){p=f[g+4>>2]|0;i=(p|0)==(l|0);if(!(i|(p&j|0)==(m|0))){q=80;break}if(i)if((f[g+8>>2]|0)==(l|0)){s=g;break a}g=f[g>>2]|0;if(!g){q=80;break}}if((q|0)==80){u=y;return}}else{while(1){i=f[g+4>>2]|0;if((i|0)==(l|0)){if((f[g+8>>2]|0)==(l|0)){s=g;break a}}else{if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(m|0)){q=80;break}}g=f[g>>2]|0;if(!g){q=80;break}}if((q|0)==80){u=y;return}}while(0);p=s+116|0;if((h[s+12>>0]|0)>1){u=y;return}switch(e<<24>>24){case 0:{j=f[d+4>>2]|0;m=f[s+120>>2]|0;b:do if(m|0){n=m+-1|0;o=(n&m|0)==0;if(o)i=n&j;else if(m>>>0>j>>>0)i=j;else i=(j>>>0)%(m>>>0)|0;k=f[p>>2]|0;e=f[k+(i<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(o)while(1){l=f[e+4>>2]|0;g=(l|0)==(j|0);if(!(g|(l&n|0)==(i|0)))break b;if(g)if((f[e+8>>2]|0)==(j|0)){l=e;break c}e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(j|0)){if((f[e+8>>2]|0)==(j|0)){l=e;break c}}else{if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(i|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);if(o)j=n&j;else if(m>>>0<=j>>>0)j=(j>>>0)%(m>>>0)|0;g=k+(j<<2)|0;i=f[g>>2]|0;while(1){e=f[i>>2]|0;if((e|0)==(l|0))break;else i=e}if((i|0)==(s+124|0))q=52;else{e=f[i+4>>2]|0;if(o)e=e&n;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;if((e|0)==(j|0))r=l;else q=52}do if((q|0)==52){e=f[l>>2]|0;if(e|0){e=f[e+4>>2]|0;do if(o)e=e&n;else{if(e>>>0<m>>>0)break;e=(e>>>0)%(m>>>0)|0}while(0);if((e|0)==(j|0)){r=l;break}}f[g>>2]=0;r=l}while(0);g=f[r>>2]|0;e=g;if(g){g=f[g+4>>2]|0;if(o)g=g&n;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(j|0)){f[(f[p>>2]|0)+(g<<2)>>2]=i;e=f[l>>2]|0}}f[i>>2]=e;f[r>>2]=0;s=s+128|0;f[s>>2]=(f[s>>2]|0)+-1;sOb(l)}}}while(0);zRa(v,c,d);l=f[(f[v>>2]|0)+44>>2]|0;e=f[l+112>>2]|0;l=f[l+116>>2]|0;if((e|0)!=(l|0)){m=t+4|0;j=a+832|0;k=w+4|0;do{g=f[e>>2]|0;i=g+116|0;if(!(f[g+196>>2]&131072)){f[x>>2]=f[i>>2];f[t>>2]=f[x>>2];IQa(w,c,t);g=f[g+120>>2]|0;f[t>>2]=f[(f[w>>2]|0)+8>>2];f[m>>2]=g;p1a(f[j>>2]|0,t,0,1);g=f[k>>2]|0;if(g|0)iOb(g)}else p1a(f[j>>2]|0,i,0,1);e=e+4|0}while((e|0)!=(l|0))}e=f[v+4>>2]|0;if(e|0)iOb(e);u=y;return}case 2:case 1:break;default:e=2}x=G0a(p,d+4|0)|0;b[x>>0]=e;u=y;return}function r1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;e=f[a+4>>2]|0;k=f[c>>2]|0;j=f[e+780>>2]|0;if(!j){u=p;return}i=j+-1|0;g=(i&j|0)==0;if(g)l=i&k;else if(j>>>0>k>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;e=f[(f[e+776>>2]|0)+(l<<2)>>2]|0;if(!e){u=p;return}e=f[e>>2]|0;if(!e){u=p;return}a:do if(g){while(1){j=f[e+4>>2]|0;g=(j|0)==(k|0);if(!(g|(j&i|0)==(l|0))){e=47;break}if(g)if((f[e+8>>2]|0)==(k|0)){m=e;break a}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0)){m=e;break a}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(l|0)){e=47;break}}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}while(0);l=m+36|0;if((h[m+12>>0]|0)>1){u=p;return}switch(d<<24>>24){case 0:{k=f[c+4>>2]|0;i=f[m+40>>2]|0;if(!i){u=p;return}g=i+-1|0;e=(g&i|0)==0;if(e)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;d=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!d){u=p;return}d=f[d>>2]|0;if(!d){u=p;return}b:do if(e){while(1){m=f[d+4>>2]|0;e=(m|0)==(k|0);if(!(e|(m&g|0)==(j|0))){e=47;break}if(e)if((f[d+8>>2]|0)==(k|0)){o=d;break b}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0)){o=d;break b}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(j|0)){e=47;break}}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}while(0);if(!(b[o+12>>0]|0)){sRa(n,f[(f[a+8>>2]|0)+232>>2]|0,c);e=f[n>>2]|0;d=f[n+4>>2]|0;if(d|0)iOb(d);if(NFa(e)|0){u=p;return}}YYa(l,o)|0;u=p;return}case 2:case 1:break;default:d=2}o=(b0a(l,c+4|0)|0)+1|0;b[o>>0]=d;u=p;return}function s1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;e=f[a+4>>2]|0;k=f[c>>2]|0;j=f[e+780>>2]|0;if(!j){u=p;return}i=j+-1|0;g=(i&j|0)==0;if(g)l=i&k;else if(j>>>0>k>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;e=f[(f[e+776>>2]|0)+(l<<2)>>2]|0;if(!e){u=p;return}e=f[e>>2]|0;if(!e){u=p;return}a:do if(g){while(1){j=f[e+4>>2]|0;g=(j|0)==(k|0);if(!(g|(j&i|0)==(l|0))){e=47;break}if(g)if((f[e+8>>2]|0)==(k|0)){m=e;break a}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0)){m=e;break a}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(l|0)){e=47;break}}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}while(0);l=m+16|0;if((h[m+12>>0]|0)>1){u=p;return}switch(d<<24>>24){case 0:{k=f[c+4>>2]|0;i=f[m+20>>2]|0;if(!i){u=p;return}g=i+-1|0;e=(g&i|0)==0;if(e)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;d=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!d){u=p;return}d=f[d>>2]|0;if(!d){u=p;return}b:do if(e){while(1){m=f[d+4>>2]|0;e=(m|0)==(k|0);if(!(e|(m&g|0)==(j|0))){e=47;break}if(e)if((f[d+8>>2]|0)==(k|0)){o=d;break b}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0)){o=d;break b}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(j|0)){e=47;break}}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}while(0);if(b[o+12>>0]|0){g=f[(f[a+8>>2]|0)+232>>2]|0;CRa(n,g,c);e=f[n>>2]|0;d=f[n+4>>2]|0;if(d|0)iOb(d);if(!(lFa(e,g,1,0)|0)){u=p;return}}ZYa(l,o)|0;u=p;return}case 2:case 1:break;default:d=2}o=(W$a(l,c+4|0)|0)+1|0;b[o>>0]=d;u=p;return}function t1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[b+4>>2]|0;g=l+-1640531527+(k<<6)+(k>>>2)^k;e=f[b+8>>2]|0;g=e+-1640531527+(g<<6)+(g>>>2)^g;h=f[a+4>>2]|0;if(!h){l=0;return l|0}d=h+-1|0;c=(d&h|0)==0;if(c)i=g&d;else if(g>>>0<h>>>0)i=g;else i=(g>>>0)%(h>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){l=0;return l|0}b=f[b>>2]|0;if(!b){l=0;return l|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(g|0);if(!(a|(c&d|0)==(i|0))){b=0;a=23;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(l|0))if((f[b+16>>2]|0)==(e|0)){a=23;break}b=f[b>>2]|0;if(!b){b=0;a=23;break}}if((a|0)==23)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(g|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(l|0))if((f[j+16>>2]|0)==(e|0)){b=j;a=23;break}}else{if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)!=(i|0)){b=0;a=23;break}}j=f[j>>2]|0;if(!j){b=0;a=23;break}}if((a|0)==23)return b|0;return 0}function u1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;d=k+20|0;b=f[d>>2]|0;if(b|0){e=k+24|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{a=c+-4|0;f[e>>2]=a;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}sOb(k);return l|0}function v1a(a,b,c){a=a|0;b=b|0;c=c|0;q1a(f[a+4>>2]|0,f[(f[a+8>>2]|0)+232>>2]|0,b,c);return}function w1a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;w=y+4|0;x=y;v=a+4|0;t=f[v>>2]|0;f[w>>2]=b;f[w+4>>2]=c;f[w+8>>2]=d;b=t1a(t+336|0,w)|0;t=b;if(!b){u=y;return}a=f[b+20>>2]|0;s=f[b+24>>2]|0;a:do if((a|0)!=(s|0)){l=e+(g<<2)|0;m=w+4|0;n=w+8|0;k=g<<2;o=k>>2;p=(o|0)==0;q=o>>>0>1073741823;r=w+8|0;i=(g|0)==0;j=((l+-4-e|0)>>>2)+1|0;if(!h)while(1){e=f[a>>2]|0;r=f[(f[e>>2]|0)+12>>2]|0;f[w>>2]=d;oh[r&1023](e,w);a=a+4|0;if((a|0)==(s|0))break a}while(1){c=f[a>>2]|0;g=f[(f[c>>2]|0)+8>>2]|0;f[w>>2]=0;f[m>>2]=0;f[n>>2]=0;if(!p){if(q)break;h=pOb(k)|0;f[m>>2]=h;f[w>>2]=h;f[r>>2]=h+(o<<2);if(!i){b=e;d=h;while(1){f[d>>2]=f[b>>2];b=b+4|0;if((b|0)==(l|0))break;else d=d+4|0}f[m>>2]=h+(j<<2)}}oh[g&1023](c,w);b=f[w>>2]|0;if(b|0){c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}a=a+4|0;if((a|0)==(s|0))break a}AMb(w)}while(0);v=(f[v>>2]|0)+336|0;f[x>>2]=t;f[w>>2]=f[x>>2];u1a(v,w)|0;u=y;return}function x1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+16|0;m=n+4|0;e=n;a=f[a+4>>2]|0;if((f[b>>2]|0)>>>0>=(f[a+828>>2]|0)>>>0){u=n;return}l=y1a(a+388|0,b)|0;k=l+4|0;a=f[k>>2]|0;if((f[l>>2]|0)!=(a|0)){f[e>>2]=a;f[m>>2]=f[e>>2];z1a(l,m,c,c+(d<<3)|0)|0;u=n;return}h=c+(d<<3)|0;f[m>>2]=0;j=m+4|0;f[j>>2]=0;f[m+8>>2]=0;b=d<<3;a=b>>3;if(!a){a=0;e=0}else{if(a>>>0>536870911)AMb(m);i=pOb(b)|0;f[j>>2]=i;f[m>>2]=i;f[m+8>>2]=i+(a<<3);e=i;if(!d)a=e;else{g=((b+-8|0)>>>3)+1|0;a=c;b=i;d=i;while(1){p=a;o=f[p+4>>2]|0;c=b;f[c>>2]=f[p>>2];f[c+4>>2]=o;a=a+8|0;d=d+8|0;if((a|0)==(h|0))break;else b=d}a=i+(g<<3)|0;f[j>>2]=a}}b=f[l>>2]|0;if(!b){d=l+8|0;b=e}else{a=f[k>>2]|0;if((a|0)!=(b|0))f[k>>2]=a+(~((a+-8-b|0)>>>3)<<3);sOb(b);d=l+8|0;f[d>>2]=0;f[k>>2]=0;f[l>>2]=0;b=f[m>>2]|0;a=f[j>>2]|0}f[l>>2]=b;f[k>>2]=a;f[d>>2]=f[m+8>>2];u=n;return}function y1a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(24)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;A1a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function z1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=f[a>>2]|0;g=l;h=(f[b>>2]|0)-g|0;o=l+(h>>3<<3)|0;k=c;p=d-k|0;j=p>>3;if((p|0)<=0){p=o;return p|0}n=a+8|0;e=f[n>>2]|0;p=a+4|0;m=f[p>>2]|0;b=m;if((j|0)<=(e-b>>3|0)){h=b-o|0;b=h>>3;if((j|0)>(b|0)){g=c+(b<<3)|0;if((g|0)==(d|0))b=m;else{e=g;b=m;do{n=e;a=f[n+4>>2]|0;f[b>>2]=f[n>>2];f[b+4>>2]=a;e=e+8|0;b=(f[p>>2]|0)+8|0;f[p>>2]=b}while((e|0)!=(d|0))}if((h|0)>0)d=g;else{p=o;return p|0}}else b=m;h=b-(o+(j<<3))|0;i=h>>3;e=o+(i<<3)|0;if(e>>>0<m>>>0){g=b;do{l=e;n=f[l+4>>2]|0;a=g;f[a>>2]=f[l>>2];f[a+4>>2]=n;e=e+8|0;g=(f[p>>2]|0)+8|0;f[p>>2]=g}while(e>>>0<m>>>0)}if(i|0)cQb(b+(0-i<<3)|0,o|0,h|0)|0;b=d-k|0;if(!b){p=o;return p|0}cQb(o|0,c|0,b|0)|0;p=o;return p|0}b=(b-g>>3)+j|0;if(b>>>0>536870911)AMb(a);j=e-g|0;g=j>>2;g=j>>3>>>0<268435455?(g>>>0<b>>>0?b:g):536870911;j=o;b=h>>3;do if(!g)i=0;else if(g>>>0>536870911)vd();else{i=pOb(g<<3)|0;break}while(0);k=i+(b<<3)|0;e=k;i=i+(g<<3)|0;if((c|0)==(d|0))b=l;else{b=c;g=k;do{l=b;m=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=m;g=e+8|0;e=g;b=b+8|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(0-(g>>3)<<3)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[p>>2]|0)-j|0;if((g|0)>0){bQb(e|0,o|0,g|0)|0;e=e+(g>>>3<<3)|0;b=f[a>>2]|0}f[a>>2]=h;f[p>>2]=e;f[n>>2]=i;if(!b){p=k;return p|0}sOb(b);p=k;return p|0}function A1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){B1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;B1a(a,b);return}function B1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function C1a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;a=f[(f[a+4>>2]|0)+364>>2]|0;if(!a)return;j=f[c>>2]|0;a:while(1){i=a;if((f[i+36>>2]|0)==(j|0))break;if((f[i+40>>2]|0)==(j|0))break;c=i+12|0;g=f[i+16>>2]|0;b:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&j;else if(j>>>0<g>>>0)h=j;else h=(j>>>0)%(g>>>0)|0;c=f[(f[c>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){if(d)while(1){g=f[c+4>>2]|0;d=(g|0)==(j|0);if(!(d|(g&e|0)==(h|0)))break b;if(d)if((f[c+8>>2]|0)==(j|0))break a;c=f[c>>2]|0;if(!c)break b}do{d=f[c+4>>2]|0;if((d|0)==(j|0)){if((f[c+8>>2]|0)==(j|0))break a}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break b}c=f[c>>2]|0}while((c|0)!=0)}}}while(0);a=f[a>>2]|0;if(!a){k=25;break}}if((k|0)==25)return;b[i+44>>0]=1;return}function D1a(a,b,c){a=a|0;b=b|0;c=c|0;a=f[a+4>>2]|0;if((f[b>>2]|0)>>>0>=(f[a+828>>2]|0)>>>0)return;b=i1a(a+408|0,b)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];f[b+20>>2]=f[c+20>>2];return}function E1a(a,b){a=a|0;b=b|0;return}function F1a(a){a=a|0;var b=0;f[a>>2]=39368;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;K3a(a);sOb(a);return}function G1a(a){a=a|0;var b=0,c=0;f[a>>2]=39368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}K3a(b);sOb(b);sOb(a);return}function H1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;i=a+4|0;c=f[i>>2]|0;a=c+116|0;h=b[a>>0]|0;if(h&4){b[a>>0]=h&-5;lQa((f[c>>2]|0)+92|0);c=f[i>>2]|0}c=f[c>>2]|0;if(d>>>0<69&(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)){g=f[(f[i>>2]|0)+4>>2]|0;f[j>>2]=f[9952];CQa(g,j);u=k;return}if((e|0)!=-2){u=k;return}if(!(nYa(c)|0)){u=k;return}f[(f[i>>2]|0)+100>>2]=g;u=k;return}function I1a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j+24|0;i=j;if((c|0)!=2){u=j;return}g=a+4|0;a=(f[g>>2]|0)+116|0;c=b[a>>0]|0;if(c&4){u=j;return}b[a>>0]=c|4;a=(f[g>>2]|0)+116|0;c=b[a>>0]|0;do if(c&8){b[a>>0]=c&-9;d=f[g>>2]|0;a=f[d>>2]|0;d=f[d+4>>2]|0;if((zSa(d)|0)<=0){Y8a(f[a+240>>2]|0);break}e=i+16|0;f[i>>2]=39772;f[i+4>>2]=a;f[e>>2]=i;b[h>>0]=1;a=d+8|0;c=f[a>>2]|0;if(c>>>0<(f[d+12>>2]|0)>>>0){f[c+16>>2]=c;h=f[e>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,c);h=f[a>>2]|0;b[c+24>>0]=1;f[a>>2]=h+32}else Qha(d+4|0,i,h);a=f[e>>2]|0;if((i|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);lQa((f[f[g>>2]>>2]|0)+104|0);u=j;return}function J1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+16|0;d=g+4|0;e=g;if(!c){u=g;return}do switch(c&-2113929217|0){case 1:{c=8;break}case 2:{c=5;break}case 3:{c=4;break}case 4:{c=6;break}case 5:{c=c>>>30|2;break}case 6:{c=9;break}case 7:{c=7;break}case 8:{c=1;break}case 9:{c=10;break}case 10:{c=0;break}case 11:{c=14;break}case 12:{c=16;break}default:{u=g;return}}while(0);a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,c);u=g;return}function K1a(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;var k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+848|0;o=w+832|0;q=w+824|0;r=w+72|0;s=w+48|0;t=w+24|0;v=w;m=a+4|0;a=f[m>>2]|0;k=a+116|0;l=b[k>>0]|0;if(l&4){b[k>>0]=l&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=w;return}n=f[(f[m>>2]|0)+4>>2]|0;a=BQa(n)|0;f[o>>2]=a;f[o+4>>2]=j;ERa(q,n,o);a=f[q>>2]|0;if(!a){i8a(r,f[(f[f[m>>2]>>2]|0)+240>>2]|0);k=f[r>>2]|0;a=r+4|0;j=f[a>>2]|0;f[r>>2]=0;f[a>>2]=0;f[q>>2]=k;k=q+4|0;l=f[k>>2]|0;f[k>>2]=j;if(l|0){iOb(l);a=f[a>>2]|0;if(a|0)iOb(a)}bRa(n,q,o)|0;a=f[q>>2]|0}else k=q+4|0;p[s>>3]=+p[d>>3];p[s+8>>3]=+p[d+8>>3];p[s+16>>3]=+p[d+16>>3];p[t>>3]=+p[e>>3];p[t+8>>3]=+p[e+8>>3];p[t+16>>3]=+p[e+16>>3];p[v>>3]=+p[g>>3];p[v+8>>3]=+p[g+8>>3];p[v+16>>3]=+p[g+16>>3];aAa(r,(c|0)==3?2:(c|0)!=1&1,s,t,v,h,i,0.0);o8a(a,r);a=f[k>>2]|0;if(a|0)iOb(a);u=w;return}function L1a(a,b,c,d,e,g,h){a=a|0;b=+b;c=+c;d=+d;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+48|0;m=p+32|0;l=p+24|0;k=p+16|0;o=p+8|0;n=p;i=a+4|0;j=f[(f[i>>2]|0)+4>>2]|0;a=BQa(j)|0;f[k>>2]=a;f[k+4>>2]=h;ERa(o,j,k);if(!(f[o>>2]|0)){i8a(m,f[(f[f[i>>2]>>2]|0)+240>>2]|0);q=f[m>>2]|0;a=m+4|0;r=f[a>>2]|0;f[m>>2]=0;f[a>>2]=0;f[o>>2]=q;q=o+4|0;h=f[q>>2]|0;f[q>>2]=r;if(h|0){iOb(h);a=f[a>>2]|0;if(a|0)iOb(a)}bRa(j,o,k)|0}if(b>=0.0)q8a(f[o>>2]|0,b)|0;if(c>=0.0)r8a(f[o>>2]|0,c)|0;if(d>=0.0)s8a(f[o>>2]|0,d)|0;h=f[i>>2]|0;a=BQa(j)|0;do if(!g){f[n>>2]=0;f[n+4>>2]=0}else{if(!e){f[n>>2]=0;f[n+4>>2]=0;break}if((g|0)!=1){f[n>>2]=0;f[n+4>>2]=0;break}r=f[h+4>>2]|0;q=f[e>>2]|0;f[l>>2]=a;f[l+4>>2]=q;sRa(m,r,l);a=f[m>>2]|0;if(!a){f[n>>2]=0;f[n+4>>2]=0}else QFa(n,a);a=f[m+4>>2]|0;if(a|0)iOb(a);if(f[n>>2]|0)p8a(f[o>>2]|0,n)|0}while(0);a=f[n+4>>2]|0;if(a|0)iOb(a);a=f[o+4>>2]|0;if(!a){u=p;return}iOb(a);u=p;return}function M1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;i=h;f[i>>2]=g;Th[f[(f[a>>2]|0)+184>>2]&127](a,c,d,e,i,(b[(f[a+4>>2]|0)+116>>0]&64)!=0);u=h;return}function N1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;d=u;u=u+48|0;h=d+32|0;i=d;g=d+8|0;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[i>>2]=e;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[c>>2];f[g+16>>2]=f[c+4>>2];f[g+20>>2]=f[c+8>>2];f[h>>2]=f[i>>2];D1a(a,h,g);u=d;return}function O1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=u;u=u+32|0;g=h;if(!e){u=h;return}if(b[d+(e+-1)>>0]|0){u=h;return}e=d+e+-1|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;if((e|0)!=(d|0)){do{d=d3a(g,d,e)|0;if(!d)break;e3a(a,c,g)|0}while((d|0)!=(e|0));if((b[g+12+11>>0]|0)<0)sOb(f[g+12>>2]|0)}d=f[g>>2]|0;if(d|0){c=g+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{a=e+-24|0;f[c>>2]=a;e=e+-12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);e=f[c>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}u=h;return}function P1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=a+4|0;a=f[h>>2]|0;i=a+116|0;j=b[i>>0]|0;if(j&4){b[i>>0]=j&-5;lQa((f[a>>2]|0)+92|0);a=f[h>>2]|0}j=f[(f[a>>2]|0)+240>>2]|0;fab(j,d,e,c,g);u9a(j);return}function Q1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l;a=a+4|0;h=f[a>>2]|0;i=h+116|0;j=b[i>>0]|0;if(j&4){b[i>>0]=j&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=l;return}f[k>>2]=c;f[k+4>>2]=d;if(aRa(f[(f[a>>2]|0)+4>>2]|0,k,e,g)|0)s1a(f[(f[f[a>>2]>>2]|0)+244>>2]|0,k,0);u=l;return}function R1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g;if(!b){u=g;return}f[e>>2]=b;f[e+4>>2]=c;m1a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,e,d&-134217729,d&134217728|0?1:2);u=g;return}function S1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+8|0;h=j+4|0;i=j;a=f[a+4>>2]|0;e=f[a>>2]|0;a=f[a+4>>2]|0;if((d|0)<11){switch(d|0){case 9:break;default:{u=j;return}}f[i>>2]=c;f[g>>2]=f[i>>2];oYa(e,g);u=j;return}if((d|0)<536870919){switch(d|0){case 11:break;default:{u=j;return}}f[h>>2]=c;f[g>>2]=f[h>>2];KQa(a,e,g)|0;u=j;return}else{switch(d|0){case 536870919:break;default:{u=j;return}}f[g>>2]=b;f[g+4>>2]=c;rRa(a,g)|0;u=j;return}}function T1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=e&268435456;if(!(h|b))return;do switch(e&-2113929217|0){case 1:{g=8;break}case 2:{g=5;break}case 3:{g=4;break}case 4:{g=6;break}case 5:{g=2;break}case 6:{g=9;break}case 7:{g=7;break}case 8:{g=1;break}case 9:{g=10;break}case 10:{g=0;break}case 11:{g=14;break}case 12:{g=16;break}default:return}while(0);g=MMa(g)|0;w1a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,g,(h>>>28|e>>>24&2)^1,b,d,c,1);return}function U1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;k=l;i=l+8|0;a=f[a+4>>2]|0;g=f[a>>2]|0;j=f[g+240>>2]|0;switch(e|0){case 1:{a=f[a+4>>2]|0;f[h>>2]=b;f[h+4>>2]=c;zRa(k,a,h);a=f[k>>2]|0;if(a|0)if(Sg[f[(f[a>>2]|0)+24>>2]&255](a,d,1)|0){g=f[(f[k>>2]|0)+44>>2]|0;a=f[g+112>>2]|0;g=f[g+116>>2]|0;if((a|0)!=(g|0))do{AKa(f[a>>2]|0)|0;a=a+4|0}while((a|0)!=(g|0));Y8a(j)}a=f[k+4>>2]|0;if(a|0)iOb(a);u=l;return}case 3:{k=f[g+244>>2]|0;f[i>>2]=c;f[h>>2]=f[i>>2];S_a(k,d,h);u=l;return}default:{u=l;return}}}function V1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=u;u=u+32|0;h=g+20|0;i=g+16|0;j=g+12|0;m=g+8|0;l=g+4|0;k=g;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[m>>2]=b;f[l>>2]=c;f[k>>2]=d;f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];c$a(a,e,j,i,h);u=g;return}function W1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;b=u;u=u+32|0;g=b+16|0;h=b+12|0;l=b+8|0;j=b+4|0;i=b;a=a+4|0;k=f[(f[a>>2]|0)+4>>2]|0;f[l>>2]=c;f[g>>2]=f[l>>2];CQa(k,g);a=f[(f[f[a>>2]>>2]|0)+244>>2]|0;f[j>>2]=c;f[i>>2]=d;f[h>>2]=f[j>>2];f[g>>2]=f[i>>2];U_a(a,e,h,g);u=b;return}function X1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;k=n+16|0;j=n;l=n+12|0;m=n+8|0;a=a+4|0;d=f[a>>2]|0;h=f[d>>2]|0;i=f[d+4>>2]|0;c=f[h+240>>2]|0;d=d+116|0;e=b[d>>0]|0;if(!(e&16)){e=BQa(i)|0;a=f[(f[a>>2]|0)+100>>2]|0;f[j>>2]=e;f[j+4>>2]=a;ERa(k,i,j);if(f[k>>2]|0)U9a(c,k,1);c=f[k+4>>2]|0;if(c|0)iOb(c)}else b[d>>0]=e&-65;j=f[h+244>>2]|0;Jkb(DSa(i)|0,j);f[l>>2]=g;f[k>>2]=f[l>>2];f[m>>2]=g;f[k>>2]=f[m>>2];h1a(j,k,12);u=n;return}function Y1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=a+4|0;a=f[e>>2]|0;g=a+116|0;h=b[g>>0]|0;if(h&4){b[g>>0]=h&-5;lQa((f[a>>2]|0)+92|0);a=f[e>>2]|0}c3a((f[a>>2]|0)+116|0,c,d);return}function Z1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;j=s+32|0;o=s+24|0;p=s+8|0;q=s;n=a+4|0;a=f[n>>2]|0;h=a+116|0;i=b[h>>0]|0;if(i&4){b[h>>0]=i&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=s;return}f[j>>2]=c;f[j+4>>2]=d;if(e|0){wRa(o,f[(f[n>>2]|0)+4>>2]|0,j);a=f[o>>2]|0;if(!a){l=pOb(24)|0;f[l+4>>2]=0;f[l+8>>2]=0;f[l>>2]=39624;m=l+12|0;mLa(m);f[o>>2]=m;m=o+4|0;a=f[m>>2]|0;f[m>>2]=l;if(a|0)iOb(a);XQa(f[(f[n>>2]|0)+4>>2]|0,o,j)|0;a=f[o>>2]|0}mLa(p);tLa(p,a);h=f[p>>2]|0;if(h|0){j=p+4|0;i=f[j>>2]|0;if((i|0)!=(h|0)){do{d=i+-16|0;f[j>>2]=d;i=f[i+-12>>2]|0;if(!i)i=d;else{iOb(i);i=f[j>>2]|0}}while((i|0)!=(h|0));h=f[p>>2]|0}sOb(h)}if(g|0){k=p+4|0;l=q+4|0;d=0;while(1){i=e+(d<<2)|0;j=d;do{j=j+1|0;m=j>>>0<g>>>0;if(!m){r=23;break}h=f[i>>2]|0}while((f[e+(j<<2)>>2]|0)==(h|0));if((r|0)==23){r=0;h=f[i>>2]|0}if((h|0)!=-1){f[p>>2]=c;f[k>>2]=h;vRa(q,f[(f[n>>2]|0)+4>>2]|0,p);if(f[q>>2]|0)nLa(a,d,j-d|0,q);h=f[l>>2]|0;if(h|0)iOb(h)}if(m)d=j;else break}}a=f[o+4>>2]|0;if(a|0)iOb(a)}u=s;return}function _1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;j=o+32|0;l=o+24|0;m=o+8|0;n=o;k=a+4|0;a=f[k>>2]|0;h=a+116|0;i=b[h>>0]|0;if(i&4){b[h>>0]=i&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=o;return}f[j>>2]=c;f[j+4>>2]=d;if(e|0){wRa(l,f[(f[k>>2]|0)+4>>2]|0,j);a=f[l>>2]|0;if(!a){i=pOb(24)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=39624;d=i+12|0;mLa(d);f[l>>2]=d;d=l+4|0;a=f[d>>2]|0;f[d>>2]=i;if(a|0)iOb(a);XQa(f[(f[k>>2]|0)+4>>2]|0,l,j)|0;a=f[l>>2]|0}mLa(m);tLa(m,a);h=f[m>>2]|0;if(h|0){j=m+4|0;i=f[j>>2]|0;if((i|0)!=(h|0)){do{d=i+-16|0;f[j>>2]=d;i=f[i+-12>>2]|0;if(!i)i=d;else{iOb(i);i=f[j>>2]|0}}while((i|0)!=(h|0));h=f[m>>2]|0}sOb(h)}if(g|0){i=m+4|0;d=n+4|0;h=0;do{j=f[e+(h*12|0)+8>>2]|0;f[m>>2]=c;f[i>>2]=j;vRa(n,f[(f[k>>2]|0)+4>>2]|0,m);if(f[n>>2]|0)nLa(a,f[e+(h*12|0)>>2]|0,f[e+(h*12|0)+4>>2]|0,n);j=f[d>>2]|0;if(j|0)iOb(j);h=h+1|0}while((h|0)!=(g|0))}a=f[l+4>>2]|0;if(a|0)iOb(a)}u=o;return}function $1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+80|0;i=m+16|0;l=m+8|0;j=m;k=a+4|0;g=f[k>>2]|0;h=g+116|0;a=b[h>>0]|0;if(a&4){b[h>>0]=a&-5;lQa((f[g>>2]|0)+92|0)}if(!c){u=m;return}f[i>>2]=f[e>>2];f[i+16>>2]=f[e+12>>2];f[i+32>>2]=f[e+24>>2];f[i+48>>2]=f[e+36>>2];f[i+4>>2]=f[e+4>>2];f[i+20>>2]=f[e+16>>2];f[i+36>>2]=f[e+28>>2];f[i+52>>2]=f[e+40>>2];f[i+8>>2]=f[e+8>>2];f[i+24>>2]=f[e+20>>2];f[i+40>>2]=f[e+32>>2];f[i+56>>2]=f[e+44>>2];f[i+12>>2]=0;f[i+28>>2]=0;f[i+44>>2]=0;f[i+60>>2]=1065353216;f[l>>2]=c;f[l+4>>2]=d;g=f[(f[k>>2]|0)+4>>2]|0;IIa(j,i);g=UQa(g,j,l)|0;a=f[j+4>>2]|0;if(a|0)iOb(a);if(g)o1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,l,0);u=m;return}function a2a(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;r=s+24|0;p=s+16|0;q=s;n=a+4|0;a=f[n>>2]|0;j=a+116|0;k=b[j>>0]|0;if(k&4){b[j>>0]=k&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=s;return}f[r>>2]=0;o=r+4|0;f[o>>2]=0;f[r+8>>2]=0;if(!g)a=0;else{fEa(r,g);a=f[r>>2]|0}bQb(a|0,i|0,g*12|0)|0;i=h+(e<<2)|0;f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;l=h;a=e<<2;j=a>>2;if(j|0){if(j>>>0>1073741823)AMb(q);g=pOb(a)|0;f[m>>2]=g;f[q>>2]=g;f[q+8>>2]=g+(j<<2);if(e|0){k=i+-4|0;a=h;j=g;while(1){f[j>>2]=f[a>>2];a=a+4|0;if((a|0)==(i|0))break;else j=j+4|0}f[m>>2]=g+(((k-l|0)>>>2)+1<<2)}}jqb(p,r,q);a=f[q>>2]|0;if(a|0){j=f[m>>2]|0;if((j|0)!=(a|0))f[m>>2]=j+(~((j+-4-a|0)>>>2)<<2);sOb(a)}a=f[(f[n>>2]|0)+4>>2]|0;f[q>>2]=c;f[q+4>>2]=d;cRa(a,p,q)|0;a=f[p+4>>2]|0;if(a|0)iOb(a);a=f[r>>2]|0;if(a|0){j=f[o>>2]|0;if((j|0)!=(a|0))f[o>>2]=j+(~(((j+-12-a|0)>>>0)/12|0)*12|0);sOb(a)}u=s;return}function b2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+64|0;r=w+56|0;s=w+16|0;t=w+8|0;v=w;q=a+4|0;h=f[q>>2]|0;a=h+116|0;g=b[a>>0]|0;if(g&4){b[a>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=w;return}Rpb(r);a=f[e>>2]|0;i=f[e+4>>2]|0;if((a|0)!=(i|0)){j=s+24|0;k=s+16|0;l=s+4|0;m=t+4|0;n=v+4|0;o=t+4|0;p=v+4|0;do{Gpb(s);h=a+16|0;g=f[h>>2]|0;if(g&2){Jpb(s,1);g=f[h>>2]|0}if(g&1|0)Hpb(s,1);g=f[a+12>>2]|0;if(g|0){f[t>>2]=c;f[o>>2]=g;uRa(v,f[(f[q>>2]|0)+4>>2]|0,t);if(f[v>>2]|0)Ipb(s,v);g=f[p>>2]|0;if(g|0)iOb(g)}g=f[a>>2]|0;e=f[a+4>>2]|0;if((g|0)!=(e|0))do{h=f[g>>2]|0;f[t>>2]=c;f[m>>2]=h;FRa(v,f[(f[q>>2]|0)+4>>2]|0,t);if(f[v>>2]|0)Kpb(s,v);h=f[n>>2]|0;if(h|0)iOb(h);g=g+4|0}while((g|0)!=(e|0));eqb(f[r>>2]|0,s);g=f[j>>2]|0;if(g|0)iOb(g);g=f[k>>2]|0;if(g|0)iOb(g);g=f[s>>2]|0;if(g|0){h=f[l>>2]|0;if((h|0)!=(g|0)){do{e=h+-8|0;f[l>>2]=e;h=f[h+-4>>2]|0;if(!h)h=e;else{iOb(h);h=f[l>>2]|0}}while((h|0)!=(g|0));g=f[s>>2]|0}sOb(g)}a=a+20|0}while((a|0)!=(i|0))}a=f[(f[q>>2]|0)+4>>2]|0;f[s>>2]=c;f[s+4>>2]=d;dRa(a,r,s)|0;a=f[r+4>>2]|0;if(a|0)iOb(a);u=w;return}function c2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;h=n+24|0;i=n+8|0;j=n;k=a+4|0;l=f[k>>2]|0;m=l+116|0;g=b[m>>0]|0;if(g&4){b[m>>0]=g&-5;lQa((f[l>>2]|0)+92|0)}if(!c){u=n;return}PHa(h);g=f[e+4>>2]|0;l=f[e+8>>2]|0;m=f[e+12>>2]|0;f[i>>2]=f[e>>2];f[i+4>>2]=g;f[i+8>>2]=l;f[i+12>>2]=m;_Ha(f[h>>2]|0,i);f[j>>2]=c;f[j+4>>2]=d;if(WQa(f[(f[k>>2]|0)+4>>2]|0,h,j)|0){n1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,j,0);I2a(f[k>>2]|0,a)}a=f[h+4>>2]|0;if(a|0)iOb(a);u=n;return}function d2a(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=+h;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+96|0;w=z+72|0;t=z+64|0;x=z+56|0;n=z+40|0;v=z+32|0;r=z+8|0;s=z;y=a+4|0;o=f[y>>2]|0;p=o+116|0;q=b[p>>0]|0;if(q&4){b[p>>0]=q&-5;lQa((f[o>>2]|0)+92|0)}if(!c){u=z;return}PHa(x);o=f[e+4>>2]|0;p=f[e+8>>2]|0;q=f[e+12>>2]|0;f[n>>2]=f[e>>2];f[n+4>>2]=o;f[n+8>>2]=p;f[n+12>>2]=q;_Ha(f[x>>2]|0,n);$Ha(f[x>>2]|0,i);aIa(f[x>>2]|0,h);bIa(f[x>>2]|0,g);if((l|0)!=0&(m|0)!=0){DDa(w,f[l+8>>2]|0);m=f[l+4>>2]|0;if(m|0){f[t>>2]=c;f[t+4>>2]=m;uRa(v,f[(f[y>>2]|0)+4>>2]|0,t);m=f[v>>2]|0;if(m|0){e=f[x>>2]|0;f[r>>2]=f[m>>2];f[r+8>>2]=f[m+16>>2];f[r+16>>2]=f[m+48>>2];f[r+4>>2]=f[m+4>>2];f[r+12>>2]=f[m+20>>2];f[r+20>>2]=f[m+52>>2];YHa(e,r)}m=f[v+4>>2]|0;if(m|0)iOb(m)}l=f[l>>2]|0;f[t>>2]=c;f[t+4>>2]=l;sRa(v,f[(f[y>>2]|0)+4>>2]|0,t);if(f[v>>2]|0){Lwb(r);FDa(w,r);PFa(s,f[v>>2]|0,r);if(f[s>>2]|0){uIa(f[x>>2]|0,f[w+16>>2]|0);XHa(f[x>>2]|0,s)}m=f[s+4>>2]|0;if(m|0)iOb(m)}m=f[v+4>>2]|0;if(m|0)iOb(m)}m=f[y>>2]|0;do if(!k){f[v>>2]=0;f[v+4>>2]=0}else{if(!j){f[v>>2]=0;f[v+4>>2]=0;break}if((k|0)!=1){f[v>>2]=0;f[v+4>>2]=0;break}m=f[m+4>>2]|0;k=f[j>>2]|0;f[t>>2]=c;f[t+4>>2]=k;sRa(w,m,t);m=f[w>>2]|0;if(!m){f[v>>2]=0;f[v+4>>2]=0}else QFa(v,m);m=f[w+4>>2]|0;if(m|0)iOb(m);if(f[v>>2]|0)WHa(f[x>>2]|0,v)}while(0);m=f[v+4>>2]|0;if(m|0)iOb(m);f[w>>2]=c;f[w+4>>2]=d;if(WQa(f[(f[y>>2]|0)+4>>2]|0,x,w)|0){n1a(f[(f[f[y>>2]>>2]|0)+244>>2]|0,w,0);I2a(f[y>>2]|0,a)}m=f[x+4>>2]|0;if(m|0)iOb(m);u=z;return}function e2a(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r,s,t,v){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=+p;q=+q;r=+r;s=+s;t=+t;v=v|0;var w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+112|0;z=D+88|0;A=D+96|0;m=D+72|0;y=D+64|0;B=D+40|0;x=D+32|0;l=D+24|0;w=D;f[z>>2]=c;C=a+4|0;n=f[C>>2]|0;v=n+116|0;k=b[v>>0]|0;if(k&4){b[v>>0]=k&-5;lQa((f[n>>2]|0)+92|0)}if(!c){u=D;return}PHa(A);oIa(f[A>>2]|0,1);v=f[o+4>>2]|0;k=f[o+8>>2]|0;c=f[o+12>>2]|0;f[m>>2]=f[o>>2];f[m+4>>2]=v;f[m+8>>2]=k;f[m+12>>2]=c;_Ha(f[A>>2]|0,m);f[y>>2]=z;f[y+4>>2]=a;if(e|0){DDa(B,f[e+8>>2]|0);uIa(f[A>>2]|0,f[B+16>>2]|0);m=f[e+4>>2]|0;if(m|0){f[x>>2]=f[z>>2];f[x+4>>2]=m;uRa(l,f[(f[C>>2]|0)+4>>2]|0,x);m=f[l>>2]|0;if(m|0){o=f[A>>2]|0;f[w>>2]=f[m>>2];f[w+8>>2]=f[m+16>>2];f[w+16>>2]=f[m+48>>2];f[w+4>>2]=f[m+4>>2];f[w+12>>2]=f[m+20>>2];f[w+20>>2]=f[m+52>>2];YHa(o,w)}m=f[l+4>>2]|0;if(m|0)iOb(m)}Z2a(x,y,e);if(f[x>>2]|0)XHa(f[A>>2]|0,x);m=f[x+4>>2]|0;if(m|0)iOb(m)}if(g|0){Z2a(B,y,g);if(f[B>>2]|0)wIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}if(h|0){Z2a(B,y,h);if(f[B>>2]|0)yIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}if((i|0)!=0|(j|0)!=0){Z2a(B,y,i);if(f[B>>2]|0)xIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}qIa(f[A>>2]|0,q);rIa(f[A>>2]|0,r);f[B>>2]=f[z>>2];f[B+4>>2]=d;if(WQa(f[(f[C>>2]|0)+4>>2]|0,A,B)|0){n1a(f[(f[f[C>>2]>>2]|0)+244>>2]|0,B,0);I2a(f[C>>2]|0,a)}m=f[A+4>>2]|0;if(m|0)iOb(m);u=D;return}function f2a(a,b,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0;s=u;u=u+64|0;r=s;f[r>>2]=b;f[r+4>>2]=c;c=r+8|0;f[c>>2]=d;f[c+4>>2]=e;f[r+16>>2]=g;f[r+20>>2]=h;f[r+24>>2]=i;f[r+28>>2]=j;f[r+32>>2]=k;f[r+36>>2]=l;f[r+40>>2]=m;f[r+44>>2]=n;f[r+48>>2]=o;f[r+52>>2]=p;f[r+56>>2]=q;if(J2a(a,r)|0){u=s;return}a=f[a+4>>2]|0;m=a+108|0;b=f[m>>2]|0;if((b|0)==(f[a+112>>2]|0)){Y2a(a+104|0,r);u=s;return}else{a=r;l=b+64|0;do{f[b>>2]=f[a>>2];b=b+4|0;a=a+4|0}while((b|0)<(l|0));f[m>>2]=(f[m>>2]|0)+64;u=s;return}}function g2a(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;r=A+56|0;z=A+40|0;q=A+48|0;s=A+16|0;y=A+24|0;v=A+8|0;w=A;x=a+4|0;a=f[x>>2]|0;o=a+116|0;p=b[o>>0]|0;if(p&4){b[o>>0]=p&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=A;return}t=f[(f[x>>2]|0)+4>>2]|0;f[q>>2]=c;f[r>>2]=f[q>>2];IQa(z,t,r);a=f[z>>2]|0;if(a|0){f[s>>2]=d;f[y>>2]=i;f[y+4>>2]=j;f[y+8>>2]=k;f[y+12>>2]=m;f[r>>2]=f[s>>2];YFa(a,r,y)}f[r>>2]=c;f[r+4>>2]=d;LRa(y,t,r);o=v+4|0;p=w+4|0;if((e|0)!=-1){d=BQa(t)|0;f[v>>2]=d;f[o>>2]=e;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,0,w);a=f[p>>2]|0;if(a|0)iOb(a)}if((g|0)!=-1){e=BQa(t)|0;f[v>>2]=e;f[o>>2]=g;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,1,w);a=f[p>>2]|0;if(a|0)iOb(a)}if((h|0)!=-1){g=BQa(t)|0;f[v>>2]=g;f[o>>2]=h;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,2,w);a=f[p>>2]|0;if(a|0)iOb(a)}o=v+4|0;p=w+4|0;if(i|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=i;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,0,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(j|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=j;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,1,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(k|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=k;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,2,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(l|0){f[v>>2]=c;f[v+4>>2]=l;GRa(w,t,v);if(f[w>>2]|0)OKa(f[y>>2]|0,w);a=f[w+4>>2]|0;if(a|0)iOb(a)}if((m|0)!=-1){o=f[y>>2]|0;a=b[o+193>>0]|0;if(!(a&1)){HJa(o,1,(m&1|0)!=0,0)|0;o=f[y>>2]|0;a=b[o+193>>0]|0}if(!(a&2)){HJa(o,2,(m&2|0)!=0,0)|0;o=f[y>>2]|0;a=b[o+193>>0]|0}if(!(a&4))HJa(o,4,(m&4|0)!=0,0)|0}K2a(f[y>>2]|0,n);if(f[(f[y>>2]|0)+4>>2]|0)Y8a(f[(f[f[x>>2]>>2]|0)+240>>2]|0);a=f[y+4>>2]|0;if(a|0)iOb(a);a=f[z+4>>2]|0;if(a|0)iOb(a);u=A;return}function h2a(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=+e;g=+g;h=+h;i=+i;j=j|0;var k=0,l=0,m=0;l=u;u=u+16|0;k=l+8|0;m=l;f[k>>2]=c;f[k+4>>2]=d;a=a+4|0;BRa(m,f[(f[a>>2]|0)+4>>2]|0,k);c=(f[m>>2]|0)==0;d=f[m+4>>2]|0;if(d|0)iOb(d);if(!c){u=l;return}m=V2a((f[a>>2]|0)+80|0,k)|0;n[m>>2]=e;n[m+4>>2]=g;n[m+8>>2]=h;n[m+12>>2]=i;b[m+16>>0]=(j|0)==1&1;u=l;return}function i2a(a,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;y=E+48|0;w=E+40|0;x=E+28|0;B=E+16|0;C=E+8|0;s=E;D=a+4|0;p=f[D>>2]|0;q=p+116|0;r=b[q>>0]|0;if(r&4){b[q>>0]=r&-5;lQa((f[p>>2]|0)+92|0)}if(!c){u=E;return}t=f[(f[D>>2]|0)+4>>2]|0;f[y>>2]=c;f[y+4>>2]=d;f[w>>2]=0;A=w+4|0;f[A>>2]=0;v=(e|0)!=0;do if(v){f[x>>2]=c;f[x+4>>2]=e;zRa(B,t,x);if(!(f[B>>2]|0)){p=f[B+4>>2]|0;if(p|0)iOb(p);break}uMa(C,B);q=f[C>>2]|0;p=C+4|0;z=f[p>>2]|0;f[C>>2]=0;f[p>>2]=0;f[w>>2]=q;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);p=f[p>>2]|0;if(p|0)iOb(p)}if(g|0){f[C>>2]=c;f[C+4>>2]=g;uRa(s,t,C);z=f[s>>2]|0;q=z;if(!z)p=s+4|0;else{r=f[w>>2]|0;p=s+4|0;n=f[p>>2]|0;if(n|0)gOb(n);f[r+36>>2]=q;z=r+40|0;q=f[z>>2]|0;f[z>>2]=n;if(q)iOb(q)}p=f[p>>2]|0;if(p|0)iOb(p)}p=f[B+4>>2]|0;if(p|0)iOb(p);z=26}else{tMa(x);q=f[x>>2]|0;p=x+4|0;z=f[p>>2]|0;f[x>>2]=0;f[p>>2]=0;f[w>>2]=q;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);p=f[p>>2]|0;if(p|0)iOb(p)}JMa(f[(f[w>>2]|0)+44>>2]|0,t,0);z=f[w>>2]|0;f[x>>2]=f[n>>2];f[x+4>>2]=f[n+4>>2];f[x+8>>2]=f[n+8>>2];f[B>>2]=f[o>>2];f[B+4>>2]=f[o+4>>2];f[B+8>>2]=f[o+8>>2];KMa(f[z+44>>2]|0,x,B);z=26}while(0);if((z|0)==26){n=x+4|0;o=B+4|0;if((h|0)!=-1){f[x>>2]=c;f[n>>2]=h;vRa(B,t,x);h=f[B>>2]|0;p=h;if(h|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+4>>2]=p;h=q+8|0;p=f[h>>2]|0;f[h>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}if((i|0)!=-1){f[x>>2]=c;f[n>>2]=i;vRa(B,t,x);i=f[B>>2]|0;p=i;if(i|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+12>>2]=p;i=q+16|0;p=f[i>>2]|0;f[i>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}if((j|0)!=-1){f[x>>2]=c;f[n>>2]=j;vRa(B,t,x);j=f[B>>2]|0;p=j;if(j|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+20>>2]=p;j=q+24|0;p=f[j>>2]|0;f[j>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}f[x>>2]=k;f[x+4>>2]=l;f[x+8>>2]=m;n=B+4|0;o=C+4|0;if(!k)r=0;else{f[B>>2]=c;f[n>>2]=k;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);r=(f[C>>2]|0)!=0;p=f[o>>2]|0;if(p|0)iOb(p)}if(l){f[B>>2]=c;f[n>>2]=l;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);p=(f[C>>2]|0)!=0;q=f[o>>2]|0;if(q|0)iOb(q);r=r|p}if(!m){if(r)z=40}else{f[B>>2]=c;f[n>>2]=m;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);q=(f[C>>2]|0)!=0;p=f[o>>2]|0;if(p|0)iOb(p);if(r|q)z=40}if((z|0)==40){m=f[(f[D>>2]|0)+4>>2]|0;l=pOb(24)|0;f[l+4>>2]=0;f[l+8>>2]=0;f[l>>2]=39568;k=l+12|0;f[k>>2]=f[x>>2];f[k+4>>2]=f[x+4>>2];f[k+8>>2]=f[x+8>>2];p=B+4|0;f[B>>2]=k;f[p>>2]=l;YQa(m,B,y)|0;p=f[p>>2]|0;if(p|0)iOb(p)}if(_Qa(t,w,y)|0){if(v){f[x>>2]=c;f[x+4>>2]=e;zRa(B,t,x);p=f[D>>2]|0;if(!(b[(f[(f[B>>2]|0)+44>>2]|0)+148>>0]&2)){o=G2a(p+60|0,x)|0;g=G2a((f[D>>2]|0)+60|0,y)|0;y=f[o>>2]|0;p=y;if(!y){n=pOb(24)|0;f[n+4>>2]=0;f[n+8>>2]=0;f[n>>2]=39596;r=n+12|0;f[r>>2]=0;f[n+16>>2]=0;f[n+20>>2]=0;f[g>>2]=r;p=g+4|0;q=f[p>>2]|0;f[p>>2]=n;if(!q){p=n;q=n;z=55}else{iOb(q);p=f[p>>2]|0;r=f[g>>2]|0;q=p;if(p)z=55}if((z|0)==55)gOb(p);f[o>>2]=r;z=o+4|0;p=f[z>>2]|0;f[z>>2]=q;if(p|0)iOb(p);p=f[g>>2]|0;f[C>>2]=e;q=p+4|0;r=f[q>>2]|0;if(r>>>0<(f[p+8>>2]|0)>>>0){f[r>>2]=e;f[q>>2]=r+4}else H2a(p,C)}else{q=f[o+4>>2]|0;if(q|0)gOb(q);f[g>>2]=p;e=g+4|0;p=f[e>>2]|0;f[e>>2]=q;if(p|0)iOb(p)}p=f[g>>2]|0;f[C>>2]=d;q=p+4|0;r=f[q>>2]|0;if(r>>>0<(f[p+8>>2]|0)>>>0){f[r>>2]=d;f[q>>2]=r+4}else H2a(p,C)}else v1a(f[(f[p>>2]|0)+244>>2]|0,y,0);p=f[B+4>>2]|0;if(p|0)iOb(p)}I2a(f[D>>2]|0,a)}}p=f[A>>2]|0;if(p|0)iOb(p);u=E;return}function j2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;m=p+32|0;o=p+24|0;n=p+16|0;l=p;f[m>>2]=b;f[m+4>>2]=c;if(!b){u=p;return}if(!((d|0)!=0&g>>>0<e>>>0)){u=p;return}k=f[(f[a+4>>2]|0)+4>>2]|0;j=f[d+(g<<2)>>2]|0;f[n>>2]=b;f[n+4>>2]=j;zRa(o,k,n);if(f[o>>2]|0){h=d+(e<<2)|0;f[l>>2]=0;j=l+4|0;f[j>>2]=0;f[l+8>>2]=0;i=d;a=e<<2;c=a>>2;if(c|0){if(c>>>0>1073741823)AMb(l);g=pOb(a)|0;f[j>>2]=g;f[l>>2]=g;f[l+8>>2]=g+(c<<2);b=h+-4|0;a=d;c=g;while(1){f[c>>2]=f[a>>2];a=a+4|0;if((a|0)==(h|0))break;else c=c+4|0}f[j>>2]=g+(((b-i|0)>>>2)+1<<2)}zMa(n,k,l,o);a=f[l>>2]|0;if(a|0){c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}if(f[n>>2]|0)_Qa(k,n,m)|0;a=f[n+4>>2]|0;if(a|0)iOb(a)}a=f[o+4>>2]|0;if(a|0)iOb(a);u=p;return}function k2a(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;v=E+48|0;D=E+40|0;A=E+32|0;B=E+24|0;C=E+16|0;x=E+8|0;y=E;z=a+4|0;a=f[z>>2]|0;s=a+116|0;t=b[s>>0]|0;if(t&4){b[s>>0]=t&-5;lQa((f[a>>2]|0)+92|0)}if((c|0)==0|(g|0)==0|(h|0)==0){u=E;return}t=k+j|0;w=t+l|0;if(!w){u=E;return}f[v>>2]=c;f[v+4>>2]=d;zRa(D,f[(f[z>>2]|0)+4>>2]|0,v);if(f[D>>2]|0){switch(e&3){case 2:{a=2;s=8;break}case 1:{a=1;s=8;break}default:{a=0;s=9}}if((s|0)==8)if(e&4)s=9;if((s|0)==9)a=a|4;if(e&268435456)a=e>>>2&64|e>>>1&8|e>>>3&512|a|4096;if(e&536870912)a=e>>>2&128|e>>>1&16|e>>>3&1024|a|8192;if(e&1073741824)a=e>>31&32768|e>>>2&256|e>>>1&32|e>>>3&2048|a|16384;f[A>>2]=a|e&196608;a=lMa(A)|0;f[B>>2]=0;s=B+4|0;f[s>>2]=0;a=X(a,h)|0;if(yLa((f[(f[D>>2]|0)+44>>2]|0)+68|0,a,g,w,i)|0){deb((f[z>>2]|0)+12|0,a<<2,B,C,64);ELa((f[(f[D>>2]|0)+44>>2]|0)+68|0,f[C>>2]|0,B)|0;a=f[(f[D>>2]|0)+44>>2]|0;f[a+108>>2]=h;pMa(a,0,j);pMa(f[(f[D>>2]|0)+44>>2]|0,1,k);pMa(f[(f[D>>2]|0)+44>>2]|0,2,l);qMa(f[(f[D>>2]|0)+44>>2]|0,0,0);qMa(f[(f[D>>2]|0)+44>>2]|0,1,j);qMa(f[(f[D>>2]|0)+44>>2]|0,2,t);IDa(f[(f[D>>2]|0)+44>>2]|0,0,m,n);IDa(f[(f[D>>2]|0)+44>>2]|0,1,o,p);IDa(f[(f[D>>2]|0)+44>>2]|0,2,q,r);f[x>>2]=0;a=x+4|0;f[a>>2]=0;deb((f[z>>2]|0)+36|0,w<<1,x,y,64);ELa((f[(f[D>>2]|0)+44>>2]|0)+68|0,f[y>>2]|0,x)|0;nMa(f[(f[D>>2]|0)+44>>2]|0,x);oMa(f[(f[D>>2]|0)+44>>2]|0,f[y>>2]|0);a=f[a>>2]|0;if(a|0)iOb(a);l=f[(f[D>>2]|0)+44>>2]|0;f[l+52>>2]=f[A>>2];rMa(l,B,f[C>>2]|0);JMa(f[(f[D>>2]|0)+44>>2]|0,f[(f[z>>2]|0)+4>>2]|0,1);D2a(f[z>>2]|0,D);if(LMa(f[(f[D>>2]|0)+44>>2]|0,0,0,0)|0)u9a(f[(f[f[z>>2]>>2]|0)+240>>2]|0)}a=f[s>>2]|0;if(a|0)iOb(a)}a=f[D+4>>2]|0;if(a|0)iOb(a);u=E;return}function l2a(a,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;r=y+24|0;x=y+16|0;t=y+12|0;v=y+8|0;w=y;s=a+4|0;a=f[s>>2]|0;p=a+116|0;q=b[p>>0]|0;if(q&4){b[p>>0]=q&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=y;return}h=h+g|0;q=h+i|0;if(!q){u=y;return}f[r>>2]=c;f[r+4>>2]=d;zRa(x,f[(f[s>>2]|0)+4>>2]|0,r);a=f[x>>2]|0;do if(a|0){a=f[(f[a+44>>2]|0)+12>>2]|0;if(a|0)if(f[a>>2]|0)break;switch(e&3){case 2:{a=2;p=10;break}case 1:{a=1;p=10;break}default:{a=0;p=11}}if((p|0)==10)if(e&4)p=11;if((p|0)==11)a=a|4;if(e&268435456)a=e>>>2&64|e>>>1&8|e>>>3&512|a|4096;if(e&536870912)a=e>>>2&128|e>>>1&16|e>>>3&1024|a|8192;if(e&1073741824)a=e>>31&32768|e>>>2&256|e>>>1&32|e>>>3&2048|a|16384;f[t>>2]=a|e&196608;a=lMa(t)|0;if(xLa((f[(f[x>>2]|0)+44>>2]|0)+68|0,X(a,q)|0,0)|0){IDa(f[(f[x>>2]|0)+44>>2]|0,0,j,k);IDa(f[(f[x>>2]|0)+44>>2]|0,1,l,m);IDa(f[(f[x>>2]|0)+44>>2]|0,2,n,o);l=f[(f[x>>2]|0)+44>>2]|0;f[l+52>>2]=f[t>>2];f[l+108>>2]=q;qMa(l,0,0);qMa(f[(f[x>>2]|0)+44>>2]|0,1,g);qMa(f[(f[x>>2]|0)+44>>2]|0,2,h);pMa(f[(f[x>>2]|0)+44>>2]|0,0,0);pMa(f[(f[x>>2]|0)+44>>2]|0,1,0);pMa(f[(f[x>>2]|0)+44>>2]|0,2,0);f[v>>2]=0;f[w>>2]=0;l=w+4|0;f[l>>2]=0;deb((f[s>>2]|0)+12|0,X(q<<2,a)|0,w,v,64);rMa(f[(f[x>>2]|0)+44>>2]|0,w,f[v>>2]|0);a=f[l>>2]|0;if(a|0)iOb(a)}}while(0);a=f[x+4>>2]|0;if(a|0)iOb(a);u=y;return}function m2a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+16|0;j=s+8|0;r=s;q=a+4|0;h=f[q>>2]|0;i=h+116|0;a=b[i>>0]|0;if(a&4){b[i>>0]=a&-5;lQa((f[h>>2]|0)+92|0)}if((c|0)==0|(e|0)==0|(g|0)==0){u=s;return}f[j>>2]=c;f[j+4>>2]=d;zRa(r,f[(f[q>>2]|0)+4>>2]|0,j);a=f[r>>2]|0;do if(a|0){a=f[a+44>>2]|0;h=f[a+12>>2]|0;if(h|0)if(f[h>>2]|0)break;h=lMa(a+52|0)|0;i=h<<2;a=(g>>>0)/(i>>>0)|0;if((X(a,i)|0)==(g|0)){c=f[(f[r>>2]|0)+44>>2]|0;d=f[c+108>>2]|0;j=f[c+40>>2]|0;k=f[c+44>>2]|0;l=f[c+24>>2]|0;m=f[c+28>>2]|0;n=f[c+32>>2]|0;p=m+l+n|0;o=d-p|0;o=a>>>0>o>>>0?o:a;if(o|0){a=j-l|0;a=a>>>0<o>>>0?a:o;t=o-a|0;j=k-j-m|0;j=j>>>0<t>>>0?j:t;m=t-j|0;n=d-k-n|0;pMa(c,0,a+l|0);l=f[(f[r>>2]|0)+44>>2]|0;pMa(l,1,(f[l+28>>2]|0)+j|0);l=f[(f[r>>2]|0)+44>>2]|0;pMa(l,2,(f[l+32>>2]|0)+(n>>>0<m>>>0?n:m)|0);BLa((f[(f[r>>2]|0)+44>>2]|0)+68|0,X(p,h)|0,X(o,h)|0,e)|0;n=f[f[(f[r>>2]|0)+44>>2]>>2]|0;oub(f[n>>2]|0,(f[n+8>>2]|0)+(X(p,i)|0)|0,g,e);if((o+p|0)>>>0>=d>>>0)JMa(f[(f[r>>2]|0)+44>>2]|0,f[(f[q>>2]|0)+4>>2]|0,1);a=f[(f[r>>2]|0)+44>>2]|0;if(b[a+148>>0]&2){D2a(f[q>>2]|0,r);a=f[(f[r>>2]|0)+44>>2]|0}if(LMa(a,p,o,0)|0)u9a(f[(f[f[q>>2]>>2]|0)+240>>2]|0)}}}while(0);a=f[r+4>>2]|0;if(a|0)iOb(a);u=s;return}function n2a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+20|0;j=m+4|0;k=m+16|0;l=m;a=a+4|0;h=f[a>>2]|0;e=h+116|0;g=b[e>>0]|0;if(g&4){b[e>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if((c|0)==0|(d|0)==0){u=m;return 0}h=pOb(72)|0;e=f[(f[a>>2]|0)+4>>2]|0;f[i>>2]=f[d+16>>2];f[i+4>>2]=f[d+20>>2];f[i+8>>2]=f[d+24>>2];f[j>>2]=f[d+28>>2];f[j+4>>2]=f[d+32>>2];f[j+8>>2]=f[d+36>>2];epb(h,e,d,i,j,f[d+8>>2]|0);A2a(f[a>>2]|0,d,h);e=f[(f[a>>2]|0)+4>>2]|0;f[k>>2]=c;f[l>>2]=h;f[i>>2]=f[k>>2];MRa(e,i,l)|0;e=f[l>>2]|0;f[l>>2]=0;if(!e){u=m;return 0}TFa(e);sOb(e);u=m;return 0}function o2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;m=h+4|0;l=h;k=f[(f[a+4>>2]|0)+4>>2]|0;f[m>>2]=e;e=BQa(k)|0;f[l>>2]=e;f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];e=EQa(k,j,i)|0;Th[f[(f[a>>2]|0)+180>>2]&127](a,b,c,d,e,g?0:2);u=h;return}function p2a(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+64|0;m=v+36|0;t=v+40|0;s=v+24|0;p=v+16|0;q=v+8|0;n=v;f[m>>2]=g;o=a+4|0;a=f[o>>2]|0;g=a+116|0;l=b[g>>0]|0;if(l&4){b[g>>0]=l&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=v;return}kvb(t);hvb(s);if(((ODa(e,m,t,s,h,i,j)|0)+-1|0)>>>0>=4){f[p>>2]=c;f[p+4>>2]=d;sRa(q,f[(f[o>>2]|0)+4>>2]|0,p);a=f[q>>2]|0;c=(a|0)!=0;if(c)r=11;else{qFa(n,f[(f[o>>2]|0)+4>>2]|0);a=f[n>>2]|0;l=n+4|0;m=f[l>>2]|0;f[n>>2]=0;f[l>>2]=0;f[q>>2]=a;a=q+4|0;g=f[a>>2]|0;f[a>>2]=m;if(g|0){iOb(g);g=f[l>>2]|0;if(g|0)iOb(g)}if(TQa(f[(f[o>>2]|0)+4>>2]|0,q,p)|0){a=f[q>>2]|0;r=11}}if((r|0)==11){OFa(a,k);if(f[t>>2]|0)LFa(f[q>>2]|0,t);if(f[s>>2]|0)MFa(f[q>>2]|0,s);if(c){r=(f[o>>2]|0)+116|0;b[r>>0]=b[r>>0]|8}r1a(f[(f[f[o>>2]>>2]|0)+244>>2]|0,p,0);a=q+4|0}a=f[a>>2]|0;if(a|0)iOb(a)}a=f[s>>2]|0;f[s>>2]=0;if(a|0)tOb(a);a=f[t>>2]|0;f[t>>2]=0;if(a|0)tOb(a);u=v;return}function q2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n+24|0;l=n+16|0;m=n+8|0;j=n;k=a+4|0;h=f[k>>2]|0;a=h+116|0;g=b[a>>0]|0;if(g&4){b[a>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=n;return}f[i>>2]=c;f[i+4>>2]=e;sRa(l,f[(f[k>>2]|0)+4>>2]|0,i);if(f[l>>2]|0){f[m>>2]=c;f[m+4>>2]=d;g=f[(f[k>>2]|0)+4>>2]|0;xFa(j,l);g=TQa(g,j,m)|0;a=f[j+4>>2]|0;if(a|0)iOb(a);if(g)r1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,m,0)}a=f[l+4>>2]|0;if(a|0)iOb(a);u=n;return}function r2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+8|0;e=h+4|0;g=h;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(c){f[e>>2]=b;f[d>>2]=f[e>>2];C1a(a,d)}f[g>>2]=b;f[d>>2]=f[g>>2];h1a(a,d,13);u=h;return}function s2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+8|0;e=h+4|0;g=h;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(c){f[e>>2]=b;f[d>>2]=f[e>>2];C1a(a,d)}f[g>>2]=b;f[d>>2]=f[g>>2];h1a(a,d,15);u=h;return}function t2a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+12|0;g=k+8|0;i=k+4|0;j=k;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(e){f[g>>2]=b;f[h>>2]=f[g>>2];C1a(a,h);c=0;d=0}f[i>>2]=b;f[h>>2]=f[i>>2];x1a(a,h,c,d);f[j>>2]=b;f[h>>2]=f[j>>2];h1a(a,h,11);u=k;return}function u2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,17);u=c;return}function v2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=a+4|0;z2a(f[a>>2]|0);a=f[(f[f[a>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,18);u=c;return}function w2a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;m=s+24|0;l=s+20|0;o=s+16|0;p=s+12|0;q=s+8|0;r=s+4|0;n=s;a=a+4|0;i=f[a>>2]|0;j=i+116|0;k=b[j>>0]|0;if(k&4){b[j>>0]=k&-5;lQa((f[i>>2]|0)+92|0)}if((d|0)==0|(e|0)==0){u=s;return}k=f[(f[a>>2]|0)+4>>2]|0;f[o>>2]=e;f[m>>2]=f[o>>2];CQa(k,m);f[p>>2]=d;f[q>>2]=e;f[l>>2]=f[p>>2];f[m>>2]=f[q>>2];if(!(JQa(k,c,l,m,g,h)|0)){u=s;return}q=f[(f[f[a>>2]>>2]|0)+244>>2]|0;p=f[(f[q>>2]|0)+12>>2]|0;f[m>>2]=d;f[m+4>>2]=e;oh[p&1023](q,m);q=(f[f[a>>2]>>2]|0)+152|0;f[r>>2]=d;f[n>>2]=e;f[l>>2]=f[r>>2];f[m>>2]=f[n>>2];ima(q,c,l,m);u9a(f[(f[f[a>>2]>>2]|0)+240>>2]|0);u=s;return}function x2a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+832|0;s=B+820|0;v=B+808|0;z=B+800|0;A=B+48|0;w=B+24|0;x=B;y=a+4|0;a=f[y>>2]|0;m=a+116|0;o=b[m>>0]|0;if(o&4){b[m>>0]=o&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=B;return}c=(f[y>>2]|0)+116|0;b[c>>0]=b[c>>0]|16;if(g|0)$Ra(f[(f[y>>2]|0)+4>>2]|0,f[g>>2]|0);f[s>>2]=f[d>>2];m=s+4|0;f[m>>2]=f[d+4>>2];g=s+8|0;f[g>>2]=f[d+8>>2];f[v>>2]=f[e>>2];o=v+4|0;f[o>>2]=f[e+4>>2];d=v+8|0;f[d>>2]=f[e+8>>2];ZRa(f[(f[y>>2]|0)+4>>2]|0,s,v);if(h){c=f[y>>2]|0;h=f[c+4>>2]|0;c=f[(f[c>>2]|0)+240>>2]|0;a=BQa(h)|0;e=f[(f[y>>2]|0)+100>>2]|0;f[A>>2]=a;f[A+4>>2]=e;ERa(z,h,A);if(!(f[z>>2]|0))t=10;else{U9a(c,z,1);a=f[z>>2]|0;if(!a)t=10;else if(!(b[a+788>>0]&1))t=10}if((t|0)==10){r=+n[s>>2];q=+n[v>>2];if(!(r>q)){l=+n[m>>2];k=+n[o>>2];if(!(l>k)){j=+n[g>>2];i=+n[d>>2];if(!(j>i))if(!(r==q&l==k&j==i)){p[w>>3]=r;p[w+8>>3]=l;p[w+16>>3]=j;p[x>>3]=q;p[x+8>>3]=k;p[x+16>>3]=i;fAa(A,w,x,1);if(!(gAa(A,a9a(c)|0)|0)){X8a(c,A,1);if(gAa(A,a9a(c)|0)|0){t9a(c);y2a(c+48|0,A)}}}}}}a=f[z+4>>2]|0;if(a|0)iOb(a)}lQa((f[f[y>>2]>>2]|0)+20|0);u=B;return}function y2a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){oh[f[(f[e>>2]|0)+24>>2]&1023](e,c);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function z2a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;i=j;f[a+100>>2]=0;h=a+72|0;if(f[h>>2]|0){g=a+68|0;c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+20>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[a+64>>2]|0;if(d|0){e=a+60|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}g=a+92|0;if(f[g>>2]|0){d=a+88|0;c=f[d>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);f[d>>2]=0;d=f[a+84>>2]|0;if(d|0){e=a+80|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[g>>2]=0}c=f[a+104>>2]|0;d=a+108|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);d=a+116|0;b[d>>0]=b[d>>0]&-128|64;ceb(i,34962,4194304,262144);f[a+12>>2]=f[i>>2];d=i+4|0;h=f[d>>2]|0;c=i+8|0;g=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[a+16>>2]=h;h=a+20|0;d=f[h>>2]|0;f[h>>2]=g;if(!d){h=a+24|0;g=i+12|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2]}else{iOb(d);c=f[c>>2]|0;h=a+24|0;g=i+12|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];if(c|0)iOb(c)}ceb(i,34963,4194304,262144);f[a+36>>2]=f[i>>2];d=i+4|0;h=f[d>>2]|0;c=i+8|0;g=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[a+40>>2]=h;h=a+44|0;d=f[h>>2]|0;f[h>>2]=g;if(!d){a=a+48|0;i=i+12|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];u=j;return}iOb(d);c=f[c>>2]|0;a=a+48|0;i=i+12|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];if(!c){u=j;return}iOb(c);u=j;return}function A2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;o=r+12|0;p=r;q=c+12|0;n=b+40|0;h=b+44|0;B2a(q,((f[h>>2]|0)-(f[n>>2]|0)|0)/56|0);b=f[n>>2]|0;h=f[h>>2]|0;if((b|0)==(h|0)){u=r;return}i=a+4|0;j=o+4|0;k=o+8|0;l=p+4|0;m=p+8|0;n=c+16|0;g=c+20|0;do{c=f[i>>2]|0;f[o>>2]=f[b+16>>2];f[j>>2]=f[b+20>>2];f[k>>2]=f[b+24>>2];f[p>>2]=f[b+28>>2];f[l>>2]=f[b+32>>2];f[m>>2]=f[b+36>>2];d=b+8|0;e=f[n>>2]|0;if(e>>>0<(f[g>>2]|0)>>>0){epb(e,c,b,o,p,f[d>>2]|0);c=(f[n>>2]|0)+72|0;f[n>>2]=c}else{C2a(q,c,b,o,p,d);c=f[n>>2]|0}A2a(a,b,c+-72|0);b=b+56|0}while((b|0)!=(h|0));u=r;return}function B2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+8|0;d=f[a>>2]|0;c=d;if((((f[k>>2]|0)-d|0)/72|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>59652323)vd();g=f[l>>2]|0;i=pOb(b*72|0)|0;h=i+(((g-d|0)/72|0)*72|0)|0;j=h;i=i+(b*72|0)|0;d=g;if((d|0)==(c|0)){e=j;b=g}else{e=j;b=h;do{d=d+-72|0;fpb(b+-72|0,d);b=e+-72|0;e=b}while((d|0)!=(c|0));b=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;d=b;if((c|0)!=(d|0))do{c=c+-72|0;TFa(c)}while((c|0)!=(d|0));if(!b)return;sOb(b);return}function C2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;i=f[a>>2]|0;j=((f[n>>2]|0)-i|0)/72|0;h=j+1|0;if(h>>>0>59652323)AMb(a);m=a+8|0;i=((f[m>>2]|0)-i|0)/72|0;l=i<<1;h=i>>>0<29826161?(l>>>0<h>>>0?h:l):59652323;do if(!h)k=0;else if(h>>>0>59652323)vd();else{k=pOb(h*72|0)|0;break}while(0);i=k+(j*72|0)|0;j=i;l=k+(h*72|0)|0;epb(i,b,c,d,e,f[g>>2]|0);b=i+72|0;k=f[a>>2]|0;h=f[n>>2]|0;if((h|0)==(k|0)){i=j;j=k;h=k}else{do{h=h+-72|0;fpb(i+-72|0,h);i=j+-72|0;j=i}while((h|0)!=(k|0));i=j;j=f[a>>2]|0;h=f[n>>2]|0}f[a>>2]=i;f[n>>2]=b;f[m>>2]=l;i=j;if((h|0)!=(i|0))do{h=h+-72|0;TFa(h)}while((h|0)!=(i|0));if(!j)return;sOb(j);return}function D2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;m=o+8|0;n=o;v1a(f[(f[a>>2]|0)+244>>2]|0,(f[b>>2]|0)+28|0,0);l=a+60|0;c=E2a(l,(f[b>>2]|0)+28|0)|0;if(!c){u=o;return}d=f[c+16>>2]|0;j=f[c+20>>2]|0;k=(j|0)==0;if(!k)gOb(j);c=f[d>>2]|0;e=f[d+4>>2]|0;if((c|0)!=(e|0)){g=m+4|0;h=a+4|0;i=n+4|0;do{p=f[c>>2]|0;d=f[b>>2]|0;f[m>>2]=f[d+28>>2];f[g>>2]=p;if((p|0)!=(f[d+32>>2]|0)){zRa(n,f[h>>2]|0,m);d=f[n>>2]|0;if(d|0)v1a(f[(f[a>>2]|0)+244>>2]|0,d+28|0,0);d=f[i>>2]|0;if(d|0)iOb(d)}F2a(l,m)|0;c=c+4|0}while((c|0)!=(e|0))}if(k){u=o;return}iOb(j);u=o;return}function E2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function F2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=E2a(a,b)|0;if(!l){l=0;return l|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;b=a+12|0;f[b>>2]=(f[b>>2]|0)+-1;b=f[l+20>>2]|0;if(b|0)iOb(b);sOb(l);l=1;return l|0}function G2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=f[b>>2]|0;l=f[b+4>>2]|0;p=l+-1640531527+(j<<6)+(j>>>2)^j;m=a+4|0;h=f[m>>2]|0;o=(h|0)==0;a:do if(o)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)k=p&i;else if(p>>>0<h>>>0)k=p;else k=(p>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(k<<2)>>2]|0;if(!c)c=k;else{c=f[c>>2]|0;if(!c)c=k;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&i|0)==(k|0))){c=k;break a}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(k|0)){c=k;break a}}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}}}while(0);j=pOb(24)|0;l=b;b=f[l+4>>2]|0;i=j+8|0;f[i>>2]=f[l>>2];f[i+4>>2]=b;f[j+16>>2]=0;f[j+20>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;Q2a(a,c>>>0<d>>>0?d:c);c=f[m>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=33}}else{f[j>>2]=f[c>>2];q=33}if((q|0)==33)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+16|0;return a|0}function H2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function I2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;s=y+8|0;t=y;v=a+104|0;w=a+108|0;c=f[w>>2]|0;if((f[v>>2]|0)==(c|0)){u=y;return}x=a+4|0;k=s+4|0;l=t+4|0;m=s+4|0;n=t+4|0;o=s+4|0;p=t+4|0;q=s+4|0;r=t+4|0;while(1){g=f[x>>2]|0;i=f[(f[a>>2]|0)+244>>2]|0;j=c+-64|0;d=f[c+-48>>2]|0;f[s>>2]=f[j>>2];f[k>>2]=d;zRa(t,g,s);d=(f[t>>2]|0)==0;e=f[l>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,5)|0;if(d<<24>>24==1)h=8;else{c=d;h=24}}else h=8;do if((h|0)==8){h=0;d=f[c+-40>>2]|0;f[s>>2]=f[j>>2];f[m>>2]=d;vRa(t,g,s);d=(f[t>>2]|0)==0;e=f[n>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,3)|0;if(d<<24>>24!=1){c=d;h=24;break}}d=f[c+-36>>2]|0;f[s>>2]=f[j>>2];f[o>>2]=d;vRa(t,g,s);d=(f[t>>2]|0)==0;e=f[p>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,3)|0;if(d<<24>>24!=1){c=d;h=24;break}}c=f[c+-32>>2]|0;f[s>>2]=f[j>>2];f[q>>2]=c;vRa(t,g,s);c=(f[t>>2]|0)==0;d=f[r>>2]|0;if(d|0)iOb(d);if(c){c=B_a(i,s,3)|0;if(c<<24>>24!=1){h=24;break}}J2a(b,j)|0}while(0);if((h|0)==24)if(!(c<<24>>24)){h=26;break}c=(f[w>>2]|0)+-64|0;f[w>>2]=c;if((f[v>>2]|0)==(c|0)){h=26;break}}if((h|0)==26){u=y;return}}function J2a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+64|0;t=x+56|0;w=x+48|0;g=x+40|0;v=x+32|0;l=x+16|0;m=x+8|0;k=x;s=a+4|0;a=f[s>>2]|0;d=a+116|0;e=b[d>>0]|0;if(e&4){b[d>>0]=e&-5;lQa((f[a>>2]|0)+92|0)}a=f[c>>2]|0;if(!a){w=1;u=x;return w|0}r=f[s>>2]|0;q=f[r+4>>2]|0;r=f[r>>2]|0;o=f[c+4>>2]|0;f[t>>2]=a;f[t+4>>2]=o;UIa(w,q);o=f[c+16>>2]|0;f[g>>2]=f[c>>2];f[g+4>>2]=o;zRa(v,q,g);do if(!(f[v>>2]|0))d=0;else{eJa(f[w>>2]|0,v);a=f[c+24>>2]|0;e=f[c+28>>2]|0;g=f[c+32>>2]|0;j=l+4|0;h=m+4|0;i=k+4|0;d=f[v>>2]|0;f[l>>2]=f[d+4>>2];d=f[d+8>>2]|0;f[j>>2]=d;if(d|0)gOb(d);if((a|0)==-1)p=19;else{f[m>>2]=f[c>>2];f[h>>2]=a;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))a=1;else p=15;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=15;else{iOb(a);p=15}}if((p|0)==15)a=0;d=f[i>>2]|0;if(d|0)iOb(d);if(!a)p=19;else a=1}if((p|0)==19){hJa(f[w>>2]|0,0,l);a=0}d=f[j>>2]|0;if(d|0)iOb(d);if(!a){a=f[v>>2]|0;f[l>>2]=f[a+12>>2];a=f[a+16>>2]|0;f[j>>2]=a;if(a|0)gOb(a);if((e|0)==-1)p=96;else{f[m>>2]=f[c>>2];f[h>>2]=e;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))a=1;else p=92;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=92;else{iOb(a);p=92}}if((p|0)==92)a=0;d=f[i>>2]|0;if(d|0)iOb(d);if(!a)p=96;else a=1}if((p|0)==96){hJa(f[w>>2]|0,1,l);a=0}d=f[j>>2]|0;if(d|0)iOb(d);if(!a){a=f[v>>2]|0;f[l>>2]=f[a+20>>2];a=f[a+24>>2]|0;f[j>>2]=a;if(a|0)gOb(a);if((g|0)==-1)p=113;else{f[m>>2]=f[c>>2];f[h>>2]=g;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))d=1;else p=109;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=109;else{iOb(a);p=109}}if((p|0)==109)d=0;a=f[i>>2]|0;if(a|0)iOb(a);if(!d)p=113;else d=1}if((p|0)==113){hJa(f[w>>2]|0,2,l);d=0}a=f[j>>2]|0;if(a|0)iOb(a);if(!d){i=f[c+36>>2]|0;f[l>>2]=i;j=f[c+40>>2]|0;f[l+4>>2]=j;o=f[c+44>>2]|0;f[l+8>>2]=o;if(i|j|o|0){o=f[v>>2]|0;if((Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0)>>>0>1){o=f[(f[s>>2]|0)+4>>2]|0;j=pOb(24)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=39568;i=j+12|0;f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];a=m+4|0;f[m>>2]=i;f[a>>2]=j;ZQa(o,m,t)|0;a=f[a>>2]|0;if(a|0)iOb(a)}}a=f[v>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](k,a);xRa(m,q,k);a=f[m>>2]|0;d=f[w>>2]|0;if(!a)vKa(d,l,258736,258736)|0;else vKa(d,l,a,258736)|0;a=f[m+4>>2]|0;if(a|0)iOb(a);o=f[c+20>>2]|0;f[l>>2]=f[c>>2];f[l+4>>2]=o;uRa(m,q,l);if(f[m>>2]|0)pJa(f[w>>2]|0,0,m);a=f[m+4>>2]|0;if(a|0)iOb(a);a=f[c+48>>2]|0;if(a|0){f[l>>2]=f[c>>2];f[l+4>>2]=a;HRa(m,q,l);if(f[m>>2]|0)OKa(f[w>>2]|0,m);a=f[m+4>>2]|0;if(a|0)iOb(a)}m=c+52|0;HJa(f[w>>2]|0,1,(f[m>>2]&1|0)!=0,0)|0;HJa(f[w>>2]|0,2,(f[m>>2]&2|0)!=0,0)|0;HJa(f[w>>2]|0,4,(f[m>>2]&4|0)!=0,0)|0;K2a(f[w>>2]|0,f[c+56>>2]|0);m=L2a((f[s>>2]|0)+80|0,t)|0;if(m|0){UKa(f[w>>2]|0,b[m+32>>0]|0,m+16|0,+n[m+28>>2]);o=f[s>>2]|0;g=f[o+84>>2]|0;a=f[m+4>>2]|0;h=g+-1|0;i=(h&g|0)==0;do if(i)k=h&a;else{if(a>>>0<g>>>0){k=a;break}k=(a>>>0)%(g>>>0)|0}while(0);j=o+80|0;d=(f[j>>2]|0)+(k<<2)|0;l=f[d>>2]|0;while(1){a=f[l>>2]|0;if((a|0)==(m|0))break;else l=a}do if((l|0)==(o+88|0))p=56;else{a=f[l+4>>2]|0;do if(i)a=a&h;else{if(a>>>0<g>>>0)break;a=(a>>>0)%(g>>>0)|0}while(0);if((a|0)!=(k|0)){p=56;break}e=m}while(0);do if((p|0)==56){a=f[m>>2]|0;if(a|0){a=f[a+4>>2]|0;do if(i)a=a&h;else{if(a>>>0<g>>>0)break;a=(a>>>0)%(g>>>0)|0}while(0);if((a|0)==(k|0)){e=m;break}}f[d>>2]=0;e=m}while(0);d=f[e>>2]|0;a=d;do if(d){d=f[d+4>>2]|0;do if(i)d=d&h;else{if(d>>>0<g>>>0)break;d=(d>>>0)%(g>>>0)|0}while(0);if((d|0)==(k|0))break;f[(f[j>>2]|0)+(d<<2)>>2]=l;a=f[m>>2]|0}while(0);f[l>>2]=a;f[e>>2]=0;p=o+92|0;f[p>>2]=(f[p>>2]|0)+-1;sOb(m)}if(!($Qa(q,w,t,c+8|0)|0)){d=1;break}c=(b[(f[(f[(f[w>>2]|0)+4>>2]|0)+44>>2]|0)+148>>0]&2)!=0;p1a(f[r+244>>2]|0,t,0,c);if(!c){d=1;break}if(b[r+229>>0]|0)if(!(f[(f[w>>2]|0)+196>>2]&16777216)){d=1;break}a=(f[s>>2]|0)+116|0;d=b[a>>0]|0;if(!(d&32)){b[a>>0]=d|32;lQa(r+212|0)}u9a(f[r+240>>2]|0);d=1}else d=0}else d=0}else d=0}while(0);a=f[v+4>>2]|0;if(a|0)iOb(a);a=f[w+4>>2]|0;if(a|0)iOb(a);w=d;u=x;return w|0}function K2a(a,b){a=a|0;b=b|0;if(b&1|0)aJa(a,1);if(b&4|0)bJa(a,1);if(b&8|0)rJa(a,1);if(b&16|0)sJa(a,1);if(b&32|0)vJa(a,1);if(b&64|0)xJa(a,1);if(b&2048|0)yJa(a,1);if(b&8192|0)zJa(a,1);if(b&16384|0)BJa(a,1);if(b&32768|0)AJa(a,1);if(b&256|0)tJa(a,1);if(b&512|0)uJa(a,1);if(!(b&4096))return;IJa(a,7);return}function L2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function M2a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39596;b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function N2a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39596;b=f[a+12>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function O2a(a){a=a|0;var b=0,c=0;c=f[a+12>>2]|0;if(!c)return;a=a+16|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function P2a(a){a=a|0;sOb(a);return}function Q2a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){R2a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;R2a(a,b);return}function R2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function S2a(a){a=a|0;aOb(a);sOb(a);return}function T2a(a){a=a|0;return}function U2a(a){a=a|0;sOb(a);return}function V2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=f[b>>2]|0;l=f[b+4>>2]|0;p=l+-1640531527+(j<<6)+(j>>>2)^j;m=a+4|0;h=f[m>>2]|0;o=(h|0)==0;a:do if(o)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)k=p&i;else if(p>>>0<h>>>0)k=p;else k=(p>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(k<<2)>>2]|0;if(!c)c=k;else{c=f[c>>2]|0;if(!c)c=k;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&i|0)==(k|0))){c=k;break a}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(k|0)){c=k;break a}}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}}}while(0);j=pOb(36)|0;l=b;b=f[l+4>>2]|0;i=j+8|0;f[i>>2]=f[l>>2];f[i+4>>2]=b;i=j+16|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;W2a(a,c>>>0<d>>>0?d:c);c=f[m>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=33}}else{f[j>>2]=f[c>>2];q=33}if((q|0)==33)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+16|0;return a|0}function W2a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){X2a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;X2a(a,b);return}function X2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Y2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;l=f[a>>2]|0;m=(f[i>>2]|0)-l|0;d=m>>6;c=d+1|0;if(c>>>0>67108863)AMb(a);n=a+8|0;g=(f[n>>2]|0)-l|0;h=g>>5;c=g>>6>>>0<33554431?(h>>>0<c>>>0?c:h):67108863;do if(!c){j=0;k=0}else if(c>>>0>67108863)vd();else{k=pOb(c<<6)|0;j=k;break}while(0);h=j+(d<<6)|0;e=j+(c<<6)|0;g=h;c=b;d=g+64|0;do{f[g>>2]=f[c>>2];g=g+4|0;c=c+4|0}while((g|0)<(d|0));if((m|0)>0)bQb(k|0,l|0,m|0)|0;f[a>>2]=j;f[i>>2]=h+64;f[n>>2]=e;if(!l)return;sOb(l);return}function Z2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+64|0;d=h+40|0;i=h+32|0;e=h+24|0;g=h;j=f[b+4>>2]|0;DDa(d,f[c+8>>2]|0);c=f[c>>2]|0;f[i>>2]=f[f[b>>2]>>2];f[i+4>>2]=c;sRa(e,f[(f[j+4>>2]|0)+4>>2]|0,i);if(!(f[e>>2]|0)){b=f[e+4>>2]|0;if(b|0)iOb(b);f[a>>2]=0;f[a+4>>2]=0;u=h;return}else{Lwb(g);FDa(d,g);PFa(a,f[e>>2]|0,g);b=f[e+4>>2]|0;if(b|0)iOb(b);u=h;return}}function _2a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39624;e=a+12|0;b=f[e>>2]|0;if(!b){aOb(a);return}g=a+16|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-16|0;f[g>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);return}function $2a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39624;e=a+12|0;b=f[e>>2]|0;if(!b){aOb(a);sOb(a);return}g=a+16|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-16|0;f[g>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);sOb(a);return}function a3a(a){a=a|0;var b=0,c=0,d=0,e=0;e=a+12|0;b=f[e>>2]|0;if(!b)return;d=a+16|0;a=f[d>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-16|0;f[d>>2]=a;c=f[c+-12>>2]|0;if(c){iOb(c);a=f[d>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[e>>2]|0}sOb(b);return}function b3a(a){a=a|0;sOb(a);return}function c3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;i=o;j=o+24|0;e=f[a>>2]|0;n=a+4|0;k=f[n>>2]|0;if((e|0)==(k|0)){u=o;return}l=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;f[j>>2]=d;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,j);if(b[e+24>>0]|0){f[l>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[l>>2]|0;do if(!g){f[h>>2]=0;m=15}else if((i|0)==(g|0)){f[h>>2]=e;m=f[l>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[h>>2]=g;f[l>>2]=0;g=0;h=0;break}while(0);if((m|0)==15){m=0;h=f[l>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(k|0));e=f[n>>2]|0;if((f[a>>2]|0)==(e|0)){u=o;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{m=30;break}e=e+-32|0;while(1){m=g+-32|0;f[n>>2]=m;if((m|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[n>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){m=30;break}}if((m|0)==30){u=o;return}}function d3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=a+12|0;k=j+11|0;if((b[k>>0]|0)<0){b[f[j>>2]>>0]=0;f[a+16>>2]=0}else{b[j>>0]=0;b[k>>0]=0}h=f[a>>2]|0;i=a+4|0;e=f[i>>2]|0;if((e|0)!=(h|0))do{g=e+-24|0;f[i>>2]=g;e=e+-12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);e=f[i>>2]|0}while((e|0)!=(h|0));f[l>>2]=c;if((c|0)==(d|0)){l=0;u=m;return l|0}e=c+1|0;f[l>>2]=e;if((b[c>>0]|0)!=60){l=0;u=m;return l|0}a:do if((e|0)==(d|0))e=d;else while(1){c=(lAb(b[e>>0]|0)|0)<<24;if(!((c|0)==1593835520|(c+-1610612737|0)>>>0<452984831))break a;c=e;e=e+1|0;f[l>>2]=e;LOb(j,b[c>>0]|0);if((e|0)==(d|0)){e=d;break}}while(0);g=b[k>>0]|0;if(g<<24>>24<0)g=f[a+16>>2]|0;else g=g&255;if((e|0)==(d|0)|(g|0)==0){l=0;u=m;return l|0}switch(b[e>>0]|0){case 32:{e=e+1|0;f[l>>2]=e;break}case 62:break;default:{l=0;u=m;return l|0}}if((e|0)==(d|0)){l=0;u=m;return l|0}while(1){k=(lAb(b[e>>0]|0)|0)<<24;if(!((k|0)==1593835520|(k+-1610612737|0)>>>0<452984831)){g=25;break}if(!(z3a(a,l,d)|0)){e=0;g=27;break}e=f[l>>2]|0;if((e|0)==(d|0)){e=0;g=27;break}}if((g|0)==25){if((b[e>>0]|0)!=62){l=0;u=m;return l|0}d=e+1|0;f[l>>2]=d;l=d;u=m;return l|0}else if((g|0)==27){u=m;return e|0}return 0}function e3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=d+12|0;h=j+11|0;g=b[h>>0]|0;i=d+16|0;e=f[i>>2]|0;do if(((g<<24>>24<0?e:g&255)|0)==24){if(MOb(j,0,-1,191518,24)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=f[d>>2]|0;g=f[d+4>>2]|0;a:do if((e|0)==(g|0))e=0;else{while(1){l=b[e+11>>0]|0;if(((l<<24>>24<0?f[e+4>>2]|0:l&255)|0)==5)if(!(MOb(e,0,-1,191543,5)|0))break;e=e+24|0;if((e|0)==(g|0)){e=0;break a}}e=$Ob(e+12|0,0,10)|0}while(0);f3a((f[f[a+4>>2]>>2]|0)+32|0,c,e);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==14){if(MOb(j,0,-1,191549,14)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}c=(f[f[a+4>>2]>>2]|0)+56|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==13){if(MOb(j,0,-1,191564,13)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=f[d>>2]|0;g=f[d+4>>2]|0;if((e|0)==(g|0)){l=1;u=m;return l|0}while(1){d=b[e+11>>0]|0;if(((d<<24>>24<0?f[e+4>>2]|0:d&255)|0)==4)if(!(MOb(e,0,-1,191578,4)|0))break;e=e+24|0;if((e|0)==(g|0)){e=1;k=55;break}}if((k|0)==55){u=m;return e|0}e=e+12|0;j=(f[f[a+4>>2]>>2]|0)+80|0;if((b[e+11>>0]|0)<0)e=f[e>>2]|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;i=pAb(e)|0;if(i>>>0>4294967279)vOb(l);if(i>>>0<11){h=l+11|0;b[h>>0]=i;if(!i){g=l;e=h}else{g=l;k=31}}else{h=i+16&-16;g=pOb(h)|0;f[l>>2]=g;f[l+8>>2]=h|-2147483648;f[l+4>>2]=i;h=l+11|0;k=31}if((k|0)==31){bQb(g|0,e|0,i|0)|0;e=h}b[g+i>>0]=0;i3a(j,c,l);if((b[e>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==11){if(MOb(j,0,-1,247514,11)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}y$a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==17){if(MOb(j,0,-1,191583,17)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=a+4|0;g=(f[e>>2]|0)+116|0;h=b[g>>0]|0;if(h&2){l=1;u=m;return l|0}b[g>>0]=h|2;c=f[f[e>>2]>>2]|0;gh[f[(f[c>>2]|0)+16>>2]&2047](c);c=(f[f[e>>2]>>2]|0)+68|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==8){if(MOb(j,0,-1,191601,8)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=a+4|0;g=(f[e>>2]|0)+116|0;h=b[g>>0]|0;if(h&1){l=1;u=m;return l|0}b[g>>0]=h|1;c=(f[f[e>>2]>>2]|0)+44|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);if(((g<<24>>24<0?e:g&255)|0)==11){l=(MOb(j,0,-1,191610,11)|0)==0;u=m;return l|0}else{l=0;u=m;return l|0}return 0}function f3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;i=o;j=o+24|0;e=f[a>>2]|0;n=a+4|0;k=f[n>>2]|0;if((e|0)==(k|0)){u=o;return}l=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;f[j>>2]=d;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,j);if(b[e+24>>0]|0){f[l>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[l>>2]|0;do if(!g){f[h>>2]=0;m=15}else if((i|0)==(g|0)){f[h>>2]=e;m=f[l>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[h>>2]=g;f[l>>2]=0;g=0;h=0;break}while(0);if((m|0)==15){m=0;h=f[l>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(k|0));e=f[n>>2]|0;if((f[a>>2]|0)==(e|0)){u=o;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{m=30;break}e=e+-32|0;while(1){m=g+-32|0;f[n>>2]=m;if((m|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[n>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){m=30;break}}if((m|0)==30){u=o;return}}function g3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;k=m;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;l=a+11|0;b[l>>0]=1;b[a>>0]=123;b[a+1>>0]=0;h=f[c>>2]|0;i=f[c+4>>2]|0;if((h|0)==(i|0))c=1;else{j=k+11|0;d=k+4|0;e=k+11|0;g=k+4|0;c=h;do{LOb(a,34);j3a(k,c);h=b[j>>0]|0;n=h<<24>>24<0;JOb(a,n?f[k>>2]|0:k,n?f[d>>2]|0:h&255)|0;if((b[j>>0]|0)<0)sOb(f[k>>2]|0);KOb(a,191622)|0;j3a(k,c+12|0);n=b[e>>0]|0;h=n<<24>>24<0;JOb(a,h?f[k>>2]|0:k,h?f[g>>2]|0:n&255)|0;if((b[e>>0]|0)<0)sOb(f[k>>2]|0);KOb(a,247179)|0;c=c+24|0}while((c|0)!=(i|0));c=b[l>>0]|0;if(c<<24>>24<0){l=a+4|0;n=(f[l>>2]|0)+-1|0;f[l>>2]=n;n=(f[a>>2]|0)+n|0;b[n>>0]=0;LOb(a,125);u=m;return}}n=(c&255)+-1|0;b[l>>0]=n;n=a+n|0;b[n>>0]=0;LOb(a,125);u=m;return}function h3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){oh[f[(f[e>>2]|0)+24>>2]&1023](e,c);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function i3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n;e=f[a>>2]|0;m=a+4|0;j=f[m>>2]|0;if((e|0)==(j|0)){u=n;return}k=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,d);if(b[e+24>>0]|0){f[k>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[k>>2]|0;do if(!g){f[h>>2]=0;l=15}else if((i|0)==(g|0)){f[h>>2]=e;l=f[k>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,e);l=15;break}else{f[h>>2]=g;f[k>>2]=0;g=0;h=0;break}while(0);if((l|0)==15){l=0;h=f[k>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(j|0));e=f[m>>2]|0;if((f[a>>2]|0)==(e|0)){u=n;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{l=30;break}e=e+-32|0;while(1){l=g+-32|0;f[m>>2]=l;if((l|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[m>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){l=30;break}}if((l|0)==30){u=n;return}}function j3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+160|0;i=m+136|0;j=m;k=j+4|0;f[j>>2]=15100;l=j+56|0;f[l>>2]=15120;tEb(j+56|0,k);f[j+128>>2]=0;f[j+132>>2]=-1;f[j>>2]=39656;f[j+56>>2]=39676;xEb(k);f[k>>2]=39692;h=j+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[j+52>>2]=16;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;k3a(k,i);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);e=b[c+11>>0]|0;g=e<<24>>24<0;d=g?f[c>>2]|0:c;e=g?f[c+4>>2]|0:e&255;g=d+e|0;a:do if(e|0)while(1){c=b[d>>0]|0;e=c<<24>>24;b:do switch(e|0){case 34:{m3a(j,191626,2)|0;break}case 92:{m3a(j,191629,2)|0;break}case 8:{m3a(j,191632,2)|0;break}case 12:{m3a(j,191635,2)|0;break}case 10:{m3a(j,191638,2)|0;break}case 13:{m3a(j,191641,2)|0;break}case 9:{m3a(j,191644,2)|0;break}default:if((c&255)<32){c=m3a(j,191647,2)|0;n=c+(f[(f[c>>2]|0)+-12>>2]|0)+4|0;f[n>>2]=f[n>>2]&-75|8;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+12>>2]=4;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+76>>2]=48;JEb(c,e)|0;break b}else{b[i>>0]=c;m3a(j,i,1)|0;break b}}while(0);d=d+1|0;if((d|0)==(g|0))break a}while(0);l3a(a,k);f[j>>2]=39656;f[l>>2]=39676;f[k>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(k);kEb(j,39752);jDb(l);u=m;return}sOb(f[h>>2]|0);oDb(k);kEb(j,39752);jDb(l);u=m;return}function k3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+32|0;AOb(e,c)|0;i=a+44|0;f[i>>2]=0;j=a+48|0;h=f[j>>2]|0;if(h&8|0){c=b[e+11>>0]|0;if(c<<24>>24<0){c=f[e>>2]|0;d=c;g=c;c=c+(f[a+36>>2]|0)|0}else{d=e;g=e;c=e+(c&255)|0}f[i>>2]=c;f[a+8>>2]=d;f[a+12>>2]=g;f[a+16>>2]=c}if(!(h&16))return;d=e+11|0;c=b[d>>0]|0;if(c<<24>>24<0){g=f[a+36>>2]|0;f[i>>2]=(f[e>>2]|0)+g;c=(f[a+40>>2]&2147483647)+-1|0}else{g=c&255;f[i>>2]=e+g;c=10}GOb(e,c,0);c=b[d>>0]|0;if(c<<24>>24<0){e=f[e>>2]|0;c=f[a+36>>2]|0}else c=c&255;d=a+24|0;f[d>>2]=e;f[a+20>>2]=e;f[a+28>>2]=e+c;if(!(f[j>>2]&3))return;f[d>>2]=e+g;return}function l3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=f[c+48>>2]|0;if(d&16|0){d=c+44|0;e=f[d>>2]|0;g=f[c+24>>2]|0;if(e>>>0<g>>>0){f[d>>2]=g;e=g}d=f[c+20>>2]|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=e-d|0;if(c>>>0>4294967279)vOb(a);if(c>>>0<11)b[a+11>>0]=c;else{h=c+16&-16;g=pOb(h)|0;f[a>>2]=g;f[a+8>>2]=h|-2147483648;f[a+4>>2]=c;a=g}if((d|0)!=(e|0)){g=a;while(1){b[g>>0]=b[d>>0]|0;d=d+1|0;if((d|0)==(e|0))break;else g=g+1|0}a=a+c|0}b[a>>0]=0;return}if(!(d&8)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;return}d=f[c+8>>2]|0;g=f[c+16>>2]|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=g-d|0;if(c>>>0>4294967279)vOb(a);if(c>>>0<11)b[a+11>>0]=c;else{e=c+16&-16;h=pOb(e)|0;f[a>>2]=h;f[a+8>>2]=e|-2147483648;f[a+4>>2]=c;a=h}if((d|0)!=(g|0)){e=a;while(1){b[e>>0]=b[d>>0]|0;d=d+1|0;if((d|0)==(g|0))break;else e=e+1|0}a=a+c|0}b[a>>0]=0;return}function m3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+12|0;k=m;l=m+8|0;BEb(k,a);if(!(b[k>>0]|0)){CEb(k);u=m;return a|0}j=(f[a>>2]|0)+-12|0;f[l>>2]=f[a+(f[j>>2]|0)+24>>2];j=a+(f[j>>2]|0)|0;g=c+d|0;h=(f[j+4>>2]&176|0)==32?g:c;e=j+76|0;d=f[e>>2]|0;if((d|0)==-1){vEb(i,j);d=XFb(i,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,32)|0;YFb(i);d=d<<24>>24;f[e>>2]=d}f[i>>2]=f[l>>2];if(n3a(i,c,h,g,j,d&255)|0){CEb(k);u=m;return a|0}l=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(l,f[l+16>>2]|5);CEb(k);u=m;return a|0}function n3a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;m=o;n=f[a>>2]|0;if(!n){n=0;u=o;return n|0}i=c;j=e-i|0;l=g+12|0;k=f[l>>2]|0;j=(k|0)>(j|0)?k-j|0:0;k=d;g=k-i|0;if((g|0)>0)if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,c,g)|0)!=(g|0)){f[a>>2]=0;n=0;u=o;return n|0}do if((j|0)>0){f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;if(j>>>0<11){c=m+11|0;b[c>>0]=j;g=m;i=m}else{c=j+16&-16;g=pOb(c)|0;f[m>>2]=g;f[m+8>>2]=c|-2147483648;f[m+4>>2]=j;c=m+11|0;i=m}dQb(g|0,h|0,j|0)|0;b[g+j>>0]=0;if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,(b[c>>0]|0)<0?f[i>>2]|0:m,j)|0)==(j|0)){if((b[c>>0]|0)<0)sOb(f[i>>2]|0);break}f[a>>2]=0;if((b[c>>0]|0)<0)sOb(f[i>>2]|0);n=0;u=o;return n|0}while(0);e=e-k|0;if((e|0)>0)if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,d,e)|0)!=(e|0)){f[a>>2]=0;n=0;u=o;return n|0}f[l>>2]=0;u=o;return n|0}function o3a(a){a=a|0;var c=0;f[a>>2]=39692;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);oDb(a);return}function p3a(a){a=a|0;var c=0;f[a>>2]=39692;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);oDb(a);sOb(a);return}function q3a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=c+44|0;j=f[i>>2]|0;m=c+24|0;n=f[m>>2]|0;k=n;if(j>>>0<n>>>0){f[i>>2]=n;l=k}else l=j;i=h&24;a:do if(!i){j=-1;i=-1}else if((g|0)==1&(i|0)==24){j=-1;i=-1}else{b:do switch(g|0){case 0:{i=0;j=0;break}case 1:if(!(h&8)){j=k-(f[c+20>>2]|0)|0;i=j;j=((j|0)<0)<<31>>31;break b}else{j=(f[c+12>>2]|0)-(f[c+8>>2]|0)|0;i=j;j=((j|0)<0)<<31>>31;break b}case 2:{i=c+32|0;if((b[i+11>>0]|0)<0)i=f[i>>2]|0;j=l-i|0;i=j;j=((j|0)<0)<<31>>31;break}default:{j=-1;i=-1;break a}}while(0);j=QPb(i|0,j|0,d|0,e|0)|0;i=I;if((i|0)<0){j=-1;i=-1}else{k=c+32|0;if((b[k+11>>0]|0)<0)k=f[k>>2]|0;e=l-k|0;d=((e|0)<0)<<31>>31;if((i|0)>(d|0)|(i|0)==(d|0)&j>>>0>e>>>0){j=-1;i=-1}else{k=h&8;if(!((j|0)==0&(i|0)==0)){if(k|0)if(!(f[c+12>>2]|0)){j=-1;i=-1;break}if((h&16|0)!=0&(n|0)==0){j=-1;i=-1;break}}if(k|0){f[c+12>>2]=(f[c+8>>2]|0)+j;f[c+16>>2]=l}if(h&16)f[m>>2]=(f[c+20>>2]|0)+j}}}while(0);n=a;f[n>>2]=0;f[n+4>>2]=0;a=a+8|0;f[a>>2]=j;f[a+4>>2]=i;return}function r3a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;c=c+8|0;Th[f[(f[b>>2]|0)+16>>2]&127](a,b,f[c>>2]|0,f[c+4>>2]|0,0,d);return}function s3a(a){a=a|0;var b=0,c=0,d=0;b=a+44|0;d=f[b>>2]|0;c=f[a+24>>2]|0;if(d>>>0<c>>>0){f[b>>2]=c;d=c}if(!(f[a+48>>2]&8)){a=-1;return a|0}b=a+16|0;c=f[b>>2]|0;if(c>>>0<d>>>0){f[b>>2]=d;c=d}b=f[a+12>>2]|0;if(b>>>0>=c>>>0){a=-1;return a|0}a=h[b>>0]|0;return a|0}function t3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=a+44|0;d=f[e>>2]|0;g=f[a+24>>2]|0;if(d>>>0<g>>>0){f[e>>2]=g;d=g}h=a+12|0;e=f[h>>2]|0;if((f[a+8>>2]|0)>>>0>=e>>>0){c=-1;return c|0}if((c|0)==-1){f[h>>2]=e+-1;f[a+16>>2]=d;c=0;return c|0}if(!(f[a+48>>2]&16)){g=c&255;e=e+-1|0;if((b[e>>0]|0)!=g<<24>>24){c=-1;return c|0}}else{g=c&255;e=e+-1|0}f[h>>2]=e;f[a+16>>2]=d;b[e>>0]=g;return c|0}function u3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;o=t;if((c|0)==-1){s=0;u=t;return s|0}p=a+12|0;q=a+8|0;r=(f[p>>2]|0)-(f[q>>2]|0)|0;s=a+24|0;k=f[s>>2]|0;m=a+28|0;d=f[m>>2]|0;if((k|0)==(d|0)){j=a+48|0;if(!(f[j>>2]&16)){s=-1;u=t;return s|0}h=a+20|0;i=f[h>>2]|0;n=a+44|0;l=(f[n>>2]|0)-i|0;g=a+32|0;LOb(g,0);d=g+11|0;if((b[d>>0]|0)<0)e=(f[a+40>>2]&2147483647)+-1|0;else e=10;GOb(g,e,0);d=b[d>>0]|0;if(d<<24>>24<0){e=f[g>>2]|0;d=f[a+36>>2]|0}else{e=g;d=d&255}d=e+d|0;f[h>>2]=e;f[m>>2]=d;k=e+(k-i)|0;f[s>>2]=k;e=e+l|0;f[n>>2]=e;l=n;g=n;i=d}else{e=a+44|0;l=e;j=a+48|0;g=e;e=f[e>>2]|0;i=d}h=k+1|0;f[o>>2]=h;e=f[(h>>>0<e>>>0?g:o)>>2]|0;f[l>>2]=e;if(f[j>>2]&8|0){d=a+32|0;if((b[d+11>>0]|0)<0)d=f[d>>2]|0;f[q>>2]=d;f[p>>2]=d+r;f[a+16>>2]=e}if((k|0)==(i|0)){s=Rg[f[(f[a>>2]|0)+52>>2]&255](a,c&255)|0;u=t;return s|0}else{f[s>>2]=h;b[k>>0]=c;s=c&255;u=t;return s|0}return 0}function v3a(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);return}function w3a(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);sOb(a);return}function x3a(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);return}function y3a(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);sOb(a);return}function z3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=a+4|0;g=f[e>>2]|0;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;g=(f[e>>2]|0)+24|0;f[e>>2]=g}else{A3a(a);g=f[e>>2]|0}e=g+-24|0;i=g+-12|0;a=f[c>>2]|0;a:do if((a|0)==(d|0))h=d;else while(1){h=(lAb(b[a>>0]|0)|0)<<24;if(!((h|0)==1593835520|(h+-1610612737|0)>>>0<452984831)){h=a;break a}f[c>>2]=a+1;LOb(e,b[a>>0]|0);a=f[c>>2]|0;if((a|0)==(d|0)){h=d;break}}while(0);a=b[e+11>>0]|0;if(a<<24>>24<0)a=f[g+-20>>2]|0;else a=a&255;if((a|0)==0|(h|0)==(d|0)){c=0;return c|0}a=h+1|0;f[c>>2]=a;if((b[h>>0]|0)!=61){c=0;return c|0}e=B3a(a,d,i)|0;f[c>>2]=e;if((e|0)==0|(e|0)==(d|0)){c=0;return c|0}a=b[e>>0]|0;if(a<<24>>24==32){f[c>>2]=e+1;c=1;return c|0}else{c=a<<24>>24==62;return c|0}return 0}function A3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;k=f[l>>2]|0;d=f[a>>2]|0;i=(k-d|0)/24|0;e=i+1|0;c=d;g=k;if(e>>>0>178956970)AMb(a);m=a+8|0;d=((f[m>>2]|0)-d|0)/24|0;h=d<<1;h=d>>>0<89478485?(h>>>0<e>>>0?e:h):178956970;do if(!h)j=0;else if(h>>>0>178956970)vd();else{j=pOb(h*24|0)|0;break}while(0);d=j+(i*24|0)|0;e=d;h=j+(h*24|0)|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;i=d+24|0;if((g|0)==(c|0))g=k;else{do{j=d+-24|0;k=g;g=g+-24|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;j=d+-12|0;k=k+-12|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;d=e+-24|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=i;f[m>>2]=h;e=g;if((c|0)!=(e|0))do{d=c+-12|0;c=c+-24|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function B3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=d+11|0;if((b[e>>0]|0)<0){b[f[d>>2]>>0]=0;f[d+4>>2]=0}else{b[d>>0]=0;b[e>>0]=0}if((a|0)==(c|0)){d=0;return d|0}e=a+1|0;i=b[a>>0]|0;switch(i<<24>>24){case 39:case 34:break;default:{d=0;return d|0}}if((e|0)==(c|0)){d=0;return d|0}a:while(1){a=b[e>>0]|0;b:do if(a<<24>>24==92){a=e+1|0;if((a|0)==(c|0)){e=0;a=29;break a}switch(b[a>>0]|0){case 34:{LOb(d,34);e=a;break b}case 8:{LOb(d,8);e=a;break b}case 12:{LOb(d,12);e=a;break b}case 10:{LOb(d,10);e=a;break b}case 13:{LOb(d,13);e=a;break b}case 9:{LOb(d,9);e=a;break b}case 92:{LOb(d,92);e=a;break b}case 117:{a=e+2|0;if((a|0)==(c|0)){e=0;a=29;break a}h=b[a>>0]|0;a=h<<24>>24;if((h+-48&255)<10)a=a+65488&65535;else{a=sAb(a)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=(a&255)+65461|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);g=e+3|0;if((g|0)==(c|0)){e=0;a=29;break a}j=b[g>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);g=e+4|0;if((g|0)==(c|0)){e=0;a=29;break a}j=b[g>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);e=e+5|0;if((e|0)==(c|0)){e=0;a=29;break a}j=b[e>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);break b}default:{e=0;a=29;break a}}}else{if(a<<24>>24==i<<24>>24){a=9;break a}if(a<<24>>24<32){e=0;a=29;break a}LOb(d,a)}while(0);e=e+1|0;if((e|0)==(c|0)){e=0;a=29;break}}if((a|0)==9){j=e+1|0;return j|0}else if((a|0)==29)return e|0;return 0}function C3a(a){a=a|0;sOb(a);return}function D3a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=39772;f[b+4>>2]=f[a+4>>2];return b|0}function E3a(a,b){a=a|0;b=b|0;f[b>>2]=39772;f[b+4>>2]=f[a+4>>2];return}function F3a(a){a=a|0;return}function G3a(a){a=a|0;sOb(a);return}function H3a(a){a=a|0;Y8a(f[(f[a+4>>2]|0)+240>>2]|0);return}function I3a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==191786?a+4|0:0)|0}function J3a(a){a=a|0;return 15176}function K3a(a){a=a|0;var b=0,c=0,d=0;b=f[a+104>>2]|0;if(b|0){c=a+108|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-64-b|0)>>>6)<<6);sOb(b)}b=f[a+88>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+80|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function L3a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function M3a(a,b){a=a|0;b=b|0;var c=0;f[a>>2]=39368;c=pOb(120)|0;f[c>>2]=b;f[c+4>>2]=f[b+232>>2];b=f[b+236>>2]|0;f[c+8>>2]=b;if(b|0)gOb(b);ceb(c+12|0,34962,4194304,262144);ceb(c+36|0,34963,4194304,262144);b=c+60|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;n[c+76>>2]=1.0;b=c+80|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;n[c+96>>2]=1.0;f[c+104>>2]=0;f[c+108>>2]=0;f[c+112>>2]=0;z2a(c);f[a+4>>2]=c;return}function N3a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=u;u=u+16|0;a=i+8|0;h=i;d=f[d>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=d;eRa(h,f[b+232>>2]|0,a,e,g);if(f[h>>2]|0){g=f[b+244>>2]|0;xh[f[(f[g>>2]|0)+16>>2]&127](g,a,0)}a=f[h+4>>2]|0;if(!a){u=i;return}iOb(a);u=i;return}function O3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;f[a>>2]=39820;c=f[a+2956>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);i=e+20|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);i=a+2948|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);h=a+2852|0;c=f[h>>2]|0;if(c|0){i=a+2856|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[i>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+2648>>2]|0;if(c|0){d=a+2652|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);sOb(c)}c=f[a+2636>>2]|0;if(c|0){d=a+2640|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}i=a+2632|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=a+100|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+88|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+40|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+12|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function P3a(a){a=a|0;O3a(a);sOb(a);return}function Q3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0,X=0.0,Y=0.0;S=u;u=u+1136|0;R=S+1080|0;D=S+1072|0;O=S+48|0;B=S+1112|0;E=S;P=gDb()|0;Q=I;wqb(B);l=a9a(AQa(c)|0)|0;M=IAa(l)|0;p[a+2664>>3]=+p[M>>3];p[a+2672>>3]=+p[M+8>>3];p[a+2680>>3]=+p[M+16>>3];p[a+2688>>3]=+p[M+24>>3];p[a+2696>>3]=+p[M+32>>3];p[a+2704>>3]=+p[M+40>>3];p[a+2712>>3]=+p[M+48>>3];p[a+2720>>3]=+p[M+56>>3];p[a+2728>>3]=+p[M+64>>3];p[a+2736>>3]=+p[M+72>>3];p[a+2744>>3]=+p[M+80>>3];p[a+2752>>3]=+p[M+88>>3];p[a+2760>>3]=+p[M+96>>3];p[a+2768>>3]=+p[M+104>>3];p[a+2776>>3]=+p[M+112>>3];p[a+2784>>3]=+p[M+120>>3];T=+p[l+32>>3];M=a+2792|0;p[M>>3]=T;g=+p[l+40>>3];N=a+2800|0;p[N>>3]=g;i=+p[l+48>>3];F=a+2808|0;p[F>>3]=i;V=+p[l+56>>3];G=a+2816|0;p[G>>3]=V;U=+p[l+64>>3];H=a+2824|0;p[H>>3]=U;j=+p[l+72>>3];J=a+2832|0;p[J>>3]=j;T=V-T;g=U-g;i=j-i;j=+L(+(T*T+(g*g+i*i)));p[a+2888>>3]=T/j;p[a+2896>>3]=g/j;p[a+2904>>3]=i/j;K=a+2848|0;b[K>>0]=b[l>>0]|0;n[a+2840>>2]=+n[B+8>>2]-+n[B>>2];n[a+2844>>2]=+n[B+12>>2]-+n[B+4>>2];B=a+2852|0;l=f[B>>2]|0;C=a+2856|0;d=f[C>>2]|0;if((d|0)!=(l|0))do{e=d+-12|0;f[C>>2]=e;k=f[e>>2]|0;if(!k)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(k|0))f[d>>2]=e+(~((e+-32-k|0)>>>5)<<5);sOb(k);d=f[C>>2]|0}}while((d|0)!=(l|0));v5a(B);z=YRa(c)|0;d=f[z>>2]|0;z=f[z+4>>2]|0;a:do if((d|0)!=(z|0)){A=a+2860|0;while(1){x=f[d>>2]|0;v=d+4|0;y=f[v>>2]|0;l=y;k=x;if((x|0)!=(y|0)){e=f[C>>2]|0;if(e>>>0<(f[A>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;w=e+12|0;f[C>>2]=w;e=l}else{w5a(B);w=f[C>>2]|0;k=f[d>>2]|0;e=f[v>>2]|0}y=w+-12|0;e=e-k|0;k=e>>5;x=w+-4|0;s=f[y>>2]|0;q=s;if((f[x>>2]|0)-s>>5>>>0<k>>>0){t=w+-8|0;if(k>>>0>134217727)break;l=f[t>>2]|0;o=pOb(e)|0;m=o+(l-s>>5<<5)|0;r=m;o=o+(k<<5)|0;e=l;if((e|0)==(q|0))e=r;else{l=e+-32|0;k=m;while(1){W=e;e=e+-32|0;p[k+-32>>3]=+p[e>>3];p[k+-24>>3]=+p[W+-24>>3];p[k+-16>>3]=+p[W+-16>>3];p[k+-8>>3]=+p[W+-8>>3];if((e|0)==(q|0))break;else k=k+-32|0}e=m+(~((l-s|0)>>>5)<<5)|0}f[y>>2]=e;f[t>>2]=r;f[x>>2]=o;if(s|0)sOb(s)}k=f[d>>2]|0;m=f[v>>2]|0;if((k|0)!=(m|0)){l=w+-8|0;e=f[l>>2]|0;do{if(e>>>0<(f[x>>2]|0)>>>0){e=e+32|0;f[l>>2]=e}else{x5a(y);e=f[l>>2]|0}p[e+-32>>3]=+p[k>>3];p[e+-24>>3]=+p[k+8>>3];p[e+-16>>3]=+p[k+16>>3];p[e+-8>>3]=+p[k+24>>3];k=k+32|0}while((k|0)!=(m|0))}}d=d+12|0;if((d|0)==(z|0))break a}vd()}while(0);if(CEa(c,E)|0){e=E+24|0;k=E;l=E+32|0;m=E+8|0;o=E+40|0;d=E+16|0}else{p[E>>3]=-1.0;m=E+8|0;p[m>>3]=-1.0;d=E+16|0;p[d>>3]=-1.0;e=E+24|0;p[e>>3]=1.0;l=E+32|0;p[l>>3]=1.0;o=E+40|0;p[o>>3]=1.0;XAb(O,1024,194680,D)|0;k=m3a(260024,O,pAb(O)|0)|0;vEb(D,k+(f[(f[k>>2]|0)+-12>>2]|0)|0);W=XFb(D,260896)|0;W=Rg[f[(f[W>>2]|0)+28>>2]&255](W,10)|0;YFb(D);OEb(k,W)|0;AEb(k)|0;k=E}U=+p[e>>3]-+p[k>>3];p[O>>3]=U;W=O+8|0;g=+p[l>>3]-+p[m>>3];p[W>>3]=g;V=+p[o>>3]-+p[d>>3];p[O+16>>3]=V;g=U<g?+p[W>>3]:+p[O>>3];g=g<V?V:g;p[a+2912>>3]=g;switch(b[K>>0]|0){case 1:{U=g*1.0e10;X=+p[G>>3];i=+p[M>>3]-X;T=+p[H>>3];V=+p[N>>3]-T;Y=+p[J>>3];j=+p[F>>3]-Y;g=+L(+(i*i+(V*V+j*j)));j=Y+U*(j/g);i=X+U*(i/g);g=T+U*(V/g);break}case 0:{j=+p[F>>3];i=+p[M>>3];g=+p[N>>3];break}default:{W=JEb(m3a(260024,194719,40)|0,h[K>>0]|0)|0;vEb(O,W+(f[(f[W>>2]|0)+-12>>2]|0)|0);K=XFb(O,260896)|0;K=Rg[f[(f[K>>2]|0)+28>>2]&255](K,10)|0;YFb(O);OEb(W,K)|0;AEb(W)|0;j=+p[F>>3];i=+p[M>>3];g=+p[N>>3]}}p[a+2864>>3]=i;p[a+2872>>3]=g;p[a+2880>>3]=j;y5a(a,c);d=gDb()|0;e=I;if(!(b[a+121>>0]|0)){u=S;return}M=RPb(d|0,e|0,P|0,Q|0)|0;M=UPb(M|0,I|0,1e6,0)|0;N=f[a+2936>>2]|0;c=f[a+2940>>2]|0;P=f[a+2928>>2]|0;Q=f[a+2932>>2]|0;W=f[a+2944>>2]|0;a=R;f[a>>2]=M;f[a+4>>2]=I;f[R+8>>2]=N;f[R+12>>2]=c;f[R+16>>2]=P;f[R+20>>2]=Q;f[R+24>>2]=W;XAb(O,1024,194760,R)|0;W=m3a(260024,O,pAb(O)|0)|0;vEb(R,W+(f[(f[W>>2]|0)+-12>>2]|0)|0);Q=XFb(R,260896)|0;Q=Rg[f[(f[Q>>2]|0)+28>>2]&255](Q,10)|0;YFb(R);OEb(W,Q)|0;AEb(W)|0;u=S;return}function R3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j;d=gDb()|0;c=a+2920|0;f[c>>2]=d;f[c+4>>2]=I;c=a+8|0;d=pOb(148)|0;f[d>>2]=c;g=d+4|0;h=d+60|0;i=d+8|0;f[g>>2]=15100;f[h>>2]=15120;tEb(h,i);f[d+132>>2]=0;f[d+136>>2]=-1;f[g>>2]=39656;f[h>>2]=39676;xEb(i);f[i>>2]=39692;h=d+40|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+56>>2]=16;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;k3a(i,e);if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);i=pOb(272)|0;f[e>>2]=d;U3a(i,e,a+2664|0,a+2636|0,a+2648|0,a+2948|0,c);h=f[e>>2]|0;f[e>>2]=0;if(h|0){c=h+4|0;f[c>>2]=39656;d=h+60|0;f[d>>2]=39676;e=h+8|0;f[e>>2]=39692;g=h+40|0;if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);oDb(e);kEb(c,39752);jDb(d);sOb(h)}c=a+2632|0;d=f[c>>2]|0;f[c>>2]=i;if(!d){a=f[i>>2]|0;a=a+8|0;a=f[a>>2]|0;gh[a&2047](i);u=j;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);i=f[c>>2]|0;a=f[i>>2]|0;a=a+8|0;a=f[a>>2]|0;gh[a&2047](i);u=j;return}function S3a(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+16|0;c=b;e=gDb()|0;e=QPb(e|0,I|0,1e9,0)|0;d=c;f[d>>2]=e;f[d+4>>2]=I;a=f[a+2632>>2]|0;a=Rg[f[(f[a>>2]|0)+12>>2]&255](a,c)|0;u=b;return a|0}function T3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;g=u;u=u+1040|0;e=g;d=g+8|0;h=c+2632|0;i=f[h>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](a,i);a=f[h>>2]|0;f[h>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);if(!(b[c+121>>0]|0)){u=g;return}h=gDb()|0;i=c+2920|0;i=RPb(h|0,I|0,f[i>>2]|0,f[i+4>>2]|0)|0;i=UPb(i|0,I|0,1e6,0)|0;p[e>>3]=(+(i>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(d,1024,192106,e)|0;i=m3a(260024,d,pAb(d)|0)|0;vEb(e,i+(f[(f[i>>2]|0)+-12>>2]|0)|0);h=XFb(e,260896)|0;h=Rg[f[(f[h>>2]|0)+28>>2]&255](h,10)|0;YFb(e);OEb(i,h)|0;AEb(i)|0;u=g;return}function U3a(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;f[a>>2]=39852;f[a+4>>2]=i;f[a+8>>2]=d;m=f[c>>2]|0;f[c>>2]=0;f[a+12>>2]=m;m=a+16|0;f[m>>2]=1e3;f[m+4>>2]=0;m=gDb()|0;m=QPb(m|0,I|0,1e9,0)|0;j=a+24|0;f[j>>2]=m;f[j+4>>2]=I;j=gDb()|0;m=a+32|0;f[m>>2]=j;f[m+4>>2]=I;m=a+40|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;b[m+12>>0]=0;m=f[h>>2]|0;f[h>>2]=0;j=h+4|0;i=f[j>>2]|0;f[j>>2]=0;f[a+56>>2]=m;f[a+60>>2]=i;j=a+64|0;k=h+8|0;c=f[k>>2]|0;f[j>>2]=c;l=h+12|0;d=f[l>>2]|0;f[a+68>>2]=d;f[a+72>>2]=f[h+16>>2];h=m;if(d|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;f[h+(c<<2)>>2]=j;f[k>>2]=0;f[l>>2]=0}i=a+80|0;c=a+164|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;i=a+104|0;h=i+60|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));n[c>>2]=1.0;c=a+212|0;f[c>>2]=0;d=a+216|0;f[d>>2]=0;f[a+220>>2]=0;i=a+168|0;h=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));f[c>>2]=f[e>>2];i=e+4|0;f[d>>2]=f[i>>2];h=e+8|0;f[a+220>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[e>>2]=0;i=a+224|0;f[i>>2]=0;h=a+228|0;f[h>>2]=0;f[a+232>>2]=0;f[i>>2]=f[g>>2];i=g+4|0;f[h>>2]=f[i>>2];h=g+8|0;f[a+232>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[g>>2]=0;i=a+236|0;h=i+36|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));return}function V3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;f[a>>2]=39852;c=f[a+260>>2]|0;if(c|0){d=a+264|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}c=f[a+248>>2]|0;if(c|0){d=a+252|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+236>>2]|0;if(c|0){d=a+240|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+224>>2]|0;if(c|0){d=a+228|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);sOb(c)}c=f[a+212>>2]|0;if(c|0){d=a+216|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}h=a+196|0;c=f[h>>2]|0;if(c|0){i=a+200|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}k=a+184|0;c=f[k>>2]|0;if(c|0){l=a+188|0;d=f[l>>2]|0;if((d|0)!=(c|0)){e=d;while(1){j=e+-12|0;f[l>>2]=j;d=f[j>>2]|0;if(!d)d=j;else{i=e+-8|0;e=f[i>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[i>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-8-h|0)>>>3)<<3);sOb(h);e=f[i>>2]|0}}while((e|0)!=(d|0));d=f[j>>2]|0}sOb(d);d=f[l>>2]|0}if((d|0)==(c|0))break;else e=d}c=f[k>>2]|0}sOb(c)}o=a+148|0;t4a(o,f[a+156>>2]|0);c=f[o>>2]|0;f[o>>2]=0;if(c|0)sOb(c);o=a+136|0;c=f[o>>2]|0;f[o>>2]=0;if(c|0){d=f[c>>2]|0;f[c>>2]=0;if(d|0){l4a(d);sOb(d)}sOb(c)}n=a+96|0;o=f[n>>2]|0;f[n>>2]=0;if(o|0){m=o+4|0;c=f[m>>2]|0;l=o+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=o+8|0;e=f[n>>2]|0;h=e;i=c;if((e|0)==(c|0)){j=0;k=o+20|0;d=0}else{k=o+20|0;j=(f[k>>2]|0)+d|0;j=(f[c+(j>>>9<<2)>>2]|0)+((j&511)<<3)|0;d=(f[g>>2]|0)+((d&511)<<3)|0}a:while(1){do{if((j|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[k>>2]=0;d=h-i>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;p=64;break}case 2:{d=512;p=64;break}default:{}}if((p|0)==64)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[o>>2]|0;if(c|0)sOb(c);sOb(o)}p=a+92|0;h=f[p>>2]|0;f[p>>2]=0;if(h|0){c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h)}p=a+88|0;c=f[p>>2]|0;f[p>>2]=0;if(c|0){W6a(c);sOb(c)}c=f[a+64>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{p=d;d=f[d>>2]|0;sOb(p)}while((d|0)!=0);p=e+20|0;d=f[p>>2]|0;f[p>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);p=a+56|0;c=f[p>>2]|0;f[p>>2]=0;if(c|0)sOb(c);a=a+12|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;d=c+4|0;f[d>>2]=39656;e=c+60|0;f[e>>2]=39676;g=c+8|0;f[g>>2]=39692;h=c+40|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);oDb(g);kEb(d,39752);jDb(e);sOb(c);return}function W3a(a){a=a|0;V3a(a);sOb(a);return}function X3a(a){a=a|0;b[a+52>>0]=0;f[a+44>>2]=943;f[a+48>>2]=0;return}function Y3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=a+44|0;g=a+48|0;h=a+52|0;do{d=f[e>>2]|0;k=f[g>>2]|0;i=a+(k>>1)|0;if(k&1)d=f[(f[i>>2]|0)+d>>2]|0;oh[d&1023](i,c);if(b[h>>0]|0){d=1;j=8;break}i=gDb()|0;l=I;k=c;d=f[k+4>>2]|0}while((l|0)<(d|0)|((l|0)==(d|0)?i>>>0<(f[k>>2]|0)>>>0:0));if((j|0)==8)return d|0;l=(b[h>>0]|0)!=0;return l|0}function Z3a(a,b){a=a|0;b=b|0;l3a(a,(f[b+12>>2]|0)+8|0);return}function _3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0;x=u;u=u+1072|0;t=x+44|0;w=x+8|0;d=x;v=x+48|0;r=x+24|0;s=a+4|0;c=f[s>>2]|0;if(!(b[c+16>>0]|0)){if(!(b[c+112>>0]|0)){w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}XAb(v,1024,192149,d)|0;w=m3a(260024,v,pAb(v)|0)|0;vEb(t,w+(f[(f[w>>2]|0)+-12>>2]|0)|0);v=XFb(t,260896)|0;v=Rg[f[(f[v>>2]|0)+28>>2]&255](v,10)|0;YFb(t);OEb(w,v)|0;AEb(w)|0;w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}o=gDb()|0;q=a+32|0;d=q;f[d>>2]=o;f[d+4>>2]=I;y=+p[(f[a+8>>2]|0)+248>>3]*1.0e-08;p[a+80>>3]=y<1.0e-06?y:1.0e-06;d=f[a+64>>2]|0;if(!d)g=0;else{l=a+228|0;m=a+232|0;o=a+224|0;c=0;do{e=d;k=e+8|0;e=f[e+28>>2]|0;if(e)do{g=e;if(a4a(a,g+64|0)|0){h=g+8|0;i=g+32|0;j=f[l>>2]|0;if(j>>>0<(f[m>>2]|0)>>>0){p[j>>3]=+p[h>>3];p[j+8>>3]=+p[g+16>>3];p[j+16>>3]=+p[g+24>>3];p[j+24>>3]=+p[i>>3];p[j+32>>3]=+p[g+40>>3];p[j+40>>3]=+p[g+48>>3];j=j+48|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[l>>2]=(f[l>>2]|0)+64}else b4a(o,h,i,k);c=c+1|0}e=f[e>>2]|0}while((e|0)!=0);d=f[d>>2]|0}while((d|0)!=0);g=c}f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;n[r+16>>2]=1.0;b[t>>0]=b[v>>0]|0;$3a(a+56|0,r,t);c=f[r+8>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{o=d;d=f[d>>2]|0;sOb(o)}while((d|0)!=0);o=e+20|0;d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);c=f[r>>2]|0;f[r>>2]=0;if(c|0)sOb(c);s=f[s>>2]|0;c=gDb()|0;d=I;if(!(b[s+112>>0]|0)){w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}s=q;s=RPb(c|0,d|0,f[s>>2]|0,f[s+4>>2]|0)|0;s=UPb(s|0,I|0,1e6,0)|0;f[w>>2]=g;p[w+8>>3]=(+(s>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(v,1024,192175,w)|0;w=m3a(260024,v,pAb(v)|0)|0;vEb(t,w+(f[(f[w>>2]|0)+-12>>2]|0)|0);v=XFb(t,260896)|0;v=Rg[f[(f[v>>2]|0)+28>>2]&255](v,10)|0;YFb(t);OEb(w,v)|0;AEb(w)|0;w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}function $3a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=a+12|0;if(f[h>>2]|0){g=a+8|0;c=f[g>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);i=e+20|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);f[g>>2]=0;d=f[a+4>>2]|0;if(d|0){c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}i=f[b>>2]|0;f[b>>2]=0;c=f[a>>2]|0;f[a>>2]=i;if(c|0)sOb(c);i=b+4|0;d=a+4|0;f[d>>2]=f[i>>2];f[i>>2]=0;i=b+12|0;e=f[i>>2]|0;f[h>>2]=e;f[a+16>>2]=f[b+16>>2];g=b+8|0;c=f[g>>2]|0;h=a+8|0;f[h>>2]=c;if(!e)return;c=f[c+4>>2]|0;d=f[d>>2]|0;e=d+-1|0;if(!(e&d))c=e&c;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=h;f[g>>2]=0;f[i>>2]=0;return}function a4a(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0;if((f[c+144>>2]|0)==1){a=1;return a|0}q=+p[c+32>>3];k=+p[c+8>>3];t=q-k;s=+p[c+40>>3];i=+p[c+64>>3]-s;d=+p[c+16>>3];s=s-d;q=+p[c+56>>3]-q;g=t*i-s*q;l=+p[c+24>>3];j=+p[c+48>>3]-l;h=+p[c>>3];l=l-h;i=s*j-i*l;j=q*l-t*j;t=+p[c+104>>3];l=+p[c+80>>3];q=t-l;s=+p[c+112>>3];r=+p[c+136>>3]-s;n=+p[c+88>>3];s=s-n;t=+p[c+128>>3]-t;o=+p[c+96>>3];u=+p[c+120>>3]-o;m=+p[c+72>>3];o=o-m;c=f[a+8>>2]|0;if((b[c+184>>0]|0)==1){n=+p[c+224>>3];h=+p[c+232>>3];d=+p[c+240>>3];i=g*n+(i*h+j*d);g=n}else{w=+p[c+200>>3];x=+p[c+208>>3];v=+p[c+216>>3];i=g*(h-w)+(i*(k-x)+j*(d-v));h=l-x;g=m-w;d=n-v}d=(q*r-s*t)*g+((t*o-q*u)*d+(s*u-r*o)*h);if(!(i>=0.0)){x=+K(+(0.0-i));e=x<+p[a+80>>3]&1}else e=1;if(!(d>=0.0)){x=+K(+(0.0-d));c=x<+p[a+80>>3]&1}else c=1;a=(e|0)!=(c|0);return a|0}function b4a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=a+4|0;e=f[q>>2]|0;g=f[a>>2]|0;k=e-g>>6;i=k+1|0;n=g;h=e;if(i>>>0>67108863)AMb(a);o=a+8|0;l=(f[o>>2]|0)-g|0;m=l>>5;i=l>>6>>>0<33554431?(m>>>0<i>>>0?i:m):67108863;do if(!i)j=0;else if(i>>>0>67108863)vd();else{j=pOb(i<<6)|0;break}while(0);l=j+(k<<6)|0;g=l;m=j+(i<<6)|0;p[l>>3]=+p[b>>3];p[j+(k<<6)+8>>3]=+p[b+8>>3];p[j+(k<<6)+16>>3]=+p[b+16>>3];p[j+(k<<6)+24>>3]=+p[c>>3];p[j+(k<<6)+32>>3]=+p[c+8>>3];p[j+(k<<6)+40>>3]=+p[c+16>>3];i=j+(k<<6)+48|0;f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];i=l+64|0;if((h|0)!=(n|0)){e=l;do{k=h;h=h+-64|0;p[e+-64>>3]=+p[h>>3];p[e+-56>>3]=+p[k+-56>>3];p[e+-48>>3]=+p[k+-48>>3];p[e+-40>>3]=+p[k+-40>>3];p[e+-32>>3]=+p[k+-32>>3];p[e+-24>>3]=+p[k+-24>>3];l=e+-16|0;k=k+-16|0;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];e=g+-64|0;g=e}while((h|0)!=(n|0));e=f[a>>2]|0}f[a>>2]=g;f[q>>2]=i;f[o>>2]=m;if(!e)return;sOb(e);return}function c4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+1040|0;h=i;e=i+8|0;d=gDb()|0;g=a+32|0;f[g>>2]=d;f[g+4>>2]=I;g=a+4|0;V6a(e,f[g>>2]|0,f[a+8>>2]|0);d=a+88|0;j=f[e>>2]|0;f[e>>2]=0;c=f[d>>2]|0;f[d>>2]=j;if(!c)f[e>>2]=0;else{W6a(c);sOb(c);c=f[e>>2]|0;f[e>>2]=0;if(c|0){W6a(c);sOb(c)}}if(b[(f[g>>2]|0)+112>>0]|0){p[h>>3]=+p[(f[d>>2]|0)+32>>3];XAb(e,1024,192226,h)|0;j=m3a(260024,e,pAb(e)|0)|0;vEb(h,j+(f[(f[j>>2]|0)+-12>>2]|0)|0);g=XFb(h,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(h);OEb(j,g)|0;AEb(j)|0}j=a+212|0;g=pOb(136)|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=f[j>>2];h=a+216|0;f[g+28>>2]=f[h>>2];e=a+220|0;f[g+32>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=0;f[j>>2]=0;f[g+36>>2]=0;f[g+112>>2]=0;f[g+116>>2]=0;f[g+120>>2]=0;b[g+128>>0]=0;j=a+92|0;h=f[j>>2]|0;f[j>>2]=g;if(!h){h=gDb()|0;e=I;g=a+16|0;j=g;j=f[j>>2]|0;g=g+4|0;g=f[g>>2]|0;g=WPb(j|0,g|0,1e6,0)|0;j=I;e=QPb(g|0,j|0,h|0,e|0)|0;h=I;j=a+24|0;g=j;f[g>>2]=e;j=j+4|0;f[j>>2]=h;j=a+44|0;f[j>>2]=945;j=a+48|0;f[j>>2]=0;u=i;return}c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h);h=gDb()|0;e=I;g=a+16|0;j=g;j=f[j>>2]|0;g=g+4|0;g=f[g>>2]|0;g=WPb(j|0,g|0,1e6,0)|0;j=I;e=QPb(g|0,j|0,h|0,e|0)|0;h=I;j=a+24|0;g=j;f[g>>2]=e;j=j+4|0;f[j>>2]=h;j=a+44|0;f[j>>2]=945;j=a+48|0;f[j>>2]=0;u=i;return}function d4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=a+4|0;b=f[i>>2]|0;k=a+16|0;c=f[k>>2]|0;d=b+(c>>>8<<2)|0;j=a+8|0;if((f[j>>2]|0)==(b|0)){h=0;g=a+20|0;b=0}else{g=a+20|0;h=c+(f[g>>2]|0)|0;h=(f[b+(h>>>8<<2)>>2]|0)+((h&255)<<4)|0;b=(f[d>>2]|0)+((c&255)<<4)|0}e=d;a:while(1){do{if((h|0)==(b|0))break a;a=f[b+4>>2]|0;if(a|0){c=b+8|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-88-a|0)>>>0)/88|0)*88|0);sOb(a)}b=b+16|0}while((b-(f[e>>2]|0)|0)!=4096);b=e+4|0;e=b;b=f[b>>2]|0}f[g>>2]=0;a=f[i>>2]|0;b=(f[j>>2]|0)-a>>2;if(b>>>0>2)do{sOb(f[a>>2]|0);a=(f[i>>2]|0)+4|0;f[i>>2]=a;b=(f[j>>2]|0)-a>>2}while(b>>>0>2);switch(b|0){case 1:{b=128;break}case 2:{b=256;break}default:return}f[k>>2]=b;return}function e4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+1088|0;i=n+48|0;k=n+40|0;h=n+16|0;e=n;m=n+64|0;j=a+88|0;l=a+92|0;o=Y6a(f[j>>2]|0,f[l>>2]|0,c)|0;g=a+4|0;d=f[g>>2]|0;c=(b[d+112>>0]|0)!=0;if(!o){if(!c){u=n;return}d=gDb()|0;e=I;c=a+24|0;o=c;l=f[o+4>>2]|0;if(!((l|0)<(e|0)|((l|0)==(e|0)?(f[o>>2]|0)>>>0<d>>>0:0))){u=n;return}o=a+16|0;o=WPb(f[o>>2]|0,f[o+4>>2]|0,1e6,0)|0;o=QPb(o|0,I|0,d|0,e|0)|0;a=c;f[a>>2]=o;f[a+4>>2]=I;a=f[j>>2]|0;o=f[a+24>>2]|0;a=f[a+8>>2]|0;f[i>>2]=a;f[i+4>>2]=o;p[i+8>>3]=+(a>>>0)/+(o>>>0)*100.0;XAb(m,1024,192261,i)|0;o=m3a(260024,m,pAb(m)|0)|0;vEb(i,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);a=XFb(i,260896)|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,10)|0;YFb(i);OEb(o,a)|0;AEb(o)|0;u=n;return}if(c){o=f[j>>2]|0;d=f[o+24>>2]|0;o=f[o+8>>2]|0;f[e>>2]=o;f[e+4>>2]=d;p[e+8>>3]=+(o>>>0)/+(d>>>0)*100.0;XAb(m,1024,192261,e)|0;d=m3a(260024,m,pAb(m)|0)|0;vEb(e,d+(f[(f[d>>2]|0)+-12>>2]|0)|0);o=XFb(e,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(e);OEb(d,o)|0;AEb(d)|0;d=f[g>>2]|0}c=f[j>>2]|0;if(b[d+113>>0]|0){i=f[c+8>>2]|0;j=f[c+12>>2]|0;o=f[c+16>>2]|0;d=f[c+20>>2]|0;f[h>>2]=f[c+4>>2];f[h+4>>2]=i;f[h+8>>2]=j;f[h+12>>2]=o;f[h+16>>2]=d;XAb(m,1024,192314,h)|0;d=m3a(260024,m,pAb(m)|0)|0;vEb(h,d+(f[(f[d>>2]|0)+-12>>2]|0)|0);o=XFb(h,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(h);OEb(d,o)|0;AEb(d)|0;d=f[g>>2]|0}c=gDb()|0;if(b[d+112>>0]|0){o=a+32|0;o=RPb(c|0,I|0,f[o>>2]|0,f[o+4>>2]|0)|0;o=UPb(o|0,I|0,1e6,0)|0;p[k>>3]=(+(o>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(m,1024,192391,k)|0;o=m3a(260024,m,pAb(m)|0)|0;vEb(k,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);m=XFb(k,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,10)|0;YFb(k);OEb(o,m)|0;AEb(o)|0}h=f[l>>2]|0;f[l>>2]=0;if(h|0){c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h)}f[a+44>>2]=946;f[a+48>>2]=0;u=n;return}function f4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+1040|0;e=h+1024|0;g=h;d=a+4|0;c=f[d>>2]|0;if(b[c+112>>0]|0){XAb(g,1024,192419,e)|0;c=m3a(260024,g,pAb(g)|0)|0;vEb(e,c+(f[(f[c>>2]|0)+-12>>2]|0)|0);i=XFb(e,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(e);OEb(c,i)|0;AEb(c)|0;c=f[d>>2]|0}e=f[a+12>>2]|0;i=(f[a+8>>2]|0)+176|0;p[g>>3]=-32767.0;p[g+8>>3]=-32767.0;p[g+16>>3]=65534.0;p[g+24>>3]=65534.0;g4a(e,i,g,c+4|0);f[a+44>>2]=947;f[a+48>>2]=0;u=h;return}function g4a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;k=l;f[a+140>>2]=f[c>>2];j=c+4|0;f[a+144>>2]=f[j>>2];g=+n[c>>2];h=+n[j>>2];j=a+4|0;if(b[f[a>>2]>>0]|0){i=m3a(j,194226,54)|0;b[k>>0]=10;m3a(i,k,1)|0}a=m3a(m3a(NEb(m3a(m3a(NEb(m3a(m3a(m3a(m3a(m3a(m3a(m3a(j,194281,4)|0,194286,14)|0,194301,19)|0,194321,35)|0,194357,43)|0,194401,45)|0,194447,8)|0,g)|0,193077,1)|0,194456,9)|0,h)|0,193077,1)|0,194466,10)|0;a=m3a(JEb(a,~~+p[d>>3])|0,193056,1)|0;c=d+8|0;a=m3a(JEb(a,~~+p[c>>3])|0,193056,1)|0;a=m3a(JEb(a,~~+p[d+16>>3])|0,193056,1)|0;a=m3a(m3a(m3a(m3a(JEb(a,~~+p[d+24>>3])|0,193077,1)|0,194477,27)|0,194505,37)|0,193142,1)|0;b[k>>0]=10;m3a(a,k,1)|0;a=e+11|0;m=b[a>>0]|0;i=e+4|0;if(!((m<<24>>24<0?f[i>>2]|0:m&255)|0)){u=l;return}j=m3a(m3a(j,194543,5)|0,194549,4)|0;j=m3a(m3a(JEb(j,~~+p[d>>3])|0,193077,1)|0,194554,4)|0;j=m3a(m3a(m3a(JEb(j,~~+p[c>>3])|0,193077,1)|0,194559,27)|0,193174,7)|0;m=b[a>>0]|0;d=m<<24>>24<0;m=m3a(m3a(m3a(j,d?f[e>>2]|0:e,d?f[i>>2]|0:m&255)|0,193077,1)|0,194587,2)|0;b[k>>0]=10;m3a(m,k,1)|0;u=l;return}function h4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+1040|0;d=r;c=r+8|0;if(b[(f[a+4>>2]|0)+112>>0]|0){XAb(c,1024,192430,d)|0;q=m3a(260024,c,pAb(c)|0)|0;vEb(d,q+(f[(f[q>>2]|0)+-12>>2]|0)|0);n=XFb(d,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(d);OEb(q,n)|0;AEb(q)|0}p[a+104>>3]=1797693134862315708145274.0e284;p[a+112>>3]=-1797693134862315708145274.0e284;m=a+120|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;m=pOb(64)|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;q=m+32|0;n=a+96|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;b[q+24>>0]=0;q=f[n>>2]|0;f[n>>2]=m;if(!q){q=a+44|0;f[q>>2]=948;a=a+48|0;f[a>>2]=0;u=r;return}m=q+4|0;c=f[m>>2]|0;l=q+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=q+8|0;e=f[n>>2]|0;h=e;i=c;if((e|0)==(c|0)){j=0;k=q+20|0;d=0}else{k=q+20|0;j=(f[k>>2]|0)+d|0;j=(f[c+(j>>>9<<2)>>2]|0)+((j&511)<<3)|0;d=(f[g>>2]|0)+((d&511)<<3)|0}a:while(1){do{if((j|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[k>>2]=0;d=h-i>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;o=17;break}case 2:{d=512;o=17;break}default:{}}if((o|0)==17)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[q>>2]|0;if(c|0)sOb(c);sOb(q);q=a+44|0;f[q>>2]=948;a=a+48|0;f[a>>2]=0;u=r;return}function i4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0;s=u;u=u+32|0;r=s;q=r+16|0;f[r>>2]=39880;f[r+4>>2]=a;f[q>>2]=r;c=a+96|0;if(j4a(f[a+88>>2]|0,f[c>>2]|0,r,b)|0){v=+p[a+104>>3];t=(+p[a+112>>3]-v)*.5;p[a+128>>3]=-(v+t);p[a+120>>3]=32767.0/t;o=f[c>>2]|0;f[c>>2]=0;if(o|0){l=o+4|0;b=f[l>>2]|0;k=o+16|0;c=f[k>>2]|0;e=b+(c>>>9<<2)|0;n=o+8|0;d=f[n>>2]|0;g=d;h=b;if((d|0)==(b|0)){i=0;j=o+20|0;c=0}else{j=o+20|0;i=(f[j>>2]|0)+c|0;i=(f[b+(i>>>9<<2)>>2]|0)+((i&511)<<3)|0;c=(f[e>>2]|0)+((c&511)<<3)|0}a:while(1){do{if((i|0)==(c|0))break a;c=c+8|0}while((c-(f[e>>2]|0)|0)!=4096);c=e+4|0;e=c;c=f[c>>2]|0}f[j>>2]=0;c=g-h>>2;if(c>>>0>2)do{sOb(f[b>>2]|0);b=(f[l>>2]|0)+4|0;f[l>>2]=b;d=f[n>>2]|0;c=d-b>>2}while(c>>>0>2);switch(c|0){case 1:{c=256;m=16;break}case 2:{c=512;m=16;break}default:{}}if((m|0)==16)f[k>>2]=c;if((b|0)!=(d|0)){do{sOb(f[b>>2]|0);b=b+4|0}while((b|0)!=(d|0));b=f[l>>2]|0;c=f[n>>2]|0;if((c|0)!=(b|0))f[n>>2]=c+(~((c+-4-b|0)>>>2)<<2)}b=f[o>>2]|0;if(b|0)sOb(b);sOb(o)}f[a+44>>2]=949;f[a+48>>2]=0}b=f[q>>2]|0;if((r|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);u=s;return}if(!b){u=s;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);u=s;return}function j4a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;s=c+56|0;if(b[s>>0]|0){t=1;return t|0}t=c+24|0;g=f[t>>2]|0;if(!g){g=f[a>>2]|0;f[t>>2]=g;if(!g){b[s>>0]=1;t=1;return t|0}}o=c+32|0;q=c+40|0;r=c+48|0;j=d+16|0;k=c+20|0;l=c+16|0;m=c+4|0;n=c+8|0;a:while(1){b:do if(!(+p[g+24>>3]+(+p[g>>3]*+p[o>>3]+(+p[g+8>>3]*+p[q>>3]+ +p[g+16>>3]*+p[r>>3]))<0.0)){if(f[g+44>>2]|0){d=f[m>>2]|0;i=(f[n>>2]|0)-d|0;a=f[l>>2]|0;h=f[k>>2]|0;if((((i|0)==0?0:(i<<7)+-1|0)|0)==(h+a|0)){i5a(c);a=f[l>>2]|0;h=f[k>>2]|0;d=f[m>>2]|0}h=h+a|0;i=h&511;h=f[d+(h>>>9<<2)>>2]|0;f[h+(i<<3)>>2]=g;f[h+(i<<3)+4>>2]=1;f[k>>2]=(f[k>>2]|0)+1;g=(f[t>>2]|0)+44|0;i=39;break}a=f[j>>2]|0;if(!a){i=12;break a}oh[f[(f[a>>2]|0)+24>>2]&1023](a,g);g=f[(f[t>>2]|0)+48>>2]|0;if(g|0){f[t>>2]=g;break}g=f[k>>2]|0;if(!g){i=16;break a}while(1){a=g+-1+(f[l>>2]|0)|0;g=f[(f[m>>2]|0)+(a>>>9<<2)>>2]|0;a=a&511;d=g+(a<<3)|0;h=f[j>>2]|0;if(!h){i=18;break a}oh[f[(f[h>>2]|0)+24>>2]&1023](h,f[d>>2]|0);d=f[d>>2]|0;g=f[((f[g+(a<<3)+4>>2]|0)==1?d+48|0:d+44|0)>>2]|0;f[t>>2]=g;d=f[k>>2]|0;f[k>>2]=d+-1;a=f[n>>2]|0;h=a-(f[m>>2]|0)|0;if((1-d-(f[l>>2]|0)+((h|0)==0?0:(h<<7)+-1|0)|0)>>>0>1023){sOb(f[a+-4>>2]|0);f[n>>2]=(f[n>>2]|0)+-4;g=f[t>>2]|0}if(g|0)break b;g=f[k>>2]|0;if(!g)break a}}else{if(f[g+48>>2]|0){d=f[m>>2]|0;i=(f[n>>2]|0)-d|0;a=f[l>>2]|0;h=f[k>>2]|0;if((((i|0)==0?0:(i<<7)+-1|0)|0)==(h+a|0)){i5a(c);a=f[l>>2]|0;h=f[k>>2]|0;d=f[m>>2]|0}h=h+a|0;i=h&511;h=f[d+(h>>>9<<2)>>2]|0;f[h+(i<<3)>>2]=g;f[h+(i<<3)+4>>2]=0;f[k>>2]=(f[k>>2]|0)+1;g=(f[t>>2]|0)+48|0;i=39;break}a=f[j>>2]|0;if(!a){i=28;break a}oh[f[(f[a>>2]|0)+24>>2]&1023](a,g);g=f[(f[t>>2]|0)+44>>2]|0;if(g|0){f[t>>2]=g;break}g=f[k>>2]|0;if(!g){i=32;break a}while(1){a=g+-1+(f[l>>2]|0)|0;g=f[(f[m>>2]|0)+(a>>>9<<2)>>2]|0;a=a&511;d=g+(a<<3)|0;h=f[j>>2]|0;if(!h){i=34;break a}oh[f[(f[h>>2]|0)+24>>2]&1023](h,f[d>>2]|0);d=f[d>>2]|0;g=f[((f[g+(a<<3)+4>>2]|0)==1?d+48|0:d+44|0)>>2]|0;f[t>>2]=g;d=f[k>>2]|0;f[k>>2]=d+-1;a=f[n>>2]|0;h=a-(f[m>>2]|0)|0;if((1-d-(f[l>>2]|0)+((h|0)==0?0:(h<<7)+-1|0)|0)>>>0>1023){sOb(f[a+-4>>2]|0);f[n>>2]=(f[n>>2]|0)+-4;g=f[t>>2]|0}if(g|0)break b;g=f[k>>2]|0;if(!g)break a}}while(0);if((i|0)==39){i=0;h=f[g>>2]|0;f[t>>2]=h;if(!h)break}d=gDb()|0;u=I;h=e;a=f[h+4>>2]|0;g=f[t>>2]|0;if(!((u|0)<(a|0)|((u|0)==(a|0)?d>>>0<(f[h>>2]|0)>>>0:0))){i=41;break}}if((i|0)==12)vd();else if((i|0)==16)f[t>>2]=0;else if((i|0)==18)vd();else if((i|0)==28)vd();else if((i|0)==32)f[t>>2]=0;else if((i|0)==34)vd();else if((i|0)==41)if(g|0){u=0;return u|0}b[s>>0]=1;u=1;return u|0}function k4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+1040|0;e=r;c=r+8|0;d=a+4|0;if(b[(f[d>>2]|0)+112>>0]|0){f[e>>2]=f[(f[a+88>>2]|0)+8>>2];XAb(c,1024,192453,e)|0;o=m3a(260024,c,pAb(c)|0)|0;vEb(e,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(e,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(e);OEb(o,n)|0;AEb(o)|0}e=gDb()|0;c=a+32|0;f[c>>2]=e;f[c+4>>2]=I;d=f[d>>2]|0;c=pOb(88)|0;f[c>>2]=0;f[c+4>>2]=-32767;f[c+8>>2]=-32767;f[c+12>>2]=32767;f[c+16>>2]=32767;f[c+20>>2]=200;f[c+24>>2]=0;f[c+28>>2]=0;f[c+32>>2]=-1;e=c+36|0;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[c+84>>2]=d;d=a+136|0;e=f[d>>2]|0;f[d>>2]=c;if(e){c=f[e>>2]|0;f[e>>2]=0;if(c|0){l4a(c);sOb(c)}sOb(e);c=f[d>>2]|0}z7a(c,15);n=f[a+8>>2]|0;m=pOb(64)|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;p[m+32>>3]=+p[n+200>>3];p[m+40>>3]=+p[n+208>>3];p[m+48>>3]=+p[n+216>>3];b[m+56>>0]=0;n=a+96|0;o=f[n>>2]|0;f[n>>2]=m;if(!o){o=a+140|0;f[o>>2]=0;o=a+144|0;f[o>>2]=0;o=gDb()|0;m=I;n=a+16|0;q=n;q=f[q>>2]|0;n=n+4|0;n=f[n>>2]|0;n=WPb(q|0,n|0,1e6,0)|0;q=I;m=QPb(n|0,q|0,o|0,m|0)|0;o=I;q=a+24|0;n=q;f[n>>2]=m;q=q+4|0;f[q>>2]=o;q=a+44|0;f[q>>2]=950;a=a+48|0;f[a>>2]=0;u=r;return}m=o+4|0;c=f[m>>2]|0;l=o+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=o+8|0;e=f[n>>2]|0;j=e;k=c;if((e|0)==(c|0)){d=0;h=0;i=o+20|0}else{i=o+20|0;h=(f[i>>2]|0)+d|0;d=(f[g>>2]|0)+((d&511)<<3)|0;h=(f[c+(h>>>9<<2)>>2]|0)+((h&511)<<3)|0}a:while(1){do{if((h|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[i>>2]=0;d=j-k>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;q=21;break}case 2:{d=512;q=21;break}default:{}}if((q|0)==21)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[o>>2]|0;if(c|0)sOb(c);sOb(o);o=a+140|0;f[o>>2]=0;o=a+144|0;f[o>>2]=0;o=gDb()|0;m=I;n=a+16|0;q=n;q=f[q>>2]|0;n=n+4|0;n=f[n>>2]|0;n=WPb(q|0,n|0,1e6,0)|0;q=I;m=QPb(n|0,q|0,o|0,m|0)|0;o=I;q=a+24|0;n=q;f[n>>2]=m;q=q+4|0;f[q>>2]=o;q=a+44|0;f[q>>2]=950;a=a+48|0;f[a>>2]=0;u=r;return}function l4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=a+40|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){l4a(b);sOb(b)}h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){l4a(b);sOb(b)}g=a+28|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){b=f[h>>2]|0;if(b|0){g=h+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}sOb(h)}g=a+24|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){b=f[h>>2]|0;if(b|0){g=h+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}sOb(h)}h=a+20|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){c=f[b>>2]|0;if(c|0){d=b+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}sOb(b)}a=a+16|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;c=f[b>>2]|0;if(c|0){d=b+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);sOb(c)}sOb(b);return}function m4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+2112|0;j=m+1056|0;e=m+1048|0;d=m+24|0;h=m+1080|0;i=m+1072|0;l=m;f[i>>2]=a;k=l+16|0;f[l>>2]=39924;f[l+4>>2]=a;f[l+8>>2]=i;f[k>>2]=l;i=a+88|0;n=j4a(f[i>>2]|0,f[a+96>>2]|0,l,c)|0;g=a+4|0;c=(b[(f[g>>2]|0)+112>>0]|0)!=0;if(n){if(c){j=f[(f[i>>2]|0)+8>>2]|0;n=f[a+140>>2]|0;f[d>>2]=n;f[d+4>>2]=j;p[d+8>>3]=+(n>>>0)/+(j>>>0)*100.0;XAb(h,1024,192495,d)|0;j=m3a(260024,h,pAb(h)|0)|0;vEb(d,j+(f[(f[j>>2]|0)+-12>>2]|0)|0);n=XFb(d,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(d);OEb(j,n)|0;AEb(j)|0;j=gDb()|0;n=a+32|0;n=RPb(j|0,I|0,f[n>>2]|0,f[n+4>>2]|0)|0;n=UPb(n|0,I|0,1e6,0)|0;p[e>>3]=(+(n>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(d,1024,192551,e)|0;n=m3a(260024,d,pAb(d)|0)|0;vEb(e,n+(f[(f[n>>2]|0)+-12>>2]|0)|0);j=XFb(e,260896)|0;j=Rg[f[(f[j>>2]|0)+28>>2]&255](j,10)|0;YFb(e);OEb(n,j)|0;AEb(n)|0}c=f[i>>2]|0;f[i>>2]=0;if(c|0){W6a(c);sOb(c)}f[a+44>>2]=951;f[a+48>>2]=0}else if(c){d=gDb()|0;e=I;c=a+24|0;n=c;o=f[n+4>>2]|0;if((o|0)<(e|0)|((o|0)==(e|0)?(f[n>>2]|0)>>>0<d>>>0:0)){o=a+16|0;o=WPb(f[o>>2]|0,f[o+4>>2]|0,1e6,0)|0;o=QPb(o|0,I|0,d|0,e|0)|0;f[c>>2]=o;f[c+4>>2]=I;c=f[(f[i>>2]|0)+8>>2]|0;if(b[(f[g>>2]|0)+112>>0]|0){o=f[a+140>>2]|0;f[j>>2]=o;f[j+4>>2]=c;p[j+8>>3]=+(o>>>0)/+(c>>>0)*100.0;XAb(h,1024,192495,j)|0;o=m3a(260024,h,pAb(h)|0)|0;vEb(j,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(j,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(j);OEb(o,n)|0;AEb(o)|0}}}c=f[k>>2]|0;if((l|0)==(c|0)){gh[f[(f[c>>2]|0)+16>>2]&2047](c);u=m;return}if(!c){u=m;return}gh[f[(f[c>>2]|0)+20>>2]&2047](c);u=m;return}function n4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+1040|0;i=j+8|0;h=j;d=j+16|0;e=a+4|0;g=f[e>>2]|0;do if(b[g+112>>0]|0){c=f[a+160>>2]|0;if(!(b[g+64>>0]|0)){f[i>>2]=c;XAb(d,1024,192630,i)|0;h=m3a(260024,d,pAb(d)|0)|0;vEb(i,h+(f[(f[h>>2]|0)+-12>>2]|0)|0);g=XFb(i,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(i);OEb(h,g)|0;AEb(h)|0;break}else{f[h>>2]=c;XAb(d,1024,192584,h)|0;i=m3a(260024,d,pAb(d)|0)|0;vEb(h,i+(f[(f[i>>2]|0)+-12>>2]|0)|0);g=XFb(h,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(h);OEb(i,g)|0;AEb(i)|0;break}}while(0);h=gDb()|0;i=a+32|0;f[i>>2]=h;f[i+4>>2]=I;i=f[e>>2]|0;o4a(f[a+12>>2]|0,+p[i+72>>3],i+80|0,i+92|0);f[a+168>>2]=f[a+156>>2];i=gDb()|0;h=I;g=a+16|0;g=WPb(f[g>>2]|0,f[g+4>>2]|0,1e6,0)|0;h=QPb(g|0,I|0,i|0,h|0)|0;i=a+24|0;f[i>>2]=h;f[i+4>>2]=I;f[a+44>>2]=952;f[a+48>>2]=0;u=j;return}function o4a(a,c,d,e){a=a|0;c=+c;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;a=a+4|0;m3a(a,193058,2)|0;g=e+11|0;k=b[g>>0]|0;h=e+4|0;if((k<<24>>24<0?f[h>>2]|0:k&255)|0){l=m3a(a,193174,7)|0;k=b[g>>0]|0;g=k<<24>>24<0;m3a(m3a(l,g?f[e>>2]|0:e,g?f[h>>2]|0:k&255)|0,193077,1)|0}e=m3a(m3a(NEb(m3a(a,193061,15)|0,c)|0,193077,1)|0,193079,9)|0;l=b[d+11>>0]|0;k=l<<24>>24<0;l=m3a(m3a(m3a(m3a(e,k?f[d>>2]|0:d,k?f[d+4>>2]|0:l&255)|0,193077,1)|0,193219,40)|0,193142,1)|0;b[i>>0]=10;m3a(l,i,1)|0;u=j;return}function p4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0;L=u;u=u+1296|0;H=L+24|0;G=L+16|0;F=L;K=L+264|0;B=L+248|0;C=L+188|0;D=L+40|0;E=a+168|0;J=a+148|0;d=f[E>>2]|0;do if(!d)if(!(b[(f[a+4>>2]|0)+112>>0]|0))d=43;else d=44;else{k=a+172|0;l=a+4|0;m=B+4|0;o=B+8|0;q=B+12|0;r=a+12|0;s=K+11|0;t=B+4|0;v=B+8|0;w=C+48|0;x=C+52|0;y=C+56|0;z=D+76|0;A=D+76|0;while(1){f[k>>2]=(f[k>>2]|0)+1;i=d+20|0;e=f[l>>2]|0;j=e+92|0;g=b[j+11>>0]|0;if(g<<24>>24<0)e=f[e+96>>2]|0;else e=g&255;if(!e){j=d+16|0;O=+(h[j+1>>0]|0)*.003921568859368563;N=+(h[j+2>>0]|0)*.003921568859368563;M=+(h[j+3>>0]|0)*.003921568859368563;n[B>>2]=+(h[j>>0]|0)*.003921568859368563;n[m>>2]=O;n[o>>2]=N;n[q>>2]=M;xqb(K,B)}else xOb(K,j);if(!(b[(f[l>>2]|0)+64>>0]|0)){e=f[i>>2]|0;g=f[d+24>>2]|0;if((e|0)!=(g|0)){d=e;do{r4a(f[r>>2]|0,d,K);d=d+12|0}while((d|0)!=(g|0))}}else{f[B>>2]=0;f[t>>2]=0;f[v>>2]=0;Vmb(C);f[C>>2]=39968;f[w>>2]=0;f[x>>2]=0;f[y>>2]=0;Xmb(D,0);e=f[i>>2]|0;g=f[d+24>>2]|0;if((e|0)!=(g|0)){d=e;do{Wmb(z,d,0,1)|0;d=d+12|0}while((d|0)!=(g|0))}Ymb(D,1,B,1,1)|0;gnb(B,1);mnb(B,1.415);q4a(D,40996);Tlb(z);Xmb(D,0);d=f[B>>2]|0;e=f[t>>2]|0;if((d|0)!=(e|0)){do{Vlb(A,d,0,1)|0;d=d+12|0}while((d|0)!=(e|0));i=f[B>>2]|0;d=f[t>>2]|0;if((d|0)!=(i|0))do{e=d+-12|0;f[t>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[t>>2]|0}}while((d|0)!=(i|0))}Ymb(D,1,B,1,1)|0;gnb(B,1);q4a(D,40996);Tlb(A);if((f[B>>2]|0)!=(f[t>>2]|0))r4a(f[r>>2]|0,B,K);s4a(C);d=f[B>>2]|0;if(d|0){e=f[t>>2]|0;if((e|0)!=(d|0)){g=e;while(1){e=g+-12|0;f[t>>2]=e;i=f[e>>2]|0;if(i){e=g+-8|0;g=f[e>>2]|0;if((g|0)!=(i|0))f[e>>2]=g+(~((g+-8-i|0)>>>3)<<3);sOb(i);e=f[t>>2]|0}if((e|0)==(d|0))break;else g=e}d=f[B>>2]|0}sOb(d)}}e=f[f[E>>2]>>2]|0;f[E>>2]=e;e=(e|0)==0;if(e)d=1;else{d=gDb()|0;i=I;j=c;g=f[j+4>>2]|0;d=(g|0)<(i|0)|((g|0)==(i|0)?(f[j>>2]|0)>>>0<d>>>0:0)}if((b[s>>0]|0)<0)sOb(f[K>>2]|0);if(d)break;d=f[E>>2]|0}d=(b[(f[l>>2]|0)+112>>0]|0)!=0;if(e)if(d){d=44;break}else{d=43;break}if(!d){u=L;return}e=gDb()|0;g=I;d=a+24|0;J=d;G=f[J+4>>2]|0;if(!((G|0)<(g|0)|((G|0)==(g|0)?(f[J>>2]|0)>>>0<e>>>0:0))){u=L;return}G=a+16|0;G=WPb(f[G>>2]|0,f[G+4>>2]|0,1e6,0)|0;G=QPb(G|0,I|0,e|0,g|0)|0;J=d;f[J>>2]=G;f[J+4>>2]=I;J=f[a+160>>2]|0;a=f[a+172>>2]|0;f[H>>2]=a;f[H+4>>2]=J;p[H+8>>3]=+(a>>>0)/+(J>>>0)*100.0;XAb(K,1024,192666,H)|0;K=m3a(260024,K,pAb(K)|0)|0;vEb(H,K+(f[(f[K>>2]|0)+-12>>2]|0)|0);a=XFb(H,260896)|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,10)|0;YFb(H);OEb(K,a)|0;AEb(K)|0;u=L;return}while(0);if((d|0)==43)g=a+160|0;else if((d|0)==44){g=a+160|0;H=f[g>>2]|0;E=f[a+172>>2]|0;f[F>>2]=E;f[F+4>>2]=H;p[F+8>>3]=+(E>>>0)/+(H>>>0)*100.0;XAb(K,1024,192666,F)|0;H=m3a(260024,K,pAb(K)|0)|0;vEb(F,H+(f[(f[H>>2]|0)+-12>>2]|0)|0);E=XFb(F,260896)|0;E=Rg[f[(f[E>>2]|0)+28>>2]&255](E,10)|0;YFb(F);OEb(H,E)|0;AEb(H)|0;F=gDb()|0;H=a+32|0;H=RPb(F|0,I|0,f[H>>2]|0,f[H+4>>2]|0)|0;H=UPb(H|0,I|0,1e6,0)|0;p[G>>3]=(+(H>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(K,1024,192730,G)|0;H=m3a(260024,K,pAb(K)|0)|0;vEb(G,H+(f[(f[H>>2]|0)+-12>>2]|0)|0);F=XFb(G,260896)|0;F=Rg[f[(f[F>>2]|0)+28>>2]&255](F,10)|0;YFb(G);OEb(H,F)|0;AEb(H)|0}if(f[g>>2]|0){e=a+156|0;t4a(J,f[e>>2]|0);f[e>>2]=0;e=f[a+152>>2]|0;if(e|0){d=0;do{f[(f[J>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}J=m3a((f[a+12>>2]|0)+4|0,192764,4)|0;b[K>>0]=10;m3a(J,K,1)|0;f[a+44>>2]=953;f[a+48>>2]=0;u=L;return}function q4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=f[b>>2]|0;f[a>>2]=d;f[a+(f[d+-12>>2]|0)>>2]=f[b+4>>2];d=a+44|0;c=a+52|0;if(f[c>>2]|0){b=f[a+48>>2]|0;e=(f[d>>2]|0)+4|0;g=f[b>>2]|0;f[g+4>>2]=f[e>>2];f[f[e>>2]>>2]=g;f[c>>2]=0;if((b|0)!=(d|0))do{g=b;b=f[b+4>>2]|0;sOb(g)}while((b|0)!=(d|0))}b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function r4a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;h=a+4|0;m3a(h,193168,5)|0;a=d+11|0;g=b[a>>0]|0;e=d+4|0;if((g<<24>>24<0?f[e>>2]|0:g&255)|0){k=m3a(h,193174,7)|0;g=b[a>>0]|0;a=g<<24>>24<0;m3a(m3a(k,a?f[d>>2]|0:d,a?f[e>>2]|0:g&255)|0,193077,1)|0}m3a(h,193182,4)|0;a=f[c>>2]|0;g=f[c+4>>2]|0;if((a|0)==(g|0)){k=m3a(h,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;u=j;return}do{e=f[a>>2]|0;c=f[a+4>>2]|0;if((e|0)!=(c|0)){d=0;do{if(!(d<<24>>24)){m3a(h,193191,3)|0;d=1}else m3a(h,193054,1)|0;k=m3a(JEb(h,f[e>>2]|0)|0,193056,1)|0;JEb(k,0-(f[e+4>>2]|0)|0)|0;e=e+8|0}while((e|0)!=(c|0))}m3a(h,193187,3)|0;a=a+12|0}while((a|0)!=(g|0));k=m3a(h,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;u=j;return}function s4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39968;Umb(a);b=f[a+48>>2]|0;if(b|0){c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function t4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(!b)return;do{l=b;b=f[b>>2]|0;j=l+20|0;a=f[j>>2]|0;if(a|0){k=l+24|0;c=f[k>>2]|0;if((c|0)!=(a|0)){d=c;while(1){c=d+-12|0;f[k>>2]=c;i=f[c>>2]|0;if(i){h=d+-8|0;d=f[h>>2]|0;if((d|0)==(i|0))c=i;else{do{e=d+-12|0;f[h>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[h>>2]|0}}while((d|0)!=(i|0));c=f[c>>2]|0}sOb(c);c=f[k>>2]|0}if((c|0)==(a|0))break;else d=c}a=f[j>>2]|0}sOb(a)}sOb(l)}while((b|0)!=0);return}function u4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+1040|0;c=h+8|0;g=h;d=h+16|0;e=f[a+4>>2]|0;if(!(b[e+17>>0]|0))if(!(b[e+112>>0]|0))c=955;else{XAb(d,1024,192808,c)|0;g=m3a(260024,d,pAb(d)|0)|0;vEb(c,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);e=XFb(c,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(c);OEb(g,e)|0;AEb(g)|0;c=955}else{c=a+224|0;if(b[e+112>>0]|0){f[g>>2]=(f[a+228>>2]|0)-(f[c>>2]|0)>>6;XAb(d,1024,192769,g)|0;e=m3a(260024,d,pAb(d)|0)|0;vEb(g,e+(f[(f[e>>2]|0)+-12>>2]|0)|0);d=XFb(g,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,10)|0;YFb(g);OEb(e,d)|0;AEb(e)|0}e=gDb()|0;g=a+32|0;f[g>>2]=e;f[g+4>>2]=I;f[a+208>>2]=f[c>>2];c=954}f[a+44>>2]=c;f[a+48>>2]=0;e=gDb()|0;g=I;d=a+16|0;d=WPb(f[d>>2]|0,f[d+4>>2]|0,1e6,0)|0;g=QPb(d|0,I|0,e|0,g|0)|0;a=a+24|0;f[a>>2]=g;f[a+4>>2]=I;u=h;return}function v4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0,fa=0;H=u;u=u+1152|0;C=H+1112|0;z=H+1104|0;y=H+1088|0;A=H+64|0;w=H+1140|0;E=H+1128|0;x=H;f[w>>2]=a;f[E>>2]=0;G=E+4|0;f[G>>2]=0;f[E+8>>2]=0;B=a+224|0;F=a+228|0;g=a+208|0;d=f[g>>2]|0;do if((d|0)==(f[F>>2]|0))D=11;else{h=a+8|0;i=A+8|0;j=A+16|0;k=A+24|0;l=A+32|0;m=A+40|0;n=A+48|0;o=x+8|0;q=x+16|0;r=x+24|0;s=x+32|0;t=x+40|0;v=x+48|0;while(1){e=f[h>>2]|0;da=+p[d>>3];ca=+p[d+8>>3];ba=+p[d+16>>3];Q=+p[d+24>>3];p[k>>3]=Q;O=+p[d+32>>3];M=+p[d+40>>3];d=d+48|0;f[n>>2]=f[d>>2];f[n+4>>2]=f[d+4>>2];f[n+8>>2]=f[d+8>>2];Y=+p[e>>3];X=+p[e+32>>3];W=+p[e+64>>3];U=+p[e+8>>3];T=+p[e+40>>3];S=+p[e+72>>3];P=+p[e+16>>3];N=+p[e+48>>3];L=+p[e+80>>3];$=+p[e+24>>3];_=+p[e+56>>3];Z=+p[e+88>>3];V=+p[e+96>>3];R=+p[e+104>>3];K=+p[e+112>>3];J=+p[e+120>>3];aa=1.0/(da*$+ca*_+ba*Z+J);p[A>>3]=(da*Y+ca*X+ba*W+V)*aa;p[i>>3]=(da*U+ca*T+ba*S+R)*aa;p[j>>3]=(da*P+ca*N+ba*L+K)*aa;J=1.0/(Q*$+O*_+M*Z+J);p[k>>3]=(Q*Y+O*X+M*W+V)*J;p[l>>3]=(Q*U+O*T+M*S+R)*J;p[m>>3]=(Q*P+O*N+M*L+K)*J;if(!(uqb(A,E)|0)){e=f[E>>2]|0;p[x>>3]=+p[e>>3];p[o>>3]=+p[e+8>>3];p[q>>3]=+p[e+16>>3];p[r>>3]=+p[e+24>>3];p[s>>3]=+p[e+32>>3];p[t>>3]=+p[e+40>>3];f[v>>2]=f[n>>2];f[v+4>>2]=f[n+4>>2];f[v+8>>2]=f[n+8>>2];x4a(w,x)}d=f[E>>2]|0;e=f[G>>2]|0;if((e|0)!=(d|0))f[G>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);e=(f[g>>2]|0)+64|0;f[g>>2]=e;if((e|0)==(f[F>>2]|0)){D=10;break}e=gDb()|0;ea=I;d=c;fa=f[d+4>>2]|0;if((fa|0)<(ea|0)|((fa|0)==(ea|0)?(f[d>>2]|0)>>>0<e>>>0:0))break;d=f[g>>2]|0}if((D|0)==10){D=11;break}e=gDb()|0;c=I;d=a+24|0;fa=d;ea=f[fa+4>>2]|0;if((ea|0)<(c|0)|((ea|0)==(c|0)?(f[fa>>2]|0)>>>0<e>>>0:0)){ea=a+16|0;ea=WPb(f[ea>>2]|0,f[ea+4>>2]|0,1e6,0)|0;ea=QPb(ea|0,I|0,e|0,c|0)|0;fa=d;f[fa>>2]=ea;f[fa+4>>2]=I;fa=(f[F>>2]|0)-(f[B>>2]|0)>>6;ea=f[a+176>>2]|0;f[C>>2]=ea;f[C+4>>2]=fa;p[C+8>>3]=+(ea>>>0)/+(fa>>>0)*100.0;XAb(A,1024,192866,C)|0;fa=m3a(260024,A,pAb(A)|0)|0;vEb(C,fa+(f[(f[fa>>2]|0)+-12>>2]|0)|0);ea=XFb(C,260896)|0;ea=Rg[f[(f[ea>>2]|0)+28>>2]&255](ea,10)|0;YFb(C);OEb(fa,ea)|0;AEb(fa)|0}}while(0);if((D|0)==11){if(b[(f[a+4>>2]|0)+112>>0]|0){ea=(f[F>>2]|0)-(f[B>>2]|0)>>6;fa=f[a+176>>2]|0;f[y>>2]=fa;f[y+4>>2]=ea;p[y+8>>3]=+(fa>>>0)/+(ea>>>0)*100.0;XAb(A,1024,192866,y)|0;ea=m3a(260024,A,pAb(A)|0)|0;vEb(y,ea+(f[(f[ea>>2]|0)+-12>>2]|0)|0);fa=XFb(y,260896)|0;fa=Rg[f[(f[fa>>2]|0)+28>>2]&255](fa,10)|0;YFb(y);OEb(ea,fa)|0;AEb(ea)|0;ea=gDb()|0;fa=a+32|0;fa=RPb(ea|0,I|0,f[fa>>2]|0,f[fa+4>>2]|0)|0;fa=UPb(fa|0,I|0,1e6,0)|0;p[z>>3]=(+(fa>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(A,1024,192919,z)|0;fa=m3a(260024,A,pAb(A)|0)|0;vEb(z,fa+(f[(f[fa>>2]|0)+-12>>2]|0)|0);ea=XFb(z,260896)|0;ea=Rg[f[(f[ea>>2]|0)+28>>2]&255](ea,10)|0;YFb(z);OEb(fa,ea)|0;AEb(fa)|0}d=f[B>>2]|0;e=f[F>>2]|0;if((e|0)!=(d|0))f[F>>2]=e+(~((e+-64-d|0)>>>6)<<6);f[a+44>>2]=956;f[a+48>>2]=0}d=f[E>>2]|0;if(!d){u=H;return}e=f[G>>2]|0;if((e|0)!=(d|0))f[G>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=H;return}function w4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+1040|0;d=e;c=e+8|0;if(b[(f[a+4>>2]|0)+112>>0]|0){XAb(c,1024,192844,d)|0;g=m3a(260024,c,pAb(c)|0)|0;vEb(d,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);h=XFb(d,260896)|0;h=Rg[f[(f[h>>2]|0)+28>>2]&255](h,10)|0;YFb(d);OEb(g,h)|0;AEb(g)|0}h=m3a((f[a+12>>2]|0)+4|0,192859,6)|0;b[c>>0]=10;m3a(h,c,1)|0;b[a+52>>0]=1;u=e;return}function x4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+12|0;g=i;c=f[a>>2]|0;e=c+176|0;f[e>>2]=(f[e>>2]|0)+1;C4a(h,b,+p[c+128>>3],+p[c+120>>3]);f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;do if(E7a(f[c+136>>2]|0,h,g)|0){d=c+180|0;f[d>>2]=(f[d>>2]|0)+1}else{a=c+188|0;b=f[a>>2]|0;if((b|0)==(f[c+192>>2]|0)){E4a(c+184|0,g);break}else{D4a(b,g);f[a>>2]=(f[a>>2]|0)+12;break}}while(0);a=f[g>>2]|0;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0)){do{c=b+-12|0;f[e>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);b=f[e>>2]|0}}while((b|0)!=(a|0));a=f[g>>2]|0}sOb(a)}c=f[h>>2]|0;if(!c){u=i;return}a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=i;return}function y4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+1040|0;m=n+8|0;c=n;l=n+16|0;j=a+4|0;if(b[(f[j>>2]|0)+112>>0]|0){XAb(l,1024,192953,c)|0;k=m3a(260024,l,pAb(l)|0)|0;vEb(c,k+(f[(f[k>>2]|0)+-12>>2]|0)|0);i=XFb(c,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(c);OEb(k,i)|0;AEb(k)|0}d=gDb()|0;k=a+32|0;i=k;f[i>>2]=d;f[i+4>>2]=I;Cqb(l,a+184|0);i=a+196|0;d=f[i>>2]|0;if(!d){c=a+200|0;d=a+204|0}else{c=a+200|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[c>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-8-h|0)>>>3)<<3);sOb(h);e=f[c>>2]|0}}while((e|0)!=(d|0));d=f[i>>2]|0}sOb(d);d=a+204|0;f[d>>2]=0;f[c>>2]=0;f[i>>2]=0}f[i>>2]=f[l>>2];f[c>>2]=f[l+4>>2];f[d>>2]=f[l+8>>2];j=f[j>>2]|0;c=gDb()|0;d=I;if(!(b[j+112>>0]|0)){m=a+44|0;f[m>>2]=957;a=a+48|0;f[a>>2]=0;u=n;return}k=RPb(c|0,d|0,f[k>>2]|0,f[k+4>>2]|0)|0;k=UPb(k|0,I|0,1e6,0)|0;p[m>>3]=(+(k>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(l,1024,192974,m)|0;l=m3a(260024,l,pAb(l)|0)|0;vEb(m,l+(f[(f[l>>2]|0)+-12>>2]|0)|0);k=XFb(m,260896)|0;k=Rg[f[(f[k>>2]|0)+28>>2]&255](k,10)|0;YFb(m);OEb(l,k)|0;AEb(l)|0;m=a+44|0;f[m>>2]=957;a=a+48|0;f[a>>2]=0;u=n;return}function z4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+1040|0;e=h;g=h+8|0;d=a+4|0;c=f[d>>2]|0;if(b[c+112>>0]|0){XAb(g,1024,193013,e)|0;c=m3a(260024,g,pAb(g)|0)|0;vEb(e,c+(f[(f[c>>2]|0)+-12>>2]|0)|0);i=XFb(e,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(e);OEb(c,i)|0;AEb(c)|0;c=f[d>>2]|0}i=a+12|0;A4a(f[i>>2]|0,+p[c+24>>3],c+32|0);B4a(f[i>>2]|0,a+196|0);i=m3a((f[i>>2]|0)+4|0,192764,4)|0;b[g>>0]=10;m3a(i,g,1)|0;f[a+44>>2]=955;f[a+48>>2]=0;u=h;return}function A4a(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;i=m3a(m3a(NEb(m3a(m3a(a+4|0,193058,2)|0,193061,15)|0,c)|0,193077,1)|0,193079,9)|0;a=b[d+11>>0]|0;h=a<<24>>24<0;d=m3a(m3a(m3a(m3a(i,h?f[d>>2]|0:d,h?f[d+4>>2]|0:a&255)|0,193077,1)|0,193089,52)|0,193142,1)|0;b[g>>0]=10;m3a(d,g,1)|0;u=e;return}function B4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;d=f[c>>2]|0;h=f[c+4>>2]|0;if((d|0)==(h|0)){u=j;return}g=a+4|0;do{m3a(g,193031,18)|0;c=f[d>>2]|0;e=f[d+4>>2]|0;if((c|0)!=(e|0)){a=0;do{if(!(a<<24>>24))a=1;else m3a(g,193054,1)|0;k=m3a(JEb(g,f[c>>2]|0)|0,193056,1)|0;JEb(k,0-(f[c+4>>2]|0)|0)|0;c=c+8|0}while((c|0)!=(e|0))}k=m3a(g,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;d=d+12|0}while((d|0)!=(h|0));u=j;return}function C4a(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+16|0;g=i;f[a>>2]=0;h=a+4|0;f[h>>2]=0;f[a+8>>2]=0;l=ZCb(+p[b>>3]*32767.0)|0;j=ZCb(+p[b+8>>3]*32767.0)|0;e=ZCb((+p[b+16>>3]+c)*d)|0;e=(e|0)<32767?e:32767;f[g>>2]=l;f[g+4>>2]=j;f[g+8>>2]=(e|0)>-32767?e:-32767;F4a(a,g);e=f[h>>2]|0;j=f[a+8>>2]|0;l=ZCb(+p[b+24>>3]*32767.0)|0;k=ZCb(+p[b+32>>3]*32767.0)|0;b=ZCb((+p[b+40>>3]+c)*d)|0;b=(b|0)<32767?b:32767;f[g>>2]=l;f[g+4>>2]=k;f[g+8>>2]=(b|0)>-32767?b:-32767;if(e>>>0<j>>>0){f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[h>>2]=(f[h>>2]|0)+12;u=i;return}else{F4a(a,g);u=i;return}}function D4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;e=b+4|0;c=(f[e>>2]|0)-(f[b>>2]|0)|0;d=(c|0)/12|0;if(!c)return;if(d>>>0>357913941)AMb(a);g=pOb(c)|0;f[j>>2]=g;f[a>>2]=g;f[a+8>>2]=g+(d*12|0);c=f[b>>2]|0;i=f[e>>2]|0;if((c|0)==(i|0))return;else h=c;while(1){f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;b=h+4|0;c=(f[b>>2]|0)-(f[h>>2]|0)|0;a=c>>3;if(a|0){if(a>>>0>536870911){c=7;break}d=pOb(c)|0;f[e>>2]=d;f[g>>2]=d;f[g+8>>2]=d+(a<<3);a=f[h>>2]|0;c=(f[b>>2]|0)-a|0;if((c|0)>0){bQb(d|0,a|0,c|0)|0;f[e>>2]=d+(c>>>3<<3)}}h=h+12|0;c=(f[j>>2]|0)+12|0;f[j>>2]=c;if((h|0)==(i|0)){c=11;break}else g=c}if((c|0)==7)AMb(g);else if((c|0)==11)return}function E4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+4|0;c=f[a>>2]|0;e=((f[i>>2]|0)-c|0)/12|0;d=e+1|0;if(d>>>0>357913941)AMb(a);j=a+8|0;k=((f[j>>2]|0)-c|0)/12|0;c=k<<1;c=k>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(e*12|0)|0;e=d;h=g+(c*12|0)|0;D4a(d,b);b=d+12|0;g=f[a>>2]|0;c=f[i>>2]|0;if((c|0)==(g|0)){c=e;k=g;d=g}else{do{k=d+-12|0;l=c;c=c+-12|0;f[k>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[k>>2]=f[c>>2];k=l+-8|0;f[m>>2]=f[k>>2];l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;f[k>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(g|0));c=e;k=f[a>>2]|0;d=f[i>>2]|0}f[a>>2]=c;f[i>>2]=b;f[j>>2]=h;a=k;if((d|0)!=(a|0)){h=d;do{d=h;h=h+-12|0;c=f[h>>2]|0;if(c|0){b=d+-8|0;d=f[b>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[b>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[b>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}}while((h|0)!=(a|0))}if(!k)return;sOb(k);return}function F4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function G4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function H4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function I4a(a){a=a|0;s4a(a);sOb(a);return}function J4a(a){a=a|0;return}function K4a(a){a=a|0;sOb(a);return}function L4a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=39924;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function M4a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=39924;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function N4a(a){a=a|0;return}function O4a(a){a=a|0;sOb(a);return}function P4a(a,b){a=a|0;b=b|0;S4a(a+4|0,b);return}function Q4a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==193260?a+4|0:0)|0}function R4a(a){a=a|0;return 15304}function S4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+96|0;C=F;i=f[a>>2]|0;D=i+260|0;c=f[D>>2]|0;E=i+264|0;d=f[E>>2]|0;g=c;if((d|0)==(c|0))e=c;else{e=d+(~(((d+-88-g|0)>>>0)/88|0)*88|0)|0;f[E>>2]=e;d=e}h=f[b+32>>2]|0;B=f[b+36>>2]|0;if((h|0)!=(B|0)){m=i+8|0;n=i+236|0;o=i+248|0;q=i+268|0;r=C+8|0;s=C+16|0;t=C+24|0;v=C+32|0;w=C+40|0;x=C+48|0;y=C+56|0;z=C+64|0;A=C+72|0;l=i+240|0;do{T4a(C,h,f[m>>2]|0);do if(tqb(C,n,o)|0){e=f[l>>2]|0;k=f[n>>2]|0;c=k;if((e|0)==(k|0))d=e;else{k=0;do{d=c+(k*24|0)|0;e=k+1|0;g=c+(e*24|0)|0;b=k+2|0;i=c+(b*24|0)|0;j=f[E>>2]|0;if(j>>>0<(f[q>>2]|0)>>>0){p[j>>3]=+p[d>>3];p[j+8>>3]=+p[c+(k*24|0)+8>>3];p[j+16>>3]=+p[c+(k*24|0)+16>>3];p[j+24>>3]=+p[g>>3];p[j+32>>3]=+p[c+(e*24|0)+8>>3];p[j+40>>3]=+p[c+(e*24|0)+16>>3];p[j+48>>3]=+p[i>>3];p[j+56>>3]=+p[c+(b*24|0)+8>>3];p[j+64>>3]=+p[c+(b*24|0)+16>>3];j=j+72|0;f[j>>2]=f[A>>2];f[j+4>>2]=f[A+4>>2];f[j+8>>2]=f[A+8>>2];f[E>>2]=(f[E>>2]|0)+88}else U4a(D,d,g,i,A);k=k+3|0;d=f[l>>2]|0;e=f[n>>2]|0;c=e}while(k>>>0<((d-e|0)/24|0)>>>0)}if((c|0)!=(d|0))f[l>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0)}else{c=f[E>>2]|0;if((c|0)==(f[q>>2]|0)){V4a(D,C);break}else{p[c>>3]=+p[C>>3];p[c+8>>3]=+p[r>>3];p[c+16>>3]=+p[s>>3];p[c+24>>3]=+p[t>>3];p[c+32>>3]=+p[v>>3];p[c+40>>3]=+p[w>>3];p[c+48>>3]=+p[x>>3];p[c+56>>3]=+p[y>>3];p[c+64>>3]=+p[z>>3];k=c+72|0;f[k>>2]=f[A>>2];f[k+4>>2]=f[A+4>>2];f[k+8>>2]=f[A+8>>2];f[E>>2]=(f[E>>2]|0)+88;break}}while(0);h=h+88|0}while((h|0)!=(B|0));d=f[E>>2]|0;g=f[D>>2]|0;c=g;e=d}if(((d-g|0)/88|0)>>>0>1){W4a(c,e,C);c=f[D>>2]|0;e=f[E>>2]|0}if((c|0)==(e|0)){u=F;return}d=a+4|0;do{X4a(f[d>>2]|0,c);c=c+88|0}while((c|0)!=(e|0));u=F;return}function T4a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0.0,G=0,H=0,I=0.0,J=0.0,K=0.0,L=0;K=+p[b>>3];J=+p[b+8>>3];I=+p[b+16>>3];F=+p[b+24>>3];H=a+24|0;p[H>>3]=F;i=+p[b+32>>3];G=a+32|0;p[G>>3]=i;k=+p[b+40>>3];E=a+40|0;p[E>>3]=k;D=b+48|0;t=a+48|0;p[t>>3]=+p[D>>3];C=b+56|0;n=a+56|0;p[n>>3]=+p[C>>3];B=b+64|0;d=a+64|0;p[d>>3]=+p[B>>3];L=a+72|0;b=b+72|0;f[L>>2]=f[b>>2];f[L+4>>2]=f[b+4>>2];f[L+8>>2]=f[b+8>>2];x=+p[c>>3];w=+p[c+32>>3];v=+p[c+64>>3];s=+p[c+8>>3];r=+p[c+40>>3];q=+p[c+72>>3];l=+p[c+16>>3];j=+p[c+48>>3];h=+p[c+80>>3];A=+p[c+24>>3];z=+p[c+56>>3];y=+p[c+88>>3];u=+p[c+96>>3];o=+p[c+104>>3];g=+p[c+112>>3];e=+p[c+120>>3];m=1.0/(K*A+J*z+I*y+e);p[a>>3]=(x*K+w*J+v*I+u)*m;p[a+8>>3]=(K*s+J*r+I*q+o)*m;p[a+16>>3]=(K*l+J*j+I*h+g)*m;m=1.0/(F*A+i*z+k*y+e);p[H>>3]=(x*F+w*i+v*k+u)*m;p[G>>3]=(F*s+i*r+k*q+o)*m;p[E>>3]=(F*l+i*j+k*h+g)*m;m=+p[D>>3];k=+p[C>>3];i=+p[B>>3];e=1.0/(m*A+k*z+i*y+e);p[t>>3]=(x*m+w*k+v*i+u)*e;p[n>>3]=(m*s+k*r+i*q+o)*e;p[d>>3]=(m*l+k*j+i*h+g)*e;return}function U4a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function V4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=(c-d|0)/88|0;g=i+1|0;l=d;e=c;if(g>>>0>48806446)AMb(a);m=a+8|0;j=((f[m>>2]|0)-d|0)/88|0;k=j<<1;g=j>>>0<24403223?(k>>>0<g>>>0?g:k):48806446;do if(!g)h=0;else if(g>>>0>48806446)vd();else{h=pOb(g*88|0)|0;break}while(0);j=h+(i*88|0)|0;d=j;k=h+(g*88|0)|0;p[j>>3]=+p[b>>3];p[h+(i*88|0)+8>>3]=+p[b+8>>3];p[h+(i*88|0)+16>>3]=+p[b+16>>3];p[h+(i*88|0)+24>>3]=+p[b+24>>3];p[h+(i*88|0)+32>>3]=+p[b+32>>3];p[h+(i*88|0)+40>>3]=+p[b+40>>3];p[h+(i*88|0)+48>>3]=+p[b+48>>3];p[h+(i*88|0)+56>>3]=+p[b+56>>3];p[h+(i*88|0)+64>>3]=+p[b+64>>3];g=h+(i*88|0)+72|0;i=b+72|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];g=j+88|0;if((e|0)!=(l|0)){c=j;do{i=e;e=e+-88|0;p[c+-88>>3]=+p[e>>3];p[c+-80>>3]=+p[i+-80>>3];p[c+-72>>3]=+p[i+-72>>3];p[c+-64>>3]=+p[i+-64>>3];p[c+-56>>3]=+p[i+-56>>3];p[c+-48>>3]=+p[i+-48>>3];p[c+-40>>3]=+p[i+-40>>3];p[c+-32>>3]=+p[i+-32>>3];p[c+-24>>3]=+p[i+-24>>3];j=c+-16|0;i=i+-16|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];c=d+-88|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function W4a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0;w=0;x=u;u=u+2096|0;a:while(1){k=b;l=b+-88|0;m=b+-80|0;o=b+-72|0;q=b+-64|0;r=b+-56|0;s=b+-48|0;g=b+-40|0;h=b+-32|0;i=b+-24|0;j=b+-16|0;d=a;while(1){e=d;f[x+48>>2]=c;f[x+56>>2]=d;f[x+104>>2]=b;f[x+112>>2]=e;f[x+232>>2]=t;f[x+680>>2]=g;f[x+728>>2]=h;f[x+816>>2]=i;f[x+880>>2]=j;f[x+1672>>2]=v;f[x+1720>>2]=k;f[x+1768>>2]=l;f[x+1784>>2]=m;f[x+1808>>2]=o;f[x+1848>>2]=q;f[x+1920>>2]=r;f[x+1976>>2]=s;f[x+2016>>2]=w;f[x+2024>>2]=0;f[x+2028>>2]=0;$4a(x);d=f[x+56>>2]|0;e=f[x+112>>2]|0;t=f[x+232>>2]|0;v=f[x+1672>>2]|0;w=f[x+2016>>2]|0;G=f[x+2024>>2]|0;D=f[x+2028>>2]|0;H=+n[x+2028>>2];f[x+2024>>2]=0;f[x+2028>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((w|0)==44){w=0;W4a(t+88|0,b,c);a=e;b=t;continue}else if((w|0)==45){w=0;if(v){w=46;break}else{a=e;b=t;continue}}}if((w|0)==5){y=+sqb(l);if(!(y<+sqb(e))){u=x;return}L=e+8|0;a=e+16|0;J=+p[e>>3];I=+p[L>>3];F=+p[a>>3];b=e+24|0;d=e+32|0;k=e+40|0;E=+p[b>>3];C=+p[d>>3];B=+p[k>>3];t=e+48|0;c=e+56|0;v=e+64|0;A=+p[t>>3];z=+p[c>>3];y=+p[v>>3];w=e+72|0;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];f[x+8>>2]=f[w+8>>2];K=+p[l>>3];p[l>>3]=J;p[e>>3]=K;K=+p[m>>3];p[m>>3]=+p[L>>3];p[L>>3]=K;K=+p[o>>3];p[o>>3]=+p[a>>3];p[a>>3]=K;K=+p[q>>3];p[q>>3]=+p[b>>3];p[b>>3]=K;K=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=K;K=+p[s>>3];p[s>>3]=+p[k>>3];p[k>>3]=K;K=+p[g>>3];p[g>>3]=+p[t>>3];p[t>>3]=K;p[c>>3]=+p[h>>3];p[v>>3]=+p[i>>3];f[w>>2]=f[j>>2];f[w+4>>2]=f[j+4>>2];f[w+8>>2]=f[j+8>>2];p[l>>3]=J;p[m>>3]=I;p[o>>3]=F;p[q>>3]=E;p[r>>3]=C;p[s>>3]=B;p[g>>3]=A;p[h>>3]=z;p[i>>3]=y;f[j>>2]=f[x>>2];f[j+4>>2]=f[x+4>>2];f[j+8>>2]=f[x+8>>2];u=x;return}else if((w|0)==7){d5a(e,e+88|0,l,c)|0;u=x;return}else if((w|0)==8){e5a(e,e+88|0,e+176|0,l,c)|0;u=x;return}else if((w|0)==9){f5a(e,e+88|0,e+176|0,e+264|0,l,c)|0;u=x;return}else if((w|0)==11){g5a(e,b,c);u=x;return}else if((w|0)==46){u=x;return}}function X4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;h=i+24|0;g=i+12|0;c=i;a=f[a>>2]|0;e=a+140|0;f[e>>2]=(f[e>>2]|0)+1;Y4a(h,b,+p[a+128>>3],+p[a+120>>3]);f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;if(B7a(f[a+136>>2]|0,h,g)|0){d=a+144|0;f[d>>2]=(f[d>>2]|0)+1}else{b=b+72|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];a=a5a(a+148|0,c)|0;b=a+4|0;c=f[b>>2]|0;if((c|0)==(f[a+8>>2]|0))E4a(a,g);else{D4a(c,g);f[b>>2]=(f[b>>2]|0)+12}}a=f[g>>2]|0;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0)){do{c=b+-12|0;f[e>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);b=f[e>>2]|0}}while((b|0)!=(a|0));a=f[g>>2]|0}sOb(a)}c=f[h>>2]|0;if(!c){u=i;return}a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=i;return}function Y4a(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=u;u=u+16|0;h=j;f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;k=ZCb(+p[b>>3]*32767.0)|0;e=ZCb(+p[b+8>>3]*32767.0)|0;g=ZCb((+p[b+16>>3]+c)*d)|0;g=(g|0)<32767?g:32767;f[h>>2]=k;f[h+4>>2]=e;f[h+8>>2]=(g|0)>-32767?g:-32767;g=a+8|0;F4a(a,h);e=f[i>>2]|0;k=f[g>>2]|0;n=ZCb(+p[b+24>>3]*32767.0)|0;m=ZCb(+p[b+32>>3]*32767.0)|0;l=ZCb((+p[b+40>>3]+c)*d)|0;l=(l|0)<32767?l:32767;f[h>>2]=n;f[h+4>>2]=m;f[h+8>>2]=(l|0)>-32767?l:-32767;if(e>>>0<k>>>0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];e=(f[i>>2]|0)+12|0;f[i>>2]=e}else{F4a(a,h);e=f[i>>2]|0}l=ZCb(+p[b+48>>3]*32767.0)|0;m=ZCb(+p[b+56>>3]*32767.0)|0;n=ZCb((+p[b+64>>3]+c)*d)|0;n=(n|0)<32767?n:32767;f[h>>2]=l;f[h+4>>2]=m;f[h+8>>2]=(n|0)>-32767?n:-32767;if(e>>>0<(f[g>>2]|0)>>>0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[i>>2]=(f[i>>2]|0)+12;u=j;return}else{F4a(a,h);u=j;return}}function Z4a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;H=f[a+656>>2]|0;C=f[a+1200>>2]|0;i=f[a+1232>>2]|0;y=f[a+2352>>2]|0;F=f[a+3104>>2]|0;a:{b:while(1){G=H;g=f[(G+16|0)>>2]|0;c:do if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&i;else if(g>>>0>i>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;d=f[(f[(G+12|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){if(!((g+-1|0)&g))while(1){D=f[d+4>>2]|0;e=(D|0)==(i|0);if(!(e|(D&(g+-1|0)|0)==(h|0)))break c;if(e)if((f[d+8>>2]|0)==(i|0)){D=d;break b}d=f[d>>2]|0;if(!d)break c}do{e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(i|0)){D=d;break b}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0))break c}d=f[d>>2]|0}while((d|0)!=0)}}}while(0);H=f[H>>2]|0;if(!H){f[a+3144>>2]=2;f[a+3148>>2]=8;break a}}r=f[G+8>>2]|0;r=Kkb(DSa(y)|0,r)|0;g=f[(C+392|0)>>2]|0;d:do if(!g)A=0;else{if(!((g+-1|0)&g))h=(g+-1|0)&i;else if(g>>>0>i>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;d=f[(f[(C+388|0)>>2]|0)+(h<<2)>>2]|0;if(!d)A=0;else{d=f[d>>2]|0;if(!d)A=0;else{if(!((g+-1|0)&g))while(1){A=f[d+4>>2]|0;e=(A|0)==(i|0);if(!(e|(A&(g+-1|0)|0)==(h|0))){A=0;break d}if(e)if((f[d+8>>2]|0)==(i|0)){A=d;break d}d=f[d>>2]|0;if(!d){A=0;break d}}while(1){e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(i|0)){A=d;break d}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0)){A=0;break d}}d=f[d>>2]|0;if(!d){A=0;break}}}}}while(0);do{d=1;if(d){d=0;if(!r)F=402;else d=1}if(d)if(1){u=1;if(u){u=0;if(!(b[G+44>>0]|0)){s=A+12|0;d=f[s>>2]|0;t=A+16|0;q=f[t>>2]|0;if((d|0)==(q|0)){c=pOb(8)|0;f[(a+8|0)>>2]=c;f[(a+8|0)+8>>2]=c+8|0;f[c>>2]=0;f[c+4>>2]=-1;f[((a+8|0)+4|0)>>2]=c+8|0;c=f[D+12>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,a+8|0);c=f[(a+8|0)>>2]|0;if(c|0){d=f[((a+8|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+8|0)+4|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}break}p=0;while(1){if(!(b[(r+15|0)>>0]|0))F=345;else if(FSa(y,d,b[(r+14|0)>>0]|0)|0)F=345;else F=385;e:do if((F|0)==345){F=0;l=f[d>>2]|0;m=f[d+4>>2]|0;i=f[(r+36|0)>>2]|0;f:do if(!i)e=0;else{if(!((i+-1|0)&i))e=(m+-1640531527+(l<<6)+(l>>>2)^l)&(i+-1|0);else if((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0<i>>>0)e=m+-1640531527+(l<<6)+(l>>>2)^l;else e=((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0)%(i>>>0)|0;g=f[(f[(r+32|0)>>2]|0)+(e<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){if(!((i+-1|0)&i))while(1){o=f[g+4>>2]|0;if(!((o|0)==(m+-1640531527+(l<<6)+(l>>>2)^l|0)|(o&(i+-1|0)|0)==(e|0)))break f;if((f[g+8>>2]|0)==(l|0))if((f[g+12>>2]|0)==(m|0)){F=385;break e}g=f[g>>2]|0;if(!g)break f}do{h=f[g+4>>2]|0;if((h|0)!=(m+-1640531527+(l<<6)+(l>>>2)^l|0)){if(h>>>0>=i>>>0)h=(h>>>0)%(i>>>0)|0;if((h|0)!=(e|0))break f}if((f[g+8>>2]|0)==(l|0))if((f[g+12>>2]|0)==(m|0)){F=385;break e}g=f[g>>2]|0}while((g|0)!=0)}}}while(0);o=pOb(16)|0;g=d;h=f[g+4>>2]|0;f[(o+8|0)>>2]=f[g>>2];f[(o+8|0)+4>>2]=h;f[o+4>>2]=m+-1640531527+(l<<6)+(l>>>2)^l;f[o>>2]=0;j=+(((f[(r+44|0)>>2]|0)+1|0)>>>0);k=+n[(r+48|0)>>2];do if((i|0)==0|k*+(i>>>0)<j){e=~~+W(+(j/k))>>>0;vza(r+32|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<e>>>0?e:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);e=f[(r+36|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(m+-1640531527+(l<<6)+(l>>>2)^l);break}if((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0<e>>>0){h=e;e=m+-1640531527+(l<<6)+(l>>>2)^l}else{h=e;e=((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0)%(e>>>0)|0}}else h=i;while(0);e=(f[(r+32|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[o>>2]=f[(r+40|0)>>2];f[(r+40|0)>>2]=o;f[e>>2]=r+40|0;e=f[o>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;do if(!(g&h))e=e&g;else{if(e>>>0<h>>>0)break;e=(e>>>0)%(h>>>0)|0}while(0);v=(f[(r+32|0)>>2]|0)+(e<<2)|0;F=377}}else{f[o>>2]=f[g>>2];v=g;F=377}if((F|0)==377){F=0;f[v>>2]=o}f[(r+44|0)>>2]=(f[(r+44|0)>>2]|0)+1;KRa(a+8|0,y,d);e=f[(a+8|0)>>2]|0;if(!e)F=381;else if((f[(e+200|0)>>2]&-268435456|0)==0&0==0)if(!(f[e+196>>2]&33554456))F=381;else x=25;else x=25;if((F|0)==381){F=0;x=0}e=f[((a+8|0)+4|0)>>2]|0;if(e|0)iOb(e);if((x&31)==25)F=385;else w=p}while(0);if((F|0)==385){F=0;w=d;f[w>>2]=0;f[w+4>>2]=-1;w=1}d=d+8|0;if((d|0)==(q|0))break;else p=w}g:do if(w){e=f[s>>2]|0;d=f[t>>2]|0;h:do if((e|0)!=(d|0))while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1)break h;e=e+8|0;if((e|0)==(d|0))break g}while(0);if((e|0)!=(d|0)){g=e+8|0;if((g|0)==(d|0))c=e;else{h=e;i=e;while(1){if(!(f[g>>2]|0))if((f[i+12>>2]|0)==-1){c=h;z=e}else F=396;else F=396;if((F|0)==396){F=0;y=g;c=f[y+4>>2]|0;z=e;f[z>>2]=f[y>>2];f[z+4>>2]=c;z=e+8|0;c=z}e=g+8|0;if((e|0)==(d|0))break;else{i=g;g=e;h=c;e=z}}d=f[t>>2]|0}if((d|0)!=(c|0))f[t>>2]=d+(~((d+-8-c|0)>>>3)<<3)}}while(0);z=f[D+12>>2]|0;oh[f[(f[z>>2]|0)+8>>2]&1023](z,s)}else u=1}if(u)if(1)F=402}}while(0);if((F|0)==402){z=f[D+12>>2]|0;oh[f[(f[z>>2]|0)+12>>2]&1023](z,a+8|0)}e=f[(C+392|0)>>2]|0;c=f[A+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(C+388|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(A|0))break;else i=c}if((i|0)==(C+396|0))F=416;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))B=A;else F=416}do if((F|0)==416){c=f[A>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){B=A;break}}f[d>>2]=0;B=A}while(0);c=f[B>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(C+388|0)>>2]|0)+(d<<2)>>2]=i;c=f[A>>2]|0}}f[i>>2]=c;f[B>>2]=0;f[(C+400|0)>>2]=(f[(C+400|0)>>2]|0)+-1;if(A|0){c=f[A+12>>2]|0;if(c|0){d=A+16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}sOb(A)}e=f[(G+16|0)>>2]|0;c=f[D+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(G+12|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(D|0))break;else i=c}if((i|0)==(G+20|0))F=449;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))E=D;else F=449}do if((F|0)==449){c=f[D>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){E=D;break}}f[d>>2]=0;E=D}while(0);c=f[E>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(G+12|0)>>2]|0)+(d<<2)>>2]=i;c=f[D>>2]|0}}f[i>>2]=c;f[E>>2]=0;f[(G+24|0)>>2]=(f[(G+24|0)>>2]|0)+-1;G=D+12|0;c=f[G>>2]|0;f[G>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(D)}f[a+656>>2]=H;f[a+3104>>2]=F}function _4a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;o=f[a+48>>2]|0;B=f[a+1200>>2]|0;v=f[a+1232>>2]|0;w=f[a+2352>>2]|0;x=f[a+3104>>2]|0;C=f[a+3112>>2]|0;u=f[a+3120>>2]|0;a:{if(C){C=0;switch(u|0){case 16:{g=f[(B+280|0)>>2]|0;b:do if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&v;else if(g>>>0>v>>>0)h=v;else h=(v>>>0)%(g>>>0)|0;d=f[(f[(B+276|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){c:do if(!((g+-1|0)&g))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(g+-1|0)|0)==(h|0)))break b;if(e)if((f[d+8>>2]|0)==(v|0)){k=d;break c}d=f[d>>2]|0;if(!d)break b}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){k=d;break c}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0))break b}d=f[d>>2]|0;if(!d)break b}while(0);h=i1a(B+408|0,a)|0;l=k+12|0;g=f[l>>2]|0;d=f[(f[g>>2]|0)+8>>2]|0;f[(a+8|0)>>2]=f[h>>2];f[(a+8|0)+4>>2]=f[h+4>>2];f[(a+8|0)+8>>2]=f[h+8>>2];f[(a+8|0)+12>>2]=f[h+12>>2];f[(a+8|0)+16>>2]=f[h+16>>2];f[(a+8|0)+20>>2]=f[h+20>>2];oh[d&1023](g,a+8|0);g=f[(B+280|0)>>2]|0;d=f[k+4>>2]|0;h=((g+-1|0)&g|0)==0;if(h)i=(g+-1|0)&d;else if(d>>>0<g>>>0)i=d;else i=(d>>>0)%(g>>>0)|0;e=(f[(B+276|0)>>2]|0)+(i<<2)|0;j=f[e>>2]|0;while(1){d=f[j>>2]|0;if((d|0)==(k|0))break;else j=d}if((j|0)==(B+284|0))x=104;else{d=f[j+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0))m=k;else x=104}do if((x|0)==104){d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0)){m=k;break}}f[e>>2]=0;m=k}while(0);d=f[m>>2]|0;if(d){e=f[d+4>>2]|0;if(h)e=e&(g+-1|0);else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){f[(f[(B+276|0)>>2]|0)+(e<<2)>>2]=j;d=f[k>>2]|0}}f[j>>2]=d;f[m>>2]=0;f[(B+288|0)>>2]=(f[(B+288|0)>>2]|0)+-1;d=f[l>>2]|0;f[l>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(k)}}}while(0);j1a(B+408|0,a)|0;break}default:C=1}}if(C){C=0;switch(u|0){case 12:{g=f[(B+260|0)>>2]|0;if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&v;else if(g>>>0>v>>>0)h=v;else h=(v>>>0)%(g>>>0)|0;d=f[(f[(B+256|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){d:do if(!((g+-1|0)&g))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(g+-1|0)|0)==(h|0))){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}if(e)if((f[d+8>>2]|0)==(v|0)){k=d;break d}d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){k=d;break d}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0)){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}while(0);l=k+12|0;g=f[l>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,a+8|0);g=f[(B+260|0)>>2]|0;d=f[k+4>>2]|0;h=((g+-1|0)&g|0)==0;if(h)i=(g+-1|0)&d;else if(d>>>0<g>>>0)i=d;else i=(d>>>0)%(g>>>0)|0;e=(f[(B+256|0)>>2]|0)+(i<<2)|0;j=f[e>>2]|0;while(1){d=f[j>>2]|0;if((d|0)==(k|0))break;else j=d}if((j|0)==(B+264|0))x=153;else{d=f[j+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0))n=k;else x=153}do if((x|0)==153){d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0)){n=k;break}}f[e>>2]=0;n=k}while(0);d=f[n>>2]|0;if(d){e=f[d+4>>2]|0;if(h)e=e&(g+-1|0);else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){f[(f[(B+256|0)>>2]|0)+(e<<2)>>2]=j;d=f[k>>2]|0}}f[j>>2]=d;f[n>>2]=0;f[(B+268|0)>>2]=(f[(B+268|0)>>2]|0)+-1;d=f[l>>2]|0;f[l>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(k)}}}break}default:C=1}}if(C){C=0;switch(u|0){case 18:{i=zQa(w)|0;e=f[(B+316|0)>>2]|0;f[(B+316|0)>>2]=0;f[(a+8|0)>>2]=e;h=f[(B+320|0)>>2]|0;f[(B+320|0)>>2]=0;f[((a+8|0)+4|0)>>2]=h;d=f[(B+324|0)>>2]|0;f[(B+324|0)>>2]=0;f[((a+8|0)+8|0)>>2]=d;p=f[(B+328|0)>>2]|0;f[(B+328|0)>>2]=0;f[((a+8|0)+12|0)>>2]=p;n=f[(B+332|0)>>2]|0;f[(B+332|0)>>2]=1065353216;f[(a+8|0)+16>>2]=n;if(p|0){d=f[d+4>>2]|0;if(!((h+-1|0)&h))d=d&(h+-1|0);else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[e+(d<<2)>>2]=(a+8|0)+8|0}e:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&v;else if(h>>>0>v>>>0)g=v;else g=(v>>>0)%(h>>>0)|0;d=f[(f[(a+8|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){f:do if(!((h+-1|0)&h))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(h+-1|0)|0)==(g|0)))break e;if(e)if((f[d+8>>2]|0)==(v|0)){p=d;break f}d=f[d>>2]|0;if(!d)break e}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){p=d;break f}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break e}d=f[d>>2]|0;if(!d)break e}while(0);d=Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0;x=Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0;I$a(f[(o+4|0)>>2]|0,o,x);if(!x)f[o+12>>2]=0;n=p+16|0;m=p+36|0;MQa(w,i,f[p+20>>2]|0,f[n>>2]|0,f[p+40>>2]|0,f[m>>2]|0,d);o=p+12|0;h=f[o>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,a+4|0);h=f[p>>2]|0;j=f[((a+8|0)+4|0)>>2]|0;d=f[p+4>>2]|0;k=((j+-1|0)&j|0)==0;if(k)l=(j+-1|0)&d;else if(d>>>0<j>>>0)l=d;else l=(d>>>0)%(j>>>0)|0;g=(f[(a+8|0)>>2]|0)+(l<<2)|0;i=f[g>>2]|0;while(1){d=f[i>>2]|0;if((d|0)==(p|0))break;else i=d}if((i|0)==((a+8|0)+8|0|0))x=208;else{d=f[i+4>>2]|0;if(k)d=d&(j+-1|0);else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(l|0)){q=h;x=216}else x=208}do if((x|0)==208){if(h|0){d=f[h+4>>2]|0;if(k)e=d&(j+-1|0);else if(d>>>0<j>>>0)e=d;else e=(d>>>0)%(j>>>0)|0;if((e|0)==(l|0)){t=h;r=d;x=218;break}}f[g>>2]=0;q=f[p>>2]|0;x=216}while(0);if((x|0)==216){d=q;if(!q)s=d;else{t=d;r=f[q+4>>2]|0;x=218}}if((x|0)==218){if(k)d=r&(j+-1|0);else if(r>>>0<j>>>0)d=r;else d=(r>>>0)%(j>>>0)|0;if((d|0)==(l|0))s=t;else{f[(f[(a+8|0)>>2]|0)+(d<<2)>>2]=i;s=f[p>>2]|0}}f[i>>2]=s;f[p>>2]=0;f[((a+8|0)+12|0)>>2]=(f[((a+8|0)+12|0)>>2]|0)+-1;g=p+44|0;d=f[g>>2]|0;h=p+48|0;if((d|0)==(f[h>>2]|0)){e=f[m>>2]|0;if(e){tOb(e);d=f[g>>2]|0}}if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}g=p+24|0;d=f[g>>2]|0;h=p+28|0;if((d|0)==(f[h>>2]|0)){e=f[n>>2]|0;if(e){tOb(e);d=f[g>>2]|0}}if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}d=f[o>>2]|0;f[o>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(p)}}}while(0);d=f[((a+8|0)+8|0)>>2]|0;if(d){do{t=f[d+12>>2]|0;oh[f[(f[t>>2]|0)+16>>2]&1023](t,1);d=f[d>>2]|0}while((d|0)!=0);d=f[((a+8|0)+8|0)>>2]|0}MYa(d);d=f[(a+8|0)>>2]|0;f[(a+8|0)>>2]=0;if(d|0)sOb(d);break}default:C=1}}if(C){C=0;switch(u|0){case 13:{d=f[B+364>>2]|0;if(d|0){while(1){e=d;if((f[e+36>>2]|0)==(v|0))break;d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}if(b[e+44>>0]|0){B=f[e+32>>2]|0;oh[f[(f[B>>2]|0)+12>>2]&1023](B,a+8|0);f[a+3152>>2]=2;f[a+3156>>2]=12;break a}t=f[e+8>>2]|0;f[(a+8|0)>>2]=t;t=(Kkb(DSa(w)|0,t)|0)==0;d=f[e+32>>2]|0;if(t)oh[f[(f[d>>2]|0)+12>>2]&1023](d,a+4|0);else oh[f[(f[d>>2]|0)+8>>2]&1023](d,a+8|0)}break}default:C=1}}if(C){C=0;switch(u|0){case 15:{d=f[B+364>>2]|0;if(d|0){m=d;while(1){n=m;if((f[n+40>>2]|0)==(v|0))break;d=f[m>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}else m=d}zkb(w,f[n+8>>2]|0);i=f[n>>2]|0;k=f[B+360>>2]|0;d=f[n+4>>2]|0;l=((k+-1|0)&k|0)==0;if(l)d=(k+-1|0)&d;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;h=(f[(B+356|0)>>2]|0)+(d<<2)|0;j=f[h>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(n|0))break;else j=e}if((j|0)==(B+364|0))x=270;else{e=f[j+4>>2]|0;if(l)e=e&(k+-1|0);else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0)){y=i;x=278}else x=270}do if((x|0)==270){if(i|0){e=f[i+4>>2]|0;if(l)g=e&(k+-1|0);else if(e>>>0<k>>>0)g=e;else g=(e>>>0)%(k>>>0)|0;if((g|0)==(d|0)){A=i;c=e;x=280;break}}f[h>>2]=0;y=f[n>>2]|0;x=278}while(0);if((x|0)==278){e=y;if(!y)z=e;else{A=e;c=f[y+4>>2]|0;x=280}}if((x|0)==280){if(l)c=c&(k+-1|0);else if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)==(d|0))z=A;else{f[(f[(B+356|0)>>2]|0)+(c<<2)>>2]=j;z=f[m>>2]|0}}f[j>>2]=z;f[n>>2]=0;f[(B+368|0)>>2]=(f[(B+368|0)>>2]|0)+-1;c=f[(n+32|0)>>2]|0;f[(n+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[n+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(n+12|0)>>2]|0;f[(n+12|0)>>2]=0;if(c|0)sOb(c);sOb(m)}break}default:C=1}}}f[a+3104>>2]=x;f[a+3112>>2]=C}function $4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0.0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;z=f[a+48>>2]|0;w=f[a+56>>2]|0;x=f[a+104>>2]|0;y=f[a+112>>2]|0;c=f[a+232>>2]|0;k=f[a+680>>2]|0;l=f[a+728>>2]|0;m=f[a+816>>2]|0;n=f[a+880>>2]|0;A=f[a+1672>>2]|0;B=f[a+1720>>2]|0;o=f[a+1768>>2]|0;q=f[a+1784>>2]|0;r=f[a+1808>>2]|0;t=f[a+1848>>2]|0;u=f[a+1920>>2]|0;v=f[a+1976>>2]|0;C=f[a+2016>>2]|0;a:{b:while(1){i=y;switch((B-i|0|0)/88|0|0){case 2:{C=5;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 3:{C=7;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 4:{C=8;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 5:{C=9;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 1:case 0:{C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}default:{}}if((B-i|0|0)<616){C=11;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}h=y+((((B-i|0)>>>0)/176|0)*88|0)|0;if((B-i|0|0)>87912)e=f5a(y,y+((((B-i|0)>>>0)/352|0)*88|0)|0,h,h+((((B-i|0)>>>0)/352|0)*88|0)|0,o,z)|0;else e=d5a(y,h,o,z)|0;D=+sqb(y);if(D<+sqb(h)){d=o;b=e;break}else j=o;while(1){s=j+-88|0;if((y|0)==(s|0))break;D=+sqb(s);if(D<+sqb(h)){C=29;break b}else j=s}e=y+88|0;D=+sqb(y);if(!(D<+sqb(o))){if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}while(1){D=+sqb(y);if(D<+sqb(e))break;e=e+88|0;if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}}S=e+8|0;R=e+16|0;L=+p[e>>3];K=+p[S>>3];J=+p[R>>3];Q=e+24|0;P=e+32|0;O=e+40|0;I=+p[Q>>3];H=+p[P>>3];G=+p[O>>3];M=e+48|0;g=e+56|0;h=e+64|0;F=+p[M>>3];E=+p[g>>3];D=+p[h>>3];i=e+72|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];N=+p[o>>3];p[o>>3]=L;p[e>>3]=N;N=+p[q>>3];p[q>>3]=+p[S>>3];p[S>>3]=N;N=+p[r>>3];p[r>>3]=+p[R>>3];p[R>>3]=N;N=+p[t>>3];p[t>>3]=+p[Q>>3];p[Q>>3]=N;N=+p[u>>3];p[u>>3]=+p[P>>3];p[P>>3]=N;N=+p[v>>3];p[v>>3]=+p[O>>3];p[O>>3]=N;N=+p[k>>3];p[k>>3]=+p[M>>3];p[M>>3]=N;p[g>>3]=+p[l>>3];p[h>>3]=+p[m>>3];f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];p[o>>3]=L;p[q>>3]=K;p[r>>3]=J;p[t>>3]=I;p[u>>3]=H;p[v>>3]=G;p[k>>3]=F;p[l>>3]=E;p[m>>3]=D;f[n>>2]=f[a>>2];f[n+4>>2]=f[a+4>>2];f[n+8>>2]=f[a+8>>2];e=e+88|0}if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}else g=o;while(1){while(1){N=+sqb(y);i=e+88|0;if(N<+sqb(e))break;else e=i}while(1){h=g+-88|0;N=+sqb(y);if(N<+sqb(h))g=h;else break}if(e>>>0>=h>>>0){y=e;continue b}M=e+8|0;O=e+16|0;E=+p[e>>3];F=+p[M>>3];G=+p[O>>3];P=e+24|0;Q=e+32|0;R=e+40|0;H=+p[P>>3];I=+p[Q>>3];J=+p[R>>3];S=e+48|0;W=e+56|0;V=e+64|0;K=+p[S>>3];L=+p[W>>3];N=+p[V>>3];U=e+72|0;f[a>>2]=f[U>>2];f[a+4>>2]=f[U+4>>2];f[a+8>>2]=f[U+8>>2];D=+p[h>>3];p[h>>3]=E;p[e>>3]=D;T=g+-80|0;D=+p[T>>3];p[T>>3]=+p[M>>3];p[M>>3]=D;M=g+-72|0;D=+p[M>>3];p[M>>3]=+p[O>>3];p[O>>3]=D;O=g+-64|0;D=+p[O>>3];p[O>>3]=+p[P>>3];p[P>>3]=D;P=g+-56|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=g+-48|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=g+-40|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=g+-32|0;p[W>>3]=+p[S>>3];e=g+-24|0;p[V>>3]=+p[e>>3];g=g+-16|0;f[U>>2]=f[g>>2];f[U+4>>2]=f[g+4>>2];f[U+8>>2]=f[g+8>>2];p[h>>3]=E;p[T>>3]=F;p[M>>3]=G;p[O>>3]=H;p[P>>3]=I;p[Q>>3]=J;p[R>>3]=K;p[S>>3]=L;p[e>>3]=N;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];g=h;e=i}}if((C|0)==29){C=0;R=y+8|0;S=y+16|0;E=+p[y>>3];F=+p[R>>3];G=+p[S>>3];T=y+24|0;U=y+32|0;V=y+40|0;H=+p[T>>3];I=+p[U>>3];J=+p[V>>3];W=y+48|0;b=y+56|0;d=y+64|0;K=+p[W>>3];L=+p[b>>3];N=+p[d>>3];P=y+72|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];D=+p[s>>3];p[s>>3]=E;p[y>>3]=D;Q=j+-80|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=j+-72|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=j+-64|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=j+-56|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=j+-48|0;D=+p[U>>3];p[U>>3]=+p[V>>3];p[V>>3]=D;V=j+-40|0;D=+p[V>>3];p[V>>3]=+p[W>>3];p[W>>3]=D;W=j+-32|0;p[b>>3]=+p[W>>3];b=j+-24|0;p[d>>3]=+p[b>>3];d=j+-16|0;f[P>>2]=f[d>>2];f[P+4>>2]=f[d+4>>2];f[P+8>>2]=f[d+8>>2];p[s>>3]=E;p[Q>>3]=F;p[R>>3]=G;p[S>>3]=H;p[T>>3]=I;p[U>>3]=J;p[V>>3]=K;p[W>>3]=L;p[b>>3]=N;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];d=s;b=e+1|0}c=y+88|0;c:do if(c>>>0<d>>>0)while(1){while(1){N=+sqb(c);g=c+88|0;if(N<+sqb(h))c=g;else break}while(1){e=d+-88|0;N=+sqb(e);if(N<+sqb(h))break;else d=e}if(c>>>0>e>>>0){d=h;break c}Q=c+8|0;R=c+16|0;E=+p[c>>3];F=+p[Q>>3];G=+p[R>>3];S=c+24|0;T=c+32|0;U=c+40|0;H=+p[S>>3];I=+p[T>>3];J=+p[U>>3];V=c+48|0;W=c+56|0;M=c+64|0;K=+p[V>>3];L=+p[W>>3];N=+p[M>>3];O=c+72|0;f[a>>2]=f[O>>2];f[a+4>>2]=f[O+4>>2];f[a+8>>2]=f[O+8>>2];D=+p[e>>3];p[e>>3]=E;p[c>>3]=D;P=d+-80|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=d+-72|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=d+-64|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=d+-56|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=d+-48|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=d+-40|0;D=+p[U>>3];p[U>>3]=+p[V>>3];p[V>>3]=D;V=d+-32|0;p[W>>3]=+p[V>>3];W=d+-24|0;p[M>>3]=+p[W>>3];d=d+-16|0;f[O>>2]=f[d>>2];f[O+4>>2]=f[d+4>>2];f[O+8>>2]=f[d+8>>2];p[e>>3]=E;p[P>>3]=F;p[Q>>3]=G;p[R>>3]=H;p[S>>3]=I;p[T>>3]=J;p[U>>3]=K;p[V>>3]=L;p[W>>3]=N;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];h=(h|0)==(c|0)?e:h;d=e;c=g;b=b+1|0}else d=h;while(0);if((c|0)!=(d|0)){N=+sqb(d);if(N<+sqb(c)){P=c+8|0;Q=c+16|0;E=+p[c>>3];F=+p[P>>3];G=+p[Q>>3];R=c+24|0;S=c+32|0;T=c+40|0;H=+p[R>>3];I=+p[S>>3];J=+p[T>>3];U=c+48|0;V=c+56|0;W=c+64|0;K=+p[U>>3];L=+p[V>>3];N=+p[W>>3];M=c+72|0;f[a>>2]=f[M>>2];f[a+4>>2]=f[M+4>>2];f[a+8>>2]=f[M+8>>2];D=+p[d>>3];p[d>>3]=E;p[c>>3]=D;O=d+8|0;D=+p[O>>3];p[O>>3]=+p[P>>3];p[P>>3]=D;P=d+16|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=d+24|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=d+32|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=d+40|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=d+48|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=d+56|0;p[V>>3]=+p[U>>3];V=d+64|0;p[W>>3]=+p[V>>3];W=d+72|0;f[M>>2]=f[W>>2];f[M+4>>2]=f[W+4>>2];f[M+8>>2]=f[W+8>>2];p[d>>3]=E;p[O>>3]=F;p[P>>3]=G;p[Q>>3]=H;p[R>>3]=I;p[S>>3]=J;p[T>>3]=K;p[U>>3]=L;p[V>>3]=N;f[W>>2]=f[a>>2];f[W+4>>2]=f[a+4>>2];f[W+8>>2]=f[a+8>>2];b=b+1|0}}if(!b){A=h5a(y,c,z)|0;b=c+88|0;if(h5a(b,x,z)|0){C=45;f[a+2024>>2]=1;break a}if(A){w=b;f[a+2024>>2]=3;break a}}W=c;if(((W-i|0)/88|0|0)>=((B-W|0)/88|0|0)){C=44;f[a+2024>>2]=1;break a}W4a(y,c,z);w=c+88|0}f[a+56>>2]=w;f[a+112>>2]=y;f[a+232>>2]=c;f[a+1672>>2]=A;f[a+2016>>2]=C}
+function sua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);uJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function tua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34848;mma(d,b,c,0);return}function uua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function vua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&67108864|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function wua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;r=s+12|0;o=s;n=(Bla()|0)+244|0;n=f[n>>2]|0;g=f[b>>2]|0;q=b+4|0;e=f[q>>2]|0;h=g+(e<<3)|0;f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=o+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(o);k=pOb(a)|0;f[p>>2]=k;f[o>>2]=k;a=k+(d<<3)|0;m=o+8|0;f[m>>2]=a;l=k;if(!e){i=m;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){g=a;i=f[g+4>>2]|0;j=d;f[j>>2]=f[g>>2];f[j+4>>2]=i;a=a+8|0;j=e+8|0;f[p>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=m;g=k;e=j;h=l;d=j;a=f[m>>2]|0}}f[r>>2]=(g|0)==(e|0)?0:g;f[r+4>>2]=e-g>>3;g=r+12|0;f[r+8>>2]=h;f[g>>2]=d;f[r+16>>2]=a;f[i>>2]=0;f[p>>2]=0;f[o>>2]=0;n$a(n,r,16,c);d=r+8|0;a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){e=f[r>>2]|0;if(e){tOb(e);a=f[d>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[o>>2]|0;if(a|0){d=f[p>>2]|0;if((d|0)!=(a|0))f[p>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}if(!(f[q>>2]|0)){u=s;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;d=f[b>>2]|0;q=f[q>>2]|0;g=d+(q<<3)|0;if(q|0){h=r+4|0;a=1;do{LRa(r,j,d);e=f[r>>2]|0;if(e){q=e+200|0;a=a&((f[q>>2]&-268435456|0)!=0|0!=0);vJa(e,c)}e=f[h>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(g|0));if(!a){c=DSa(j)|0;Jkb(c,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=s;return}}u9a(f[i+240>>2]|0);u=s;return}function xua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34880;mma(d,b,c,0);return}function yua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function zua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&32|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Aua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;r=s+12|0;o=s;n=(Bla()|0)+244|0;n=f[n>>2]|0;g=f[b>>2]|0;q=b+4|0;e=f[q>>2]|0;h=g+(e<<3)|0;f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=o+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(o);k=pOb(a)|0;f[p>>2]=k;f[o>>2]=k;a=k+(d<<3)|0;m=o+8|0;f[m>>2]=a;l=k;if(!e){i=m;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){g=a;i=f[g+4>>2]|0;j=d;f[j>>2]=f[g>>2];f[j+4>>2]=i;a=a+8|0;j=e+8|0;f[p>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=m;g=k;e=j;h=l;d=j;a=f[m>>2]|0}}f[r>>2]=(g|0)==(e|0)?0:g;f[r+4>>2]=e-g>>3;g=r+12|0;f[r+8>>2]=h;f[g>>2]=d;f[r+16>>2]=a;f[i>>2]=0;f[p>>2]=0;f[o>>2]=0;n$a(n,r,32,c);d=r+8|0;a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){e=f[r>>2]|0;if(e){tOb(e);a=f[d>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[o>>2]|0;if(a|0){d=f[p>>2]|0;if((d|0)!=(a|0))f[p>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}if(!(f[q>>2]|0)){u=s;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;d=f[b>>2]|0;q=f[q>>2]|0;g=d+(q<<3)|0;if(!q){u=s;return}h=r+4|0;a=1;do{LRa(r,j,d);e=f[r>>2]|0;if(e){q=e+200|0;a=a&((f[q>>2]&-268435456|0)!=0|0!=0);xJa(e,c)}e=f[h>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(g|0));if(a){u=s;return}c=DSa(j)|0;Jkb(c,f[i+244>>2]|0);u=s;return}function Bua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34912;mma(d,b,c,0);return}function Cua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Dua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&64|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Eua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);yJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function Fua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34944;mma(d,b,c,0);return}function Gua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&8192|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Iua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);zJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){s9a(a);u=k;return}}u9a(a);u=k;return}function Jua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34976;mma(d,b,c,0);return}function Kua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&16384|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Mua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);AJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){Y8a(a);u=k;return}}u9a(a);u=k;return}function Nua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35008;mma(d,b,c,0);return}function Oua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&32768|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Qua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;g=i;a=b+4|0;if(!(f[a>>2]|0)){u=i;return}h=(Bla()|0)+232|0;h=f[h>>2]|0;ySa(h)|0;b=f[b>>2]|0;e=f[a>>2]|0;d=b+(e<<3)|0;if(!e){u=i;return}e=g+4|0;do{LRa(g,h,b);a=f[g>>2]|0;if(a|0)BJa(a,c);a=f[e>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(d|0));u=i;return}function Rua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35040;mma(d,b,c,0);return}function Sua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Tua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&65536|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Uua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r+12|0;q=r;k=Bla()|0;l=f[k+232>>2]|0;o=f[k+244>>2]|0;a=f[b>>2]|0;m=b+4|0;j=f[m>>2]|0;h=a+(j<<3)|0;if(!j){a=f[k+240>>2]|0;n=10}else{i=c?7:0;j=p+4|0;d=1;while(1){LRa(p,l,a);e=f[p>>2]|0;if(!(f[e+4>>2]|0))g=d;else{g=e+200|0;g=d&((f[g>>2]&-268435456|0)!=0|0!=0)}IJa(e,i);d=f[j>>2]|0;if(d|0)iOb(d);a=a+8|0;if((a|0)==(h|0))break;else d=g}a=f[k+240>>2]|0;if(g)n=10;else{Jkb(DSa(l)|0,o);Y8a(a)}}if((n|0)==10)u9a(a);g=f[b>>2]|0;e=f[m>>2]|0;h=g+(e<<3)|0;f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=q+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(q);k=pOb(a)|0;f[m>>2]=k;f[q>>2]=k;a=k+(d<<3)|0;b=q+8|0;f[b>>2]=a;l=k;if(!e){i=b;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){i=a;n=f[i+4>>2]|0;j=d;f[j>>2]=f[i>>2];f[j+4>>2]=n;a=a+8|0;j=e+8|0;f[m>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=b;g=k;e=j;h=l;d=j;a=f[b>>2]|0}}f[p>>2]=(g|0)==(e|0)?0:g;f[p+4>>2]=e-g>>3;g=p+12|0;f[p+8>>2]=h;f[g>>2]=d;f[p+16>>2]=a;f[i>>2]=0;f[m>>2]=0;f[q>>2]=0;n$a(o,p,8,c);e=p+8|0;a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){d=f[p>>2]|0;if(d){tOb(d);a=f[e>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[q>>2]|0;if(!a){u=r;return}d=f[m>>2]|0;if((d|0)!=(a|0))f[m>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a);u=r;return}function Vua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35072;mma(d,b,c,0);return}function Wua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Xua(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&56)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Yua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;g=a+(i<<3)|0;if(!i)a=f[k+240>>2]|0;else{h=j+4|0;i=(c&1)<<7;b=0;d=1;e=a;do{LRa(j,l,e);a=f[j>>2]|0;if(a){n=a+200|0;d=d&((f[n>>2]&-268435456|0)!=0|0!=0);n=a+196|0;a=f[n>>2]|0;f[n>>2]=i|a&134217087|a&-134217728|512;b=b|(a&128|0)!=0}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));a=f[k+240>>2]|0;if(!d)if(b^1|c){r9a(a);u=m;return}else{s9a(a);u=m;return}}u9a(a);u=m;return}function Zua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=c+4|0;oB(i,f[h>>2]|0);b=f[c>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){KRa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&128|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function _ua(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=u;u=u+16|0;e=g;if(d>>>0<3){e=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=h;f[e>>2]=35104;f[e+8>>2]=d;mma(e,b,c,0);u=g;return}a=f[a>>2]|0;h=f[(f[a>>2]|0)+12>>2]|0;f[e>>2]=0;c=e+4|0;f[c>>2]=0;f[e+8>>2]=0;oh[h&1023](a,e);a=f[e>>2]|0;if(a|0){b=f[c>>2]|0;if((b|0)!=(a|0))f[c>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}u=g;return}function $ua(a){a=a|0;var b=0;f[a>>2]=35136;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ava(a){a=a|0;var b=0,c=0;f[a>>2]=35136;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function bva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+32|0;l=r+16|0;m=r+8|0;n=r;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[l>>2]=0;q=l+4|0;f[q>>2]=0;f[l+8>>2]=0;c=f[b>>2]|0;k=f[b+4>>2]|0;e=c+(k<<3)|0;if(k|0){g=n+4|0;h=l+8|0;i=m+4|0;j=n+4|0;k=a+8|0;do{ARa(m,o,c);b=f[m>>2]|0;if(!b){b=0;p=16}else{s=f[k>>2]|0;d=f[b+72+(s<<3)>>2]|0;b=f[b+72+(s<<3)+4>>2]|0;if(!b)b=0;else gOb(b);if(!d)p=16;else{d=f[d+116>>2]|0;f[n>>2]=f[c>>2];f[j>>2]=d;d=f[q>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){v=n;t=f[v+4>>2]|0;s=d;f[s>>2]=f[v>>2];f[s+4>>2]=t;f[q>>2]=(f[q>>2]|0)+8}else eva(l,n)}}if((p|0)==16){p=0;f[n>>2]=0;f[g>>2]=-1;d=f[q>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){s=n;t=f[s+4>>2]|0;v=d;f[v>>2]=f[s>>2];f[v+4>>2]=t;f[q>>2]=(f[q>>2]|0)+8}else eva(l,n)}if(b|0)iOb(b);b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,l);b=f[l>>2]|0;if(!b){u=r;return}c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=r;return}function cva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function dva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function eva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function fva(a){a=a|0;yf()}function gva(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;g=u;u=u+32|0;b=g;if(d>>>0>=3){e=f[a>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,b);u=g;return}h=pOb(32)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=35168;f[h+8>>2]=f[c>>2];f[h+12>>2]=f[c+4>>2];a=c+8|0;f[h+16>>2]=f[a>>2];i=c+12|0;f[h+20>>2]=f[i>>2];j=c+16|0;f[h+24>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[a>>2]=0;f[c>>2]=0;f[h+28>>2]=d;c=pOb(8)|0;f[c>>2]=34512;f[c+4>>2]=h;h=pOb(8)|0;a=f[e+4>>2]|0;d=h;f[d>>2]=f[e>>2];f[d+4>>2]=a;d=h+8|0;f[b>>2]=h;f[b+4>>2]=1;a=b+12|0;f[b+8>>2]=h;f[a>>2]=d;f[b+16>>2]=d;Hra(c,b);c=f[b+8>>2]|0;d=f[a>>2]|0;e=(c|0)==(d|0);if(e){b=f[b>>2]|0;if(b|0)tOb(b)}if(c|0){if(!e)f[a>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}u=g;return}function hva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35168;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35232;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function iva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35168;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35232;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function jva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;q=r+24|0;p=r;n=Bla()|0;o=f[n+232>>2]|0;tRa(q,o,c);if(!(f[q>>2]|0)){a=f[a+4>>2]|0;n=f[(f[a>>2]|0)+12>>2]|0;o=p+4|0;f[o>>2]=0;e=p+8|0;f[e>>2]=0;f[p+12>>2]=0;b[p>>0]=1;l=c;m=f[l+4>>2]|0;c=p+16|0;f[c>>2]=f[l>>2];f[c+4>>2]=m;oh[n&1023](a,p);c=f[o>>2]|0;if(c|0){d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}else{m=a+8|0;l=a+12|0;do if(f[l>>2]|0){h=ySa(o)|0;c=f[m>>2]|0;k=f[l>>2]|0;i=c+(k<<3)|0;if(!k){a1a(f[n+244>>2]|0,0,c);break}j=p+4|0;k=a+28|0;d=1;e=1;while(1){ARa(p,o,c);g=f[p>>2]|0;if(!g)g=d;else{if(d){d=g+200|0;d=(f[d>>2]&-268435456|0)!=0|0!=0}else d=0;if(e)e=(b[g+192>>0]&7)==0;else e=0;pJa(g,f[k>>2]|0,q);wDa(h,g);g=d}d=f[j>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(i|0))break;else d=g}d=f[n+244>>2]|0;a1a(d,f[l>>2]|0,f[m>>2]|0);if(!e){c=f[n+240>>2]|0;if(g){u9a(c);break}else{Jkb(DSa(o)|0,d);v9a(c);break}}}while(0);o=pOb(4)|0;f[o>>2]=35200;mma(o,0,m,0);o=f[a+4>>2]|0;oh[f[(f[o>>2]|0)+8>>2]&1023](o,p)}c=f[q+4>>2]|0;if(!c){u=r;return}iOb(c);u=r;return}function kva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+32|0;g=e;h=f[a+4>>2]|0;i=f[(f[h>>2]|0)+12>>2]|0;a=g+4|0;f[a>>2]=0;d=g+8|0;f[d>>2]=0;f[g+12>>2]=0;b[g>>0]=1;k=c;j=f[k+4>>2]|0;c=g+16|0;f[c>>2]=f[k>>2];f[c+4>>2]=j;oh[i&1023](h,g);a=f[a>>2]|0;if(!a){u=e;return}c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=e;return}function lva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function mva(a){a=a|0;return}function nva(a){a=a|0;sOb(a);return}function ova(a,b){a=a|0;b=b|0;a=(Bla()|0)+244|0;t$a(f[a>>2]|0,b);return}function pva(a,b){a=a|0;b=b|0;return}function qva(a,b){a=a|0;b=b|0;return}function rva(a){a=a|0;return 1}function sva(a){a=a|0;var b=0;f[a>>2]=35232;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function tva(a){a=a|0;yf()}function uva(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;k=q+8|0;l=q;if(d>>>0>=3){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);u=q;return}m=c+4|0;if(f[m>>2]|0){n=Bla()|0;o=f[n+232>>2]|0;g=ySa(o)|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;b=f[c>>2]|0;j=f[m>>2]|0;i=b+(j<<3)|0;if(!j){h=1;g=0}else{j=l+4|0;h=1;do{KRa(l,o,b);e=f[l>>2]|0;if(e){r=e+200|0;h=h&((f[r>>2]&-268435456|0)!=0|0!=0);pJa(e,d,k);wDa(g,e)}e=f[j>>2]|0;if(e|0)iOb(e);b=b+8|0}while((b|0)!=(i|0));g=f[m>>2]|0;b=f[c>>2]|0}e=f[n+244>>2]|0;a1a(e,g,b);b=f[n+240>>2]|0;if(h)u9a(b);else{Jkb(DSa(o)|0,e);v9a(b)}b=f[p>>2]|0;if(b|0)iOb(b)}r=pOb(8)|0;p=f[a>>2]|0;f[a>>2]=0;f[r+4>>2]=p;f[r>>2]=35264;mma(r,0,c,0);u=q;return}function vva(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function wva(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=(Bla()|0)+244|0;t$a(f[d>>2]|0,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);u=c;return}function xva(a,b){a=a|0;b=b|0;return}function yva(a,b){a=a|0;b=b|0;return}function zva(a){a=a|0;return 1}function Ava(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=0;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Bva(a){a=a|0;var b=0;f[a>>2]=35328;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Cva(a){a=a|0;var b=0,c=0;f[a>>2]=35328;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Dva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Eva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Fva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Gva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35296;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35360;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Hva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35296;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35360;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Iva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+64|0;d=i+32|0;e=i+24|0;g=i;j=(Bla()|0)+232|0;ARa(e,f[j>>2]|0,c);c=f[e>>2]|0;if(!c)h=4;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))h=4;else{cEa(g,c,b[a+28>>0]|0,f[a+8>>2]|0,f[a+12>>2]|0);k=f[g>>2]|0;f[g>>2]=f[d>>2];f[d>>2]=k;k=g+4|0;j=f[k>>2]|0;c=d+4|0;f[k>>2]=f[c>>2];f[c>>2]=j;c=g+8|0;j=f[c>>2]|0;k=d+8|0;f[c>>2]=f[k>>2];f[k>>2]=j;k=d+12|0;j=g+12|0;c=f[j>>2]|0;f[j>>2]=f[k>>2];f[k>>2]=c;k=g+16|0;c=f[k>>2]|0;j=d+16|0;f[k>>2]=f[j>>2];f[j>>2]=c;f[d+20>>2]=f[g+20>>2]}if((h|0)==4){f[d>>2]=1065353216;f[d+4>>2]=1065353216;f[d+8>>2]=1065353216;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);c=f[e+4>>2]|0;if(!c){u=i;return}iOb(c);u=i;return}function Jva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Kva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Lva(a){a=a|0;return 0}function Mva(a){a=a|0;var b=0;f[a>>2]=35360;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Nva(a){a=a|0;yf()}function Ova(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=1;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Pva(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=2;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Qva(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;e=pOb(28)|0;d=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=d;f[e>>2]=35392;f[e+8>>2]=f[b>>2];f[e+12>>2]=f[b+4>>2];d=b+8|0;f[e+16>>2]=f[d>>2];a=b+12|0;f[e+20>>2]=f[a>>2];i=b+16|0;f[e+24>>2]=f[i>>2];f[i>>2]=0;f[a>>2]=0;f[d>>2]=0;f[b>>2]=0;d=pOb(8)|0;f[d>>2]=35328;f[d+4>>2]=e;e=pOb(8)|0;a=c;b=f[a+4>>2]|0;c=e;f[c>>2]=f[a>>2];f[c+4>>2]=b;c=e+8|0;f[g>>2]=e;f[g+4>>2]=1;b=g+12|0;f[g+8>>2]=e;f[b>>2]=c;f[g+16>>2]=c;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function Rva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35392;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35424;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Sva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35392;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35424;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Tva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;g=i;e=(Bla()|0)+232|0;ARa(h,f[e>>2]|0,c);c=f[h>>2]|0;do if(!c){c=f[a+4>>2]|0;a=f[(f[c>>2]|0)+8>>2]|0;f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;oh[a&1023](c,g);c=f[g>>2]|0;if(c|0){d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}}else{c=f[c+4>>2]|0;d=f[a+4>>2]|0;e=f[(f[d>>2]|0)+8>>2]|0;if(!(b[(f[c+44>>2]|0)+148>>0]&2)){f[g>>2]=0;a=g+4|0;f[a>>2]=0;f[g+8>>2]=0;oh[e&1023](d,g);c=f[g>>2]|0;if(c|0){d=f[a>>2]|0;if((d|0)!=(c|0))f[a>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}break}else{dEa(g,c,f[a+8>>2]|0,f[a+12>>2]|0);oh[e&1023](d,g);e=f[g>>2]|0;if(e|0){c=g+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}break}}while(0);c=f[h+4>>2]|0;if(!c){u=i;return}iOb(c);u=i;return}function Uva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Vva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Wva(a){a=a|0;var b=0;f[a>>2]=35424;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Xva(a){a=a|0;yf()}function Yva(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;g=h;i=b;j=f[i>>2]|0;i=f[i+4>>2]|0;b=c;e=f[b>>2]|0;b=f[b+4>>2]|0;d=pOb(16)|0;c=d;f[c>>2]=j;f[c+4>>2]=i;c=d+8|0;f[c>>2]=e;f[c+4>>2]=b;c=pOb(8)|0;b=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=b;f[c>>2]=35456;f[g>>2]=d;f[g+4>>2]=2;b=g+12|0;f[g+8>>2]=d;f[b>>2]=d+16;f[g+16>>2]=d+16;mma(c,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function Zva(a){a=a|0;var b=0;f[a>>2]=35488;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function _va(a){a=a|0;var b=0,c=0;f[a>>2]=35488;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function $va(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+80|0;j=k+64|0;h=k+56|0;i=k;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(j,e,f[c>>2]|0);ARa(h,e,(f[c>>2]|0)+8|0);c=f[j>>2]|0;if(!c)g=6;else{d=f[h>>2]|0;if(!d)g=6;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else if(!(b[(f[(f[d+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else{a=f[a+4>>2]|0;l=f[(f[a>>2]|0)+8>>2]|0;SDa(i,e,c,d);oh[l&1023](a,i)}}if((g|0)==6){c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;a=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[a>>3]=C;oh[d&1023](c,i)}c=f[h+4>>2]|0;if(c|0)iOb(c);c=f[j+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function awa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function bwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function cwa(a){a=a|0;yf()}function dwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;g=h;k=b;l=f[k>>2]|0;k=f[k+4>>2]|0;b=d;j=f[b>>2]|0;b=f[b+4>>2]|0;i=pOb(16)|0;d=i;f[d>>2]=l;f[d+4>>2]=k;d=i+8|0;f[d>>2]=j;f[d+4>>2]=b;d=pOb(16)|0;b=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=b;f[d>>2]=35520;f[d+8>>2]=c;f[d+12>>2]=e;f[g>>2]=i;f[g+4>>2]=2;b=g+12|0;f[g+8>>2]=i;f[b>>2]=i+16;f[g+16>>2]=i+16;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function ewa(a){a=a|0;var b=0,c=0;f[a>>2]=35488;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function fwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+80|0;j=k+64|0;h=k+56|0;i=k;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(j,e,f[c>>2]|0);ARa(h,e,(f[c>>2]|0)+8|0);c=f[j>>2]|0;if(!c)g=6;else{d=f[h>>2]|0;if(!d)g=6;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else if(!(b[(f[(f[d+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else{l=f[a+4>>2]|0;m=f[(f[l>>2]|0)+8>>2]|0;XDa(i,e,c,f[a+8>>2]|0,d,f[a+12>>2]|0);oh[m&1023](l,i)}}if((g|0)==6){c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;a=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[a>>3]=C;oh[d&1023](c,i)}c=f[h+4>>2]|0;if(c|0)iOb(c);c=f[j+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function gwa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;hwa(138,a,b,c,d);return}function hwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;h=u;u=u+32|0;g=h;i=pOb(64)|0;j=f[b>>2]|0;f[b>>2]=0;f[i+4>>2]=j;f[i>>2]=35552;f[i+8>>2]=a;f[i+12>>2]=d;p[i+16>>3]=+p[e>>3];p[i+24>>3]=+p[e+8>>3];p[i+32>>3]=+p[e+16>>3];p[i+40>>3]=+p[e+24>>3];p[i+48>>3]=+p[e+32>>3];p[i+56>>3]=+p[e+40>>3];d=pOb(8)|0;f[d>>2]=35328;f[d+4>>2]=i;e=pOb(8)|0;a=c;b=f[a+4>>2]|0;c=e;f[c>>2]=f[a>>2];f[c+4>>2]=b;c=e+8|0;f[g>>2]=e;f[g+4>>2]=1;b=g+12|0;f[g+8>>2]=e;f[b>>2]=c;f[g+16>>2]=c;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function iwa(a){a=a|0;var b=0;f[a>>2]=35584;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jwa(a){a=a|0;var b=0,c=0;f[a>>2]=35584;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function kwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=u;u=u+112|0;h=j+104|0;i=j+48|0;d=j;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(h,e,c);c=f[h>>2]|0;if(!c)g=4;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=4;else{k=f[a+4>>2]|0;l=f[(f[k>>2]|0)+8>>2]|0;n=f[a+8>>2]|0;m=f[a+12>>2]|0;p[d>>3]=+p[a+16>>3];p[d+8>>3]=+p[a+24>>3];p[d+16>>3]=+p[a+32>>3];p[d+24>>3]=+p[a+40>>3];p[d+32>>3]=+p[a+48>>3];p[d+40>>3]=+p[a+56>>3];Lh[n&255](i,e,c,m,d);oh[l&1023](k,i)}if((g|0)==4){c=f[a+4>>2]|0;a=f[(f[c>>2]|0)+8>>2]|0;d=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[d>>3]=C;oh[a&1023](c,i)}c=f[h+4>>2]|0;if(!c){u=j;return}iOb(c);u=j;return}function lwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function mwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function nwa(a){a=a|0;yf()}function owa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;hwa(139,a,b,c,d);return}function pwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35616;mma(d,b,c,0);return}function qwa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function rwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;q=s+8|0;m=s;p=Bla()|0;r=f[p+232>>2]|0;n=ySa(r)|0;d=f[c>>2]|0;o=c+4|0;l=f[o>>2]|0;j=d+(l<<3)|0;if(!l){i=1;h=1;g=0}else{k=q+4|0;l=m+4|0;i=1;h=1;do{ARa(q,r,d);g=f[q>>2]|0;if(g){if(i){i=g+200|0;i=(f[i>>2]&-268435456|0)!=0|0!=0}else i=0;if(h)h=(b[g+192>>0]&7)==0;else h=0;f[m>>2]=0;f[l>>2]=0;pJa(g,2,m);e=f[l>>2]|0;if(e|0)iOb(e);wDa(n,g)}e=f[k>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(j|0));g=f[o>>2]|0;d=f[c>>2]|0}e=f[p+244>>2]|0;a1a(e,g,d);t$a(e,c);if(h){r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}d=f[p+240>>2]|0;if(i){u9a(d);r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}else{Jkb(DSa(r)|0,e);v9a(d);r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}}function swa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35648;mma(d,b,c,0);return}function twa(a){a=a|0;var b=0,c=0;f[a>>2]=35136;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function uwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;q=u;u=u+32|0;n=q+16|0;j=q+8|0;k=q;o=Bla()|0;l=f[o+232>>2]|0;o=f[o+244>>2]|0;f[n>>2]=0;p=n+4|0;f[p>>2]=0;f[n+8>>2]=0;c=f[b>>2]|0;m=b+4|0;i=f[m>>2]|0;e=c+(i<<3)|0;if(!i){c=0;d=0}else{g=k+4|0;h=n+8|0;i=j+4|0;do{ARa(j,l,c);d=f[j>>2]|0;if(!d){f[k>>2]=0;f[g>>2]=-1;d=f[p>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){s=k;r=f[s+4>>2]|0;f[d>>2]=f[s>>2];f[d+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8}else vwa(n,k)}else{NJa(k,d,l);d=f[p>>2]|0;if((d|0)==(f[h>>2]|0))RF(n,k);else{t=k;r=f[t+4>>2]|0;s=d;f[s>>2]=f[t>>2];f[s+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8}}d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0}while((c|0)!=(e|0));c=f[n>>2]|0;d=f[p>>2]|0}b1a(o,d-c>>3,c);a1a(o,f[m>>2]|0,f[b>>2]|0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,n);c=f[n>>2]|0;if(!c){u=q;return}d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=q;return}function vwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function wwa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;p=r+8|0;l=r;o=Bla()|0;q=f[o+232>>2]|0;m=ySa(q)|0;IIa(p,e);vSa(q,p);e=f[d>>2]|0;n=d+4|0;k=f[n>>2]|0;j=e+(k<<3)|0;if(!k){g=1;c=1}else{k=l+4|0;g=1;c=1;do{LRa(l,q,e);i=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(g){g=i+200|0;g=(f[g>>2]&-268435456|0)!=0|0!=0}else g=0;if(c)c=(b[i+192>>0]&7)==0;else c=0;pJa(i,2,p);wDa(m,i);e=e+8|0}while((e|0)!=(j|0))}e=f[o+244>>2]|0;b1a(e,1,(f[p>>2]|0)+112|0);a1a(e,f[n>>2]|0,f[d>>2]|0);do if(!c){c=f[o+240>>2]|0;if(g){u9a(c);break}else{Jkb(DSa(q)|0,e);v9a(c);break}}while(0);c=pOb(8)|0;q=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=q;f[c>>2]=35680;mma(c,0,d,0);c=f[p+4>>2]|0;if(!c){u=r;return}iOb(c);u=r;return}function xwa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function ywa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=(Bla()|0)+244|0;t$a(f[d>>2]|0,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);u=c;return}function zwa(a,b){a=a|0;b=b|0;return}function Awa(a,b){a=a|0;b=b|0;return}function Bwa(a){a=a|0;return 1}function Cwa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;g=f[c>>2]|0;m=c+4|0;Dwa(g,g+(f[m>>2]<<3)|0,n);g=f[c>>2]|0;e=f[m>>2]|0;l=g+(e<<3)|0;a:do switch(e|0){case 0:{h=g;k=6;break}case 1:{h=l;e=1;break}default:{h=g;i=g+8|0;j=f[g>>2]|0;while(1){o=j;j=f[i>>2]|0;if((o|0)==(j|0))if((f[h+4>>2]|0)==(f[h+12>>2]|0)){k=6;break a}h=i+8|0;if((h|0)==(l|0)){h=l;break}else{o=i;i=h;h=o}}}}while(0);if((k|0)==6)if((h|0)==(l|0))h=l;else{e=h+8|0;b:while(1){i=h+4|0;do{g=e;e=e+8|0;if((e|0)==(l|0))break b;if((f[h>>2]|0)!=(f[e>>2]|0))break}while((f[i>>2]|0)==(f[g+12>>2]|0));o=h+8|0;i=e;j=f[i+4>>2]|0;k=o;f[k>>2]=f[i>>2];f[k+4>>2]=j;h=o}h=h+8|0;g=f[c>>2]|0;e=f[m>>2]|0}f[m>>2]=e-(g+(e<<3)-h>>3);o=pOb(72)|0;m=f[a>>2]|0;f[a>>2]=0;f[o+4>>2]=m;f[o>>2]=35712;f[o+8>>2]=f[d>>2];f[o+12>>2]=f[d+4>>2];f[o+16>>2]=f[d+8>>2];f[o+20>>2]=f[d+12>>2];f[o+24>>2]=f[d+16>>2];f[o+28>>2]=f[d+20>>2];f[o+32>>2]=f[d+24>>2];f[o+36>>2]=f[d+28>>2];f[o+40>>2]=f[d+32>>2];f[o+44>>2]=f[d+36>>2];f[o+48>>2]=f[d+40>>2];f[o+52>>2]=f[d+44>>2];f[o+56>>2]=f[d+48>>2];f[o+60>>2]=f[d+52>>2];f[o+64>>2]=f[d+56>>2];f[o+68>>2]=f[d+60>>2];mma(o,b,c,0);u=n;return}function Dwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=Nwa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=Pwa(a,i,c)|0;e=i+8|0;if(Pwa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}Dwa(a,i,c);a=i+8|0}if((q|0)==105){q=0;Dwa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){Mwa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){Nwa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){Owa(a,b,c);return}else if((q|0)==107)return}function Ewa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Fwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0;ea=u;u=u+192|0;da=ea+160|0;ca=ea+152|0;Y=ea+144|0;P=ea+80|0;V=ea;W=ea+72|0;$=Bla()|0;aa=f[$+232>>2]|0;X=ySa(aa)|0;Gwa(da,f[64601]|0);ba=f[$+244>>2]|0;d=f[c>>2]|0;Z=c+4|0;U=f[Z>>2]|0;j=d+(U<<3)|0;if(!U){e=1;g=1;_=4}else{k=ca+4|0;l=a+8|0;m=V+4|0;n=V+8|0;o=V+12|0;p=P+4|0;q=V+16|0;r=P+8|0;s=V+20|0;t=P+12|0;v=V+24|0;w=P+16|0;x=V+28|0;y=P+20|0;z=V+32|0;A=P+24|0;B=V+36|0;C=P+28|0;D=V+40|0;E=P+32|0;F=V+44|0;G=P+36|0;H=V+48|0;I=P+40|0;J=V+52|0;K=P+44|0;L=V+56|0;M=P+48|0;N=V+60|0;O=P+52|0;Q=V+64|0;R=P+56|0;S=V+68|0;T=P+60|0;U=W+4|0;e=1;g=1;do{ARa(ca,aa,d);h=f[ca>>2]|0;if(h){if(e){e=h+200|0;e=(f[e>>2]&-268435456|0)!=0|0!=0}else e=0;if(g)g=(b[h+192>>0]&7)==0;else g=0;f[Y>>2]=f[h+96>>2];i=Hwa(da,Y)|0;if(!(f[i>>2]|0)){fa=f[Y>>2]|0;f[V>>2]=l;f[m>>2]=fa;gma(n,V)|0;f[P>>2]=f[n>>2];f[p>>2]=f[o>>2];f[r>>2]=f[q>>2];f[t>>2]=f[s>>2];f[w>>2]=f[v>>2];f[y>>2]=f[x>>2];f[A>>2]=f[z>>2];f[C>>2]=f[B>>2];f[E>>2]=f[D>>2];f[G>>2]=f[F>>2];f[I>>2]=f[H>>2];f[K>>2]=f[J>>2];f[M>>2]=f[L>>2];f[O>>2]=f[N>>2];f[R>>2]=f[Q>>2];f[T>>2]=f[S>>2];IIa(W,P);fa=f[W>>2]|0;ga=f[U>>2]|0;f[W>>2]=0;f[U>>2]=0;f[i>>2]=fa;fa=i+4|0;h=f[fa>>2]|0;f[fa>>2]=ga;if(h|0)iOb(h);h=f[U>>2]|0;if(h|0)iOb(h);vSa(aa,i);b1a(ba,1,(f[i>>2]|0)+112|0)}}h=f[k>>2]|0;if(h|0)iOb(h);d=d+8|0}while((d|0)!=(j|0));d=f[c>>2]|0;ga=f[Z>>2]|0;i=d+(ga<<3)|0;if(!ga)_=4;else{j=ca+4|0;do{ARa(ca,aa,d);h=f[ca>>2]|0;if(h|0){f[Y>>2]=f[h+96>>2];pJa(h,2,Hwa(da,Y)|0);wDa(X,h)}h=f[j>>2]|0;if(h|0)iOb(h);d=d+8|0}while((d|0)!=(i|0));l=e;k=da;e=f[Z>>2]|0;d=f[c>>2]|0}}if((_|0)==4){l=e;k=da;e=0}a1a(ba,e,d);t$a(ba,c);j=da+12|0;if(f[j>>2]|0){i=da+8|0;d=f[i>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;h=f[e+16>>2]|0;if(h|0)iOb(h);sOb(e)}while((d|0)!=0);f[i>>2]=0;e=f[da+4>>2]|0;if(e|0){d=0;do{f[(f[da>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[j>>2]=0}do if(!g){d=f[$+240>>2]|0;if(l){u9a(d);break}else{Jkb(DSa(aa)|0,ba);v9a(d);break}}while(0);d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+8>>2]&1023](d,ca);d=f[da+20>>2]|0;if(d|0)Iwa(d,k);d=f[da+8>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0);d=f[da>>2]|0;f[da>>2]=0;if(!d){u=ea;return}sOb(d);u=ea;return}function Gwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257152]|0))if(MPb(257152)|0){f[64602]=0;f[64603]=0;f[64604]=0}d=f[64603]|0;if((f[64602]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64603]|0;h=d+-20|0;do{i=d+-20|0;f[64603]=i;d=f[d+-12>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0);d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);d=f[64603]|0}while((d|0)!=(h|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function Hwa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(20)|0;f[i+8>>2]=j;f[i+12>>2]=0;f[i+16>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Kwa(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function Iwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=c+4|0;d=f[i>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){g=c+8|0;a=f[g>>2]|0;if(!a){f[g>>2]=0;h=9}else{do{d=a;a=f[a>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((a|0)!=0);a=f[i>>2]|0;f[g>>2]=0;if(a|0){d=a;h=9}}if((h|0)==9){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257152]|0))if(MPb(257152)|0){f[64602]=0;f[64603]=0;f[64604]=0}a=f[64603]|0;if(a>>>0>=(f[64604]|0)>>>0){Jwa(258408,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[i>>2]|0;f[i>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64603]=(f[64603]|0)+20;return}function Jwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;h=m;e=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;h=f[a>>2]|0;e=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;g=h;if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-20|0;if(c|0)do{d=c;c=f[c>>2]|0;b=f[d+16>>2]|0;if(b|0)iOb(b);sOb(d)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function Kwa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Lwa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Lwa(a,b);return}function Lwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Mwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function Nwa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=Mwa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function Owa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function Pwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{Mwa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{Nwa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function Qwa(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0;o=u;u=u+32|0;p=o+20|0;n=o;c=pOb(116)|0;l=EDa(i,j,k,l,m)|0;k=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=k;f[c>>2]=35744;f[c+8>>2]=f[d>>2];f[c+12>>2]=f[d+4>>2];k=d+8|0;f[c+16>>2]=f[k>>2];j=d+12|0;f[c+20>>2]=f[j>>2];i=d+16|0;f[c+24>>2]=f[i>>2];f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;f[d>>2]=0;f[c+28>>2]=f[h>>2];f[c+32>>2]=f[h+4>>2];f[c+36>>2]=f[h+8>>2];f[c+40>>2]=f[h+12>>2];f[c+44>>2]=f[h+16>>2];f[c+48>>2]=f[h+20>>2];f[c+52>>2]=f[h+24>>2];f[c+56>>2]=f[h+28>>2];f[c+60>>2]=f[h+32>>2];f[c+64>>2]=f[h+36>>2];f[c+68>>2]=f[h+40>>2];f[c+72>>2]=f[h+44>>2];f[c+76>>2]=f[h+48>>2];f[c+80>>2]=f[h+52>>2];f[c+84>>2]=f[h+56>>2];f[c+88>>2]=f[h+60>>2];DDa(c+92|0,l);b[c+112>>0]=e;l=pOb(8)|0;f[l>>2]=35776;f[l+4>>2]=c;k=pOb(8)|0;j=g;d=f[j+4>>2]|0;c=k;f[c>>2]=f[j>>2];f[c+4>>2]=d;c=k+8|0;f[n>>2]=k;f[n+4>>2]=1;d=n+12|0;f[n+8>>2]=k;f[d>>2]=c;f[n+16>>2]=c;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[p>>2]=l;J0a(c,p,n,1);c=f[p>>2]|0;f[p>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);m=n+8|0;c=f[m>>2]|0;if((c|0)==(f[d>>2]|0)){a=f[n>>2]|0;if(a){tOb(a);c=f[m>>2]|0}}if(!c){u=o;return}a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-8-c|0)>>>3)<<3);sOb(c);u=o;return}function Rwa(a){a=a|0;var b=0;f[a>>2]=35776;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Swa(a){a=a|0;var b=0,c=0;f[a>>2]=35776;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Twa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Uwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Vwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Wwa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35744;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35852;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Xwa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35744;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35852;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ywa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;C=u;u=u+80|0;z=C+64|0;y=C;B=C+56|0;v=C+32|0;A=C+24|0;w=Bla()|0;x=f[w+232>>2]|0;sRa(B,x,c);Lwb(v);g=a+92|0;FDa(g,v);PFa(A,f[B>>2]|0,v);if(!(f[A>>2]|0)){b[z>>0]=1;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,z)}else{c=f[a+8>>2]|0;v=f[a+12>>2]|0;h=c+(v<<3)|0;if(!v)d=1;else{i=z+4|0;j=a+112|0;k=a+28|0;l=a+44|0;m=y+8|0;n=a+76|0;o=y+16|0;p=a+32|0;q=y+4|0;r=a+48|0;s=y+12|0;t=a+80|0;v=y+20|0;d=1;do{LRa(z,x,c);e=f[z>>2]|0;if(e){if(f[e+4>>2]|0){D=e+200|0;d=d&((f[D>>2]&-268435456|0)!=0|0!=0)}XKa(e,b[j>>0]|0,A)|0;D=b[j>>0]|0;f[y>>2]=f[k>>2];f[m>>2]=f[l>>2];f[o>>2]=f[n>>2];f[q>>2]=f[p>>2];f[s>>2]=f[r>>2];f[v>>2]=f[t>>2];ZKa(e,D,y)|0;GDa(g,e,b[j>>0]|0)|0}e=f[i>>2]|0;if(e|0)iOb(e);c=c+8|0}while((c|0)!=(h|0))}do if((zSa(x)|0)>0){e=y+16|0;f[y>>2]=35808;f[y+4>>2]=w;b[y+8>>0]=d&1;f[e>>2]=y;b[z>>0]=1;c=x+8|0;d=f[c>>2]|0;if(d>>>0<(f[x+12>>2]|0)>>>0){f[d+16>>2]=d;D=f[e>>2]|0;oh[f[(f[D>>2]|0)+12>>2]&1023](D,d);D=f[c>>2]|0;b[d+24>>0]=1;f[c>>2]=D+32}else Qha(x+4|0,y,z);c=f[e>>2]|0;if((y|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c)}else{c=f[w+240>>2]|0;if(d){u9a(c);break}else{Y8a(c);break}}while(0);D=f[a+4>>2]|0;oh[f[(f[D>>2]|0)+8>>2]&1023](D,z)}c=f[A+4>>2]|0;if(c|0)iOb(c);c=f[B+4>>2]|0;if(!c){u=C;return}iOb(c);u=C;return}function Zwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;b[e>>0]=0;h=c;g=f[h+4>>2]|0;c=e+4|0;f[c>>2]=f[h>>2];f[c+4>>2]=g;c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,e);u=d;return}function _wa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function $wa(a){a=a|0;return 0}function axa(a){a=a|0;sOb(a);return}function bxa(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=35808;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function cxa(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=35808;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function dxa(a){a=a|0;return}function exa(a){a=a|0;sOb(a);return}function fxa(a){a=a|0;var c=0;c=f[(f[a+4>>2]|0)+240>>2]|0;if(!(b[a+8>>0]|0)){Y8a(c);return}else{u9a(c);return}}function gxa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==182944?a+4|0:0)|0}function hxa(a){a=a|0;return 13960}function ixa(a){a=a|0;var b=0;f[a>>2]=35852;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jxa(a){a=a|0;yf()}function kxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(!i){u=m;return}i=j+4|0;b=1;e=0;g=a;do{KRa(j,l,g);d=f[j>>2]|0;if(d){if(!(f[d+4>>2]|0))a=b;else{a=d+200|0;a=b&((f[a>>2]&-268435456|0)!=0|0!=0)}e=e|(YKa(d,c)|0);e=e|(_Ka(f[j>>2]|0,c)|0);e=e|(aLa(f[j>>2]|0,c)|0);b=a}a=f[i>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(h|0));if(!e){u=m;return}a=f[k+240>>2]|0;if(b){u9a(a);u=m;return}else{Y8a(a);u=m;return}}function lxa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[a>>2]=0;n=a+4|0;f[n>>2]=0;k=a+8|0;f[k>>2]=0;j=c+4|0;oB(a,f[j>>2]|0);b=f[c>>2]|0;j=f[j>>2]|0;i=b+(j<<3)|0;if(!j){u=o;return}j=l+4|0;while(1){KRa(l,m,b);c=f[l>>2]|0;if(!c)h=0;else h=aKa(c,d,e)|0;c=f[n>>2]|0;g=f[k>>2]|0;if((c|0)==(g<<5|0)){if((c+1|0)<0){b=7;break}g=g<<6;p=c+32&-32;oB(a,c>>>0<1073741823?(g>>>0<p>>>0?p:g):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;g=(f[a>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(h)c=f[g>>2]|c;else c=f[g>>2]&~c;f[g>>2]=c;c=f[j>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(i|0)){b=15;break}}if((b|0)==7)AMb(a);else if((b|0)==15){u=o;return}}function mxa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[a>>2]=0;n=a+4|0;f[n>>2]=0;k=a+8|0;f[k>>2]=0;j=c+4|0;oB(a,f[j>>2]|0);b=f[c>>2]|0;j=f[j>>2]|0;i=b+(j<<3)|0;if(!j){u=o;return}j=l+4|0;while(1){KRa(l,m,b);c=f[l>>2]|0;if(!c)h=0;else h=bKa(c,d,e)|0;c=f[n>>2]|0;g=f[k>>2]|0;if((c|0)==(g<<5|0)){if((c+1|0)<0){b=7;break}g=g<<6;p=c+32&-32;oB(a,c>>>0<1073741823?(g>>>0<p>>>0?p:g):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;g=(f[a>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(h)c=f[g>>2]|c;else c=f[g>>2]&~c;f[g>>2]=c;c=f[j>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(i|0)){b=15;break}}if((b|0)==7)AMb(a);else if((b|0)==15){u=o;return}}function nxa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j)a=f[l+240>>2]|0;else{j=k+4|0;h=1;do{LRa(k,m,a);b=f[k>>2]|0;if(b){o=b+200|0;h=h&((f[o>>2]&-268435456|0)!=0|0!=0);OJa(b,c,d,e,g)}b=f[j>>2]|0;if(b|0)iOb(b);a=a+8|0}while((a|0)!=(i|0));a=f[l+240>>2]|0;if(!h)if(g){r9a(a);u=n;return}else{s9a(a);u=n;return}}u9a(a);u=n;return}function oxa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j)a=f[l+240>>2]|0;else{j=k+4|0;h=1;do{LRa(k,m,a);b=f[k>>2]|0;if(b){o=b+200|0;h=h&((f[o>>2]&-268435456|0)!=0|0!=0);TJa(b,c,d,e,g)}b=f[j>>2]|0;if(b|0)iOb(b);a=a+8|0}while((a|0)!=(i|0));a=f[l+240>>2]|0;if(!h){Y8a(a);u=n;return}}u9a(a);u=n;return}function pxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=Bla()|0;n=f[m+232>>2]|0;a=f[b>>2]|0;k=f[b+4>>2]|0;i=a+(k<<3)|0;if(!k){u=o;return}j=l+4|0;k=1<<(c&255)&7;d=0;b=1;g=a;do{KRa(l,n,g);a=f[l>>2]|0;if(a){p=a+200|0;e=f[p>>2]|0;p=ZPb(e|0,(h[p+4>>0]|0)&255|0,3)|0;if(k&p){lKa(a,c)|0;d=1;b=b&((e&-268435456|0)!=0|0!=0)}}a=f[j>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(i|0));if(b|d^1){u=o;return}s9a(f[m+240>>2]|0);u=o;return}function qxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=Bla()|0;n=f[m+232>>2]|0;a=f[b>>2]|0;k=f[b+4>>2]|0;i=a+(k<<3)|0;if(!k){u=o;return}j=l+4|0;k=1<<(c&255)&7;d=0;b=1;g=a;do{KRa(l,n,g);a=f[l>>2]|0;if(a){p=a+200|0;e=f[p>>2]|0;p=ZPb(e|0,(h[p+4>>0]|0)&255|0,9)|0;if(k&p){nKa(a,c)|0;d=1;b=b&((e&-268435456|0)!=0|0!=0)}}a=f[j>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(i|0));if(b|d^1){u=o;return}Y8a(f[m+240>>2]|0);u=o;return}function rxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;c=0;b=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a){d=a+200|0;d=f[d>>2]|0;if(!((d&56|0)==0&0==0)){sKa(a)|0;c=1;b=b&((d&-268435456|0)!=0|0!=0)}}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(b|c^1){u=l;return}s9a(f[j+240>>2]|0);u=l;return}function sxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;c=0;b=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a){d=a+200|0;d=f[d>>2]|0;if(!((d&3584|0)==0&0==0)){tKa(a)|0;c=1;b=b&((d&-268435456|0)!=0|0!=0)}}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(b|c^1){u=l;return}Y8a(f[j+240>>2]|0);u=l;return}function txa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;m=Bla()|0;l=f[m+232>>2]|0;d=f[b>>2]|0;j=f[b+4>>2]|0;i=d+(j<<3)|0;do if(j|0){j=k+4|0;g=0;h=1;do{ARa(k,l,d);e=f[k>>2]|0;if(e){e=f[e+4>>2]|0;if(Sg[f[(f[e>>2]|0)+24>>2]&255](e,c,0)|0){AKa(f[k>>2]|0)|0;e=(f[k>>2]|0)+200|0;g=1;h=h&((f[e>>2]&-268435456|0)!=0|0!=0)}}e=f[j>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(i|0));if(g){d=f[m+240>>2]|0;if(h){u9a(d);break}else{Y8a(d);break}}}while(0);i$a(f[m+244>>2]|0,a,b,c);u=n;return}function uxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;e=f[b>>2]|0;h=f[b+4>>2]|0;g=e+(h<<3)|0;if(!h){a=0;d=1}else{h=i+4|0;a=0;d=1;do{LRa(i,k,e);b=f[i>>2]|0;if(f[b+4>>2]|0){m=b+200|0;d=d&((f[m>>2]&-268435456|0)!=0|0!=0)}a=a|(_Ia(b,c)|0);b=f[h>>2]|0;if(b|0)iOb(b);e=e+8|0}while((e|0)!=(g|0))}b=(c|0)!=0;if(b|d^1){m=DSa(k)|0;Jkb(m,f[j+244>>2]|0)}if(!a){u=l;return}a=f[j+240>>2]|0;if(b&d){u9a(a);u=l;return}else{Y8a(a);u=l;return}}function vxa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;e=f[b>>2]|0;j=f[b+4>>2]|0;i=e+(j<<3)|0;if(!j){u=n;return}j=k+4|0;a=0;b=1;do{LRa(k,m,e);g=f[k>>2]|0;h=f[j>>2]|0;if(h|0)iOb(h);if(PKa(g,c,d)|0){h=g+200|0;a=1;b=b&((f[h>>2]&-268435456|0)!=0|0!=0)}e=e+8|0}while((e|0)!=(i|0));if(!a){u=n;return}a=f[l+240>>2]|0;if(b){u9a(a);u=n;return}else{Y8a(a);u=n;return}}function wxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(QKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{Y8a(a);u=l;return}}function xxa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;l=q+8|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[a>>2]=0;p=a+4|0;f[p>>2]=0;f[a+8>>2]=0;b=f[c+4>>2]|0;k=a+8|0;if(!b){u=q;return}if(b>>>0>1073741823)vd();i=pOb(b<<2)|0;f[a>>2]=i;f[p>>2]=i;f[k>>2]=i+(b<<2);c=f[c>>2]|0;i=c+(b<<3)|0;j=l+4|0;d=d&255;g=1<<d&7;do{KRa(l,o,c);b=f[l>>2]|0;if(!b){n[m>>2]=-1.0;b=f[p>>2]|0;if(b>>>0<(f[k>>2]|0)>>>0){f[b>>2]=-1082130432;f[p>>2]=b+4}else LB(a,m)}else{r=b+200|0;r=ZPb(f[r>>2]|0,(h[r+4>>0]|0)&255|0,34)|0;if(!(g&r))e=-1.0;else e=+n[b+180+(d<<2)>>2];n[m>>2]=e;b=f[p>>2]|0;if(b>>>0<(f[k>>2]|0)>>>0){n[b>>2]=e;f[p>>2]=b+4}else LB(a,m)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(i|0));u=q;return}function yxa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=35884;b[g+8>>0]=e;mma(g,c,d,0);return}function zxa(a){a=a|0;var b=0;f[a>>2]=35916;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Axa(a){a=a|0;var b=0,c=0;f[a>>2]=35916;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Bxa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+32|0;k=q+12|0;l=q+8|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;f[k+8>>2]=0;d=f[c+4>>2]|0;j=k+8|0;if(d|0){if(d>>>0>1073741823)vd();g=pOb(d<<2)|0;f[k>>2]=g;f[p>>2]=g;f[j>>2]=g+(d<<2);c=f[c>>2]|0;g=c+(d<<3)|0;h=a+8|0;i=m+4|0;d=c;do{ARa(m,o,d);e=+RKa(f[m>>2]|0,b[h>>0]|0);n[l>>2]=e;c=f[p>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){n[c>>2]=e;f[p>>2]=c+4}else LB(k,l);c=f[i>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(g|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=q;return}d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=q;return}function Cxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Dxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Exa(a){a=a|0;yf()}function Fxa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=35948;b[g+8>>0]=e;mma(g,c,d,0);return}function Gxa(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;k=p+8|0;l=p;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;o=k+8|0;f[o>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(j|0){i=l+4|0;j=a+8|0;while(1){ARa(l,m,d);c=f[l>>2]|0;e=f[i>>2]|0;if(e|0)iOb(e);g=!(+RKa(c,b[j>>0]|0)<1.0);c=f[n>>2]|0;e=f[o>>2]|0;if((c|0)==(e<<5|0)){if((c+1|0)<0)break;e=e<<6;q=c+32&-32;oB(k,c>>>0<1073741823?(e>>>0<q>>>0?q:e):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;e=(f[k>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(g)c=f[e>>2]&~c;else c=f[e>>2]|c;f[e>>2]=c;d=d+8|0;if((d|0)==(h|0))break a}AMb(k)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=p;return}sOb(c);u=p;return}function Ixa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=u;u=u+32|0;i=h+20|0;g=h;j=pOb(12)|0;k=f[a>>2]|0;f[a>>2]=0;f[j+4>>2]=k;f[j>>2]=35980;b[j+8>>0]=c;b[j+9>>0]=d;d=pOb(8)|0;f[d>>2]=36012;f[d+4>>2]=j;c=pOb(8)|0;j=e;e=f[j+4>>2]|0;a=c;f[a>>2]=f[j>>2];f[a+4>>2]=e;a=c+8|0;f[g>>2]=c;f[g+4>>2]=1;e=g+12|0;f[g+8>>2]=c;f[e>>2]=a;f[g+16>>2]=a;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[i>>2]=d;t0a(a,i,g);a=f[i>>2]|0;f[i>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);d=g+8|0;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(!a){u=h;return}c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Jxa(a){a=a|0;var b=0;f[a>>2]=36012;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Kxa(a){a=a|0;var b=0,c=0;f[a>>2]=36012;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Mxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Nxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Oxa(a){a=a|0;var b=0;f[a>>2]=36044;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Pxa(a){a=a|0;var b=0,c=0;f[a>>2]=36044;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Qxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;k=Bla()|0;g=f[k+232>>2]|0;k=f[k+240>>2]|0;h=b[a+8>>0]|0;d=b[a+9>>0]|0;e=f[k+236+((h&255)*24|0)+((d&255)<<3)>>2]|0;if(!e)i=4;else if((f[e+204>>2]|0)==(f[c>>2]|0)){if((f[e+208>>2]|0)!=(f[c+4>>2]|0))i=4}else i=4;if((i|0)==4){vRa(j,g,c);hab(k,h,d,j);c=f[j+4>>2]|0;if(c|0)iOb(c);if((b[k+226>>0]|0)==3)Y8a(k)}k=f[a+4>>2]|0;oh[f[(f[k>>2]|0)+8>>2]&1023](k,j);u=l;return}function Rxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Sxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Txa(a){a=a|0;return 0}function Uxa(a){a=a|0;yf()}function Vxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;e=(Bla()|0)+240|0;e=f[e>>2]|0;if(!(f[e+236+((a&255)*24|0)+((c&255)<<3)>>2]|0)){u=g;return}f[d>>2]=0;h=d+4|0;f[h>>2]=0;hab(e,a,c,d);a=f[h>>2]|0;if(a|0)iOb(a);if((b[e+226>>0]|0)!=3){u=g;return}Y8a(e);u=g;return}function Wxa(a,c){a=a|0;c=+c;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(+n[d+284+((a&255)<<2)>>2]!=c))return;iab(d,a,c);if((b[d+226>>0]|0)!=3)return;Y8a(d);return}function Xxa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+296>>0]|0)==a<<24>>24)return;jab(c,a);if((b[c+226>>0]|0)!=3)return;t9a(c);return}function Yxa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;l=Bla()|0;k=f[l+232>>2]|0;e=f[c>>2]|0;i=f[c+4>>2]|0;h=e+(i<<3)|0;if(!i){c=0;a=1}else{i=j+4|0;c=0;a=1;g=e;do{LRa(j,k,g);e=f[j>>2]|0;if(e){n=e+200|0;a=a&((f[n>>2]&-268435456|0)!=0|0!=0);if((f[e+196>>2]&2097152|0)!=0^d){CJa(e,d);c=1}}e=f[i>>2]|0;if(e|0)iOb(e);g=g+8|0}while((g|0)!=(h|0))}g=f[l+240>>2]|0;if(a|((b[g+226>>0]|0)!=3|c^1)){u=m;return}if(!d){Y8a(g);u=m;return}c=f[g+236>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){c=f[g+244>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){c=f[g+252>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){r9a(g);$8a(g,1);u=m;return}}}}}}Y8a(g);u=m;return}function Zxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);DJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function _xa(a,c){a=+a;c=c|0;var d=0,e=0,g=0.0;e=(Bla()|0)+240|0;e=f[e>>2]|0;g=+p[e+304>>3];d=b[e+312>>0]|0;if(g==a?d<<24>>24==c<<24>>24:0)return;if(g<a?1:d<<24>>24!=c<<24>>24){d=f[e+72>>2]|0;gh[f[(f[d>>2]|0)+80>>2]&2047](d)}H9a(e,a,c);v9a(e);return}function $xa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+313>>0]|0)==a<<24>>24)return;I9a(c,a);Y8a(c);return}function aya(){var a=0;a=(Bla()|0)+240|0;return +(+p[(f[a>>2]|0)+304>>3])}function bya(){var a=0;a=(Bla()|0)+240|0;return b[(f[a>>2]|0)+312>>0]|0}function cya(){var a=0;a=(Bla()|0)+240|0;return b[(f[a>>2]|0)+313>>0]|0}function dya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!((Qab(b)|0)^a))return;Pab(b,a);u9a(b);return}function eya(){var a=0;a=(Bla()|0)+240|0;return Qab(f[a>>2]|0)|0}function fya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Rab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function gya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Tab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function hya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Vab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function iya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Xab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function jya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Zab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function kya(){var a=0;a=(Bla()|0)+240|0;return Sab(f[a>>2]|0)|0}function lya(){var a=0;a=(Bla()|0)+240|0;return +(+Uab(f[a>>2]|0))}function mya(){var a=0;a=(Bla()|0)+240|0;return +(+Wab(f[a>>2]|0))}function nya(){var a=0;a=(Bla()|0)+240|0;return +(+Yab(f[a>>2]|0))}function oya(){var a=0;a=(Bla()|0)+240|0;return +(+_ab(f[a>>2]|0))}function pya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=(f[b>>2]|0)+230|0;a=(j[b>>1]|j[b+2>>1]<<16)&-65537|(a&1)<<16;d[b>>1]=a;d[b+2>>1]=a>>>16;return}function qya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(!i)a=f[k+240>>2]|0;else{i=j+4|0;b=1;g=a;do{LRa(j,l,g);a=f[j>>2]|0;if(a){n=a+200|0;b=b&((f[n>>2]&-268435456|0)!=0|0!=0);UKa(a,c,d,e)}a=f[i>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(h|0));a=f[k+240>>2]|0;if(!b){n=DSa(l)|0;Jkb(n,f[k+244>>2]|0);Y8a(a);u=m;return}}u9a(a);u=m;return}function rya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j;h=Bla()|0;i=f[h+232>>2]|0;a=f[b>>2]|0;d=f[b+4>>2]|0;e=a+(d<<3)|0;if(!d)a=f[h+240>>2]|0;else{d=g+4|0;b=1;c=a;do{KRa(g,i,c);a=f[g>>2]|0;if(a){k=a+200|0;b=b&((f[k>>2]&-268435456|0)!=0|0!=0);VKa(a)}a=f[d>>2]|0;if(a|0)iOb(a);c=c+8|0}while((c|0)!=(e|0));a=f[h+240>>2]|0;if(!b){k=DSa(i)|0;Jkb(k,f[h+244>>2]|0);Y8a(a);u=j;return}}u9a(a);u=j;return}function sya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=36076;mma(d,b,c,0);return}function tya(a){a=a|0;var b=0;f[a>>2]=36108;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function uya(a){a=a|0;var b=0,c=0;f[a>>2]=36108;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function vya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0;y=u;u=u+48|0;r=y+32|0;s=y+24|0;t=y;v=(Bla()|0)+232|0;v=f[v>>2]|0;f[r>>2]=0;x=r+4|0;f[x>>2]=0;f[r+8>>2]=0;d=f[c+4>>2]|0;q=r+8|0;if(d|0){if(d>>>0>214748364)vd();e=pOb(d*20|0)|0;g=e;f[r>>2]=g;f[x>>2]=g;f[q>>2]=e+(d*20|0);c=f[c>>2]|0;e=c+(d<<3)|0;g=t+4|0;h=t+8|0;i=t+12|0;j=t+16|0;k=s+4|0;l=t+4|0;m=t+8|0;o=t+12|0;p=t+16|0;d=c;do{ARa(s,v,d);c=f[s>>2]|0;if(!c)w=16;else if(!(f[c+196>>2]&134217728))w=16;else{A=f[c+104>>2]|0;f[t>>2]=f[A+300>>2];f[l>>2]=f[A+304>>2];f[m>>2]=f[A+308>>2];z=+WKa(c);n[o>>2]=z;b[p>>0]=b[(f[(f[s>>2]|0)+104>>2]|0)+364>>0]&1;c=f[x>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[c>>2]=f[t>>2];f[c+4>>2]=f[t+4>>2];f[c+8>>2]=f[t+8>>2];f[c>>2]=f[t>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];A=c+12|0;f[A>>2]=f[o>>2];b[A+4>>0]=b[o+4>>0]|0;f[x>>2]=(f[x>>2]|0)+20}else yya(r,t)}if((w|0)==16){w=0;f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[t+12>>2]=0;b[j>>0]=1;c=f[x>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[c>>2]=f[t>>2];f[c+4>>2]=f[t+4>>2];f[c+8>>2]=f[t+8>>2];f[c>>2]=0;f[c+4>>2]=f[g>>2];f[c+8>>2]=f[h>>2];A=c+12|0;f[A>>2]=f[i>>2];b[A+4>>0]=b[i+4>>0]|0;f[x>>2]=(f[x>>2]|0)+20}else yya(r,t)}c=f[k>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(e|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,r);c=f[r>>2]|0;if(!c){u=y;return}d=f[x>>2]|0;if((d|0)!=(c|0))f[x>>2]=d+(~(((d+-20-c|0)>>>0)/20|0)*20|0);sOb(c);u=y;return}function wya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function xya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function yya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;d=f[o>>2]|0;e=f[a>>2]|0;j=(d-e|0)/20|0;h=j+1|0;m=e;g=d;if(h>>>0>214748364)AMb(a);n=a+8|0;k=((f[n>>2]|0)-e|0)/20|0;l=k<<1;h=k>>>0<107374182?(l>>>0<h>>>0?h:l):214748364;do if(!h)i=0;else if(h>>>0>214748364)vd();else{i=pOb(h*20|0)|0;break}while(0);k=i+(j*20|0)|0;e=k;l=i+(h*20|0)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k>>2]=f[c>>2];f[i+(j*20|0)+4>>2]=f[c+4>>2];f[i+(j*20|0)+8>>2]=f[c+8>>2];h=i+(j*20|0)+12|0;j=c+12|0;f[h>>2]=f[j>>2];b[h+4>>0]=b[j+4>>0]|0;h=k+20|0;if((g|0)!=(m|0)){d=k;do{j=g;g=g+-20|0;f[d+-20>>2]=f[g>>2];f[d+-16>>2]=f[j+-16>>2];f[d+-12>>2]=f[j+-12>>2];k=d+-8|0;j=j+-8|0;f[k>>2]=f[j>>2];b[k+4>>0]=b[j+4>>0]|0;d=e+-20|0;e=d}while((g|0)!=(m|0));d=f[a>>2]|0}f[a>>2]=e;f[o>>2]=h;f[n>>2]=l;if(!d)return;sOb(d);return}function zya(a){a=a|0;yf()}function Aya(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;e=f[b>>2]|0;j=f[b+4>>2]|0;i=e+(j<<3)|0;if(!j){u=n;return}j=k+4|0;a=0;b=1;do{LRa(k,m,e);g=f[k>>2]|0;h=f[j>>2]|0;if(h|0)iOb(h);if(SKa(g,c,d)|0){h=g+200|0;a=1;b=b&((f[h>>2]&-268435456|0)!=0|0!=0)}e=e+8|0}while((e|0)!=(i|0));if(!a){u=n;return}a=f[l+240>>2]|0;if(b){u9a(a);u=n;return}else{t9a(a);u=n;return}}function Bya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(TKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Cya(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;m=s+24|0;o=s+16|0;p=s;q=(Bla()|0)+232|0;q=f[q>>2]|0;f[m>>2]=0;r=m+4|0;f[r>>2]=0;f[m+8>>2]=0;b=f[c+4>>2]|0;l=m+8|0;if(b|0){if(b>>>0>357913941)vd();e=pOb(b*12|0)|0;g=e;f[m>>2]=g;f[r>>2]=g;f[l>>2]=e+(b*12|0);c=f[c>>2]|0;e=c+(b<<3)|0;g=p+4|0;h=p+8|0;i=o+4|0;j=p+4|0;k=p+8|0;d=d&255;do{KRa(o,q,c);b=f[o>>2]|0;if(!b){n[p>>2]=-1.0;n[g>>2]=-1.0;n[h>>2]=-1.0;b=f[r>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[p>>2];f[b+4>>2]=f[p+4>>2];f[b+8>>2]=f[p+8>>2];f[r>>2]=(f[r>>2]|0)+12}else XI(m,p)}else{if(!(f[b+196>>2]&8388608)){n[p>>2]=-1.0;n[j>>2]=-1.0;n[k>>2]=-1.0}else{b=(f[b+104>>2]|0)+328+(d*12|0)|0;f[p>>2]=f[b>>2];f[p+4>>2]=f[b+4>>2];f[p+8>>2]=f[b+8>>2]}b=f[r>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[p>>2];f[b+4>>2]=f[p+4>>2];f[b+8>>2]=f[p+8>>2];f[r>>2]=(f[r>>2]|0)+12}else XI(m,p)}b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(e|0))}b=f[a>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,m);b=f[m>>2]|0;if(!b){u=s;return}c=f[r>>2]|0;if((c|0)!=(b|0))f[r>>2]=c+(~(((c+-12-b|0)>>>0)/12|0)*12|0);sOb(b);u=s;return}function Dya(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=36140;b[g+8>>0]=e;mma(g,c,d,0);return}function Eya(a){a=a|0;var b=0;f[a>>2]=36172;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Fya(a){a=a|0;var b=0,c=0;f[a>>2]=36172;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Gya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+48|0;s=A+32|0;t=A+24|0;v=A+12|0;w=A;x=(Bla()|0)+232|0;x=f[x>>2]|0;f[s>>2]=0;z=s+4|0;f[z>>2]=0;f[s+8>>2]=0;d=f[c+4>>2]|0;r=s+8|0;if(d|0){if(d>>>0>357913941)vd();i=pOb(d*12|0)|0;j=i;f[s>>2]=j;f[z>>2]=j;f[r>>2]=i+(d*12|0);i=f[c>>2]|0;j=i+(d<<3)|0;k=a+8|0;l=v+4|0;m=v+8|0;o=w+4|0;p=w+8|0;q=t+4|0;do{ARa(t,x,i);d=f[t>>2]|0;do if(!(f[d+196>>2]&8388608)){n[v>>2]=-1.0;n[l>>2]=-1.0;n[m>>2]=-1.0;y=16}else{g=(f[d+104>>2]|0)+328+((h[k>>0]|0)*12|0)|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];if(!(+n[v>>2]>=0.0))y=16;else{c=f[z>>2]|0;if((c|0)==(f[r>>2]|0)){Jya(s,v);break}else{f[c>>2]=f[v>>2];f[c+4>>2]=f[v+4>>2];f[c+8>>2]=f[v+8>>2];f[z>>2]=(f[z>>2]|0)+12;break}}}while(0);if((y|0)==16){y=0;e=b[k>>0]|0;g=d+12+((e&255)<<3)|0;c=f[g>>2]|0;if(!c){fKa(d,e);c=f[g>>2]|0}f[w>>2]=f[c+152>>2];f[o>>2]=f[c+156>>2];f[p>>2]=f[c+160>>2];c=f[z>>2]|0;if(c>>>0<(f[r>>2]|0)>>>0){f[c>>2]=f[w>>2];f[c+4>>2]=f[w+4>>2];f[c+8>>2]=f[w+8>>2];f[z>>2]=(f[z>>2]|0)+12}else XI(s,w)}c=f[q>>2]|0;if(c|0)iOb(c);i=i+8|0}while((i|0)!=(j|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,s);c=f[s>>2]|0;if(!c){u=A;return}d=f[z>>2]|0;if((d|0)!=(c|0))f[z>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=A;return}function Hya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Iya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Jya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Kya(a){a=a|0;yf()}function Lya(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;m=p;n=Bla()|0;o=f[n+232>>2]|0;h=f[b>>2]|0;l=f[b+4>>2]|0;k=h+(l<<3)|0;if(!l){u=p;return}l=m+4|0;a=0;b=1;do{LRa(m,o,h);i=f[m>>2]|0;j=f[l>>2]|0;if(j|0)iOb(j);if(VJa(i,c,d,e,g)|0){j=i+200|0;a=1;b=b&((f[j>>2]&-268435456|0)!=0|0!=0)}h=h+8|0}while((h|0)!=(k|0));if(!a){u=p;return}a=f[n+240>>2]|0;if(b){u9a(a);u=p;return}else{t9a(a);u=p;return}}function Mya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j){u=n;return}j=k+4|0;b=0;g=1;h=a;do{KRa(k,m,h);a=f[k>>2]|0;if(a)if(ZJa(a,c,d,e)|0){a=(f[k>>2]|0)+200|0;b=1;g=g&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[j>>2]|0;if(a|0)iOb(a);h=h+8|0}while((h|0)!=(i|0));if(!b){u=n;return}a=f[l+240>>2]|0;if(g){u9a(a);u=n;return}else{t9a(a);u=n;return}}function Nya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(pKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Oya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+32|0;m=q+16|0;o=q;p=(Bla()|0)+232|0;p=f[p>>2]|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;b=f[c+4>>2]|0;l=a+8|0;if(!b){u=q;return}if(b>>>0>357913941)vd();g=pOb(b*12|0)|0;h=g;f[a>>2]=h;f[k>>2]=h;f[l>>2]=g+(b*12|0);c=f[c>>2]|0;g=c+(b<<3)|0;h=o+4|0;i=o+8|0;j=m+4|0;do{KRa(m,p,c);b=f[m>>2]|0;if(!b){n[o>>2]=-1.0;n[h>>2]=-1.0;n[i>>2]=-1.0;b=f[k>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[o>>2];f[b+4>>2]=f[o+4>>2];f[b+8>>2]=f[o+8>>2];f[k>>2]=(f[k>>2]|0)+12}else XI(a,o)}else{cKa(o,b,d,e);b=f[k>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[o>>2];f[b+4>>2]=f[o+4>>2];f[b+8>>2]=f[o+8>>2];f[k>>2]=(f[k>>2]|0)+12}else XI(a,o)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(g|0));u=q;return}function Pya(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=pOb(16)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=36204;b[h+8>>0]=e;f[h+12>>2]=g;mma(h,c,d,0);return}function Qya(a){a=a|0;var b=0,c=0;f[a>>2]=36172;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;k=p+20|0;l=p+8|0;m=p;n=(Bla()|0)+232|0;n=f[n>>2]|0;f[k>>2]=0;o=k+4|0;f[o>>2]=0;f[k+8>>2]=0;d=f[c+4>>2]|0;j=k+8|0;if(d|0){if(d>>>0>357913941)vd();e=pOb(d*12|0)|0;g=e;f[k>>2]=g;f[o>>2]=g;f[j>>2]=e+(d*12|0);c=f[c>>2]|0;e=c+(d<<3)|0;g=a+8|0;h=a+12|0;i=m+4|0;d=c;do{ARa(m,n,d);eKa(l,f[m>>2]|0,b[g>>0]|0,f[h>>2]|0);c=f[o>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[l>>2];f[c+4>>2]=f[l+4>>2];f[c+8>>2]=f[l+8>>2];f[o>>2]=(f[o>>2]|0)+12}else XI(k,l);c=f[i>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(e|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=p;return}d=f[o>>2]|0;if((d|0)!=(c|0))f[o>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=p;return}function Sya(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+32|0;v=A+16|0;w=A;x=Bla()|0;y=f[x+232>>2]|0;a=f[c>>2]|0;t=f[c+4>>2]|0;o=a+(t<<3)|0;if(!t){u=A;return}p=v+4|0;q=d+4|0;r=w+4|0;s=w+8|0;t=w+8|0;c=1;j=0;m=a;while(1){LRa(v,y,m);i=f[v>>2]|0;if(!i){l=j;n=c}else{if(!(f[i+4>>2]|0))k=c;else{k=i+200|0;k=c&((f[k>>2]&-268435456|0)!=0|0!=0)}a=f[d>>2]|0;c=f[q>>2]|0;h=a+c|0;f[w>>2]=0;f[r>>2]=0;f[s>>2]=0;if(c|0){if((c|0)<0){z=9;break}n=pOb(c)|0;f[r>>2]=n;f[w>>2]=n;f[t>>2]=n+c;c=n;do{b[c>>0]=b[a>>0]|0;a=a+1|0;c=(f[r>>2]|0)+1|0;f[r>>2]=c}while((a|0)!=(h|0))}a=j|(bLa(i,w,e,g)|0);c=f[w>>2]|0;if(c|0){if((f[r>>2]|0)!=(c|0))f[r>>2]=c;sOb(c)}l=a;n=k}a=f[p>>2]|0;if(a|0)iOb(a);m=m+8|0;if((m|0)==(o|0))break;else{c=n;j=l}}if((z|0)==9)AMb(w);if(!l){u=A;return}a=f[x+240>>2]|0;if(n){u9a(a);u=A;return}else{t9a(a);u=A;return}}function Tya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;b=1;d=0;e=a;do{KRa(i,k,e);c=f[i>>2]|0;if(c){if(!(f[c+4>>2]|0))a=b;else{a=c+200|0;a=b&((f[a>>2]&-268435456|0)!=0|0!=0)}d=d|(cLa(c)|0);b=a}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(!d){u=l;return}a=f[j+240>>2]|0;if(b){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Uya(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j+24|0;i=j;c=f[a>>2]|0;f[a>>2]=0;a=c;h=pOb(16)|0;f[h+4>>2]=0;f[h+8>>2]=0;f[h>>2]=36236;f[h+12>>2]=a;e=(Bla()|0)+232|0;e=f[e>>2]|0;gOb(h);if((zSa(e)|0)<=0){oh[f[(f[c>>2]|0)+8>>2]&1023](c,g);iOb(h);iOb(h);u=j;return}d=i+16|0;f[i>>2]=36264;f[i+4>>2]=a;f[i+8>>2]=h;f[d>>2]=i;b[g>>0]=1;a=e+8|0;c=f[a>>2]|0;if(c>>>0<(f[e+12>>2]|0)>>>0){f[c+16>>2]=c;g=f[d>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,c);g=f[a>>2]|0;b[c+24>>0]=1;f[a>>2]=g+32}else Qha(e+4|0,i,g);a=f[d>>2]|0;if((i|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);iOb(h);u=j;return}function Vya(a){a=a|0;f[a>>2]=36264;a=f[a+8>>2]|0;if(!a)return;iOb(a);return}function Wya(a){a=a|0;var b=0;f[a>>2]=36264;b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function Xya(a){a=a|0;var b=0;b=pOb(12)|0;f[b>>2]=36264;f[b+4>>2]=f[a+4>>2];a=f[a+8>>2]|0;f[b+8>>2]=a;if(!a)return b|0;gOb(a);return b|0}function Yya(a,b){a=a|0;b=b|0;f[b>>2]=36264;f[b+4>>2]=f[a+4>>2];a=f[a+8>>2]|0;f[b+8>>2]=a;if(!a)return;gOb(a);return}function Zya(a){a=a|0;a=f[a+8>>2]|0;if(!a)return;iOb(a);return}function _ya(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function $ya(a){a=a|0;var b=0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function aza(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==187966?a+4|0:0)|0}function bza(a){a=a|0;return 14336}function cza(a){a=a|0;aOb(a);sOb(a);return}function dza(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function eza(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==188283?a+12|0:0)|0}function fza(a){a=a|0;sOb(a);return}function gza(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=K9a(b)|0;if(+n[c>>2]==+n[a>>2])if(+n[c+4>>2]==+n[a+4>>2])if(!(+n[c+8>>2]!=+n[a+8>>2]))return;L9a(b,a);t9a(b);return}function hza(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(M9a(a)|0))return;Y8a(a);return}function iza(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0.0,t=0.0,v=0.0;p=u;u=u+48|0;l=p+8|0;m=p;o=(Bla()|0)+240|0;o=f[o>>2]|0;f[l>>2]=1058256454;i=l+4|0;f[i>>2]=1058256454;j=l+8|0;f[j>>2]=1058256454;n[l+12>>2]=1.0;n[l+16>>2]=1.0;n[l+20>>2]=1.0;k=l+28|0;h=f[65704]|0;f[65704]=h+1;f[k>>2]=h;b[l+24>>0]=c;b[l+25>>0]=d;if(!(c<<24>>24)){v=+n[e>>2];t=+n[e+4>>2];r=+n[e+8>>2];q=+L(+(v*v+(t*t+r*r)));d=(n[s>>2]=v/q,f[s>>2]|0);h=(n[s>>2]=t/q,f[s>>2]|0);c=(n[s>>2]=r/q,f[s>>2]|0)}else{d=f[e>>2]|0;h=f[e+4>>2]|0;c=f[e+8>>2]|0}f[l>>2]=d;f[i>>2]=h;f[j>>2]=c;j=l+12|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];if(N9a(o,l)|0){Y8a(o);o=f[a>>2]|0;l=f[(f[o>>2]|0)+8>>2]|0;f[m>>2]=f[k>>2];oh[l&1023](o,m);u=p;return}else{o=f[a>>2]|0;l=f[(f[o>>2]|0)+12>>2]|0;b[m>>0]=0;oh[l&1023](o,m);u=p;return}}function jza(a){a=a|0;var b=0,c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;b=(Bla()|0)+240|0;b=f[b>>2]|0;f[e>>2]=f[a>>2];f[d>>2]=f[e>>2];if(!(P9a(b,d)|0)){u=c;return}Y8a(b);u=c;return}function kza(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0;k=u;u=u+32|0;g=k+16|0;h=k;i=k+4|0;j=(Bla()|0)+240|0;j=f[j>>2]|0;f[h>>2]=f[a>>2];if(!(b<<24>>24)){p=+n[d>>2];o=+n[d+4>>2];m=+n[d+8>>2];l=+L(+(p*p+(o*o+m*m)));n[i>>2]=p/l;n[i+4>>2]=o/l;n[i+8>>2]=m/l}else{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2]};f[g>>2]=f[h>>2];if(!(Q9a(j,g,b,c,i,e)|0)){u=k;return}Y8a(j);u=k;return}function lza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!($ab(b,a)|0))return;u9a(b);return}function mza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(abb(b,a)|0))return;u9a(b);return}function nza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(bbb(b,a)|0))return;u9a(b);return}function oza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(cbb(b,a)|0))return;u9a(b);return}function pza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(dbb(b,a)|0))return;u9a(b);return}function qza(a,b){a=a|0;b=+b;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(ebb(c,a,b)|0))return;u9a(c);return}function rza(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(fbb(c,a,b)|0))return;u9a(c);return}function sza(a,b,c){a=a|0;b=+b;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(gbb(d,a,b,c)|0))return;u9a(d);return}function tza(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;h=i+20|0;g=i;d=a+4|0;if(!(f[d>>2]|0)){u=i;return}e=b+4|0;if(!(f[e>>2]|0)){u=i;return}c=(Bla()|0)+240|0;c=f[c>>2]|0;a=f[a>>2]|0;uza(h,a,a+(f[d>>2]<<3)|0);d=f[b>>2]|0;uza(g,d,d+(f[e>>2]<<3)|0);if(hbb(c,h,g)|0)Y8a(c);a=f[g+8>>2]|0;if(a|0)do{e=a;a=f[a>>2]|0;sOb(e)}while((a|0)!=0);a=f[g>>2]|0;f[g>>2]=0;if(a|0)sOb(a);a=f[h+8>>2]|0;if(a|0)do{g=a;a=f[a>>2]|0;sOb(g)}while((a|0)!=0);a=f[h>>2]|0;f[h>>2]=0;if(a|0)sOb(a);u=i;return}function uza(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;s=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[s>>2]=1.0;if((b|0)==(c|0))return;t=a+4|0;u=a+12|0;v=a+8|0;d=0;e=0;do{o=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(o<<6)+(o>>>2)^o;p=(d|0)==0;a:do if(p){i=0;r=22}else{l=d+-1|0;k=(l&d|0)==0;if(k)i=q&l;else if(q>>>0<d>>>0)i=q;else i=(q>>>0)%(d>>>0)|0;j=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!j)r=22;else{j=f[j>>2]|0;if(!j)r=22;else{if(k)while(1){k=f[j+4>>2]|0;if(!((k|0)==(q|0)|(k&l|0)==(i|0))){r=22;break a}if((f[j+8>>2]|0)==(o|0))if((f[j+12>>2]|0)==(m|0))break a;j=f[j>>2]|0;if(!j){r=22;break a}}while(1){k=f[j+4>>2]|0;if((k|0)!=(q|0)){if(k>>>0>=d>>>0)k=(k>>>0)%(d>>>0)|0;if((k|0)!=(i|0)){r=22;break a}}if((f[j+8>>2]|0)==(o|0))if((f[j+12>>2]|0)==(m|0))break a;j=f[j>>2]|0;if(!j){r=22;break}}}}}while(0);if((r|0)==22){r=0;k=pOb(16)|0;l=b;m=f[l+4>>2]|0;o=k+8|0;f[o>>2]=f[l>>2];f[o+4>>2]=m;f[k+4>>2]=q;f[k>>2]=0;g=+((e+1|0)>>>0);h=+n[s>>2];do if(p|h*+(d>>>0)<g){d=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;e=~~+W(+(g/h))>>>0;vza(a,d>>>0<e>>>0?e:d);d=f[t>>2]|0;e=d+-1|0;if(!(e&d)){j=d;d=e&q;break}if(q>>>0<d>>>0){j=d;d=q}else{j=d;d=(q>>>0)%(d>>>0)|0}}else{j=d;d=i}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[k>>2]=f[v>>2];f[v>>2]=k;f[e>>2]=v;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=j+-1|0;if(!(e&j))d=d&e;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=35}}else{f[k>>2]=f[d>>2];r=35}if((r|0)==35){r=0;f[d>>2]=k}e=(f[u>>2]|0)+1|0;f[u>>2]=e;d=j}b=b+8|0}while((b|0)!=(c|0));return}function vza(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wza(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wza(a,b);return}function wza(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function xza(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(kbb(a)|0))return;Y8a(a);return}function yza(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;lbb(d,a,b,c);if(!(_8a(d)|0))return;t9a(d);return}function zza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(mbb(b,a)|0))return;u9a(b);return}function Aza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(nbb(b,a)|0))return;u9a(b);return}function Bza(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(Abb(c,a,b)|0))return;u9a(c);return}function Cza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Cbb(b,a)|0))return;u9a(b);return}function Dza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Dbb(b,a)|0))return;u9a(b);return}function Eza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Bbb(b,a)|0))return;u9a(b);return}function Fza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ebb(b,a)|0))return;u9a(b);return}function Gza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Fbb(b,a)|0))return;u9a(b);return}function Hza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;Gbb(f[b>>2]|0,a)|0;return}function Iza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Hbb(b,a)|0))return;u9a(b);return}function Jza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ibb(b,a)|0))return;u9a(b);return}function Kza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Jbb(b,a)|0))return;u9a(b);return}function Lza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Kbb(b,a)|0))return;u9a(b);return}function Mza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Lbb(b,a)|0))return;u9a(b);return}function Nza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Mbb(b,a)|0))return;u9a(b);return}function Oza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Nbb(b,a)|0))return;u9a(b);return}function Pza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Obb(b,a)|0))return;u9a(b);return}function Qza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Pbb(b,a)|0))return;u9a(b);return}function Rza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Qbb(b,a)|0))return;u9a(b);return}function Sza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Rbb(b,a)|0))return;if(a){t9a(b);return}else{u9a(b);return}}function Tza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Sbb(b,a)|0))return;u9a(b);return}function Uza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Tbb(b,a)|0))return;u9a(b);return}function Vza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ubb(b,a)|0))return;u9a(b);return}function Wza(a,b){a=+a;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(Vbb(c,a,b)|0))return;u9a(c);return}function Xza(a,b,c){a=+a;b=+b;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(Wbb(d,a,b,c)|0))return;t9a(d);return}function Yza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;Xbb(f[b>>2]|0,a)|0;return}function Zza(a){a=a|0;var b=0;b=(Bla()|0)+232|0;CSa(f[b>>2]|0,a);return}function _za(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;Zbb(a,f[c>>2]|0,f[b>>2]|0,f[b+4>>2]|0);return}function $za(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j;h=(Bla()|0)+240|0;h=f[h>>2]|0;b=f[a>>2]|0;d=f[a+4>>2]|0;e=b+(d*24|0)|0;f[g>>2]=0;i=g+4|0;f[i>>2]=0;f[g+8>>2]=0;a=d*24|0;c=(a|0)/24|0;if(a|0){if(c>>>0>178956970)AMb(g);a=pOb(a)|0;f[i>>2]=a;f[g>>2]=a;f[g+8>>2]=a+(c*24|0);if(d|0){do{p[a>>3]=+p[b>>3];p[a+8>>3]=+p[b+8>>3];p[a+16>>3]=+p[b+16>>3];b=b+24|0;a=a+24|0}while((b|0)!=(e|0));f[i>>2]=a}}Ybb(h,g);a=f[g>>2]|0;if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~(((b+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=j;return}function aAa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=+j;var k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0,t=0,u=0.0,v=0.0;b[a>>0]=c;n=+p[d>>3];p[a+32>>3]=n;o=+p[d+8>>3];p[a+40>>3]=o;q=+p[d+16>>3];p[a+48>>3]=q;k=+p[e>>3];p[a+56>>3]=k;l=+p[e+8>>3];p[a+64>>3]=l;m=+p[e+16>>3];p[a+72>>3]=m;p[a+80>>3]=1.0;r=a+88|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+120>>3]=1.0;r=a+128|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+160>>3]=1.0;r=a+168|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+200>>3]=1.0;r=a+224|0;p[r>>3]=.01;f[a+732>>2]=1;f[a+736>>2]=1;s=a+744|0;t=b[s>>0]&-64;b[s>>0]=t;k=n-k;l=o-l;m=q-m;q=+L(+(k*k+(l*l+m*m)));c=q<1.0e-20;if(c){k=0.0;l=0.0;n=1.0}else{k=k/q;l=l/q;n=m/q}o=+p[g>>3];m=+p[g+8>>3];v=+p[g+16>>3];u=k*o+(l*m+n*v);o=o-k*u;m=m-l*u;k=v-n*u;l=+L(+(o*o+(m*m+k*k)));if(l>1.0e-20){p[a+8>>3]=o/l;p[a+16>>3]=m/l;p[a+24>>3]=k/l;b[s>>0]=t}e=a+208|0;p[e>>3]=1.0;g=a+216|0;p[g>>3]=1.0;k=c?1.0:1.0/q;d=a+232|0;p[d>>3]=k;c=a+240|0;p[c>>3]=k;b[s>>0]=t;if(!(h<=0.0)){u=+K(+h);p[e>>3]=u;v=+K(+(!(i<=0.0)?i:h));p[g>>3]=v;p[d>>3]=u*k;p[c>>3]=v*k;b[s>>0]=t}k=!(j<=0.0)?j:.01;if(k==.01)return;p[r>>3]=k;b[s>>0]=t;return}function bAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0;d=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];g=+p[a+48>>3]-+p[a+72>>3];h=+L(+(d*d+(e*e+g*g)));if(h<1.0e-20){f=0.0;e=0.0;d=1.0}else{f=d/h;e=e/h;d=g/h}g=+p[c>>3];j=+p[c+8>>3];i=+p[c+16>>3];h=f*g+(e*j+d*i);g=g-f*h;f=j-e*h;d=i-d*h;e=+L(+(g*g+(f*f+d*d)));if(!(e>1.0e-20))return;p[a+8>>3]=g/e;p[a+16>>3]=f/e;p[a+24>>3]=d/e;a=a+744|0;b[a>>0]=b[a>>0]&-60;return}function cAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0;if(c<=0.0)return;e=+K(+c);p[a+208>>3]=e;d=+K(+(!(d<=0.0)?d:c));p[a+216>>3]=d;g=+p[a+32>>3]-+p[a+56>>3];f=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(g*g+(f*f+c*c)));c=c<1.0e-20?1.0:1.0/c;p[a+232>>3]=e*c;p[a+240>>3]=c*d;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function dAa(a,c){a=a|0;c=+c;var d=0;c=!(c<=0.0)?c:.01;d=a+224|0;if(+p[d>>3]==c)return;p[d>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function eAa(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+80|0;e=b+48|0;d=b+24|0;c=b;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[e+16>>3]=5.0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;p[c>>3]=0.0;p[c+8>>3]=1.0;p[c+16>>3]=0.0;aAa(a,1,e,d,c,2.0,2.0,.01);u=b;return}function fAa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0.0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;e=u;u=u+80|0;h=e+48|0;i=e+24|0;g=e;l=+p[c>>3];o=+p[b>>3];r=l-o;k=+p[c+8>>3];n=+p[b+8>>3];q=k-n;j=+p[c+16>>3];m=+p[b+16>>3];f=j-m;f=+L(+(r*r+(q*q+f*f)));l=o*.5+l*.5;p[h>>3]=l;k=n*.5+k*.5;p[h+8>>3]=k;j=m*.5+j*.5;p[h+16>>3]=j;p[i>>3]=l;p[i+8>>3]=k;p[i+16>>3]=f+j;p[g>>3]=0.0;p[g+8>>3]=1.0;p[g+16>>3]=0.0;aAa(a,d,i,h,g,f,f,0.0);u=e;return}function gAa(a,c){a=a|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;if((b[a>>0]|0)==(b[c>>0]|0))if(+p[a+8>>3]==+p[c+8>>3])if(+p[a+16>>3]==+p[c+16>>3])if(+p[a+24>>3]==+p[c+24>>3])if(+p[a+32>>3]==+p[c+32>>3])if(+p[a+40>>3]==+p[c+40>>3])if(+p[a+48>>3]==+p[c+48>>3])if(+p[a+56>>3]==+p[c+56>>3])if(+p[a+64>>3]==+p[c+64>>3])if(+p[a+72>>3]==+p[c+72>>3]){f[d>>2]=a+80;f[d+4>>2]=c+80;if(hAa(d)|0)if(+p[a+208>>3]==+p[c+208>>3])if(+p[a+216>>3]==+p[c+216>>3])a=+p[a+224>>3]==+p[c+224>>3];else a=0;else a=0;else a=0}else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;u=e;return a|0}function hAa(a){a=a|0;var b=0;b=f[a>>2]|0;a=f[a+4>>2]|0;if(!(+p[b>>3]==+p[a>>3])){b=0;return b|0}if(!(+p[b+8>>3]==+p[a+8>>3])){b=0;return b|0}if(!(+p[b+16>>3]==+p[a+16>>3])){b=0;return b|0}if(!(+p[b+24>>3]==+p[a+24>>3])){b=0;return b|0}if(!(+p[b+32>>3]==+p[a+32>>3])){b=0;return b|0}if(!(+p[b+40>>3]==+p[a+40>>3])){b=0;return b|0}if(!(+p[b+48>>3]==+p[a+48>>3])){b=0;return b|0}if(!(+p[b+56>>3]==+p[a+56>>3])){b=0;return b|0}if(!(+p[b+64>>3]==+p[a+64>>3])){b=0;return b|0}if(!(+p[b+72>>3]==+p[a+72>>3])){b=0;return b|0}if(!(+p[b+80>>3]==+p[a+80>>3])){b=0;return b|0}if(!(+p[b+88>>3]==+p[a+88>>3])){b=0;return b|0}if(!(+p[b+96>>3]==+p[a+96>>3])){b=0;return b|0}if(!(+p[b+104>>3]==+p[a+104>>3])){b=0;return b|0}if(!(+p[b+112>>3]==+p[a+112>>3])){b=0;return b|0}b=+p[b+120>>3]==+p[a+120>>3];return b|0}function iAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0.0,s=0,t=0,u=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;q=a+744|0;s=b[q>>0]|0;t=s&-60;b[q>>0]=t;d=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];f=+p[a+48>>3]-+p[a+72>>3];r=+L(+(d*d+(e*e+f*f)));do if(r>1.0e-20){m=d/r;n=e/r;o=f/r;j=+p[c+8>>3];k=+p[c+16>>3];l=o*j-n*k;d=+p[c>>3];e=m*k-o*d;f=n*d-m*j;g=+L(+(l*l+(e*e+f*f)));if(g>.0001){D=l/g;A=e/g;e=f/g;f=m*d+(n*j+o*k);w=g*D;y=g*A;C=g*e;d=1.0-f;j=D*d;k=d*A;B=A*j;z=e*j;v=e*k;c=a+8|0;x=+p[c>>3];h=a+16|0;g=+p[h>>3];i=a+24|0;l=+p[i>>3];j=(f+D*j)*x+(B-C)*g+(y+z)*l;k=(C+B)*x+(f+A*k)*g+(v-w)*l;l=(z-y)*x+(w+v)*g+(f+e*(d*e))*l;u=r<1.0e-20;d=u?0.0:m;e=u?0.0:n;g=u?1.0:o;f=j*d+(k*e+l*g);d=j-d*f;e=k-e*f;f=l-g*f;g=+L(+(d*d+(e*e+f*f)));if(!(g>1.0e-20))break;p[c>>3]=d/g;p[h>>3]=e/g;p[i>>3]=f/g;b[q>>0]=t;break}else{c=a+8|0;g=+p[c>>3];h=a+16|0;f=+p[h>>3];i=a+24|0;e=+p[i>>3];d=m*g+(n*f+o*e);g=g-m*d;f=f-n*d;d=e-o*d;e=+L(+(g*g+(f*f+d*d)));if(!(e>1.0e-20))break;p[c>>3]=g/e;p[h>>3]=f/e;p[i>>3]=d/e;b[q>>0]=t;break}}while(0);if(b[a>>0]|0)return;b[q>>0]=s&-64;p[a+208>>3]=r*+p[a+232>>3];p[a+216>>3]=r*+p[a+240>>3];return}function jAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0;m=u;u=u+32|0;i=m;j=a+32|0;d=+p[j>>3];k=+p[b>>3];l=a+40|0;if(d==k){c=+p[l>>3];if(c==+p[b+8>>3])if(+p[a+48>>3]==+p[b+16>>3]){u=m;return}}else c=+p[l>>3];g=d-+p[a+56>>3];c=c-+p[a+64>>3];h=a+48|0;d=+p[h>>3]-+p[a+72>>3];e=+L(+(g*g+(c*c+d*d)));if(e<1.0e-20){f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;c=1.0}else{p[i>>3]=g/e;p[i+8>>3]=c/e;c=d/e}p[i+16>>3]=c;p[j>>3]=k;p[l>>3]=+p[b+8>>3];p[h>>3]=+p[b+16>>3];iAa(a,i);u=m;return}function kAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0;m=u;u=u+32|0;i=m;j=a+56|0;d=+p[j>>3];k=+p[b>>3];l=a+64|0;if(d==k){c=+p[l>>3];if(c==+p[b+8>>3])if(+p[a+72>>3]==+p[b+16>>3]){u=m;return}}else c=+p[l>>3];g=+p[a+32>>3]-d;c=+p[a+40>>3]-c;h=a+72|0;d=+p[a+48>>3]-+p[h>>3];e=+L(+(g*g+(c*c+d*d)));if(e<1.0e-20){f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;c=1.0}else{p[i>>3]=g/e;p[i+8>>3]=c/e;c=d/e}p[i+16>>3]=c;p[j>>3]=k;p[l>>3]=+p[b+8>>3];p[h>>3]=+p[b+16>>3];iAa(a,i);u=m;return}function lAa(a,c){a=a|0;c=c|0;if((b[a>>0]|0)==c<<24>>24)return;b[a>>0]=c;c=a+744|0;b[c>>0]=b[c>>0]&-29;return}function mAa(a,c){a=a|0;c=+c;var d=0.0,e=0.0,f=0.0;if(c<=0.0)return;d=+K(+c);p[a+208>>3]=d;p[a+216>>3]=d;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(f*f+(e*e+c*c)));c=d*(c<1.0e-20?1.0:1.0/c);p[a+232>>3]=c;p[a+240>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function nAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0;if(c==0.0)return;c=+K(+c);c=+P(+((c<179.0?c:179.0)*.017453292519943295*.5))*2.0;p[a+232>>3]=c;p[a+240>>3]=c;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];d=+p[a+48>>3]-+p[a+72>>3];d=+L(+(f*f+(e*e+d*d)));d=c*(d<1.0e-20?1.0:d);p[a+208>>3]=d;p[a+216>>3]=d;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function oAa(a,c){a=a|0;c=+c;var d=0.0,e=0.0,f=0.0;if(c==0.0)return;d=+K(+c);d=+P(+((d<179.0?d:179.0)*.017453292519943295*.5))*2.0;p[a+232>>3]=d;p[a+240>>3]=d;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(f*f+(e*e+c*c)));c=d*(c<1.0e-20?1.0:c);p[a+208>>3]=c;p[a+216>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function pAa(a){a=a|0;return +(+p[a+224>>3])}function qAa(a,c,d,e){a=a|0;c=+c;d=+d;e=+e;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0,s=0,t=0,u=0.0,v=0.0,w=0,x=0,y=0.0,z=0.0,A=0,B=0;w=a+32|0;x=a+56|0;y=+p[w>>3];z=+p[x>>3];f=y-z;A=a+40|0;o=a+64|0;q=+p[A>>3];r=+p[o>>3];g=q-r;s=a+48|0;t=a+72|0;u=+p[s>>3];v=+p[t>>3];h=u-v;i=+L(+(f*f+(g*g+h*h)));if(i<1.0e-20){n=0.0;m=0.0;i=1.0}else{n=f/i;m=g/i;i=h/i}j=+p[a+16>>3];k=+p[a+24>>3];l=+p[a+8>>3];B=e!=0.0;g=B?0.0-n*e:0.0;h=B?0.0-m*e:0.0;f=B?0.0-i*e:0.0;if(d!=0.0){g=g+l*d;h=h+j*d;f=f+k*d}B=c!=0.0;e=B?(i*j-m*k)*c+g:g;d=B?(n*k-i*l)*c+h:h;c=B?(m*l-n*j)*c+f:f;p[w>>3]=e+y;p[A>>3]=d+q;p[s>>3]=c+u;p[x>>3]=e+z;p[o>>3]=d+r;p[t>>3]=c+v;B=a+744|0;b[B>>0]=b[B>>0]&-60;return}function rAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0.0,r=0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;r=a+32|0;s=+p[a+56>>3];e=+p[r>>3]-s;t=a+40|0;n=+p[a+64>>3];f=+p[t>>3]-n;o=a+48|0;q=+p[a+72>>3];g=+p[o>>3]-q;h=+L(+(e*e+(f*f+g*g)));if(h<1.0e-20){m=1.0;i=0.0;f=0.0;e=1.0}else{m=h;i=e/h;f=f/h;e=g/h}if(c!=0.0){w=+p[a+8>>3];A=+p[a+16>>3];D=+p[a+24>>3];u=+O(+c);B=w*u;z=A*u;u=D*u;x=+N(+c);g=1.0-x;v=w*g;h=A*g;c=A*v;y=D*v;C=D*h;g=e*(x+D*(D*g))+(i*(y-z)+f*(B+C));h=e*(C-B)+(i*(u+c)+f*(x+A*h));e=e*(z+y)+(i*(x+w*v)+f*(c-u))}else{g=e;h=f;e=i}if(!(d!=0.0)){B=e;C=h;D=g;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}j=a+16|0;C=+p[j>>3];k=a+24|0;D=+p[k>>3];c=C*g-D*h;l=a+8|0;v=+p[l>>3];D=D*e-g*v;C=h*v-C*e;v=+O(+-d);B=c*v;A=v*D;v=v*C;x=+N(+d);y=1.0-x;i=c*y;d=D*y;w=D*i;z=C*i;f=C*d;i=g*(A+z)+(e*(x+c*i)+h*(w-v));d=g*(f-B)+(e*(v+w)+h*(x+D*d));e=g*(x+C*(C*y))+(e*(z-A)+h*(B+f));f=C*d-D*e;g=c*e-C*i;c=D*i-c*d;h=i*f+(d*g+e*c);f=f-i*h;g=g-d*h;h=c-e*h;c=+L(+(f*f+(g*g+h*h)));if(!(c>1.0e-20)){B=i;C=d;D=e;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}p[l>>3]=f/c;p[j>>3]=g/c;p[k>>3]=h/c;l=a+744|0;b[l>>0]=b[l>>0]&-60;B=i;C=d;D=e;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}function sAa(a,c,d){a=a|0;c=c|0;d=+d;var e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0.0,I=0.0;r=a+56|0;v=+p[r>>3];l=a+64|0;q=+p[l>>3];e=a+72|0;k=+p[e>>3];A=a+32|0;E=+p[A>>3]-v;p[A>>3]=E;y=a+40|0;D=+p[y>>3]-q;p[y>>3]=D;w=a+48|0;C=+p[w>>3]-k;p[w>>3]=C;i=v-v;p[r>>3]=i;g=q-q;p[l>>3]=g;f=k-k;p[e>>3]=f;H=+p[c>>3];x=+p[c+8>>3];h=+p[c+16>>3];B=+L(+(H*H+(x*x+h*h)));H=H/B;x=x/B;B=h/B;h=+O(+d);I=h*H;j=h*x;h=h*B;z=+N(+d);d=1.0-z;u=H*d;n=x*d;o=x*u;t=o-h;o=h+o;h=B*u;s=j+h;j=h-j;h=B*n;m=h-I;h=I+h;u=z+H*u;n=z+x*n;d=z+B*(B*d);B=C*s+(E*u+D*t);z=C*m+(E*o+D*n);x=C*d+(E*j+D*h);G=a+8|0;E=E+ +p[G>>3];F=a+16|0;D=D+ +p[F>>3];c=a+24|0;C=C+ +p[c>>3];p[G>>3]=u*E+t*D+s*C-B;p[F>>3]=o*E+n*D+m*C-z;p[c>>3]=j*E+h*D+d*C-x;p[A>>3]=v+B;p[y>>3]=q+z;p[w>>3]=k+x;p[r>>3]=v+(u*i+t*g+s*f);p[l>>3]=q+(o*i+n*g+m*f);p[e>>3]=k+(j*i+h*g+d*f);c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function tAa(a,c,d,e){a=a|0;c=c|0;d=+d;e=+e;var f=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,n=0,o=0.0,q=0,r=0.0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0.0,C=0.0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0;q=a+32|0;y=+p[q>>3]-+p[c>>3];p[q>>3]=y;n=a+40|0;i=c+8|0;w=+p[n>>3]-+p[i>>3];p[n>>3]=w;l=a+48|0;g=c+16|0;u=+p[l>>3]-+p[g>>3];p[l>>3]=u;j=a+56|0;J=+p[j>>3]-+p[c>>3];p[j>>3]=J;h=a+64|0;I=+p[h>>3]-+p[i>>3];p[h>>3]=I;f=a+72|0;H=+p[f>>3]-+p[g>>3];p[f>>3]=H;D=a+8|0;F=+p[D>>3];z=a+16|0;r=+p[z>>3];s=a+24|0;t=+p[s>>3];C=H-u;B=I-w;E=r*C-t*B;m=J-y;C=t*m-F*C;m=F*B-r*m;B=+L(+(E*E+(C*C+m*m)));x=d*.5;A=+N(+x);x=+O(+x);F=F*x;r=r*x;x=t*x;t=e*.5;v=+N(+t);t=+O(+t);E=E/B*t;C=C/B*t;t=m/B*t;B=A*v-F*E-r*C-x*t;m=r*t+(F*v+A*E)-x*C;o=x*E+(r*v+A*C)-F*t;E=F*C+(x*v+A*t)-r*E;r=m*2.0;t=o*2.0;A=E*2.0;v=B*r;x=B*t;B=B*A;r=m*r;C=m*t;m=m*A;t=o*t;o=o*A;A=E*A;E=1.0-(t+A);F=C-B;G=m+x;B=C+B;A=1.0-(r+A);C=o-v;x=m-x;v=o+v;t=1.0-(r+t);r=u*G+(w*F+y*E);o=u*C+(y*B+w*A);m=y*x+w*v+u*t;k=H*G+(I*F+J*E);d=H*C+(J*B+I*A);e=J*x+I*v+H*t;y=y+ +p[D>>3];w=w+ +p[z>>3];u=u+ +p[s>>3];p[q>>3]=r;p[n>>3]=o;p[l>>3]=m;p[j>>3]=k;p[h>>3]=d;p[f>>3]=e;p[D>>3]=u*G+(w*F+y*E)-r;p[z>>3]=u*C+(y*B+w*A)-o;p[s>>3]=y*x+w*v+u*t-m;p[q>>3]=r+ +p[c>>3];p[n>>3]=o+ +p[i>>3];p[l>>3]=m+ +p[g>>3];p[j>>3]=k+ +p[c>>3];p[h>>3]=d+ +p[i>>3];p[f>>3]=e+ +p[g>>3];c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function uAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0.0,r=0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;r=a+56|0;s=+p[a+32>>3];e=s-+p[r>>3];t=a+64|0;n=+p[a+40>>3];f=n-+p[t>>3];o=a+72|0;q=+p[a+48>>3];g=q-+p[o>>3];h=+L(+(e*e+(f*f+g*g)));if(h<1.0e-20){m=1.0;i=0.0;f=0.0;e=1.0}else{m=h;i=e/h;f=f/h;e=g/h}if(c!=0.0){w=+p[a+8>>3];A=+p[a+16>>3];D=+p[a+24>>3];u=+O(+-c);B=w*u;z=A*u;u=D*u;x=+N(+c);g=1.0-x;v=w*g;h=A*g;c=A*v;y=D*v;C=D*h;g=e*(x+D*(D*g))+(i*(y-z)+f*(B+C));h=e*(C-B)+(i*(u+c)+f*(x+A*h));e=e*(z+y)+(i*(x+w*v)+f*(c-u))}else{g=e;h=f;e=i}if(!(d!=0.0)){B=e;C=h;D=g;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}j=a+16|0;C=+p[j>>3];k=a+24|0;D=+p[k>>3];c=C*g-D*h;l=a+8|0;v=+p[l>>3];D=D*e-g*v;C=h*v-C*e;v=+O(+d);B=c*v;A=v*D;v=v*C;x=+N(+d);y=1.0-x;i=c*y;d=D*y;w=D*i;z=C*i;f=C*d;i=g*(A+z)+(e*(x+c*i)+h*(w-v));d=g*(f-B)+(e*(v+w)+h*(x+D*d));e=g*(x+C*(C*y))+(e*(z-A)+h*(B+f));f=C*d-D*e;g=c*e-C*i;c=D*i-c*d;h=i*f+(d*g+e*c);f=f-i*h;g=g-d*h;h=c-e*h;c=+L(+(f*f+(g*g+h*h)));if(!(c>1.0e-20)){B=i;C=d;D=e;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}p[l>>3]=f/c;p[j>>3]=g/c;p[k>>3]=h/c;l=a+744|0;b[l>>0]=b[l>>0]&-60;B=i;C=d;D=e;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}function vAa(a,c){a=a|0;c=+c;var d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0;if(c==0.0)return;f=+p[a+32>>3]-+p[a+56>>3];g=+p[a+40>>3]-+p[a+64>>3];h=+p[a+48>>3]-+p[a+72>>3];i=+L(+(f*f+(g*g+h*h)));if(i<1.0e-20){j=0.0;g=0.0;f=1.0}else{j=f/i;g=g/i;f=h/i}v=+O(+c);m=j*v;n=g*v;v=f*v;s=+N(+c);r=1.0-s;i=j*r;h=g*r;u=g*i;o=f*i;l=f*h;d=a+8|0;q=+p[d>>3];e=a+16|0;c=+p[e>>3];k=a+24|0;t=+p[k>>3];i=t*(n+o)+(q*(s+j*i)+c*(u-v));h=t*(l-m)+(q*(v+u)+c*(s+g*h));l=t*(s+f*(f*r))+(q*(o-n)+c*(m+l));c=j*i+(g*h+f*l);i=i-j*c;h=h-g*c;f=l-f*c;g=+L(+(i*i+(h*h+f*f)));if(g>1.0e-20){p[d>>3]=i/g;p[e>>3]=h/g;p[k>>3]=f/g;d=a+744|0;e=b[d>>0]&-60;b[d>>0]=e}else{e=a+744|0;d=e;e=b[e>>0]|0}b[d>>0]=e&-60;return}function wAa(a,c){a=a|0;c=+c;var d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0;if(c<=0.0)return;f=1.0/c;d=a+208|0;c=f*+p[d>>3];e=a+216|0;f=f*+p[e>>3];if(c<=0.0)return;g=+K(+c);p[d>>3]=g;c=+K(+(!(f<=0.0)?f:c));p[e>>3]=c;i=+p[a+32>>3]-+p[a+56>>3];h=+p[a+40>>3]-+p[a+64>>3];f=+p[a+48>>3]-+p[a+72>>3];f=+L(+(i*i+(h*h+f*f)));f=f<1.0e-20?1.0:1.0/f;p[a+232>>3]=g*f;p[a+240>>3]=c*f;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function xAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0.0,v=0,w=0;v=u;u=u+528|0;o=v+400|0;q=v+272|0;r=v+136|0;s=v;t=+p[b+32>>3];c=t-+p[b+56>>3];m=+p[b+40>>3];e=m-+p[b+64>>3];n=+p[b+48>>3];g=n-+p[b+72>>3];d=+L(+(c*c+(e*e+g*g)));if(d<1.0e-20){p[a>>3]=1.0;s=a+8|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+40>>3]=1.0;s=a+48|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+80>>3]=1.0;s=a+88|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+120>>3]=1.0;u=v;return}d=1.0/d;l=c*d;k=e*d;c=g*d;d=+p[b+16>>3];e=+p[b+24>>3];g=c*d-k*e;h=+p[b+8>>3];i=l*e-c*h;j=k*h-l*d;if(g==0.0)if(!(i!=0.0|j!=0.0)){p[a>>3]=1.0;s=a+8|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+40>>3]=1.0;s=a+48|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+80>>3]=1.0;s=a+88|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+120>>3]=1.0;u=v;return}p[o>>3]=g;p[o+32>>3]=i;p[o+64>>3]=j;p[o+96>>3]=0.0;p[o+8>>3]=h;p[o+40>>3]=d;p[o+72>>3]=e;p[o+104>>3]=0.0;p[o+16>>3]=l;p[o+48>>3]=k;p[o+80>>3]=c;p[o+112>>3]=0.0;p[o+24>>3]=0.0;p[o+56>>3]=0.0;p[o+88>>3]=0.0;p[o+120>>3]=1.0;p[q>>3]=1.0;w=q+8|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;p[q+32>>3]=0.0;p[q+40>>3]=1.0;p[q+48>>3]=0.0;w=q+64|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;p[q+80>>3]=1.0;p[q+96>>3]=-t;p[q+104>>3]=-m;p[q+112>>3]=-n;p[q+24>>3]=0.0;p[q+56>>3]=0.0;p[q+88>>3]=0.0;p[q+120>>3]=1.0;f[r>>2]=o;f[r+4>>2]=q;q=r+8|0;yAa(q,r)|0;f[s>>2]=q;f[s+4>>2]=b+80;r=s+8|0;yAa(r,s)|0;p[a>>3]=+p[r>>3];p[a+8>>3]=+p[s+16>>3];p[a+16>>3]=+p[s+24>>3];p[a+24>>3]=+p[s+32>>3];p[a+32>>3]=+p[s+40>>3];p[a+40>>3]=+p[s+48>>3];p[a+48>>3]=+p[s+56>>3];p[a+56>>3]=+p[s+64>>3];p[a+64>>3]=+p[s+72>>3];p[a+72>>3]=+p[s+80>>3];p[a+80>>3]=+p[s+88>>3];p[a+88>>3]=+p[s+96>>3];p[a+96>>3]=+p[s+104>>3];p[a+104>>3]=+p[s+112>>3];p[a+112>>3]=+p[s+120>>3];p[a+120>>3]=+p[s+128>>3];u=v;return}function yAa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;d=b+4|0;c=f[d>>2]|0;p[a>>3]=+p[e>>3]*+p[c>>3]+ +p[e+32>>3]*+p[c+8>>3]+ +p[e+64>>3]*+p[c+16>>3]+ +p[e+96>>3]*+p[c+24>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+8>>3]=+p[c+8>>3]*+p[e>>3]+ +p[c+40>>3]*+p[e+8>>3]+ +p[c+72>>3]*+p[e+16>>3]+ +p[c+104>>3]*+p[e+24>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+16>>3]=+p[e+16>>3]*+p[c>>3]+ +p[e+48>>3]*+p[c+8>>3]+ +p[e+80>>3]*+p[c+16>>3]+ +p[e+112>>3]*+p[c+24>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+24>>3]=+p[c+24>>3]*+p[e>>3]+ +p[c+56>>3]*+p[e+8>>3]+ +p[c+88>>3]*+p[e+16>>3]+ +p[c+120>>3]*+p[e+24>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+32>>3]=+p[e>>3]*+p[c+32>>3]+ +p[e+32>>3]*+p[c+40>>3]+ +p[e+64>>3]*+p[c+48>>3]+ +p[e+96>>3]*+p[c+56>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+40>>3]=+p[c+8>>3]*+p[e+32>>3]+ +p[c+40>>3]*+p[e+40>>3]+ +p[c+72>>3]*+p[e+48>>3]+ +p[c+104>>3]*+p[e+56>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+48>>3]=+p[e+16>>3]*+p[c+32>>3]+ +p[e+48>>3]*+p[c+40>>3]+ +p[e+80>>3]*+p[c+48>>3]+ +p[e+112>>3]*+p[c+56>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+56>>3]=+p[c+24>>3]*+p[e+32>>3]+ +p[c+56>>3]*+p[e+40>>3]+ +p[c+88>>3]*+p[e+48>>3]+ +p[c+120>>3]*+p[e+56>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+64>>3]=+p[e>>3]*+p[c+64>>3]+ +p[e+32>>3]*+p[c+72>>3]+ +p[e+64>>3]*+p[c+80>>3]+ +p[e+96>>3]*+p[c+88>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+72>>3]=+p[c+8>>3]*+p[e+64>>3]+ +p[c+40>>3]*+p[e+72>>3]+ +p[c+72>>3]*+p[e+80>>3]+ +p[c+104>>3]*+p[e+88>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+80>>3]=+p[e+16>>3]*+p[c+64>>3]+ +p[e+48>>3]*+p[c+72>>3]+ +p[e+80>>3]*+p[c+80>>3]+ +p[e+112>>3]*+p[c+88>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+88>>3]=+p[c+24>>3]*+p[e+64>>3]+ +p[c+56>>3]*+p[e+72>>3]+ +p[c+88>>3]*+p[e+80>>3]+ +p[c+120>>3]*+p[e+88>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+96>>3]=+p[e>>3]*+p[c+96>>3]+ +p[e+32>>3]*+p[c+104>>3]+ +p[e+64>>3]*+p[c+112>>3]+ +p[e+96>>3]*+p[c+120>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+104>>3]=+p[c+8>>3]*+p[e+96>>3]+ +p[c+40>>3]*+p[e+104>>3]+ +p[c+72>>3]*+p[e+112>>3]+ +p[c+104>>3]*+p[e+120>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+112>>3]=+p[e+16>>3]*+p[c+96>>3]+ +p[e+48>>3]*+p[c+104>>3]+ +p[e+80>>3]*+p[c+112>>3]+ +p[e+112>>3]*+p[c+120>>3];c=f[b>>2]|0;b=f[d>>2]|0;p[a+120>>3]=+p[c+24>>3]*+p[b+96>>3]+ +p[c+56>>3]*+p[b+104>>3]+ +p[c+88>>3]*+p[b+112>>3]+ +p[c+120>>3]*+p[b+120>>3];return a|0}function zAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0,H=0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0.0,ba=0.0;z=u;u=u+784|0;q=z+656|0;r=z+528|0;t=z+400|0;v=z+272|0;w=z+136|0;x=z;y=b+32|0;c=+p[y>>3]-+p[b+56>>3];m=b+40|0;e=+p[m>>3]-+p[b+64>>3];o=b+48|0;g=+p[o>>3]-+p[b+72>>3];d=+L(+(c*c+(e*e+g*g)));if(d<1.0e-20){n[a>>2]=1.0;y=a+4|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+20>>2]=1.0;y=a+24|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+40>>2]=1.0;y=a+44|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+60>>2]=1.0;u=z;return}d=1.0/d;l=c*d;k=e*d;c=g*d;d=+p[b+16>>3];e=+p[b+24>>3];g=c*d-k*e;h=+p[b+8>>3];i=l*e-c*h;j=k*h-l*d;if(g==0.0)if(!(i!=0.0|j!=0.0)){n[a>>2]=1.0;y=a+4|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+20>>2]=1.0;y=a+24|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+40>>2]=1.0;y=a+44|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+60>>2]=1.0;u=z;return}S=r+40|0;V=r+8|0;O=r+24|0;f[O>>2]=0;f[O+4>>2]=0;O=r+80|0;R=r+48|0;U=r+56|0;f[U>>2]=0;f[U+4>>2]=0;U=r+88|0;f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0;f[U+16>>2]=0;f[U+20>>2]=0;f[U+24>>2]=0;f[U+28>>2]=0;p[r+120>>3]=1.0;U=t+24|0;f[U>>2]=0;f[U+4>>2]=0;U=t+56|0;f[U>>2]=0;f[U+4>>2]=0;U=t+88|0;f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0;f[U+16>>2]=0;f[U+20>>2]=0;f[U+24>>2]=0;f[U+28>>2]=0;p[t+120>>3]=1.0;M=+p[b+80>>3];p[r>>3]=M;B=+p[b+88>>3];p[V>>3]=B;K=+p[b+96>>3];U=r+16|0;p[U>>3]=K;C=+p[b+112>>3];T=r+32|0;p[T>>3]=C;N=+p[b+120>>3];p[S>>3]=N;A=+p[b+128>>3];p[R>>3]=A;I=+p[b+144>>3];Q=r+64|0;p[Q>>3]=I;J=+p[b+152>>3];P=r+72|0;p[P>>3]=J;F=+p[b+160>>3];p[O>>3]=F;ba=N*F-A*J;aa=A*I-C*F;E=C*J-N*I;D=1.0/(M*ba+(K*E+B*aa));p[t>>3]=ba*D;p[t+32>>3]=aa*D;p[t+64>>3]=E*D;p[t+8>>3]=(K*J-B*F)*D;p[t+40>>3]=(M*F-K*I)*D;p[t+72>>3]=(B*I-M*J)*D;p[t+16>>3]=(B*A-K*N)*D;p[t+48>>3]=(K*C-M*A)*D;p[t+80>>3]=(M*N-B*C)*D;p[v>>3]=1.0;_=v+40|0;$=v+8|0;f[$>>2]=0;f[$+4>>2]=0;f[$+8>>2]=0;f[$+12>>2]=0;f[$+16>>2]=0;f[$+20>>2]=0;f[$+24>>2]=0;f[$+28>>2]=0;p[_>>3]=1.0;Y=v+80|0;Z=v+48|0;f[Z>>2]=0;f[Z+4>>2]=0;f[Z+8>>2]=0;f[Z+12>>2]=0;f[Z+16>>2]=0;f[Z+20>>2]=0;f[Z+24>>2]=0;f[Z+28>>2]=0;p[Y>>3]=1.0;W=v+120|0;X=v+88|0;H=X;f[H>>2]=0;f[H+4>>2]=0;p[W>>3]=1.0;H=v+96|0;p[H>>3]=+p[b+176>>3]-+p[y>>3];G=v+104|0;p[G>>3]=+p[b+184>>3]-+p[m>>3];m=v+112|0;p[m>>3]=+p[b+192>>3]-+p[o>>3];f[x>>2]=t;f[x+4>>2]=v;y=x+8|0;yAa(y,x)|0;f[w>>2]=y;f[w+4>>2]=r;yAa(q,w)|0;p[v>>3]=+p[q>>3];p[$>>3]=+p[q+8>>3];p[v+16>>3]=+p[q+16>>3];p[v+24>>3]=+p[q+24>>3];p[v+32>>3]=+p[q+32>>3];p[_>>3]=+p[q+40>>3];p[Z>>3]=+p[q+48>>3];p[v+56>>3]=+p[q+56>>3];p[v+64>>3]=+p[q+64>>3];p[v+72>>3]=+p[q+72>>3];p[Y>>3]=+p[q+80>>3];p[X>>3]=+p[q+88>>3];D=+p[q+96>>3];p[H>>3]=D;C=+p[q+104>>3];p[G>>3]=C;B=+p[q+112>>3];p[m>>3]=B;p[W>>3]=+p[q+120>>3];n[q>>2]=D;v=q+4|0;n[v>>2]=C;x=q+8|0;n[x>>2]=B;f[w+12>>2]=0;f[w+28>>2]=0;y=w+60|0;o=w+44|0;f[o>>2]=0;n[y>>2]=1.0;B=+p[r>>3];C=+p[V>>3];D=+p[U>>3];N=+p[T>>3];M=+p[S>>3];A=+p[R>>3];K=+p[Q>>3];J=+p[P>>3];I=+p[O>>3];F=g*B+i*C+j*D;n[w>>2]=F;E=h*B+d*C+e*D;n[w+4>>2]=E;D=l*B+k*C+c*D;n[w+8>>2]=D;C=g*N+i*M+j*A;n[w+16>>2]=C;B=h*N+d*M+e*A;n[w+20>>2]=B;A=l*N+k*M+c*A;n[w+24>>2]=A;i=g*K+i*J+j*I;n[w+32>>2]=i;j=h*K+d*J+e*I;n[w+36>>2]=j;k=l*K+k*J+c*I;n[w+40>>2]=k;t=f[q>>2]|0;f[w+48>>2]=t;v=f[v>>2]|0;f[w+52>>2]=v;x=f[x>>2]|0;f[w+56>>2]=x;g=+p[H>>3]-(f[s>>2]=t,+n[s>>2]);n[w+12>>2]=g;h=+p[G>>3]-(f[s>>2]=v,+n[s>>2]);n[w+28>>2]=h;l=+p[m>>3]-(f[s>>2]=x,+n[s>>2]);n[o>>2]=l;n[a>>2]=F;n[a+4>>2]=E;n[a+8>>2]=D;n[a+12>>2]=g;n[a+16>>2]=C;n[a+20>>2]=B;n[a+24>>2]=A;n[a+28>>2]=h;n[a+32>>2]=i;n[a+36>>2]=j;n[a+40>>2]=k;n[a+44>>2]=l;f[a+48>>2]=t;f[a+52>>2]=v;f[a+56>>2]=x;f[a+60>>2]=f[y>>2];u=z;return}function AAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0.0,n=0,o=0,q=0,r=0;r=u;u=u+16|0;k=r+8|0;n=r;h=+p[c+208>>3];if(!(h<=0.0)){i=+p[c+216>>3];if(!(i<=0.0)){l=+p[c+32>>3]-+p[c+56>>3];m=+p[c+40>>3]-+p[c+64>>3];d=+p[c+48>>3]-+p[c+72>>3];d=+L(+(l*l+(m*m+d*d)));if(d<1.0e-20){p[a>>3]=1.0;q=a+8|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+40>>3]=1.0;q=a+48|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+80>>3]=1.0;q=a+88|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+120>>3]=1.0;u=r;return}g=1.0/d;p[k>>3]=1.0;p[n>>3]=1.0;o=b[c>>0]|0;if(o<<24>>24==2){e=-g;g=+p[c+224>>3];d=2.0/i;h=2.0/h;q=13}else{d=+(f[c+736>>2]|0)/+(f[c+732>>2]|0);e=i/h;if(!(d<=e)){j=n;d=e/d}else{j=k;d=d/e}p[j>>3]=d;h=+p[k>>3]*2.0/h;d=+p[n>>3]*2.0/i;e=-g;g=+p[c+224>>3];if(!(o<<24>>24)){m=e;l=e;g=g*-2.0;i=0.0;e=h}else q=13}if((q|0)==13){m=g*e;l=0.0;g=0.0-g;i=1.0;e=h}o=a+8|0;c=a+48|0;q=a+96|0;p[a>>3]=e;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;f[o+24>>2]=0;f[o+28>>2]=0;p[a+40>>3]=d;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[a+80>>3]=m;p[a+88>>3]=l;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;p[a+112>>3]=g;p[a+120>>3]=i;u=r;return}}p[a>>3]=1.0;q=a+8|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+40>>3]=1.0;q=a+48|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+80>>3]=1.0;q=a+88|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+120>>3]=1.0;u=r;return}function BAa(a){a=a|0;var c=0,d=0,e=0,f=0,g=0.0,h=0;e=u;u=u+128|0;c=e;d=a+744|0;if(b[d>>0]&1){d=0;u=e;return d|0}xAa(c,a);g=+p[c>>3];f=a+248|0;p[c>>3]=+p[f>>3];p[f>>3]=g;f=c+8|0;g=+p[f>>3];h=a+256|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+16|0;g=+p[h>>3];f=a+264|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+24|0;g=+p[f>>3];h=a+272|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+32|0;g=+p[h>>3];f=a+280|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+40|0;g=+p[f>>3];h=a+288|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+48|0;g=+p[h>>3];f=a+296|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+56|0;g=+p[f>>3];h=a+304|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+64|0;g=+p[h>>3];f=a+312|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+72|0;g=+p[f>>3];h=a+320|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+80|0;g=+p[h>>3];f=a+328|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+88|0;g=+p[f>>3];h=a+336|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+96|0;g=+p[h>>3];f=a+344|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+104|0;g=+p[f>>3];h=a+352|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+112|0;g=+p[h>>3];f=a+360|0;p[h>>3]=+p[f>>3];p[f>>3]=g;p[a+368>>3]=+p[c+120>>3];b[d>>0]=b[d>>0]|1;d=1;u=e;return d|0}function CAa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+64|0;c=e;d=a+744|0;if(b[d>>0]&2){d=0;u=e;return d|0}zAa(c,a);g=a+376|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=c+4|0;h=f[g>>2]|0;i=a+380|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+8|0;h=f[i>>2]|0;g=a+384|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+12|0;h=f[g>>2]|0;i=a+388|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+16|0;h=f[i>>2]|0;g=a+392|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+20|0;h=f[g>>2]|0;i=a+396|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+24|0;h=f[i>>2]|0;g=a+400|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+28|0;h=f[g>>2]|0;i=a+404|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+32|0;h=f[i>>2]|0;g=a+408|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+36|0;h=f[g>>2]|0;i=a+412|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+40|0;h=f[i>>2]|0;g=a+416|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+44|0;h=f[g>>2]|0;i=a+420|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+48|0;h=f[i>>2]|0;g=a+424|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+52|0;h=f[g>>2]|0;i=a+428|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+56|0;h=f[i>>2]|0;g=a+432|0;f[i>>2]=f[g>>2];f[g>>2]=h;f[a+436>>2]=f[c+60>>2];b[d>>0]=b[d>>0]|2;d=1;u=e;return d|0}function DAa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0;k=u;u=u+128|0;h=k;i=a+744|0;j=b[i>>0]|0;e=b[a>>0]|0;if(!(j&4)){f[a+732>>2]=c;f[a+736>>2]=d;if(e<<24>>24!=2)g=7}else{if(e<<24>>24==2){j=0;u=k;return j|0}e=a+732|0;if((f[e>>2]|0)==(c|0))if((f[a+736>>2]|0)==(d|0)){j=0;u=k;return j|0}f[e>>2]=c;f[a+736>>2]=d;g=7}if((g|0)==7)b[i>>0]=j&-29;AAa(h,a);l=+p[h>>3];j=a+440|0;p[h>>3]=+p[j>>3];p[j>>3]=l;j=h+8|0;l=+p[j>>3];d=a+448|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+16|0;l=+p[d>>3];j=a+456|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+24|0;l=+p[j>>3];d=a+464|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+32|0;l=+p[d>>3];j=a+472|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+40|0;l=+p[j>>3];d=a+480|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+48|0;l=+p[d>>3];j=a+488|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+56|0;l=+p[j>>3];d=a+496|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+64|0;l=+p[d>>3];j=a+504|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+72|0;l=+p[j>>3];d=a+512|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+80|0;l=+p[d>>3];j=a+520|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+88|0;l=+p[j>>3];d=a+528|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+96|0;l=+p[d>>3];j=a+536|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+104|0;l=+p[j>>3];d=a+544|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+112|0;l=+p[d>>3];j=a+552|0;p[d>>3]=+p[j>>3];p[j>>3]=l;p[a+560>>3]=+p[h+120>>3];b[i>>0]=b[i>>0]|4;j=1;u=k;return j|0}function EAa(a){a=a|0;BAa(a)|0;return a+248|0}function FAa(a){a=a|0;CAa(a)|0;return a+376|0}function GAa(a){a=a|0;var b=0,c=0;b=u;u=u+32|0;c=b;Kha(c);DAa(a,f[c>>2]|0,f[c+4>>2]|0)|0;u=b;return a+440|0}function HAa(a,b,c){a=a|0;b=b|0;c=c|0;DAa(a,b,c)|0;return a+440|0}function IAa(a){a=a|0;var b=0,c=0;b=u;u=u+32|0;c=b;Kha(c);a=JAa(a,f[c>>2]|0,f[c+4>>2]|0)|0;u=b;return a|0}function JAa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+272|0;e=i+136|0;g=i;h=a+744|0;if(b[h>>0]&8)if(!(DAa(a,c,d)|0))if(!(BAa(a)|0)){h=a+568|0;u=i;return h|0}DAa(a,c,d)|0;BAa(a)|0;f[g>>2]=a+440;f[g+4>>2]=a+248;yAa(e,g)|0;p[a+568>>3]=+p[e>>3];p[a+576>>3]=+p[e+8>>3];p[a+584>>3]=+p[e+16>>3];p[a+592>>3]=+p[e+24>>3];p[a+600>>3]=+p[e+32>>3];p[a+608>>3]=+p[e+40>>3];p[a+616>>3]=+p[e+48>>3];p[a+624>>3]=+p[e+56>>3];p[a+632>>3]=+p[e+64>>3];p[a+640>>3]=+p[e+72>>3];p[a+648>>3]=+p[e+80>>3];p[a+656>>3]=+p[e+88>>3];p[a+664>>3]=+p[e+96>>3];p[a+672>>3]=+p[e+104>>3];p[a+680>>3]=+p[e+112>>3];p[a+688>>3]=+p[e+120>>3];b[h>>0]=b[h>>0]|8;h=a+568|0;u=i;return h|0}function KAa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0;d=u;u=u+160|0;i=d+24|0;m=d;Kha(m);LAa(JAa(b,f[m>>2]|0,f[m+4>>2]|0)|0,i);f[i+128>>2]=c;l=+p[c>>3];k=+p[c+8>>3];j=+p[c+16>>3];h=l*+p[i+8>>3]+k*+p[i+40>>3]+j*+p[i+72>>3]+ +p[i+104>>3];g=l*+p[i+16>>3]+k*+p[i+48>>3]+j*+p[i+80>>3]+ +p[i+112>>3];e=1.0/(l*+p[i+24>>3]+k*+p[i+56>>3]+j*+p[i+88>>3]+ +p[i+120>>3]);p[a>>3]=(+p[i>>3]*l+ +p[i+32>>3]*k+ +p[i+64>>3]*j+ +p[i+96>>3])*e;p[a+8>>3]=h*e;p[a+16>>3]=g*e;u=d;return}function LAa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0.0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;H=a+40|0;G=a+80|0;n=+p[G>>3];h=a+120|0;g=+p[h>>3];J=a+112|0;B=+p[J>>3];o=a+88|0;x=+p[o>>3];E=a+48|0;f=a+104|0;C=+p[f>>3];F=a+72|0;d=+p[F>>3];i=a+56|0;p[b>>3]=+p[i>>3]*(B*d-n*C)+(+p[H>>3]*(n*g-B*x)+ +p[E>>3]*(x*C-g*d));d=+p[J>>3];y=a+24|0;g=+p[y>>3];z=a+16|0;C=+p[z>>3];x=+p[h>>3];A=a+8|0;B=+p[A>>3];n=+p[f>>3];w=b+8|0;p[w>>3]=-(+p[o>>3]*(C*n-d*B)+(+p[F>>3]*(d*g-C*x)+ +p[G>>3]*(x*B-g*n)));n=+p[z>>3];g=+p[i>>3];B=+p[E>>3];x=+p[y>>3];C=+p[H>>3];d=+p[A>>3];v=b+16|0;p[v>>3]=+p[h>>3]*(B*d-n*C)+(+p[f>>3]*(n*g-B*x)+ +p[J>>3]*(x*C-g*d));d=+p[E>>3];g=+p[o>>3];C=+p[G>>3];x=+p[i>>3];B=+p[F>>3];n=+p[H>>3];u=b+24|0;p[u>>3]=-(+p[y>>3]*(C*n-d*B)+(+p[A>>3]*(d*g-C*x)+ +p[z>>3]*(x*B-g*n)));D=a+64|0;n=+p[D>>3];g=+p[f>>3];I=a+96|0;B=+p[I>>3];x=+p[F>>3];c=a+32|0;C=+p[h>>3];d=+p[o>>3];m=b+64|0;p[m>>3]=+p[H>>3]*(B*d-n*C)+(+p[i>>3]*(n*g-B*x)+ +p[c>>3]*(x*C-g*d));d=+p[I>>3];g=+p[A>>3];C=+p[a>>3];x=+p[f>>3];B=+p[y>>3];n=+p[h>>3];l=b+72|0;p[l>>3]=-(+p[F>>3]*(C*n-d*B)+(+p[o>>3]*(d*g-C*x)+ +p[D>>3]*(x*B-g*n)));n=+p[a>>3];g=+p[H>>3];B=+p[c>>3];x=+p[A>>3];C=+p[i>>3];d=+p[y>>3];k=b+80|0;p[k>>3]=+p[f>>3]*(B*d-n*C)+(+p[h>>3]*(n*g-B*x)+ +p[I>>3]*(x*C-g*d));d=+p[c>>3];g=+p[F>>3];C=+p[D>>3];x=+p[H>>3];B=+p[o>>3];n=+p[i>>3];j=b+88|0;p[j>>3]=-(+p[A>>3]*(C*n-d*B)+(+p[y>>3]*(d*g-C*x)+ +p[a>>3]*(x*B-g*n)));n=+p[o>>3];g=+p[I>>3];B=+p[h>>3];x=+p[D>>3];C=+p[J>>3];d=+p[G>>3];s=b+32|0;p[s>>3]=-(+p[c>>3]*(B*d-n*C)+(+p[E>>3]*(n*g-B*x)+ +p[i>>3]*(x*C-g*d)));d=+p[h>>3];g=+p[a>>3];C=+p[y>>3];x=+p[I>>3];B=+p[z>>3];n=+p[J>>3];r=b+40|0;p[r>>3]=+p[D>>3]*(C*n-d*B)+(+p[G>>3]*(d*g-C*x)+ +p[o>>3]*(x*B-g*n));n=+p[y>>3];g=+p[c>>3];B=+p[i>>3];x=+p[a>>3];C=+p[E>>3];d=+p[z>>3];q=b+48|0;p[q>>3]=-(+p[I>>3]*(B*d-n*C)+(+p[J>>3]*(n*g-B*x)+ +p[h>>3]*(x*C-g*d)));d=+p[i>>3];g=+p[D>>3];C=+p[o>>3];x=+p[c>>3];B=+p[G>>3];n=+p[E>>3];o=b+56|0;p[o>>3]=+p[a>>3]*(C*n-d*B)+(+p[z>>3]*(d*g-C*x)+ +p[y>>3]*(x*B-g*n));n=+p[F>>3];g=+p[J>>3];B=+p[f>>3];x=+p[G>>3];C=+p[I>>3];d=+p[D>>3];d=-(+p[E>>3]*(B*d-n*C)+(+p[c>>3]*(n*g-B*x)+ +p[H>>3]*(x*C-g*d)));i=b+96|0;p[i>>3]=d;g=+p[f>>3];C=+p[z>>3];x=+p[A>>3];B=+p[J>>3];n=+p[a>>3];t=+p[I>>3];h=b+104|0;p[h>>3]=+p[G>>3]*(x*t-g*n)+(+p[D>>3]*(g*C-x*B)+ +p[F>>3]*(B*n-C*t));t=+p[A>>3];C=+p[E>>3];n=+p[H>>3];B=+p[z>>3];x=+p[c>>3];g=+p[a>>3];g=-(+p[J>>3]*(n*g-t*x)+(+p[I>>3]*(t*C-n*B)+ +p[f>>3]*(B*x-C*g)));f=b+112|0;p[f>>3]=g;C=+p[H>>3];x=+p[G>>3];B=+p[F>>3];n=+p[E>>3];t=+p[D>>3];e=+p[c>>3];e=+p[z>>3]*(B*e-C*t)+(+p[a>>3]*(C*x-B*n)+ +p[A>>3]*(n*t-x*e));c=b+120|0;p[c>>3]=e;x=+p[b>>3];t=+p[s>>3];n=+p[m>>3];d=+p[a>>3]*x+ +p[A>>3]*t+(+p[z>>3]*n+ +p[y>>3]*d);p[b>>3]=x/d;p[w>>3]=+p[w>>3]/d;p[v>>3]=+p[v>>3]/d;p[u>>3]=+p[u>>3]/d;p[s>>3]=t/d;p[r>>3]=+p[r>>3]/d;p[q>>3]=+p[q>>3]/d;p[o>>3]=+p[o>>3]/d;p[m>>3]=n/d;p[l>>3]=+p[l>>3]/d;p[k>>3]=+p[k>>3]/d;p[j>>3]=+p[j>>3]/d;p[i>>3]=+p[i>>3]/d;p[h>>3]=+p[h>>3]/d;p[f>>3]=g/d;p[c>>3]=e/d;return}function MAa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+32|0;d=c;Kha(d);NAa(a,b,f[d>>2]|0,f[d+4>>2]|0);u=c;return}function NAa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0,k=0.0,l=0.0;h=a+732|0;i=a+736|0;if((f[h>>2]|0)==(d|0)){if((f[i>>2]|0)!=(e|0))j=3}else j=3;if((j|0)==3){f[h>>2]=d;f[i>>2]=e;if((b[a>>0]|0)!=2){j=a+744|0;b[j>>0]=b[j>>0]&-29}}i=a+744|0;if(!(b[i>>0]&16)){DAa(a,d,e)|0;k=+p[a+440>>3];l=+p[a+448>>3];g=+p[a+456>>3];g=+L(+(k*k+(l*l+g*g)));h=b[a>>0]|0;if(h<<24>>24!=2){k=+(e|0)/+(d|0);l=+p[a+216>>3]/+p[a+208>>3];if(k<=l)g=g*(l/k)}l=1.0/g;n[a+740>>2]=l;b[i>>0]=b[i>>0]|16;g=l;i=(n[s>>2]=l,f[s>>2]|0)}else{i=f[a+740>>2]|0;g=(f[s>>2]=i,+n[s>>2]);h=b[a>>0]|0}if(!(h<<24>>24)){e=JAa(a,d,e)|0;g=(+n[c+48>>2]*+p[e+24>>3]+ +n[c+52>>2]*+p[e+56>>3]+(+n[c+56>>2]*+p[e+88>>3]+ +n[c+60>>2]*+p[e+120>>3]))*(f[s>>2]=i,+n[s>>2])}n[c>>2]=g*+n[c>>2];e=c+4|0;n[e>>2]=g*+n[e>>2];e=c+8|0;n[e>>2]=g*+n[e>>2];e=c+16|0;n[e>>2]=g*+n[e>>2];e=c+20|0;n[e>>2]=g*+n[e>>2];e=c+24|0;n[e>>2]=g*+n[e>>2];e=c+32|0;n[e>>2]=g*+n[e>>2];e=c+36|0;n[e>>2]=g*+n[e>>2];c=c+40|0;n[c>>2]=g*+n[c>>2];return}function OAa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0;c=a+744|0;if(b[c>>0]&32)return;BAa(a)|0;h=+p[a+248>>3];f=+p[a+256>>3];m=+p[a+264>>3];e=+p[a+280>>3];g=+p[a+288>>3];l=+p[a+296>>3];j=+p[a+312>>3];i=+p[a+320>>3];o=+p[a+328>>3];r=g*o-l*i;q=l*j-e*o;k=e*i-g*j;d=1.0/(h*r+(m*k+f*q));n[a+696>>2]=r*d;n[a+700>>2]=(m*i-f*o)*d;n[a+704>>2]=(f*l-m*g)*d;n[a+708>>2]=q*d;n[a+712>>2]=(h*o-m*j)*d;n[a+716>>2]=(m*e-h*l)*d;n[a+720>>2]=k*d;n[a+724>>2]=(f*j-h*i)*d;n[a+728>>2]=(h*g-f*e)*d;b[c>>0]=b[c>>0]|32;return}function PAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0;OAa(a);q=+n[a+696>>2];A=+n[b>>2];p=+n[a+708>>2];B=b+4|0;z=+n[B>>2];o=+n[a+720>>2];x=b+8|0;y=+n[x>>2];l=+n[a+700>>2];k=+n[a+712>>2];j=+n[a+724>>2];h=+n[a+704>>2];f=+n[a+716>>2];d=+n[a+728>>2];w=b+16|0;u=+n[w>>2];v=b+20|0;t=+n[v>>2];r=b+24|0;s=+n[r>>2];m=b+32|0;g=+n[m>>2];i=b+36|0;e=+n[i>>2];a=b+40|0;c=+n[a>>2];n[b>>2]=q*A+p*z+o*y;n[B>>2]=A*l+z*k+y*j;n[x>>2]=A*h+z*f+y*d;n[w>>2]=q*u+p*t+o*s;n[v>>2]=l*u+k*t+j*s;n[r>>2]=h*u+f*t+d*s;n[m>>2]=q*g+p*e+o*c;n[i>>2]=l*g+k*e+j*c;n[a>>2]=h*g+f*e+d*c;return}function QAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0;OAa(a);q=+n[a+696>>2];A=+n[b>>2];p=+n[a+708>>2];B=b+4|0;z=+n[B>>2];o=+n[a+720>>2];x=b+8|0;y=+n[x>>2];l=+n[a+700>>2];k=+n[a+712>>2];j=+n[a+724>>2];h=+n[a+704>>2];f=+n[a+716>>2];d=+n[a+728>>2];w=b+12|0;u=+n[w>>2];v=b+16|0;t=+n[v>>2];r=b+20|0;s=+n[r>>2];m=b+24|0;g=+n[m>>2];i=b+28|0;e=+n[i>>2];a=b+32|0;c=+n[a>>2];n[b>>2]=q*A+p*z+o*y;n[B>>2]=A*l+z*k+y*j;n[x>>2]=A*h+z*f+y*d;n[w>>2]=q*u+p*t+o*s;n[v>>2]=l*u+k*t+j*s;n[r>>2]=h*u+f*t+d*s;n[m>>2]=q*g+p*e+o*c;n[i>>2]=l*g+k*e+j*c;n[a>>2]=h*g+f*e+d*c;return}function RAa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0,v=0.0,w=0,x=0.0,y=0.0,z=0.0,A=0,B=0.0,C=0.0,D=0.0;if((c|0)>(d|0)){f=1.0;e=+(d|0)/+(c|0)}else{f=(d|0)>(c|0)?+(c|0)/+(d|0):1.0;e=1.0}D=+n[b>>2];A=b+4|0;C=+n[A>>2];y=C*0.0;w=b+8|0;x=+n[w>>2];B=x*0.0;z=D*0.0;u=b+16|0;v=+n[u>>2];r=b+20|0;t=+n[r>>2];p=t*0.0;m=b+24|0;o=+n[m>>2];s=o*0.0;q=v*0.0;a=b+32|0;l=+n[a>>2];c=b+36|0;k=+n[c>>2];h=k*0.0;d=b+40|0;g=+n[d>>2];j=g*0.0;i=l*0.0;n[b>>2]=e*D+y+B;n[A>>2]=z+C*f+B;n[w>>2]=z+y+x;n[u>>2]=e*v+p+s;n[r>>2]=q+f*t+s;n[m>>2]=q+p+o;n[a>>2]=e*l+h+j;n[c>>2]=i+f*k+j;n[d>>2]=i+h+g;return}function SAa(a,b){a=a|0;b=b|0;var c=0;a=u;u=u+32|0;c=a;Kha(c);RAa(0,b,f[c>>2]|0,f[c+4>>2]|0);u=a;return}function TAa(a,b,c){a=a|0;b=+b;c=+c;b=b*.5;c=c*.5;p[a>>3]=b;p[a+32>>3]=0.0;p[a+64>>3]=0.0;p[a+96>>3]=b;p[a+8>>3]=0.0;p[a+40>>3]=c;p[a+72>>3]=0.0;p[a+104>>3]=c;p[a+16>>3]=0.0;p[a+48>>3]=0.0;p[a+80>>3]=.5;p[a+112>>3]=.5;p[a+24>>3]=0.0;p[a+56>>3]=0.0;p[a+88>>3]=0.0;p[a+120>>3]=1.0;return}function UAa(a,c){a=a|0;c=c|0;p[a+80>>3]=+p[c>>3];p[a+88>>3]=+p[c+8>>3];p[a+96>>3]=+p[c+16>>3];p[a+104>>3]=+p[c+24>>3];p[a+112>>3]=+p[c+32>>3];p[a+120>>3]=+p[c+40>>3];p[a+128>>3]=+p[c+48>>3];p[a+136>>3]=+p[c+56>>3];p[a+144>>3]=+p[c+64>>3];p[a+152>>3]=+p[c+72>>3];p[a+160>>3]=+p[c+80>>3];p[a+168>>3]=+p[c+88>>3];p[a+176>>3]=+p[c+96>>3];p[a+184>>3]=+p[c+104>>3];p[a+192>>3]=+p[c+112>>3];p[a+200>>3]=+p[c+120>>3];c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function VAa(){if(!(b[257160]|0))MPb(257160)|0;f[64605]=262922;if(!(b[257168]|0))MPb(257168)|0;f[64606]=262923;if(b[257144]|0){f[64607]=262921;return}if(!(MPb(257144)|0)){f[64607]=262921;return}f[64607]=262921;return}function WAa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;if(!(b[257176]|0))if(MPb(257176)|0){f[64608]=0;f[64609]=0;f[64610]=0}d=f[64609]|0;if((f[64608]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;i=a+12|0;f[i>>2]=c;return}g=d+-12|0;h=f[g>>2]|0;j=d+-8|0;i=f[j>>2]|0;d=d+-4|0;e=f[d>>2]|0;f[d>>2]=0;f[j>>2]=0;f[g>>2]=0;d=f[64609]|0;g=d+-12|0;do{d=d+-12|0;f[64609]=d;if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0);d=f[64609]|0}}while((d|0)!=(g|0));f[a>>2]=h;f[a+4>>2]=i;f[a+8>>2]=e;j=a+12|0;f[j>>2]=c;return}function XAa(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;c=a+4|0;a=f[c>>2]|0;if((a|0)==(d|0))return;do{f[c>>2]=a+-20;b=a+-16|0;a=f[a+-4>>2]|0;if(a|0)YAa(a,b);if(f[b>>2]|0){XAa(b);sOb(f[b>>2]|0)}a=f[c>>2]|0}while((a|0)!=(d|0));return}function YAa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;g=c+8|0;h=f[c>>2]|0;e=h;if((f[g>>2]|0)==(h|0))return;h=c+4|0;a=f[h>>2]|0;if((a|0)!=(e|0))do{f[h>>2]=a+-20;d=a+-16|0;a=f[a+-4>>2]|0;if(a|0)YAa(a,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}a=f[h>>2]|0}while((a|0)!=(e|0));if(!(b[257176]|0))if(MPb(257176)|0){f[64608]=0;f[64609]=0;f[64610]=0}a=f[64609]|0;if(a>>>0<(f[64610]|0)>>>0){f[a>>2]=0;e=a+4|0;f[e>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[e>>2]=f[h>>2];f[a+8>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[c>>2]=0;f[64609]=a+12;return}else{ZAa(258432,c);return}}function ZAa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;e=b;c=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));d=e;e=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=g;f[k>>2]=i;d=e;if((c|0)!=(d|0))do{c=c+-12|0;if(f[c>>2]|0){XAa(c);sOb(f[c>>2]|0)}}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function _Aa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=a+12|0;c=f[h>>2]|0;if(c|0)YAa(c,a);d=f[a>>2]|0;if(!d){c=a+4|0;d=a+8|0}else{c=a+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{f[c>>2]=e+-20;g=e+-16|0;e=f[e+-4>>2]|0;if(e|0)YAa(e,g);if(f[g>>2]|0){XAa(g);sOb(f[g>>2]|0)}e=f[c>>2]|0}while((e|0)!=(d|0));d=f[a>>2]|0}sOb(d);d=a+8|0;f[d>>2]=0;f[c>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];a=b+4|0;f[c>>2]=f[a>>2];g=b+8|0;f[d>>2]=f[g>>2];f[g>>2]=0;f[a>>2]=0;f[b>>2]=0;b=b+12|0;f[h>>2]=f[b>>2];f[b>>2]=0;return}function $Aa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257216]|0))if(MPb(257216)|0){f[64623]=0;f[64624]=0;f[64625]=0}e=f[64624]|0;if((f[64623]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64624]|0;j=h+-12|0;while(1){e=h+-12|0;f[64624]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-16-i|0)>>>4)<<4);sOb(i);e=f[64624]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function aBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257208]|0))if(MPb(257208)|0){f[64620]=0;f[64621]=0;f[64622]=0}e=f[64621]|0;if((f[64620]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64621]|0;j=h+-12|0;while(1){e=h+-12|0;f[64621]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64621]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function bBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257200]|0))if(MPb(257200)|0){f[64617]=0;f[64618]=0;f[64619]=0}e=f[64618]|0;if((f[64617]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64618]|0;j=h+-12|0;while(1){e=h+-12|0;f[64618]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-32-i|0)>>>5)<<5);sOb(i);e=f[64618]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function cBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257192]|0))if(MPb(257192)|0){f[64614]=0;f[64615]=0;f[64616]=0}e=f[64615]|0;if((f[64614]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64615]|0;j=h+-12|0;while(1){e=h+-12|0;f[64615]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-24-i|0)>>>0)/24|0)*24|0);sOb(i);e=f[64615]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function dBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257184]|0))if(MPb(257184)|0){f[64611]=0;f[64612]=0;f[64613]=0}e=f[64612]|0;if((f[64611]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64612]|0;j=h+-12|0;while(1){e=h+-12|0;f[64612]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64612]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function eBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;q=z+16|0;s=z;x=z+36|0;y=z+32|0;h=z+40|0;f[x>>2]=b;f[y>>2]=c;d=a+36|0;e=a+40|0;c=f[e>>2]|0;t=c-(f[d>>2]|0)>>2;v=a+20|0;w=a+24|0;b=(f[w>>2]|0)-(f[v>>2]|0)>>4;f[h>>2]=b;if((f[a+44>>2]|0)==(c|0))fBa(d,h);else{f[c>>2]=b;f[e>>2]=c+4}n=a+56|0;o=f[n>>2]|0;if(o>>>0<(f[a+60>>2]|0)>>>0){e=f[x>>2]|0;b=f[y>>2]|0;p[o+24>>3]=-1.0;g=+p[e>>3];p[q>>3]=g;m=+p[e+8>>3];h=q+8|0;p[h>>3]=m;p[s>>3]=g;i=s+8|0;p[i>>3]=m;if(b>>>0>1){c=1;while(1){j=+p[e+(c<<4)>>3];if(j<g){d=q;r=9}else if(j>+p[s>>3]){d=s;r=9}if((r|0)==9){r=0;p[d>>3]=j}g=+p[e+(c<<4)+8>>3];if(g<+p[h>>3]){d=q;r=12}else if(g>+p[i>>3]){d=s;r=12}if((r|0)==12){r=0;p[d+8>>3]=g}c=c+1|0;if((c|0)==(b|0))break;g=+p[q>>3]}l=+p[q>>3];k=+p[s>>3];j=+p[h>>3];g=+p[i>>3]}else{l=g;k=g;j=m;g=m}m=(k-l)*.5;k=(g-j)*.5;p[o>>3]=l+m;p[o+8>>3]=j+k;p[o+16>>3]=k*k+m*m;f[n>>2]=o+32}else{gBa(a+52|0,x,y);b=f[y>>2]|0}if(!b){hBa(a,a,t);u=z;return}i=a+28|0;h=0;do{c=f[x>>2]|0;d=c+(h<<4)|0;e=f[w>>2]|0;if((e|0)==(f[i>>2]|0)){iBa(v,d);b=f[y>>2]|0}else{p[e>>3]=+p[d>>3];p[e+8>>3]=+p[c+(h<<4)+8>>3];f[w>>2]=e+16}h=h+1|0}while(h>>>0<b>>>0);hBa(a,a,t);u=z;return}function fBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function gBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+32|0;r=C+16|0;t=C;B=a+4|0;d=f[B>>2]|0;i=f[a>>2]|0;w=d-i>>5;e=w+1|0;z=i;g=d;if(e>>>0>134217727)AMb(a);A=a+8|0;y=(f[A>>2]|0)-i|0;i=y>>4;i=y>>5>>>0<67108863?(i>>>0<e>>>0?e:i):134217727;do if(!i)v=0;else if(i>>>0>134217727)vd();else{v=pOb(i<<5)|0;break}while(0);x=v+(w<<5)|0;e=x;y=v+(i<<5)|0;n=f[b>>2]|0;c=f[c>>2]|0;p[v+(w<<5)+24>>3]=-1.0;h=+p[n>>3];p[r>>3]=h;m=+p[n+8>>3];o=r+8|0;p[o>>3]=m;p[t>>3]=h;q=t+8|0;p[q>>3]=m;if(c>>>0>1){i=1;while(1){j=+p[n+(i<<4)>>3];if(j<h){b=r;s=11}else if(j>+p[t>>3]){b=t;s=11}if((s|0)==11){s=0;p[b>>3]=j}h=+p[n+(i<<4)+8>>3];if(h<+p[o>>3]){b=r;s=14}else if(h>+p[q>>3]){b=t;s=14}if((s|0)==14){s=0;p[b+8>>3]=h}i=i+1|0;if((i|0)==(c|0))break;h=+p[r>>3]}l=+p[r>>3];k=+p[t>>3];j=+p[o>>3];h=+p[q>>3]}else{l=h;k=h;j=m;h=m}m=(k-l)*.5;k=(h-j)*.5;p[x>>3]=l+m;p[v+(w<<5)+8>>3]=j+k;p[v+(w<<5)+16>>3]=k*k+m*m;i=x+32|0;if((g|0)!=(z|0)){d=x;do{w=g;g=g+-32|0;p[d+-32>>3]=+p[g>>3];p[d+-24>>3]=+p[w+-24>>3];x=d+-16|0;w=w+-16|0;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];f[x+8>>2]=f[w+8>>2];f[x+12>>2]=f[w+12>>2];d=e+-32|0;e=d}while((g|0)!=(z|0));d=f[a>>2]|0}f[a>>2]=e;f[B>>2]=i;f[A>>2]=y;if(!d){u=C;return}sOb(d);u=C;return}function hBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;j=p;l=p+4|0;f[j>>2]=c;f[l>>2]=-1;o=l+4|0;WAa(o,f[64605]|0);m=b+4|0;e=f[m>>2]|0;n=b+8|0;g=f[n>>2]|0;if((e|0)==(g|0)){d=e;c=e}else{h=l+8|0;i=l+12|0;d=e;while(1){if(jBa(a,c,f[d>>2]|0)|0){if((f[l>>2]|0)==-1)f[l>>2]=f[j>>2];c=f[h>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=f[d>>2];q=c+4|0;e=d+4|0;f[q>>2]=0;r=c+8|0;f[r>>2]=0;f[c+12>>2]=0;f[q>>2]=f[e>>2];q=d+8|0;f[r>>2]=f[q>>2];r=d+12|0;f[c+12>>2]=f[r>>2];f[r>>2]=0;f[q>>2]=0;f[e>>2]=0;e=d+16|0;f[c+16>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=(f[h>>2]|0)+20}else kBa(o,d);f[d>>2]=-1}d=d+20|0;if((d|0)==(g|0))break;c=f[j>>2]|0}d=f[m>>2]|0;c=f[n>>2]|0}e=(d|0)==(c|0);a:do if((f[l>>2]|0)==-1){do if(!e){while(1){if(jBa(a,f[d>>2]|0,f[j>>2]|0)|0){k=41;break}d=d+20|0;if((d|0)==(c|0)){k=42;break}}if((k|0)==41){hBa(a,d,f[j>>2]|0);break a}else if((k|0)==42){c=f[n>>2]|0;break}}while(0);if(c>>>0<(f[b+12>>2]|0)>>>0){f[c>>2]=f[j>>2];WAa(c+4|0,f[64605]|0);f[n>>2]=(f[n>>2]|0)+20;break}else{lBa(m,j);break}}else{do if(e)g=c;else{e=d;while(1){if((f[e>>2]|0)==-1)break;e=e+20|0;if((e|0)==(c|0)){k=19;break}}if((k|0)==19){g=c;break}g=e;if((e|0)!=(c|0)){d=g;b:while(1){do{h=d;e=h+20|0;d=e;if((e|0)==(c|0))break b;e=f[e>>2]|0}while((e|0)==-1);r=g;f[r>>2]=e;_Aa(r+4|0,h+24|0);g=r+20|0}d=f[m>>2]|0;c=f[n>>2]|0}}while(0);d=d+(((g-d|0)/20|0)*20|0)|0;if((c|0)==(g|0))d=c;else{e=d+(((c-g|0)/20|0)*20|0)|0;if((e|0)!=(c|0)){do{f[d>>2]=f[e>>2];_Aa(d+4|0,e+4|0);e=e+20|0;d=d+20|0}while((e|0)!=(c|0));c=f[n>>2]|0}if((c|0)==(d|0))d=c;else do{f[n>>2]=c+-20;e=c+-16|0;c=f[c+-4>>2]|0;if(c|0)YAa(c,e);if(f[e>>2]|0){XAa(e);sOb(f[e>>2]|0)}c=f[n>>2]|0}while((c|0)!=(d|0))}if(d>>>0<(f[b+12>>2]|0)>>>0){f[d>>2]=f[l>>2];r=d+4|0;f[r>>2]=0;q=d+8|0;f[q>>2]=0;f[d+12>>2]=0;f[r>>2]=f[o>>2];r=l+8|0;f[q>>2]=f[r>>2];q=l+12|0;f[d+12>>2]=f[q>>2];f[q>>2]=0;f[r>>2]=0;f[o>>2]=0;r=l+16|0;f[d+16>>2]=f[r>>2];f[r>>2]=0;f[n>>2]=(f[n>>2]|0)+20;break}else{kBa(m,l);break}}while(0);d=f[l+16>>2]|0;if(d|0)YAa(d,o);if(!(f[o>>2]|0)){u=p;return}XAa(o);sOb(f[o>>2]|0);u=p;return}function iBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;p[c>>3]=+p[b>>3];p[g+(h<<4)+8>>3]=+p[b+8>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;while(1){h=d;d=d+-16|0;p[e+-16>>3]=+p[d>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-16|0}c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function jBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0;e=f[a+52>>2]|0;j=+p[e+(b<<5)>>3]-+p[e+(c<<5)>>3];i=+p[e+(b<<5)+8>>3]-+p[e+(c<<5)+8>>3];d=e+(b<<5)+24|0;g=+p[d>>3];if(g==-1.0){h=+L(+(+p[e+(b<<5)+16>>3]));p[d>>3]=h}else h=g;d=e+(c<<5)+24|0;g=+p[d>>3];if(g==-1.0){g=+L(+(+p[e+(c<<5)+16>>3]));p[d>>3]=g}h=h+g;if(!(j*j+i*i<=h*h)){a=0;return a|0}l=f[a+36>>2]|0;e=f[l+(b<<2)>>2]|0;k=f[a+20>>2]|0;o=k+(e<<4)|0;n=f[l+(c<<2)>>2]|0;q=k+(n<<4)|0;m=(f[a+40>>2]|0)-l>>2;d=b+1|0;b=k;if((m|0)==(d|0))d=(f[a+24>>2]|0)-b>>4;else d=f[l+(d<<2)>>2]|0;k=d-e|0;d=c+1|0;if((m|0)==(d|0))d=(f[a+24>>2]|0)-b>>4;else d=f[l+(d<<2)>>2]|0;e=d-n|0;if(!k){a=0;return a|0}else d=0;while(1){if(Cib(q,e,o+(d<<4)|0)|0){d=1;e=15;break}d=d+1|0;if(d>>>0>=k>>>0){d=0;e=15;break}}if((e|0)==15)return d|0;return 0}function kBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*20|0)+12>>2]=0;f[g+(h*20|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*20|0)+8>>2]=f[l>>2];m=b+12|0;f[g+(h*20|0)+12>>2]=f[m>>2];f[m>>2]=0;f[l>>2]=0;f[c>>2]=0;b=b+16|0;f[g+(h*20|0)+16>>2]=f[b>>2];f[b>>2]=0;h=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{m=c;c=c+-20|0;f[d+-20>>2]=f[c>>2];g=d+-16|0;l=m+-16|0;f[g>>2]=0;n=d+-12|0;f[n>>2]=0;f[d+-8>>2]=0;f[g>>2]=f[l>>2];g=m+-12|0;f[n>>2]=f[g>>2];n=m+-8|0;f[d+-8>>2]=f[n>>2];f[n>>2]=0;f[g>>2]=0;f[l>>2]=0;m=m+-4|0;f[d+-4>>2]=f[m>>2];f[m>>2]=0;d=e+-20|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=c+-16|0;e=f[c+-4>>2]|0;c=c+-20|0;if(e|0)YAa(e,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function lBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[d>>2]=f[b>>2];WAa(g+(h*20|0)+4|0,f[64605]|0);h=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{g=c;c=c+-20|0;f[d+-20>>2]=f[c>>2];m=d+-16|0;l=g+-16|0;f[m>>2]=0;n=d+-12|0;f[n>>2]=0;f[d+-8>>2]=0;f[m>>2]=f[l>>2];m=g+-12|0;f[n>>2]=f[m>>2];n=g+-8|0;f[d+-8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[l>>2]=0;g=g+-4|0;f[d+-4>>2]=f[g>>2];f[g>>2]=0;d=e+-20|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=c+-16|0;e=f[c+-4>>2]|0;c=c+-20|0;if(e|0)YAa(e,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function mBa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0;D=u;u=u+32|0;C=D;h=f[c>>2]|0;i=f[a+36>>2]|0;j=f[i+(h<<2)>>2]|0;g=f[a+20>>2]|0;z=g+(j<<4)|0;h=h+1|0;if(((f[a+40>>2]|0)-i>>2|0)==(h|0))g=(f[a+24>>2]|0)-g>>4;else g=f[i+(h<<2)>>2]|0;A=g-j|0;i=a+68|0;j=a+72|0;h=f[j>>2]|0;B=(h-(f[i>>2]|0)|0)/24|0;a:do if(A|0){k=b+32|0;l=b+56|0;n=b+80|0;o=b+40|0;q=b+64|0;r=b+88|0;s=C+8|0;t=b+48|0;v=b+72|0;w=b+96|0;x=C+16|0;y=a+76|0;g=0;while(1){G=z+(g<<4)|0;F=+p[G>>3];E=+p[G+8>>3];m=+p[k>>3]+F*+p[l>>3]+E*+p[n>>3];p[C>>3]=m;p[s>>3]=+p[o>>3]+F*+p[q>>3]+E*+p[r>>3];p[x>>3]=+p[t>>3]+F*+p[v>>3]+E*+p[w>>3];if(h>>>0<(f[y>>2]|0)>>>0){p[h>>3]=m;p[h+8>>3]=+p[s>>3];p[h+16>>3]=+p[x>>3];f[j>>2]=h+24}else oBa(i,C);g=g+1|0;if((g|0)==(A|0))break a;h=f[j>>2]|0}}while(0);j=a+84|0;g=d?0-A|0:A;f[C>>2]=g;k=a+88|0;h=f[k>>2]|0;l=a+92|0;if(h>>>0<(f[l>>2]|0)>>>0){f[h>>2]=g;f[k>>2]=h+4}else pBa(j,C);if((A|0)>0){g=0;do{i=g+B|0;f[C>>2]=i;h=f[k>>2]|0;if(h>>>0<(f[l>>2]|0)>>>0){f[h>>2]=i;f[k>>2]=h+4}else pBa(j,C);g=g+1|0}while((g|0)!=(A|0))}g=f[c+4>>2]|0;i=f[c+8>>2]|0;if((g|0)==(i|0)){u=D;return}h=d^1;do{mBa(a,b,g,h,e);g=g+20|0}while((g|0)!=(i|0));u=D;return}function nBa(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;h=a+4|0;l=f[h>>2]|0;g=a+8|0;b=f[g>>2]|0;if(l>>>0<b>>>0){p[l>>3]=+p[c>>3];p[l+8>>3]=+p[c+8>>3];p[l+16>>3]=+p[c+16>>3];l=l+24|0;f[h>>2]=l}else{oBa(a,c);l=f[h>>2]|0;b=f[g>>2]|0}if(l>>>0<b>>>0){p[l>>3]=+p[d>>3];p[l+8>>3]=+p[d+8>>3];p[l+16>>3]=+p[d+16>>3];l=l+24|0;f[h>>2]=l}else{oBa(a,d);l=f[h>>2]|0;b=f[g>>2]|0}if(l>>>0<b>>>0){p[l>>3]=+p[e>>3];p[l+8>>3]=+p[e+8>>3];p[l+16>>3]=+p[e+16>>3];f[h>>2]=l+24;return}else{oBa(a,e);return}}function oBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function pBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function qBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;rBa(a)|0;c=a+1235|0;if((b[c>>0]|0)!=1){b[c>>0]=1;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,1,f[a+1352>>2]|0)}}c=f[a+1348>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1340|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1328>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1320|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1308>>2]|0;if(c|0){d=a+1312|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1296>>2]|0;if(c|0){d=a+1300|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1284>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1276|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1264>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1256|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1244>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1236|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1216>>2]|0;if(c|0){d=a+1220|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1204>>2]|0;if(c|0){d=a+1208|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}d=f[a+1192>>2]|0;if(d|0){e=a+1196|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d)}c=f[a+1180>>2]|0;if(c|0){d=a+1184|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}e=f[a+1168>>2]|0;if(e|0){c=a+1172|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);sOb(e)}c=f[a+1156>>2]|0;if(c|0){d=a+1160|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+1144>>2]|0;if(c|0){d=a+1148|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+1132>>2]|0;if(c|0){d=a+1136|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-16-c|0)>>>4)<<4);sOb(c)}h=a+1120|0;c=f[h>>2]|0;if(c|0){i=a+1124|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[i>>2]=e;g=f[d+-4>>2]|0;if(g|0)tBa(g,e);g=f[e>>2]|0;if(g|0){d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[i>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+1108>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1100|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1088>>2]|0;if(c|0){d=a+1092|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-16-c|0)>>>4)<<4);sOb(c)}c=f[a+1076>>2]|0;if(c|0){d=a+1080|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}h=a+1064|0;c=f[h>>2]|0;if(c|0){i=a+1068|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[i>>2]=e;g=f[d+-4>>2]|0;if(g|0)uBa(g,e);g=f[e>>2]|0;if(g|0){d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g)}d=f[i>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+16>>2]|0;if(c|0)iOb(c);c=f[a+8>>2]|0;if(!c)return;iOb(c);return}function rBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+1228|0;if(!(f[c>>2]|0)){a=0;return a|0}f[c>>2]=0;b[a+1233>>0]=0;xBa(a);g=f[a+1064>>2]|0;h=a+1068|0;c=f[h>>2]|0;if((c|0)!=(g|0))do{d=c+-16|0;f[h>>2]=d;e=f[c+-4>>2]|0;if(e|0)uBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}c=f[h>>2]|0}while((c|0)!=(g|0));a=YRa(f[a>>2]|0)|0;a=(f[a>>2]|0)!=(f[a+4>>2]|0);return a|0}function sBa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o;k=o+24|0;e=f[a>>2]|0;n=a+4|0;l=f[n>>2]|0;if((e|0)==(l|0)){u=o;return}i=c&1;h=j+16|0;do{g=e+16|0;c=f[g>>2]|0;if(c|0){b[j>>0]=i;f[k>>2]=d;xh[f[(f[c>>2]|0)+24>>2]&127](c,j,k);if(b[e+24>>0]|0){f[h>>2]=0;c=f[g>>2]|0;if((e|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[g>>2]=0;c=f[h>>2]|0;do if(!c){f[g>>2]=0;m=15}else if((j|0)==(c|0)){f[g>>2]=e;m=f[h>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[g>>2]=c;f[h>>2]=0;c=0;g=0;break}while(0);if((m|0)==15){m=0;g=f[h>>2]|0;c=g}if((j|0)==(c|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}e=e+32|0}while((e|0)!=(l|0));c=f[n>>2]|0;if((f[a>>2]|0)==(c|0)){u=o;return}while(1){if(!(f[c+-16>>2]|0)){e=c;g=0;h=0}else{m=30;break}c=c+-32|0;while(1){m=e+-32|0;f[n>>2]=m;if((m|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[n>>2]|0;if((e|0)==(c|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(c|0)){m=30;break}}if((m|0)==30){u=o;return}}function tBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257208]|0))if(MPb(257208)|0){f[64620]=0;f[64621]=0;f[64622]=0}a=f[64621]|0;if(a>>>0<(f[64622]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64621]=a+12;return}else{wBa(258480,c);return}}function uBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-32-a|0)>>>5)<<5);if(!(b[257224]|0))if(MPb(257224)|0){f[64626]=0;f[64627]=0;f[64628]=0}a=f[64627]|0;if(a>>>0<(f[64628]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64627]=a+12;return}else{vBa(258504,c);return}}function vBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function wBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function xBa(a){a=a|0;var b=0,c=0,d=0,e=0;e=a+1332|0;if(f[e>>2]|0){c=a+1328|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1324>>2]|0;if(c|0){d=a+1320|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}b=f[a+1308>>2]|0;c=a+1312|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);e=a+1248|0;if(f[e>>2]|0){c=a+1244|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1240>>2]|0;if(c|0){d=a+1236|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}e=a+1268|0;if(f[e>>2]|0){c=a+1264|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1260>>2]|0;if(c|0){d=a+1256|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}e=a+1288|0;if(f[e>>2]|0){c=a+1284|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1280>>2]|0;if(c|0){d=a+1276|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}c=a+1348|0;b=f[c>>2]|0;if(b|0)do{kJa(f[b+8>>2]|0);b=f[b>>2]|0}while((b|0)!=0);e=a+1352|0;if(!(f[e>>2]|0))return;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;d=f[a+1344>>2]|0;if(d|0){c=a+1340|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function yBa(a){a=a|0;var c=0,d=0;c=rBa(a)|0;d=a+1235|0;if((b[d>>0]|0)==1)return c|0;b[d>>0]=1;if(!(b[a+1234>>0]|0))return c|0;d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,1,f[a+1352>>2]|0);return c|0}function zBa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;f[a>>2]=c;c=a+4|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;eAa(a+24|0);c=a+776|0;n[c>>2]=-1.0;n[a+780>>2]=0.0;n[a+784>>2]=0.0;n[a+788>>2]=1.0;n[a+792>>2]=0.0;n[a+796>>2]=-1.0;n[a+800>>2]=0.0;n[a+804>>2]=1.0;n[a+808>>2]=0.0;n[a+812>>2]=0.0;n[a+816>>2]=-1.0;n[a+820>>2]=1.0;f[a+824>>2]=1065353216;f[a+828>>2]=0;f[a+832>>2]=0;f[a+836>>2]=1065353216;f[a+840>>2]=0;f[a+844>>2]=1065353216;f[a+848>>2]=0;f[a+852>>2]=1065353216;f[a+856>>2]=0;f[a+860>>2]=0;f[a+864>>2]=1065353216;f[a+868>>2]=1065353216;ABa(c);b[a+1040>>0]=0;c=a+1116|0;g=a+1048|0;h=g+68|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;c=a+1120|0;e=a+1235|0;g=c;h=g+112|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));d[c+112>>1]=0;b[c+114>>0]=0;b[e>>0]=1;c=a+1236|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1252>>2]=1.0;c=a+1256|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1272>>2]=1.0;c=a+1276|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1292>>2]=1.0;c=a+1336|0;g=a+1296|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;h=a+1340|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[a+1356>>2]=1.0;a=a+1360|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function ABa(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=a+12|0;n[v>>2]=-+n[v>>2];b=+n[a>>2];c=+K(+b);n[a+96>>2]=c;v=a+4|0;c=+n[v>>2];d=+K(+c);n[a+100>>2]=d;u=a+8|0;d=+n[u>>2];g=+K(+d);n[a+104>>2]=g;n[a+168>>2]=b>=0.0?1.0:-1.0;n[a+172>>2]=c>=0.0?1.0:-1.0;n[a+176>>2]=d>=0.0?1.0:-1.0;t=a+28|0;n[t>>2]=-+n[t>>2];t=a+16|0;d=+n[t>>2];c=+K(+d);n[a+108>>2]=c;s=a+20|0;c=+n[s>>2];b=+K(+c);n[a+112>>2]=b;r=a+24|0;b=+n[r>>2];g=+K(+b);n[a+116>>2]=g;n[a+180>>2]=d>=0.0?1.0:-1.0;n[a+184>>2]=c>=0.0?1.0:-1.0;n[a+188>>2]=b>=0.0?1.0:-1.0;q=a+44|0;n[q>>2]=-+n[q>>2];q=a+32|0;b=+n[q>>2];c=+K(+b);n[a+120>>2]=c;p=a+36|0;c=+n[p>>2];d=+K(+c);n[a+124>>2]=d;o=a+40|0;d=+n[o>>2];g=+K(+d);n[a+128>>2]=g;n[a+192>>2]=b>=0.0?1.0:-1.0;n[a+196>>2]=c>=0.0?1.0:-1.0;n[a+200>>2]=d>=0.0?1.0:-1.0;m=a+60|0;n[m>>2]=-+n[m>>2];m=a+48|0;d=+n[m>>2];c=+K(+d);n[a+132>>2]=c;l=a+52|0;c=+n[l>>2];b=+K(+c);n[a+136>>2]=b;k=a+56|0;b=+n[k>>2];g=+K(+b);n[a+140>>2]=g;n[a+204>>2]=d>=0.0?1.0:-1.0;n[a+208>>2]=c>=0.0?1.0:-1.0;n[a+212>>2]=b>=0.0?1.0:-1.0;j=a+76|0;n[j>>2]=-+n[j>>2];j=a+64|0;b=+n[j>>2];c=+K(+b);n[a+144>>2]=c;i=a+68|0;c=+n[i>>2];d=+K(+c);n[a+148>>2]=d;h=a+72|0;d=+n[h>>2];g=+K(+d);n[a+152>>2]=g;n[a+216>>2]=b>=0.0?1.0:-1.0;n[a+220>>2]=c>=0.0?1.0:-1.0;n[a+224>>2]=d>=0.0?1.0:-1.0;w=a+92|0;n[w>>2]=-+n[w>>2];d=+n[a+80>>2];c=+K(+d);n[a+156>>2]=c;c=+n[a+84>>2];b=+K(+c);n[a+160>>2]=b;b=+n[a+88>>2];g=+K(+b);n[a+164>>2]=g;n[a+228>>2]=d>=0.0?1.0:-1.0;n[a+232>>2]=c>=0.0?1.0:-1.0;n[a+236>>2]=b>=0.0?1.0:-1.0;g=+n[a>>2];f=+n[v>>2];e=+n[u>>2];e=g*g+(f*f+e*e);n[a+240>>2]=e==0.0?0.0:1.0/e;e=+n[t>>2];f=+n[s>>2];g=+n[r>>2];g=e*e+(f*f+g*g);n[a+244>>2]=g==0.0?0.0:1.0/g;g=+n[q>>2];f=+n[p>>2];e=+n[o>>2];e=g*g+(f*f+e*e);n[a+248>>2]=e==0.0?0.0:1.0/e;e=+n[m>>2];f=+n[l>>2];g=+n[k>>2];g=e*e+(f*f+g*g);n[a+252>>2]=g==0.0?0.0:1.0/g;g=+n[j>>2];f=+n[i>>2];e=+n[h>>2];e=g*g+(f*f+e*e);n[a+256>>2]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);n[a+260>>2]=b==0.0?0.0:1.0/b;return}function BBa(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0;w=u;u=u+32|0;k=w+8|0;s=w;t=YRa(f[a>>2]|0)|0;b=f[t>>2]|0;t=f[t+4>>2]|0;if((b|0)==(t|0)){u=w;return}v=a+1068|0;l=a+1072|0;m=k+4|0;n=k+8|0;o=k+12|0;q=k+8|0;r=k+16|0;j=a+1064|0;do{e=b+4|0;if((f[b>>2]|0)!=(f[e>>2]|0)){CBa(k,f[64607]|0);a=f[v>>2]|0;if(a>>>0<(f[l>>2]|0)>>>0){f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;f[a>>2]=f[k>>2];f[i>>2]=f[m>>2];f[a+8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[k>>2]=0;f[a+12>>2]=f[o>>2];f[o>>2]=0;f[v>>2]=(f[v>>2]|0)+16}else{DBa(j,k);a=f[o>>2]|0;if(a|0)uBa(a,k)}a=f[k>>2]|0;if(a|0){c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a)}a=f[v>>2]|0;i=a+-16|0;c=f[b>>2]|0;g=f[e>>2]|0;if((c|0)!=(g|0)){h=a+-12|0;e=a+-8|0;a=c;do{d=+p[a>>3];z=+p[a+8>>3];y=+p[a+16>>3];x=1.0/+L(+(d*d+(z*z+y*y)));d=d*x;p[k>>3]=d;p[q>>3]=z*x;p[r>>3]=y*x;p[s>>3]=x*+p[a+24>>3];c=f[h>>2]|0;if(c>>>0<(f[e>>2]|0)>>>0){p[c>>3]=d;p[c+8>>3]=+p[q>>3];p[c+16>>3]=+p[r>>3];p[c+24>>3]=+p[s>>3];f[h>>2]=c+32}else EBa(i,k,s);a=a+32|0}while((a|0)!=(g|0))}}b=b+12|0}while((b|0)!=(t|0));u=w;return}function CBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257224]|0))if(MPb(257224)|0){f[64626]=0;f[64627]=0;f[64628]=0}e=f[64627]|0;if((f[64626]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64627]|0;j=h+-12|0;while(1){e=h+-12|0;f[64627]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-32-i|0)>>>5)<<5);sOb(i);e=f[64627]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function DBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=(f[j>>2]|0)-c>>4;d=h+1|0;if(d>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>3;c=i>>4>>>0<134217727?(c>>>0<d>>>0?d:c):268435455;do if(!c)g=0;else if(c>>>0>268435455)vd();else{g=pOb(c<<4)|0;break}while(0);d=g+(h<<4)|0;e=d;i=g+(c<<4)|0;f[g+(h<<4)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h<<4)+4>>2]=f[c>>2];l=b+8|0;f[g+(h<<4)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;b=b+12|0;f[g+(h<<4)+12>>2]=f[b>>2];f[b>>2]=0;g=d+16|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b}else{do{h=d+-16|0;l=c;c=c+-16|0;f[h>>2]=0;m=d+-12|0;f[m>>2]=0;f[d+-8>>2]=0;f[h>>2]=f[c>>2];h=l+-12|0;f[m>>2]=f[h>>2];m=l+-8|0;f[d+-8>>2]=f[m>>2];f[m>>2]=0;f[h>>2]=0;f[c>>2]=0;l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;d=e+-16|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((b|0)!=(g|0))do{d=b;b=b+-16|0;c=f[d+-4>>2]|0;if(c|0)uBa(c,b);e=f[b>>2]|0;if(e|0){c=d+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}}while((b|0)!=(g|0));if(!h)return;sOb(h);return}function EBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;e=f[m>>2]|0;n=f[a>>2]|0;i=e-n>>5;d=i+1|0;k=n;if(d>>>0>134217727)AMb(a);l=a+8|0;j=(f[l>>2]|0)-n|0;g=j>>4;g=j>>5>>>0<67108863?(g>>>0<d>>>0?d:g):134217727;do if(!g)h=0;else if(g>>>0>134217727)vd();else{h=pOb(g<<5)|0;break}while(0);d=h+(i<<5)|0;j=h+(g<<5)|0;p[d>>3]=+p[b>>3];p[h+(i<<5)+8>>3]=+p[b+8>>3];p[h+(i<<5)+16>>3]=+p[b+16>>3];p[h+(i<<5)+24>>3]=+p[c>>3];c=d+32|0;if((e|0)!=(k|0)){b=e+-32-n|0;g=d;while(1){i=e;e=e+-32|0;p[g+-32>>3]=+p[e>>3];p[g+-24>>3]=+p[i+-24>>3];p[g+-16>>3]=+p[i+-16>>3];p[g+-8>>3]=+p[i+-8>>3];if((e|0)==(k|0))break;else g=g+-32|0}d=d+(~(b>>>5)<<5)|0}f[a>>2]=d;f[m>>2]=c;f[l>>2]=j;if(!n)return;sOb(n);return}function FBa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;t=u;u=u+272|0;s=t;if(!(f[c>>2]|0))if(!(f[d>>2]|0)){h=rBa(a)|0;g=a+1235|0;if((b[g>>0]|0)==1){a=h;u=t;return a|0}b[g>>0]=1;if(!(b[a+1234>>0]|0)){a=h;u=t;return a|0}s=(zQa(f[a>>2]|0)|0)+140|0;sBa(s,1,f[a+1352>>2]|0);a=h;u=t;return a|0}if(e<0.0){h=f[a>>2]|0;if(g)xEa(h,1,0,0,s);else _Ra(h,s,s+12|0)|0;i=+n[s>>2];j=+n[s+12>>2];if(!(i<=j))e=0.0;else{k=+n[s+4>>2];l=+n[s+16>>2];if(!(k<=l))e=0.0;else{m=+n[s+8>>2];o=+n[s+20>>2];if(!(m<=o))e=0.0;else{j=j-i;l=l-k;o=o-m;e=+L(+(j*j+(l*l+o*o)))/-e}}}}e=e>0.0?e:0.0;q=a+1228|0;h=f[q>>2]|0;switch(h|0){case 1:{f[q>>2]=2;r=16;break}case 2:{r=16;break}default:g=0}if((r|0)==16){if((f[c>>2]|0)==(f[a+4>>2]|0))if((f[d>>2]|0)==(f[a+12>>2]|0))if(!(e!=+p[a+1048>>3])){a=0;u=t;return a|0}g=rBa(a)|0;h=f[q>>2]|0}if(h|0){a=g;u=t;return a|0}h=f[c>>2]|0;g=f[c+4>>2]|0;if(g|0)gOb(g);f[a+4>>2]=h;c=a+8|0;h=f[c>>2]|0;f[c>>2]=g;if(h|0)iOb(h);h=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[a+12>>2]=h;d=a+16|0;h=f[d>>2]|0;f[d>>2]=g;if(h|0)iOb(h);b[a+1040>>0]=e!=0.0&1;p[a+1048>>3]=e;h=a+24|0;bR(h,a9a(AQa(f[a>>2]|0)|0)|0)|0;h=IAa(h)|0;D=+p[h>>3];z=+p[h+8>>3];v=+p[h+16>>3];e=+p[h+24>>3];C=+p[h+32>>3];y=+p[h+40>>3];i=+p[h+48>>3];j=+p[h+56>>3];B=+p[h+64>>3];x=+p[h+72>>3];k=+p[h+80>>3];l=+p[h+88>>3];A=+p[h+96>>3];w=+p[h+104>>3];m=+p[h+112>>3];o=+p[h+120>>3];n[s>>2]=e-D;n[s+4>>2]=j-C;n[s+8>>2]=l-B;n[s+12>>2]=o-A;n[s+16>>2]=e-z;n[s+20>>2]=j-y;n[s+24>>2]=l-x;n[s+28>>2]=o-w;n[s+32>>2]=e-v;n[s+36>>2]=j-i;n[s+40>>2]=l-k;n[s+44>>2]=o-m;n[s+48>>2]=D+e;n[s+52>>2]=C+j;n[s+56>>2]=B+l;n[s+60>>2]=A+o;n[s+64>>2]=z+e;n[s+68>>2]=y+j;n[s+72>>2]=x+l;n[s+76>>2]=w+o;n[s+80>>2]=v+e;n[s+84>>2]=i+j;n[s+88>>2]=k+l;n[s+92>>2]=m+o;ABa(s);GBa(a+776|0,s)|0;f[q>>2]=2;h=a+1235|0;if(b[h>>0]|0){b[h>>0]=0;if(b[a+1234>>0]|0){s=(zQa(f[a>>2]|0)|0)+140|0;sBa(s,0,f[a+1352>>2]|0)}}h=a+1232|0;if(!(b[h>>0]|0)){b[h>>0]=1;Hha(939,a,4)}a=YRa(f[a>>2]|0)|0;a=(f[a>>2]|0)!=(f[a+4>>2]|0);u=t;return a|0}function GBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=f[b>>2]|0;f[b>>2]=f[a>>2];f[a>>2]=c;c=b+4|0;e=f[c>>2]|0;d=a+4|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+8|0;e=f[d>>2]|0;c=a+8|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+12|0;e=f[c>>2]|0;d=a+12|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=a+16|0;e=b+16|0;c=f[e>>2]|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+20|0;c=f[d>>2]|0;e=a+20|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=b+24|0;c=f[e>>2]|0;d=a+24|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+28|0;c=f[d>>2]|0;e=a+28|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=a+32|0;c=b+32|0;d=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+36|0;d=f[e>>2]|0;c=a+36|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+40|0;d=f[c>>2]|0;e=a+40|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+44|0;d=f[e>>2]|0;c=a+44|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+48|0;d=b+48|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+52|0;e=f[c>>2]|0;d=a+52|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+56|0;e=f[d>>2]|0;c=a+56|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+60|0;e=f[c>>2]|0;d=a+60|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=a+64|0;e=b+64|0;c=f[e>>2]|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+68|0;c=f[d>>2]|0;e=a+68|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=b+72|0;c=f[e>>2]|0;d=a+72|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+76|0;c=f[d>>2]|0;e=a+76|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=a+80|0;c=b+80|0;d=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+84|0;d=f[e>>2]|0;c=a+84|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+88|0;d=f[c>>2]|0;e=a+88|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+92|0;d=f[e>>2]|0;c=a+92|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+96|0;d=b+96|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+100|0;e=f[c>>2]|0;d=a+100|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+104|0;e=f[d>>2]|0;c=a+104|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+108|0;e=b+108|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+112|0;d=f[c>>2]|0;e=a+112|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+116|0;d=f[e>>2]|0;c=a+116|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+120|0;d=b+120|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+124|0;e=f[c>>2]|0;d=a+124|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+128|0;e=f[d>>2]|0;c=a+128|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+132|0;e=b+132|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+136|0;d=f[c>>2]|0;e=a+136|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+140|0;d=f[e>>2]|0;c=a+140|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+144|0;d=b+144|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+148|0;e=f[c>>2]|0;d=a+148|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+152|0;e=f[d>>2]|0;c=a+152|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+156|0;e=b+156|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+160|0;d=f[c>>2]|0;e=a+160|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+164|0;d=f[e>>2]|0;c=a+164|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+168|0;d=b+168|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+172|0;e=f[c>>2]|0;d=a+172|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+176|0;e=f[d>>2]|0;c=a+176|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+180|0;e=b+180|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+184|0;d=f[c>>2]|0;e=a+184|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+188|0;d=f[e>>2]|0;c=a+188|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+192|0;d=b+192|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+196|0;e=f[c>>2]|0;d=a+196|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+200|0;e=f[d>>2]|0;c=a+200|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+204|0;e=b+204|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+208|0;d=f[c>>2]|0;e=a+208|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+212|0;d=f[e>>2]|0;c=a+212|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+216|0;d=b+216|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+220|0;e=f[c>>2]|0;d=a+220|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+224|0;e=f[d>>2]|0;c=a+224|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+228|0;e=b+228|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+232|0;d=f[c>>2]|0;e=a+232|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+236|0;d=f[e>>2]|0;c=a+236|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+240|0;b=b+240|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];return a|0}function HBa(a,b){a=a|0;b=b|0;if(!a)return;IBa(b);return}function IBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0;j=a+1232|0;b[j>>0]=0;switch(f[a+1228>>2]|0){case 1:{b[j>>0]=1;Hha(939,a,4);return}case 0:return;default:{k=+Gha();g=a+1360|0;p[g>>3]=k;h=a+1368|0;p[h>>3]=k+20.0;c=a+1233|0;do if(!(b[c>>0]|0)){e=JBa(a)|0;b[c>>0]=e&1;if(e){k=+Gha();p[g>>3]=k;if(!(k>=+p[h>>3]))break}c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}while(0);if(!(KBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(LBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}c=a+1308|0;d=a+1312|0;while(1){e=f[d>>2]|0;if((f[c>>2]|0)==(e|0))break;l=e+-4|0;e=f[l>>2]|0;f[d>>2]=l;MBa(a,XFa(e)|0);k=+Gha();p[g>>3]=k;if(k>=+p[h>>3]){i=26;break}}if((i|0)==26){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(LBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(NBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(OBa(a,a+1256|0)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}l=OBa(a,a+1276|0)|0;c=a+1235|0;d=b[c>>0]|0;if(l){if(d<<24>>24==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,1,f[a+1352>>2]|0);return}if(d<<24>>24){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}}}function JBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;m=z+24|0;l=z+20|0;k=z+16|0;o=z+12|0;q=z+8|0;r=z+28|0;s=z+4|0;t=z;c=f[a+1308>>2]|0;d=a+1312|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);g=a+1332|0;if(f[g>>2]|0){d=a+1328|0;c=f[d>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);f[d>>2]=0;d=f[a+1324>>2]|0;if(d|0){e=a+1320|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[g>>2]=0}x=(AQa(f[a>>2]|0)|0)+224|0;if(!(b[x>>0]&1)){a=1;u=z;return a|0}BBa(a);c=a+1064|0;j=a+1068|0;if((f[c>>2]|0)==(f[j>>2]|0)){a=1;u=z;return a|0}rSa(f[a>>2]|0);i=+Gha();p[a+1360>>3]=i;if(i>=+p[a+1368>>3]){g=f[c>>2]|0;c=f[j>>2]|0;if((c|0)==(g|0)){a=0;u=z;return a|0}do{d=c+-16|0;f[j>>2]=d;e=f[c+-4>>2]|0;if(e|0)uBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}c=f[j>>2]|0}while((c|0)!=(g|0));c=0;u=z;return c|0}x=tSa(f[a>>2]|0)|0;c=f[a>>2]|0;a:do if(x){c=(IRa(c)|0)+8|0;c=f[c>>2]|0;b:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break b}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);s=a+1236|0;t=a+1240|0;v=a+1248|0;w=a+1252|0;x=a+1244|0;if(c|0)c:while(1){do{e=d+12|0;d:do if($Ca(a,f[e>>2]|0)|0){l=f[e>>2]|0;m=l;r=X(m,1540483477)|0;r=(X(r>>>24^r,1540483477)|0)^1866966612;r=X(r>>>13^r,1540483477)|0;r=r>>>15^r;o=f[t>>2]|0;q=(o|0)==0;e:do if(q)e=0;else{k=o+-1|0;j=(k&o|0)==0;if(j)e=r&k;else if(r>>>0<o>>>0)e=r;else e=(r>>>0)%(o>>>0)|0;g=f[(f[s>>2]|0)+(e<<2)>>2]|0;if(g){if(j)while(1){g=f[g>>2]|0;if(!g)break e;j=f[g+4>>2]|0;if(!((j|0)==(r|0)|(j&k|0)==(e|0)))break e;if((f[g+8>>2]|0)==(l|0))break d}while(1){g=f[g>>2]|0;if(!g)break e;j=f[g+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0))break e}if((f[g+8>>2]|0)==(l|0))break d}}}while(0);k=pOb(12)|0;f[k+8>>2]=m;f[k+4>>2]=r;f[k>>2]=0;h=+(((f[v>>2]|0)+1|0)>>>0);i=+n[w>>2];do if(q|i*+(o>>>0)<h){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(h/i))>>>0;WCa(s,e>>>0<g>>>0?g:e);e=f[t>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&r;break}if(r>>>0<e>>>0){j=e;e=r}else{j=e;e=(r>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[s>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[x>>2];f[x>>2]=k;f[g>>2]=x;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;do if(!(g&j))e=e&g;else{if(e>>>0<j>>>0)break;e=(e>>>0)%(j>>>0)|0}while(0);e=(f[s>>2]|0)+(e<<2)|0;y=58}}else{f[k>>2]=f[e>>2];y=58}if((y|0)==58){y=0;f[e>>2]=k}f[v>>2]=(f[v>>2]|0)+1}while(0);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}}else{e=gSa(c)|0;c=e+40|0;if(!(b[c>>0]|0))d=e+4|0;else{b[c>>0]=0;f[o>>2]=f[e>>2];d=e+4|0;f[q>>2]=f[d>>2];f[k>>2]=f[o>>2];f[l>>2]=f[q>>2];b[m>>0]=b[r>>0]|0;x=aDa(k,l,m)|0;f[s>>2]=x;f[t>>2]=f[d>>2];f[l>>2]=f[s>>2];f[m>>2]=f[t>>2];bDa(e,l,m)|0}c=f[e>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{eDa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));e=FQa(f[a>>2]|0)|0;c=e+40|0;if(!(b[c>>0]|0))d=e+4|0;else{b[c>>0]=0;f[o>>2]=f[e>>2];d=e+4|0;f[q>>2]=f[d>>2];f[k>>2]=f[o>>2];f[l>>2]=f[q>>2];b[m>>0]=b[r>>0]|0;x=cDa(k,l,m)|0;f[s>>2]=x;f[t>>2]=f[d>>2];f[l>>2]=f[s>>2];f[m>>2]=f[t>>2];dDa(e,l,m)|0}c=f[e>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{fDa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));r=fSa(f[a>>2]|0)|0;c=f[r>>2]|0;r=f[r+4>>2]|0;if((c|0)!=(r|0)){s=a+1236|0;t=a+1240|0;v=a+1248|0;w=a+1252|0;x=a+1244|0;do{k=f[c>>2]|0;l=k;f:do if($Ca(a,k)|0){q=X(l,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=f[t>>2]|0;o=(m|0)==0;g:do if(o)d=0;else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&q;else if(q>>>0<m>>>0)d=q;else d=(q>>>0)%(m>>>0)|0;e=f[(f[s>>2]|0)+(d<<2)>>2]|0;if(e){if(g)while(1){e=f[e>>2]|0;if(!e)break g;g=f[e+4>>2]|0;if(!((g|0)==(q|0)|(g&j|0)==(d|0)))break g;if((f[e+8>>2]|0)==(k|0))break f}while(1){e=f[e>>2]|0;if(!e)break g;g=f[e+4>>2]|0;if((g|0)!=(q|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0))break g}if((f[e+8>>2]|0)==(k|0))break f}}}while(0);j=pOb(12)|0;f[j+8>>2]=l;f[j+4>>2]=q;f[j>>2]=0;h=+(((f[v>>2]|0)+1|0)>>>0);i=+n[w>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(s,d>>>0<e>>>0?e:d);d=f[t>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&q;break}if(q>>>0<d>>>0){g=d;d=q}else{g=d;d=(q>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[s>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[j>>2]=f[x>>2];f[x>>2]=j;f[e>>2]=x;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;do if(!(e&g))d=d&e;else{if(d>>>0<g>>>0)break;d=(d>>>0)%(g>>>0)|0}while(0);d=(f[s>>2]|0)+(d<<2)|0;y=105}}else{f[j>>2]=f[d>>2];y=105}if((y|0)==105){y=0;f[d>>2]=j}f[v>>2]=(f[v>>2]|0)+1}while(0);c=c+4|0}while((c|0)!=(r|0))}}while(0);if(!(b[a+1040>>0]|0)){a=1;u=z;return a|0}p[a+1056>>3]=1.0/+p[a+1048>>3];a=1;u=z;return a|0}function KBa(a){a=a|0;var b=0,c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;x=a+1324|0;y=a+1320|0;z=a+1328|0;A=a+1332|0;B=a+1236|0;C=a+1240|0;D=a+1248|0;t=a+1252|0;u=a+1244|0;v=a+1360|0;w=a+1368|0;s=f[a+1328>>2]|0;while(1){g=s;if(!s){b=1;r=63;break}q=f[s+8>>2]|0;m=s;o=s;s=f[m>>2]|0;h=f[x>>2]|0;b=f[g+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)k=i&b;else if(b>>>0<h>>>0)k=b;else k=(b>>>0)%(h>>>0)|0;c=(f[y>>2]|0)+(k<<2)|0;l=f[c>>2]|0;while(1){b=f[l>>2]|0;if((b|0)==(g|0))break;else l=b}if((l|0)==(z|0))r=16;else{b=f[l+4>>2]|0;if(j)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)!=(k|0))r=16}do if((r|0)==16){r=0;b=f[g>>2]|0;if(b|0){b=f[b+4>>2]|0;if(j)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(k|0))break}f[c>>2]=0}while(0);c=f[g>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(k|0)){f[(f[y>>2]|0)+(c<<2)>>2]=l;b=f[m>>2]|0}}f[l>>2]=b;f[g>>2]=0;f[A>>2]=(f[A>>2]|0)+-1;sOb(o);a:do if($Ca(a,q)|0){i=q;l=X(i,1540483477)|0;l=(X(l>>>24^l,1540483477)|0)^1866966612;l=X(l>>>13^l,1540483477)|0;l=l>>>15^l;j=f[C>>2]|0;k=(j|0)==0;b:do if(k)b=0;else{h=j+-1|0;g=(h&j|0)==0;if(g)b=h&l;else if(l>>>0<j>>>0)b=l;else b=(l>>>0)%(j>>>0)|0;c=f[(f[B>>2]|0)+(b<<2)>>2]|0;if(c){if(g)while(1){c=f[c>>2]|0;if(!c)break b;o=f[c+4>>2]|0;if(!((o|0)==(l|0)|(o&h|0)==(b|0)))break b;if((f[c+8>>2]|0)==(q|0))break a}while(1){c=f[c>>2]|0;if(!c)break b;g=f[c+4>>2]|0;if((g|0)!=(l|0)){if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(b|0))break b}if((f[c+8>>2]|0)==(q|0))break a}}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=l;f[h>>2]=0;d=+(((f[D>>2]|0)+1|0)>>>0);e=+n[t>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;WCa(B,b>>>0<c>>>0?c:b);b=f[C>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&l;break}if(l>>>0<b>>>0){g=b;b=l}else{g=b;b=(l>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[B>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){f[h>>2]=f[u>>2];f[u>>2]=h;f[c>>2]=u;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[B>>2]|0)+(b<<2)|0;r=60}}else{f[h>>2]=f[b>>2];r=60}if((r|0)==60){r=0;f[b>>2]=h}f[D>>2]=(f[D>>2]|0)+1}while(0);e=+Gha();p[v>>3]=e;if(e>=+p[w>>3]){b=0;r=63;break}}if((r|0)==63)return b|0;return 0}function LBa(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;t=a+1296|0;u=a+1300|0;v=a+1360|0;w=a+1368|0;x=a+1236|0;y=a+1240|0;z=a+1248|0;A=a+1252|0;B=a+1244|0;while(1){b=f[u>>2]|0;if((f[t>>2]|0)==(b|0)){b=1;r=39;break}b=b+-4|0;s=f[b>>2]|0;f[u>>2]=b;b=f[s+4>>2]|0;s=f[s+8>>2]|0;if((b|0)!=(s|0))do{k=f[b>>2]|0;l=k;a:do if(0==0?((h[k+200+4>>0]|0)&3|0)==1:0)if($Ca(a,k)|0){q=X(l,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=f[y>>2]|0;o=(m|0)==0;b:do if(o)c=0;else{j=m+-1|0;i=(j&m|0)==0;if(i)c=j&q;else if(q>>>0<m>>>0)c=q;else c=(q>>>0)%(m>>>0)|0;d=f[(f[x>>2]|0)+(c<<2)>>2]|0;if(d){if(i)while(1){d=f[d>>2]|0;if(!d)break b;i=f[d+4>>2]|0;if(!((i|0)==(q|0)|(i&j|0)==(c|0)))break b;if((f[d+8>>2]|0)==(k|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;i=f[d+4>>2]|0;if((i|0)!=(q|0)){if(i>>>0>=m>>>0)i=(i>>>0)%(m>>>0)|0;if((i|0)!=(c|0))break b}if((f[d+8>>2]|0)==(k|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=l;f[j+4>>2]=q;f[j>>2]=0;e=+(((f[z>>2]|0)+1|0)>>>0);g=+n[A>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;WCa(x,c>>>0<d>>>0?d:c);c=f[y>>2]|0;d=c+-1|0;if(!(d&c)){i=c;c=d&q;break}if(q>>>0<c>>>0){i=c;c=q}else{i=c;c=(q>>>0)%(c>>>0)|0}}else i=m;while(0);d=(f[x>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[j>>2]=f[B>>2];f[B>>2]=j;f[d>>2]=B;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;c=(f[x>>2]|0)+(c<<2)|0;r=36}}else{f[j>>2]=f[c>>2];r=36}if((r|0)==36){r=0;f[c>>2]=j}f[z>>2]=(f[z>>2]|0)+1}while(0);b=b+4|0}while((b|0)!=(s|0));g=+Gha();p[v>>3]=g;if(g>=+p[w>>3]){b=0;r=39;break}}if((r|0)==39)return b|0;return 0}function MBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;o=q+40|0;c=q;Xib(c,b);d=f[a+1064>>2]|0;i=f[a+1068>>2]|0;if((d|0)==(i|0)){u=q;return}k=+p[c>>3];l=+p[c+8>>3];m=+p[c+16>>3];j=+p[c+24>>3];c=0;a:do{e=f[d>>2]|0;h=f[d+4>>2]|0;b:do if((e|0)!=(h|0)){g=2;do{s=+p[e+24>>3]+(k*+p[e>>3]+(l*+p[e+8>>3]+m*+p[e+16>>3]));r=!(s*s>=j)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;e=e+32|0}while((e|0)!=(h|0));switch(g|0){case 2:{n=17;break a}case 1:break;default:break b}c=1}while(0);d=d+16|0}while((d|0)!=(i|0));if((n|0)==17){u=q;return}if(!c){u=q;return}c=f[b+12>>2]|0;d=f[b+16>>2]|0;if((c|0)!=(d|0))do{MBa(a,c);c=c+72|0}while((c|0)!=(d|0));c=f[b+24>>2]|0;g=f[b+28>>2]|0;if((c|0)==(g|0)){u=q;return}h=a+1300|0;i=a+1304|0;e=a+1296|0;do{f[o>>2]=c;d=f[h>>2]|0;if(d>>>0<(f[i>>2]|0)>>>0){f[d>>2]=c;f[h>>2]=(f[h>>2]|0)+4}else _Ca(e,o);c=c+20|0}while((c|0)!=(g|0));u=q;return}function NBa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0;M=u;u=u+272|0;d=M;b=AQa(f[a>>2]|0)|0;c=a+24|0;if(gAa(c,a9a(b)|0)|0){b=a+1360|0;c=a+1368|0;e=a+776|0}else{bR(c,a9a(b)|0)|0;e=IAa(c)|0;aa=+p[e>>3];Y=+p[e+8>>3];S=+p[e+16>>3];R=+p[e+24>>3];$=+p[e+32>>3];V=+p[e+40>>3];Q=+p[e+48>>3];P=+p[e+56>>3];_=+p[e+64>>3];U=+p[e+72>>3];O=+p[e+80>>3];N=+p[e+88>>3];Z=+p[e+96>>3];T=+p[e+104>>3];g=+p[e+112>>3];h=+p[e+120>>3];n[d>>2]=R-aa;n[d+4>>2]=P-$;n[d+8>>2]=N-_;n[d+12>>2]=h-Z;n[d+16>>2]=R-Y;n[d+20>>2]=P-V;n[d+24>>2]=N-U;n[d+28>>2]=h-T;n[d+32>>2]=R-S;n[d+36>>2]=P-Q;n[d+40>>2]=N-O;n[d+44>>2]=h-g;n[d+48>>2]=aa+R;n[d+52>>2]=$+P;n[d+56>>2]=_+N;n[d+60>>2]=Z+h;n[d+64>>2]=Y+R;n[d+68>>2]=V+P;n[d+72>>2]=U+N;n[d+76>>2]=T+h;n[d+80>>2]=S+R;n[d+84>>2]=Q+P;n[d+88>>2]=O+N;n[d+92>>2]=g+h;ABa(d);e=a+776|0;GBa(e,d)|0;YCa(a,a+1256|0);YCa(a,a+1276|0);h=+Gha();b=a+1360|0;p[b>>3]=h;c=a+1368|0;if(h>=+p[c>>3]){L=0;u=M;return L|0}}v=a+1240|0;w=a+1236|0;x=a+1244|0;y=a+1248|0;z=a+1256|0;A=a+1260|0;B=a+1268|0;C=a+1272|0;D=a+1256|0;E=a+1264|0;F=a+1276|0;G=a+1280|0;H=a+1288|0;I=a+1292|0;J=a+1276|0;K=a+1284|0;t=f[a+1244>>2]|0;while(1){i=t;if(!t){b=1;L=101;break}s=f[t+8>>2]|0;q=t;r=t;t=f[q>>2]|0;j=f[v>>2]|0;d=f[i+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)m=k&d;else if(d>>>0<j>>>0)m=d;else m=(d>>>0)%(j>>>0)|0;a=(f[w>>2]|0)+(m<<2)|0;o=f[a>>2]|0;while(1){d=f[o>>2]|0;if((d|0)==(i|0))break;else o=d}if((o|0)==(x|0))L=19;else{d=f[o+4>>2]|0;if(l)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(m|0))L=19}do if((L|0)==19){L=0;d=f[i>>2]|0;if(d|0){d=f[d+4>>2]|0;if(l)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(m|0))break}f[a>>2]=0}while(0);a=f[i>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(l)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(m|0)){f[(f[w>>2]|0)+(a<<2)>>2]=o;d=f[q>>2]|0}}f[o>>2]=d;f[i>>2]=0;f[y>>2]=(f[y>>2]|0)+-1;sOb(r);a=s+200|0;d=f[a>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(s);d=f[a>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(s);m=s;o=X(m,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;a:do if(ZCa(e,s+168|0,+n[s+152>>2])|0){k=f[A>>2]|0;l=(k|0)==0;b:do if(l)d=0;else{j=k+-1|0;i=(j&k|0)==0;if(i)d=j&o;else if(o>>>0<k>>>0)d=o;else d=(o>>>0)%(k>>>0)|0;a=f[(f[D>>2]|0)+(d<<2)>>2]|0;if(a){if(i)while(1){a=f[a>>2]|0;if(!a)break b;r=f[a+4>>2]|0;if(!((r|0)==(o|0)|(r&j|0)==(d|0)))break b;if((f[a+8>>2]|0)==(s|0))break a}while(1){a=f[a>>2]|0;if(!a)break b;i=f[a+4>>2]|0;if((i|0)!=(o|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(d|0))break b}if((f[a+8>>2]|0)==(s|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=m;f[j+4>>2]=o;f[j>>2]=0;g=+(((f[B>>2]|0)+1|0)>>>0);h=+n[C>>2];do if(l|h*+(k>>>0)<g){d=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(g/h))>>>0;WCa(z,d>>>0<a>>>0?a:d);d=f[A>>2]|0;a=d+-1|0;if(!(a&d)){i=d;d=a&o;break}if(o>>>0<d>>>0){i=d;d=o}else{i=d;d=(o>>>0)%(d>>>0)|0}}else i=k;while(0);a=(f[D>>2]|0)+(d<<2)|0;d=f[a>>2]|0;if(!d){f[j>>2]=f[E>>2];f[E>>2]=j;f[a>>2]=E;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;a=i+-1|0;if(!(a&i))d=d&a;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[D>>2]|0)+(d<<2)|0;L=67}}else{f[j>>2]=f[d>>2];L=67}if((L|0)==67){L=0;f[d>>2]=j}f[B>>2]=(f[B>>2]|0)+1}else{k=f[G>>2]|0;l=(k|0)==0;c:do if(l)d=0;else{j=k+-1|0;i=(j&k|0)==0;if(i)d=j&o;else if(o>>>0<k>>>0)d=o;else d=(o>>>0)%(k>>>0)|0;a=f[(f[J>>2]|0)+(d<<2)>>2]|0;if(a){if(i)while(1){a=f[a>>2]|0;if(!a)break c;r=f[a+4>>2]|0;if(!((r|0)==(o|0)|(r&j|0)==(d|0)))break c;if((f[a+8>>2]|0)==(s|0))break a}while(1){a=f[a>>2]|0;if(!a)break c;i=f[a+4>>2]|0;if((i|0)!=(o|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(d|0))break c}if((f[a+8>>2]|0)==(s|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=m;f[j+4>>2]=o;f[j>>2]=0;g=+(((f[H>>2]|0)+1|0)>>>0);h=+n[I>>2];do if(l|h*+(k>>>0)<g){d=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(g/h))>>>0;WCa(F,d>>>0<a>>>0?a:d);d=f[G>>2]|0;a=d+-1|0;if(!(a&d)){i=d;d=a&o;break}if(o>>>0<d>>>0){i=d;d=o}else{i=d;d=(o>>>0)%(d>>>0)|0}}else i=k;while(0);a=(f[J>>2]|0)+(d<<2)|0;d=f[a>>2]|0;if(!d){f[j>>2]=f[K>>2];f[K>>2]=j;f[a>>2]=K;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;a=i+-1|0;if(!(a&i))d=d&a;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[J>>2]|0)+(d<<2)|0;L=98}}else{f[j>>2]=f[d>>2];L=98}if((L|0)==98){L=0;f[d>>2]=j}f[H>>2]=(f[H>>2]|0)+1}while(0);aa=+Gha();p[b>>3]=aa;if(aa>=+p[c>>3]){b=0;L=101;break}}if((L|0)==101){u=M;return b|0}return 0}function OBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0.0;r=AQa(f[a>>2]|0)|0;s=b+4|0;t=b+8|0;u=b+12|0;v=a+1360|0;o=a+1368|0;m=f[b+8>>2]|0;while(1){e=m;if(!m){w=32;break}q=f[m+8>>2]|0;l=m;n=m;m=f[l>>2]|0;g=f[s>>2]|0;c=f[e+4>>2]|0;h=g+-1|0;i=(h&g|0)==0;if(i)j=h&c;else if(c>>>0<g>>>0)j=c;else j=(c>>>0)%(g>>>0)|0;d=(f[b>>2]|0)+(j<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(e|0))break;else k=c}if((k|0)==(t|0))w=16;else{c=f[k+4>>2]|0;if(i)c=c&h;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)!=(j|0))w=16}do if((w|0)==16){w=0;c=f[e>>2]|0;if(c|0){c=f[c+4>>2]|0;if(i)c=c&h;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(j|0))break}f[d>>2]=0}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(i)d=d&h;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(j|0)){f[(f[b>>2]|0)+(d<<2)>>2]=k;c=f[l>>2]|0}}f[k>>2]=c;f[e>>2]=0;f[u>>2]=(f[u>>2]|0)+-1;sOb(n);PBa(a,q);x=+Gha();p[v>>3]=x;if(x>=+p[o>>3]){w=31;break}}if((w|0)==31){u9a(r);w=0;return w|0}else if((w|0)==32){u9a(r);w=1;return w|0}return 0}
+function B_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;a=f[a+4>>2]|0;i=f[c>>2]|0;h=f[a+780>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)j=g&i;else if(h>>>0>i>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;a=f[(f[a+776>>2]|0)+(j<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}a:do if(e){while(1){h=f[a+4>>2]|0;e=(h|0)==(i|0);if(!(e|(h&g|0)==(j|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(i|0)){k=a;break a}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(i|0)){if((f[a+8>>2]|0)==(i|0)){k=a;break a}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(j|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=b[k+12>>0]|0;if((a&255)>1){r=a;return r|0}j=f[c+4>>2]|0;switch(d|0){case 5:{a=k+56|0;h=f[k+60>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}b:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){q=a;break b}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){q=a;break b}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=q+8+5|0;break}case 3:{a=k+76|0;h=f[k+80>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}c:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){p=a;break c}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){p=a;break c}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=p+12|0;break}case 4:{a=k+96|0;h=f[k+100>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}d:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break d}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break d}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=o+12|0;break}case 1:{a=k+136|0;h=f[k+140>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}e:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){n=a;break e}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){n=a;break e}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=n+12|0;break}case 7:{a=k+116|0;h=f[k+120>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}f:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){m=a;break f}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){m=a;break f}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=m+12|0;break}case 8:{a=k+36|0;h=f[k+40>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}g:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){l=a;break g}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){l=a;break g}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=l+8+5|0;break}case 10:{a=k+16|0;h=f[k+20>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}h:do if(e){while(1){q=f[a+4>>2]|0;e=(q|0)==(j|0);if(!(e|(q&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){r=a;break h}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){r=a;break h}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=r+8+5|0;break}default:{r=3;return r|0}}a=b[a>>0]|0;if((a&255)<3)return 197120>>>((a&255)<<3&16777215)&255|0;else{r=3;return r|0}return 0}function C_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;f_a(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;f_a(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function D_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;qZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;qZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function E_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;yZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;yZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function F_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;GZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;GZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function G_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;OZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;OZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function H_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;WZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;WZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function I_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+16|0;j=m;f[j>>2]=0;l=j+4|0;f[l>>2]=0;f[j+8>>2]=0;d=f[c>>2]|0;h=f[c+4>>2]|0;i=d+(h<<3)|0;a:do if(!h)k=9;else{g=c+20|0;h=j+8|0;do{b:do switch((K_a(a,b,f[g>>2]|0,d)|0)<<24>>24){case 0:{g=0;break a}case 3:{e=f[l>>2]|0;if((e|0)==(f[h>>2]|0)){b_a(j,d);break b}else{o=d;n=f[o+4>>2]|0;f[e>>2]=f[o>>2];f[e+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(i|0));if((f[j>>2]|0)==(f[l>>2]|0))k=9;else{L_a(c+24|0,j,c);g=1}}while(0);if((k|0)==9){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[j>>2]|0;if(!d){u=m;return g|0}e=f[l>>2]|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=m;return g|0}function J_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;if((b|0)==(c|0))return;j=a+4|0;i=f[j>>2]|0;if((i|0)==(c|0)){g=b;a=c}else{do{f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];h=c+8|0;g=b+8|0;a=f[g>>2]|0;e=b+12|0;if(!a)a=b+16|0;else{d=f[e>>2]|0;if((d|0)!=(a|0))f[e>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a);a=b+16|0;f[a>>2]=0;f[e>>2]=0;f[g>>2]=0}f[g>>2]=f[h>>2];g=c+12|0;f[e>>2]=f[g>>2];e=c+16|0;f[a>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[c>>2]=0;f[b+20>>2]=f[c+20>>2];a=c+24|0;h=b+24|0;g=f[a>>2]|0;f[a>>2]=0;a=f[h>>2]|0;f[h>>2]=g;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=c+28|0;b=b+28|0}while((c|0)!=(i|0));g=b;a=f[j>>2]|0}if((a|0)==(g|0))return;do{c=a+-28|0;f[j>>2]=c;i=a+-4|0;b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=a+-20|0;d=f[b>>2]|0;e=a+-16|0;if((d|0)==(f[e>>2]|0)){a=f[c>>2]|0;if(!a)a=d;else{tOb(a);a=f[b>>2]|0}}else a=d;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}a=f[j>>2]|0}while((a|0)!=(g|0));return}function K_a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l+4|0;i=l;k=(d&1|0)==0;f[i>>2]=f[e>>2];f[j>>2]=f[i>>2];d=mSa(c,j)|0;if(!d){e=0;u=l;return e|0}i=f[e+4>>2]|0;h=f[d+24>>2]|0;a:do if(h|0){g=h+-1|0;c=(g&h|0)==0;if(c)j=g&i;else if(i>>>0<h>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;d=f[(f[d+20>>2]|0)+(j<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(c)while(1){h=f[d+4>>2]|0;c=(i|0)==(h|0);if(!(c|(h&g|0)==(j|0)))break a;if(c)if((f[d+8>>2]|0)==(i|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){c=f[d+4>>2]|0;if((i|0)==(c|0)){if((f[d+8>>2]|0)==(i|0))break b}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(j|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);d=f[d+16>>2]|0;if(d|0){if(k){e=1;u=l;return e|0}d=f[d+4>>2]|0;if(d|0)if(b[(f[d+44>>2]|0)+148>>0]&2){e=1;u=l;return e|0}e=0;u=l;return e|0}}}}while(0);e=B_a(a,e,5)|0;u=l;return e|0}function L_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;cFa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;cFa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function M_a(a){a=a|0;var b=0,c=0;b=a+12|0;if((f[b>>2]|0)!=2)return;c=a+4|0;fZa(f[c>>2]|0,a,f[(f[a+8>>2]|0)+232>>2]|0);if((f[b>>2]|0)!=2)return;gZa(f[c>>2]|0,0);return}function N_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p+4|0;m=p;o=f[(f[a+8>>2]|0)+232>>2]|0;e=f[b>>2]|0;f[m>>2]=e;f[n>>2]=f[m>>2];if(!(LQa(o,n)|0)){u=p;return}m=f[a+4>>2]|0;i=f[m+780>>2]|0;a:do if(i|0){j=i+-1|0;k=(j&i|0)==0;if(k)d=j&e;else if(i>>>0>e>>>0)d=e;else d=(e>>>0)%(i>>>0)|0;l=m+776|0;g=f[l>>2]|0;b=f[g+(d<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(k)while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&j|0)==(d|0)))break a;if(c)if((f[b+8>>2]|0)==(e|0)){n=b;break b}b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){n=b;break b}}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(d|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);if(k)e=j&e;else if(i>>>0<=e>>>0)e=(e>>>0)%(i>>>0)|0;c=g+(e<<2)|0;g=f[c>>2]|0;while(1){b=f[g>>2]|0;if((b|0)==(n|0))break;else g=b}if((g|0)==(m+784|0))h=33;else{b=f[g+4>>2]|0;if(k)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(e|0))d=n;else h=33}do if((h|0)==33){b=f[n>>2]|0;if(b|0){b=f[b+4>>2]|0;if(k)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(e|0)){d=n;break}}f[c>>2]=0;d=n}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(k)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(e|0)){f[(f[l>>2]|0)+(c<<2)>>2]=g;b=f[n>>2]|0}}f[g>>2]=b;f[d>>2]=0;b=m+788|0;f[b>>2]=(f[b>>2]|0)+-1;b=f[n+144>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+136|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+124>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+116|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+104>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+96|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+84>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+76|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+64>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+56|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+44>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+36|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+24>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+16|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);sOb(n)}}}while(0);n=f[(f[a>>2]|0)+28>>2]|0;o=ORa(o)|0;oh[n&1023](a,o);u=p;return}function O_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=f[(f[a+8>>2]|0)+232>>2]|0;g=f[a+4>>2]|0;switch(b|0){case 0:{b=f[g+8>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{w_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+20>>2]|0;c=f[g+24>>2]|0;if((b|0)!=(c|0))do{w_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));CYa(g);return}case 1:{e=g+32|0;b=f[g+40>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{v_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+52>>2]|0;c=f[g+56>>2]|0;if((b|0)!=(c|0))do{v_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));DYa(e);return}case 2:{e=g+64|0;b=f[g+72>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{I_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+84>>2]|0;c=f[g+88>>2]|0;if((b|0)!=(c|0))do{I_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));TYa(e);e=g+96|0;b=f[g+104>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{I_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+116>>2]|0;c=f[g+120>>2]|0;if((b|0)!=(c|0))do{I_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));TYa(e);return}case 8:{e=g+224|0;b=f[g+232>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{t_a(a,h,c);c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+244>>2]|0;c=f[g+248>>2]|0;if((b|0)!=(c|0))do{t_a(a,h,b);b=b+28|0}while((b|0)!=(c|0));LYa(e);return}case 4:{e=g+128|0;b=f[g+136>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{q_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+148>>2]|0;c=f[g+152>>2]|0;if((b|0)!=(c|0))do{q_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));FYa(e);return}case 6:{e=g+160|0;b=f[g+168>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{s_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+180>>2]|0;c=f[g+184>>2]|0;if((b|0)!=(c|0))do{s_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));GYa(e);return}case 7:{e=g+192|0;b=f[g+200>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{u_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+212>>2]|0;c=f[g+216>>2]|0;if((b|0)!=(c|0))do{u_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));KYa(e);return}default:return}}function P_a(a){a=a|0;var b=0,c=0;c=f[(f[a+8>>2]|0)+232>>2]|0;b=f[a+4>>2]|0;Q_a(b,a,c,b+64|0);Q_a(b,a,c,b+96|0);return}function Q_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;a=f[d+8>>2]|0;if(a|0){s=d+4|0;t=d+8|0;u=d+12|0;do{q=a;r=q+12|0;e=f[r>>2]|0;h=q+16|0;g=f[h>>2]|0;if((e|0)!=(g|0))do{if(!(f[e+20>>2]&1))I_a(b,c,e)|0;e=e+28|0}while((e|0)!=(g|0));R_a(r);o=a;p=a;a=f[o>>2]|0;if((f[r>>2]|0)==(f[h>>2]|0)){e=f[q>>2]|0;j=f[s>>2]|0;g=f[q+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)m=k&g;else if(g>>>0<j>>>0)m=g;else m=(g>>>0)%(j>>>0)|0;i=(f[d>>2]|0)+(m<<2)|0;n=f[i>>2]|0;while(1){g=f[n>>2]|0;if((g|0)==(q|0))break;else n=g}if((n|0)==(t|0))h=20;else{g=f[n+4>>2]|0;if(l)g=g&k;else if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)==(m|0)){g=e;h=28}else h=20}do if((h|0)==20){if(e|0){g=f[e+4>>2]|0;if(l)h=g&k;else if(g>>>0<j>>>0)h=g;else h=(g>>>0)%(j>>>0)|0;if((h|0)==(m|0)){h=30;break}}f[i>>2]=0;g=f[q>>2]|0;h=28}while(0);if((h|0)==28){h=0;e=g;if(g){g=f[g+4>>2]|0;h=30}}if((h|0)==30){if(l)g=g&k;else if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(m|0)){f[(f[d>>2]|0)+(g<<2)>>2]=n;e=f[o>>2]|0}}f[n>>2]=e;f[q>>2]=0;f[u>>2]=(f[u>>2]|0)+-1;UYa(r);sOb(p)}}while((a|0)!=0)}g=d+20|0;a=f[g>>2]|0;e=f[d+24>>2]|0;if((a|0)==(e|0)){R_a(g);return}do{if(!(f[a+20>>2]&1))I_a(b,c,a)|0;a=a+28|0}while((a|0)!=(e|0));R_a(g);return}function R_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;b=f[a>>2]|0;m=a+4|0;n=f[m>>2]|0;a:do if((b|0)!=(n|0)){do{if(!(f[b+20>>2]&1))break a;b=b+28|0}while((b|0)!=(n|0));m=n;J_a(a,n,m);return}while(0);c=b;if((b|0)==(n|0)){m=c;J_a(a,m,n);return}else b=c;b:while(1){k=b;do{j=k;i=j+28|0;k=i;if((i|0)==(n|0))break b;d=j+48|0;b=f[d>>2]|0}while(!(b&1|0));l=c;f[c>>2]=f[i>>2];f[l+4>>2]=f[j+32>>2];g=j+36|0;h=l+8|0;c=f[h>>2]|0;e=l+12|0;if(!c)c=l+16|0;else{b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);c=l+16|0;f[c>>2]=0;f[e>>2]=0;f[h>>2]=0;b=f[d>>2]|0}f[h>>2]=f[g>>2];h=j+40|0;f[e>>2]=f[h>>2];e=j+44|0;f[c>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;f[l+20>>2]=b;b=j+52|0;j=l+24|0;i=f[b>>2]|0;f[b>>2]=0;b=f[j>>2]|0;f[j>>2]=i;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=k;c=l+28|0}n=f[m>>2]|0;m=c;J_a(a,m,n);return}function S_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;a=(f[a+8>>2]|0)+188|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];T_a(a,b,e);u=d;return}function T_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o+8|0;k=o;e=f[a>>2]|0;n=a+4|0;l=f[n>>2]|0;if((e|0)==(l|0)){u=o;return}i=f[d>>2]|0;h=j+16|0;do{g=e+16|0;d=f[g>>2]|0;if(d|0){f[k>>2]=i;f[j>>2]=c;xh[f[(f[d>>2]|0)+24>>2]&127](d,j,k);if(b[e+24>>0]|0){f[h>>2]=0;d=f[g>>2]|0;if((e|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[g>>2]=0;d=f[h>>2]|0;do if(!d){f[g>>2]=0;m=15}else if((j|0)==(d|0)){f[g>>2]=e;m=f[h>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[g>>2]=d;f[h>>2]=0;d=0;g=0;break}while(0);if((m|0)==15){m=0;g=f[h>>2]|0;d=g}if((j|0)==(d|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}e=e+32|0}while((e|0)!=(l|0));d=f[n>>2]|0;if((f[a>>2]|0)==(d|0)){u=o;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{m=30;break}d=d+-32|0;while(1){m=e+-32|0;f[n>>2]=m;if((m|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[n>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){m=30;break}}if((m|0)==30){u=o;return}}function U_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;m=r+16|0;l=r+12|0;n=r+8|0;o=r+4|0;p=r;f[n>>2]=b;j=V_a((f[a+4>>2]|0)+796|0,n)|0;b=f[d>>2]|0;i=f[j+4>>2]|0;a:do if(!i)q=19;else{h=i+-1|0;g=(h&i|0)==0;if(g)k=h&b;else if(b>>>0<i>>>0)k=b;else k=(b>>>0)%(i>>>0)|0;e=f[(f[j>>2]|0)+(k<<2)>>2]|0;if(!e)q=19;else{e=f[e>>2]|0;if(!e)q=19;else{if(g)while(1){i=f[e+4>>2]|0;g=(i|0)==(b|0);if(!(g|(i&h|0)==(k|0))){q=19;break a}if(g)if((f[e+8>>2]|0)==(b|0))break a;e=f[e>>2]|0;if(!e){q=19;break a}}while(1){g=f[e+4>>2]|0;if((g|0)==(b|0)){if((f[e+8>>2]|0)==(b|0))break a}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(k|0)){q=19;break a}}e=f[e>>2]|0;if(!e){q=19;break}}}}}while(0);if((q|0)==19){b=W_a(j,d)|0;f[b>>2]=f[c>>2];X_a(j+20|0,c)|0;b=f[d>>2]|0}a=(f[a+8>>2]|0)+164|0;q=f[n>>2]|0;f[o>>2]=f[c>>2];f[p>>2]=b;f[l>>2]=f[o>>2];f[m>>2]=f[p>>2];Y_a(a,q,l,m);u=r;return}function V_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(52)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+28>>2]=1.0;l=h+32|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+48>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;e=+n[c>>2];do if(i|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(d/e))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;g=j}else if(!(b+-1&b))g=j;else{b=hDb(b)|0;g=f[k>>2]|0}if(b>>>0>g>>>0)b$a(a,b);else if(b>>>0<g>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(g>>>0>2&(g+-1&g|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<g>>>0)b$a(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(b>>>0>m>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function W_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;$_a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function X_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+28>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;Z_a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Y_a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+16|0;l=q+8|0;m=q;g=f[a>>2]|0;p=a+4|0;n=f[p>>2]|0;if((g|0)==(n|0)){u=q;return}j=f[d>>2]|0;h=f[e>>2]|0;i=k+16|0;do{e=g+16|0;d=f[e>>2]|0;if(d|0){f[l>>2]=h;f[m>>2]=j;f[k>>2]=c;Fh[f[(f[d>>2]|0)+24>>2]&255](d,k,m,l);if(b[g+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((g|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;o=15}else if((k|0)==(d|0)){f[e>>2]=g;o=f[i>>2]|0;oh[f[(f[o>>2]|0)+12>>2]&1023](o,g);o=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((o|0)==15){o=0;e=f[i>>2]|0;d=e}if((k|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}g=g+32|0}while((g|0)!=(n|0));d=f[p>>2]|0;if((f[a>>2]|0)==(d|0)){u=q;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{o=30;break}d=d+-32|0;while(1){o=e+-32|0;f[p>>2]=o;if((o|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[p>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){o=30;break}}if((o|0)==30){u=q;return}}function Z_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){__a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;__a(a,b);return}function __a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){a$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;a$a(a,b);return}function a$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function b$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function c$a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;g=u;u=u+32|0;h=g+24|0;i=g+20|0;j=g+16|0;o=g+12|0;m=g+8|0;l=g+4|0;k=g;f[o>>2]=b;b=d$a(X_a((V_a((f[a+4>>2]|0)+796|0,o)|0)+20|0,c)|0,e)|0;n=f[d>>2]|0;f[b>>2]=n;b=(f[a+8>>2]|0)+176|0;d=f[o>>2]|0;f[m>>2]=f[c>>2];f[l>>2]=n;f[k>>2]=f[e>>2];f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];e$a(b,d,j,i,h);u=g;return}function d$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;f$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function e$a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;m=s+24|0;n=s+16|0;o=s+8|0;p=s;h=f[a>>2]|0;r=a+4|0;l=f[r>>2]|0;if((h|0)==(l|0)){u=s;return}k=f[d>>2]|0;j=f[e>>2]|0;g=f[g>>2]|0;i=m+16|0;do{e=h+16|0;d=f[e>>2]|0;if(d|0){f[n>>2]=g;f[o>>2]=j;f[p>>2]=k;f[m>>2]=c;Lh[f[(f[d>>2]|0)+24>>2]&255](d,m,p,o,n);if(b[h+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((h|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;q=15}else if((m|0)==(d|0)){f[e>>2]=h;q=f[i>>2]|0;oh[f[(f[q>>2]|0)+12>>2]&1023](q,h);q=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((q|0)==15){q=0;e=f[i>>2]|0;d=e}if((m|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}h=h+32|0}while((h|0)!=(l|0));d=f[r>>2]|0;if((f[a>>2]|0)==(d|0)){u=s;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{q=30;break}d=d+-32|0;while(1){q=e+-32|0;f[r>>2]=q;if((q|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[r>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){q=30;break}}if((q|0)==30){u=s;return}}function f$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){g$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;g$a(a,b);return}function g$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function h$a(a){a=a|0;hZa(f[a+4>>2]|0);return}function i$a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;n=o;if((f[a+12>>2]|0)!=2){u=o;return}l=f[a+4>>2]|0;m=l+504|0;j$a(n,f[d>>2]|0,f[d+4>>2]|0);k=l+508|0;a=f[k>>2]|0;l=l+512|0;j=f[l>>2]|0;d=j;if(a>>>0<j>>>0){f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;f[a>>2]=f[n>>2];m=n+4|0;f[l>>2]=f[m>>2];l=n+8|0;f[a+8>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[n>>2]=0;f[a+12>>2]=e;b[a+16>>0]=c;f[k>>2]=(f[k>>2]|0)+20;a=n}else{g=f[m>>2]|0;h=(a-g|0)/20|0;a=h+1|0;if(a>>>0>214748364)AMb(m);g=(d-g|0)/20|0;j=g<<1;a=g>>>0<107374182?(j>>>0<a>>>0?a:j):214748364;do if(!a)i=0;else if(a>>>0>214748364)vd();else{i=pOb(a*20|0)|0;break}while(0);d=i+(h*20|0)|0;g=d;j=i+(a*20|0)|0;f[i+(h*20|0)+8>>2]=0;f[d>>2]=f[n>>2];a=n+4|0;f[i+(h*20|0)+4>>2]=f[a>>2];p=n+8|0;f[i+(h*20|0)+8>>2]=f[p>>2];f[p>>2]=0;f[a>>2]=0;f[n>>2]=0;f[i+(h*20|0)+12>>2]=e;b[i+(h*20|0)+16>>0]=c;c=d+20|0;h=f[m>>2]|0;a=f[k>>2]|0;if((a|0)==(h|0)){a=g;e=h;g=h}else{do{i=d+-20|0;p=a;a=a+-20|0;f[i>>2]=0;e=d+-16|0;f[e>>2]=0;f[d+-12>>2]=0;f[i>>2]=f[a>>2];i=p+-16|0;f[e>>2]=f[i>>2];e=p+-12|0;f[d+-12>>2]=f[e>>2];f[e>>2]=0;f[i>>2]=0;f[a>>2]=0;f[d+-8>>2]=f[p+-8>>2];b[d+-4>>0]=b[p+-4>>0]|0;d=g+-20|0;g=d}while((a|0)!=(h|0));a=g;e=f[m>>2]|0;g=f[k>>2]|0}f[m>>2]=a;f[k>>2]=c;f[l>>2]=j;c=e;if((g|0)!=(c|0))do{a=g;g=g+-20|0;h=f[g>>2]|0;if(h|0){a=a+-16|0;d=f[a>>2]|0;if((d|0)!=(h|0))f[a>>2]=d+(~((d+-8-h|0)>>>3)<<3);sOb(h)}}while((g|0)!=(c|0));if(!e)a=n;else{sOb(e);a=n}}g=f[a>>2]|0;if(g|0){a=n+4|0;d=f[a>>2]|0;if((d|0)!=(g|0))f[a>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}u=o;return}function j$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=b+(c<<3)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;d=c<<3;e=d>>3;do if(!e){e=0;b=0;d=0;j=11}else{if(e>>>0>536870911)AMb(a);d=pOb(d)|0;f[k>>2]=d;f[a>>2]=d;f[a+8>>2]=d+(e<<3);if(!c){e=d;b=d;j=11}else{h=d;do{c=b;e=f[c+4>>2]|0;i=h;f[i>>2]=f[c>>2];f[i+4>>2]=e;b=b+8|0;i=f[k>>2]|0;h=i+8|0;f[k>>2]=h}while((b|0)!=(g|0));d=h;b=f[a>>2]|0;if((b|0)==(h|0)){e=h;j=11}else{e=b;while(1){if(!(f[e>>2]|0))break;if((e|0)==(i|0)){j=10;break}else e=e+8|0}if((j|0)==10){c=h;e=h;break}c=e;if((e|0)==(h|0))e=h;else{b=c;a:while(1){do{h=b;d=h+8|0;b=d;if((i|0)==(h|0))break a}while(!(f[d>>2]|0));e=d;g=f[e+4>>2]|0;h=c;f[h>>2]=f[e>>2];f[h+4>>2]=g;c=c+8|0}d=f[k>>2]|0;b=f[a>>2]|0;e=d}}}}while(0);if((j|0)==11)c=e;g=b+(c-b>>3<<3)|0;if((e|0)==(c|0))return;b=g+(e-c>>3<<3)|0;c=d-b|0;e=c>>3;if(e){cQb(g|0,b|0,c|0)|0;d=f[k>>2]|0}b=g+(e<<3)|0;if((d|0)==(b|0))return;f[k>>2]=d+(~((d+-8-b|0)>>>3)<<3);return}function k$a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;n=o;h=e&1;if((f[a+12>>2]|0)!=2){u=o;return}l=f[a+4>>2]|0;m=l+492|0;j$a(n,f[d>>2]|0,f[d+4>>2]|0);k=l+496|0;e=f[k>>2]|0;l=l+500|0;j=f[l>>2]|0;a=j;if(e>>>0<j>>>0){f[e>>2]=0;l=e+4|0;f[l>>2]=0;f[e+8>>2]=0;f[e>>2]=f[n>>2];m=n+4|0;f[l>>2]=f[m>>2];l=n+8|0;f[e+8>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[n>>2]=0;b[e+12>>0]=h;b[e+13>>0]=c;f[k>>2]=(f[k>>2]|0)+16;e=n}else{d=f[m>>2]|0;g=e-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(m);d=a-d|0;j=d>>3;e=d>>4>>>0<134217727?(j>>>0<e>>>0?e:j):268435455;do if(!e)i=0;else if(e>>>0>268435455)vd();else{i=pOb(e<<4)|0;break}while(0);a=i+(g<<4)|0;d=a;j=i+(e<<4)|0;f[i+(g<<4)+8>>2]=0;f[a>>2]=f[n>>2];e=n+4|0;f[i+(g<<4)+4>>2]=f[e>>2];p=n+8|0;f[i+(g<<4)+8>>2]=f[p>>2];f[p>>2]=0;f[e>>2]=0;f[n>>2]=0;b[i+(g<<4)+12>>0]=h;b[i+(g<<4)+13>>0]=c;h=a+16|0;g=f[m>>2]|0;e=f[k>>2]|0;if((e|0)==(g|0)){e=d;c=g;d=g}else{do{i=a+-16|0;p=e;e=e+-16|0;f[i>>2]=0;c=a+-12|0;f[c>>2]=0;f[a+-8>>2]=0;f[i>>2]=f[e>>2];i=p+-12|0;f[c>>2]=f[i>>2];c=p+-8|0;f[a+-8>>2]=f[c>>2];f[c>>2]=0;f[i>>2]=0;f[e>>2]=0;b[a+-4>>0]=b[p+-4>>0]|0;b[a+-3>>0]=b[p+-3>>0]|0;a=d+-16|0;d=a}while((e|0)!=(g|0));e=d;c=f[m>>2]|0;d=f[k>>2]|0}f[m>>2]=e;f[k>>2]=h;f[l>>2]=j;h=c;if((d|0)!=(h|0))do{e=d;d=d+-16|0;g=f[d>>2]|0;if(g|0){e=e+-12|0;a=f[e>>2]|0;if((a|0)!=(g|0))f[e>>2]=a+(~((a+-8-g|0)>>>3)<<3);sOb(g)}}while((d|0)!=(h|0));if(!c)e=n;else{sOb(c);e=n}}d=f[e>>2]|0;if(d|0){e=n+4|0;a=f[e>>2]|0;if((a|0)!=(d|0))f[e>>2]=a+(~((a+-8-d|0)>>>3)<<3);sOb(d)}u=o;return}function l$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;if((f[a+12>>2]|0)!=2)return;i=c&1;g=a+4|0;c=f[g>>2]|0;h=f[c+492>>2]|0;e=c+496|0;a=f[e>>2]|0;if((a|0)!=(h|0)){while(1){c=a+-16|0;f[e>>2]=c;d=f[c>>2]|0;if(d){c=a+-12|0;a=f[c>>2]|0;if((a|0)!=(d|0))f[c>>2]=a+(~((a+-8-d|0)>>>3)<<3);sOb(d);c=f[e>>2]|0}if((c|0)==(h|0))break;else a=c}c=f[g>>2]|0}b[c+489>>0]=i;b[c+490>>0]=1;return}function m$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if((f[a+12>>2]|0)!=2)return;Fh[f[(f[a>>2]|0)+68>>2]&255](a,b,c,d);return}function n$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;if((f[a+12>>2]|0)!=2)return;h=f[b>>2]|0;k=b+4|0;e=f[k>>2]|0;i=h+(e<<3)|0;a:do if(!e){g=h;j=5}else{g=h;while(1){if(!(f[g>>2]|0)){j=5;break a}g=g+8|0;if((g|0)==(i|0)){g=i;break}}}while(0);if((j|0)==5)if((g|0)==(i|0))g=i;else{e=g;b:while(1){do{e=e+8|0;if((e|0)==(i|0))break 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r$a(a,c){a=a|0;c=c|0;if((f[a+12>>2]|0)!=2)return;a=f[a+4>>2]|0;f[a+476>>2]=c;b[a+480>>0]=1;return}function s$a(a,c){a=a|0;c=+c;if((f[a+12>>2]|0)!=2)return;a=f[a+4>>2]|0;n[a+484>>2]=c;b[a+488>>0]=1;hZa(a);return}function t$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;if((f[a+12>>2]|0)!=2)return;e=f[b>>2]|0;j=b+4|0;c=f[j>>2]|0;g=e+(c<<3)|0;a:do if(!c){d=e;u=5}else{d=e;while(1){if(!(f[d>>2]|0)){u=5;break a}d=d+8|0;if((d|0)==(g|0)){d=g;break}}}while(0);if((u|0)==5)if((d|0)==(g|0))d=g;else{c=d;b:while(1){do{c=c+8|0;if((c|0)==(g|0))break b}while(!(f[c>>2]|0));r=c;s=f[r+4>>2]|0;t=d;f[t>>2]=f[r>>2];f[t+4>>2]=s;d=d+8|0}e=f[b>>2]|0;c=f[j>>2]|0}c=c-(e+(c<<3)-d>>3)|0;f[j>>2]=c;if(!c)return;s=f[a+4>>2]|0;t=s+540|0;o=e+(c<<3)|0;p=s+544|0;q=s+552|0;r=s+556|0;s=s+548|0;c=f[p>>2]|0;do{j=f[e>>2]|0;k=f[e+4>>2]|0;m=k+-1640531527+(j<<6)+(j>>>2)^j;l=(c|0)==0;c:do if(l){d=0;u=32}else{a=c+-1|0;b=(a&c|0)==0;if(b)d=m&a;else if(m>>>0<c>>>0)d=m;else 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if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;u=45}}else{f[b>>2]=f[d>>2];u=45}if((u|0)==45){u=0;f[d>>2]=b}f[q>>2]=(f[q>>2]|0)+1}e=e+8|0}while((e|0)!=(o|0));return}function u$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h;if((f[a+12>>2]|0)!=2){a=f[b>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,g);u=h;return}d=a+4|0;c=f[d>>2]|0;e=f[c+764>>2]|0;if(e){oh[f[(f[e>>2]|0)+12>>2]&1023](e,g);c=f[d>>2]|0}g=c+764|0;e=f[b>>2]|0;f[b>>2]=0;c=f[g>>2]|0;f[g>>2]=e;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);gh[f[(f[a>>2]|0)+48>>2]&2047](a);u=h;return}function v$a(a,b){a=a|0;b=b|0;if(!a)return;w$a(b);return}function w$a(a){a=a|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;e=g;d=a+4|0;c=f[d>>2]|0;if(!(f[c+768>>2]|0)){u=g;return}c=f[c+772>>2]|0;if(!c){u=g;return}if(!(Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0)){Hha(942,a,1);u=g;return}a=f[(f[d>>2]|0)+772>>2]|0;oh[f[(f[a>>2]|0)+20>>2]&1023](e,a);a=f[(f[d>>2]|0)+768>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,e);a=(f[d>>2]|0)+768|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=(f[d>>2]|0)+772|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);u=g;return}function x$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;g=a+4|0;e=(f[g>>2]|0)+768|0;if(f[e>>2]|0){d=f[c>>2]|0;c=f[(f[d>>2]|0)+12>>2]|0;e=pOb(32)|0;f[i>>2]=e;f[i+8>>2]=-2147483616;f[i+4>>2]=30;a=e;g=191186;h=a+30|0;do{b[a>>0]=b[g>>0]|0;a=a+1|0;g=g+1|0}while((a|0)<(h|0));b[e+30>>0]=0;oh[c&1023](d,i);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);u=j;return}h=f[c>>2]|0;f[c>>2]=0;c=f[e>>2]|0;f[e>>2]=h;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=f[(f[a+8>>2]|0)+232>>2]|0;O6a(i,d);h=(f[g>>2]|0)+772|0;d=f[i>>2]|0;f[i>>2]=0;c=f[h>>2]|0;f[h>>2]=d;if(!c)f[i>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[i>>2]|0;f[i>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}i=f[(f[g>>2]|0)+772>>2]|0;oh[f[(f[i>>2]|0)+8>>2]&1023](i,e);i=f[(f[g>>2]|0)+772>>2]|0;gh[f[(f[i>>2]|0)+12>>2]&2047](i);Hha(942,a,5);u=j;return}function y$a(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=(f[a+4>>2]|0)+764|0;a=f[c>>2]|0;if(!a){u=d;return}if(b)oh[f[(f[a>>2]|0)+16>>2]&1023](a,1);else oh[f[(f[a>>2]|0)+8>>2]&1023](a,d);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function z$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(!(f[b>>2]|0))return;Fh[f[(f[a>>2]|0)+36>>2]&255](a,b,c,d);return}function A$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;l=n;if(!(f[b>>2]|0)){u=n;return}m=f[a+4>>2]|0;i=m+820|0;k=(f[i>>2]|0)+-1|0;f[i>>2]=k;i=m+428|0;d=m+432|0;e=f[d>>2]|0;do if(!e){h=d;g=d}else{g=m+432|0;while(1){d=f[e+16>>2]|0;if(d>>>0<k>>>0){d=f[e>>2]|0;if(!d){d=7;break}}else{if(d>>>0<=k>>>0){d=11;break}g=e+4|0;d=f[g>>2]|0;if(!d){d=10;break}else e=g}g=e;e=d}if((d|0)==7){h=e;g=e;break}else if((d|0)==10){h=e;break}else if((d|0)==11){h=e;break}}while(0);if(!(f[g>>2]|0)){d=pOb(20)|0;f[d+16>>2]=k;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=h;f[g>>2]=d;e=f[f[i>>2]>>2]|0;if(e){f[i>>2]=e;d=f[g>>2]|0}r_a(f[m+432>>2]|0,d);m=m+436|0;f[m>>2]=(f[m>>2]|0)+1}m=f[(f[a>>2]|0)+40>>2]|0;f[l>>2]=k;f[j>>2]=f[l>>2];Fh[m&255](a,j,b,c);u=n;return}function B$a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+16|0;i=l+8|0;j=l+4|0;k=l;if((f[a+12>>2]|0)!=2){b=f[b>>2]|0;if(!b){u=l;return}oh[f[(f[b>>2]|0)+16>>2]&1023](b,0);u=l;return}h=f[a+4>>2]|0;n=h+820|0;m=(f[n>>2]|0)+-1|0;f[n>>2]=m;f[j>>2]=m;if(f[b>>2]|0){n=C$a(h+256|0,j)|0;m=f[b>>2]|0;f[b>>2]=0;b=f[n>>2]|0;f[n>>2]=m;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}n=f[(f[a>>2]|0)+104>>2]|0;f[k>>2]=f[j>>2];f[i>>2]=f[k>>2];Ih[n&7](a,i,c,d,e,g);u=l;return}function C$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;D$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function D$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){E$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;E$a(a,b);return}function E$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function F$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;s=w+8|0;t=w+4|0;v=w;if((f[a+12>>2]|0)!=2){d=f[b>>2]|0;if(!d){u=w;return}oh[f[(f[d>>2]|0)+16>>2]&1023](d,0);u=w;return}r=a+4|0;gZa(f[r>>2]|0,1);p=(f[r>>2]|0)+820|0;d=(f[p>>2]|0)+-1|0;f[p>>2]=d;f[t>>2]=d;d=GQa(f[(f[a+8>>2]|0)+232>>2]|0)|0;p=f[c>>2]|0;q=c+4|0;n=f[q>>2]|0;m=p+(n<<2)|0;a:do if(!n){e=p;d=0}else{n=d+4|0;j=f[d>>2]|0;i=p;do{k=f[i>>2]|0;h=f[n>>2]|0;b:do if(!h)o=34;else{g=h+-1|0;e=(g&h|0)==0;if(e)l=g&k;else if(k>>>0<h>>>0)l=k;else l=(k>>>0)%(h>>>0)|0;d=f[j+(l<<2)>>2]|0;if(!d)o=34;else{d=f[d>>2]|0;if(!d)o=34;else{if(e)while(1){h=f[d+4>>2]|0;e=(k|0)==(h|0);if(!(e|(h&g|0)==(l|0))){o=34;break b}if(e)if((f[d+8>>2]|0)==(k|0))break b;d=f[d>>2]|0;if(!d){o=34;break b}}while(1){e=f[d+4>>2]|0;if((k|0)==(e|0)){if((f[d+8>>2]|0)==(k|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(l|0)){o=34;break b}}d=f[d>>2]|0;if(!d){o=34;break}}}}}while(0);if((o|0)==34){o=0;f[i>>2]=0}i=i+4|0}while((i|0)!=(m|0));d=f[q>>2]|0;h=p+(d<<2)|0;c:do if(!d){e=p;d=0}else{e=p;while(1){if(!(f[e>>2]|0))break c;e=e+4|0;if((e|0)==(h|0)){e=h;break a}}}while(0);if((e|0)==(h|0))e=h;else{d=e;d:while(1){do{d=d+4|0;if((d|0)==(h|0))break d;g=f[d>>2]|0}while(!(g|0));f[e>>2]=g;e=e+4|0}d=f[q>>2]|0}}while(0);p=d-(p+(d<<2)-e>>2)|0;f[q>>2]=p;d=f[b>>2]|0;e=(d|0)!=0;if(!p){if(e)oh[f[(f[d>>2]|0)+8>>2]&1023](d,s)}else{if(e){r=C$a((f[r>>2]|0)+296|0,t)|0;q=f[b>>2]|0;f[b>>2]=0;d=f[r>>2]|0;f[r>>2]=q;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}r=f[(f[a>>2]|0)+108>>2]|0;f[v>>2]=f[t>>2];f[s>>2]=f[v>>2];xh[r&127](a,s,c)}u=w;return}function G$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;t=x+4|0;v=x;q=f[a+4>>2]|0;s=q+820|0;w=(f[s>>2]|0)+-1|0;f[s>>2]=w;s=q+316|0;p=q+320|0;o=f[p>>2]|0;j=(o|0)==0;a:do if(j){e=0;r=17}else{i=o+-1|0;h=(i&o|0)==0;if(h)e=i&w;else if(o>>>0>w>>>0)e=w;else e=(w>>>0)%(o>>>0)|0;g=f[(f[s>>2]|0)+(e<<2)>>2]|0;if(!g)r=17;else{if(h)while(1){g=f[g>>2]|0;if(!g){r=17;break a}m=f[g+4>>2]|0;if(!((m|0)==(w|0)|(m&i|0)==(e|0))){r=17;break a}if((f[g+8>>2]|0)==(w|0)){m=g;break a}}while(1){g=f[g>>2]|0;if(!g){r=17;break a}h=f[g+4>>2]|0;if((h|0)!=(w|0)){if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(e|0)){r=17;break a}}if((f[g+8>>2]|0)==(w|0)){m=g;break}}}}while(0);if((r|0)==17){m=pOb(56)|0;f[m+8>>2]=w;g=m+12|0;h=g+44|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[m+4>>2]=w;f[m>>2]=0;i=q+328|0;k=+(((f[i>>2]|0)+1|0)>>>0);g=q+332|0;l=+n[g>>2];do if(j|l*+(o>>>0)<k){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;j=~~+W(+(k/l))>>>0;e=e>>>0<j>>>0?j:e;if((e|0)==1){e=2;h=o}else if(!(e+-1&e))h=o;else{e=hDb(e)|0;h=f[p>>2]|0}if(e>>>0>h>>>0)H$a(s,e);else if(e>>>0<h>>>0){g=~~+W(+(+((f[i>>2]|0)>>>0)/+n[g>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)g=1<<32-(_(g+-1|0)|0);else g=hDb(g)|0;e=e>>>0<g>>>0?g:e;if(e>>>0<h>>>0)H$a(s,e)}e=f[p>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&w;break}if(e>>>0>w>>>0){h=e;e=w}else{h=e;e=(w>>>0)%(e>>>0)|0}}else h=o;while(0);g=(f[s>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=q+324|0;f[m>>2]=f[e>>2];f[e>>2]=m;f[g>>2]=e;e=f[m>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[s>>2]|0)+(e<<2)|0;r=41}}else{f[m>>2]=f[e>>2];r=41}if((r|0)==41)f[e>>2]=m;f[i>>2]=(f[i>>2]|0)+1}s=m+12|0;r=f[b>>2]|0;f[b>>2]=0;e=f[s>>2]|0;f[s>>2]=r;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);f[m+16>>2]=f[c>>2];f[m+20>>2]=f[c+4>>2];i=c+8|0;j=m+24|0;e=f[j>>2]|0;h=m+28|0;if(!e)e=m+32|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);e=m+32|0;f[e>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];g=c+12|0;f[h>>2]=f[g>>2];h=c+16|0;f[e>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;f[c>>2]=0;f[m+36>>2]=f[d>>2];f[m+40>>2]=f[d+4>>2];g=d+8|0;h=m+44|0;i=f[h>>2]|0;e=m+48|0;if(!i){s=m+52|0;c=f[g>>2]|0;f[h>>2]=c;c=d+12|0;b=f[c>>2]|0;f[e>>2]=b;b=d+16|0;r=f[b>>2]|0;f[s>>2]=r;f[b>>2]=0;f[c>>2]=0;f[g>>2]=0;f[d>>2]=0;d=f[a>>2]|0;d=d+52|0;d=f[d>>2]|0;f[v>>2]=w;f[t>>2]=f[v>>2];oh[d&1023](a,t);u=x;return}j=f[e>>2]|0;if((j|0)!=(i|0))f[e>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i);s=m+52|0;f[s>>2]=0;f[e>>2]=0;f[h>>2]=0;c=f[g>>2]|0;f[h>>2]=c;c=d+12|0;b=f[c>>2]|0;f[e>>2]=b;b=d+16|0;r=f[b>>2]|0;f[s>>2]=r;f[b>>2]=0;f[c>>2]=0;f[g>>2]=0;f[d>>2]=0;d=f[a>>2]|0;d=d+52|0;d=f[d>>2]|0;f[v>>2]=w;f[t>>2]=f[v>>2];oh[d&1023](a,t);u=x;return}function H$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function I$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;zYa(a,b);AYa(a,b,a+816|0);g=a+456|0;if(f[g>>2]|0){d=a+452|0;b=f[d>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);f[d>>2]=0;d=f[a+448>>2]|0;if(d|0){e=a+444|0;b=0;do{f[(f[e>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[g>>2]=0}e=a+464|0;g=a+468|0;NYa(e,f[g>>2]|0);f[a+472>>2]=0;f[e>>2]=g;f[g>>2]=0;if(c)return;d=a+788|0;if(f[d>>2]|0){e=a+784|0;aZa(f[e>>2]|0);f[e>>2]=0;e=f[a+780>>2]|0;if(e|0){g=a+776|0;b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(e|0))}f[d>>2]=0}e=a+808|0;if(!(f[e>>2]|0))return;g=a+804|0;$Ya(f[g>>2]|0);f[g>>2]=0;g=f[a+800>>2]|0;if(g|0){d=a+796|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(g|0))}f[e>>2]=0;return}function J$a(a){a=a|0;b[(f[a+4>>2]|0)+536>>0]=1;return}function K$a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m+8|0;k=m+4|0;l=m;a:do if((f[a+12>>2]|0)!=2){h=f[c>>2]|0;n=f[c+4>>2]|0;i=h+(n<<3)|0;if(n|0){while(1){if(f[h>>2]|0)break;h=h+8|0;if((h|0)==(i|0))break a}n=f[b>>2]|0;oh[f[(f[n>>2]|0)+16>>2]&1023](n,0);u=m;return}}while(0);n=a+4|0;gZa(f[n>>2]|0,1);n=f[n>>2]|0;h=n+820|0;i=(f[h>>2]|0)+-1|0;f[h>>2]=i;f[k>>2]=i;n=L$a(n+276|0,k)|0;i=f[b>>2]|0;f[b>>2]=0;h=f[n>>2]|0;f[n>>2]=i;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);n=f[(f[a>>2]|0)+112>>2]|0;f[l>>2]=f[k>>2];f[j>>2]=f[l>>2];Th[n&127](a,j,c,d,e,g);u=m;return}function L$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;M$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function M$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){N$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;N$a(a,b);return}function N$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function O$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d&1;d=f[c>>2]|0;n=f[c+4>>2]|0;o=d+(n<<3)|0;if(!n)return;m=a+4|0;n=p<<24>>24==0;l=d;do{d=xYa((f[m>>2]|0)+776|0,l)|0;a:do if((h[d>>0]|0)<=1){j=d+44|0;k=l+4|0;i=f[k>>2]|0;e=f[d+48>>2]|0;b:do if(!e)q=23;else{a=e+-1|0;c=(a&e|0)==0;if(c)g=a&i;else if(e>>>0>i>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;d=f[(f[j>>2]|0)+(g<<2)>>2]|0;if(!d)q=23;else{d=f[d>>2]|0;if(!d)q=23;else{c:do if(c)while(1){e=f[d+4>>2]|0;c=(e|0)==(i|0);if(!(c|(e&a|0)==(g|0))){q=23;break b}if(c)if((f[d+8>>2]|0)==(i|0))break c;d=f[d>>2]|0;if(!d){q=23;break b}}else while(1){c=f[d+4>>2]|0;if((c|0)==(i|0)){if((f[d+8>>2]|0)==(i|0))break c}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){q=23;break b}}d=f[d>>2]|0;if(!d){q=23;break b}}while(0);c=d+12|0;if(n|(b[d+8+5>>0]|0)!=0)break a;if(b[c>>0]|0)break a;b[c>>0]=1}}}while(0);if((q|0)==23){q=0;k=P$a(j,k)|0;b[k>>0]=p;b[k+1>>0]=0}d=Q$a((f[m>>2]|0)+664|0,l)|0;if(!d){k=R$a((f[m>>2]|0)+664|0,l)|0;b[k>>0]=p;break}else{k=d+16|0;b[k>>0]=b[k>>0]|p;break}}while(0);l=l+8|0}while((l|0)!=(o|0));return}function P$a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)U$a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)U$a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function Q$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function R$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;S$a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function S$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){T$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;T$a(a,b);return}function T$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function U$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function V$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d&1;e=f[c>>2]|0;n=f[c+4>>2]|0;o=e+(n<<3)|0;if(!n)return;n=a+4|0;m=d^1;do{c=xYa((f[n>>2]|0)+776|0,e)|0;a:do if((h[c>>0]|0)<=1){k=c+4|0;l=e+4|0;j=f[l>>2]|0;g=f[c+8>>2]|0;b:do if(!g)q=23;else{d=g+-1|0;a=(d&g|0)==0;if(a)i=d&j;else if(g>>>0>j>>>0)i=j;else i=(j>>>0)%(g>>>0)|0;c=f[(f[k>>2]|0)+(i<<2)>>2]|0;if(!c)q=23;else{c=f[c>>2]|0;if(!c)q=23;else{c:do if(a)while(1){g=f[c+4>>2]|0;a=(g|0)==(j|0);if(!(a|(g&d|0)==(i|0))){q=23;break b}if(a)if((f[c+8>>2]|0)==(j|0))break c;c=f[c>>2]|0;if(!c){q=23;break b}}else while(1){a=f[c+4>>2]|0;if((a|0)==(j|0)){if((f[c+8>>2]|0)==(j|0))break c}else{if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;if((a|0)!=(i|0)){q=23;break b}}c=f[c>>2]|0;if(!c){q=23;break b}}while(0);a=c+12|0;if((b[c+8+5>>0]|0)!=0|m)break a;if(b[a>>0]|0)break a;b[a>>0]=1}}}while(0);if((q|0)==23){q=0;l=W$a(k,l)|0;b[l>>0]=p;b[l+1>>0]=0}c=X$a((f[n>>2]|0)+624|0,e)|0;if(!c){l=Y$a((f[n>>2]|0)+624|0,e)|0;b[l>>0]=p;break}else{l=c+16|0;b[l>>0]=b[l>>0]|p;break}}while(0);e=e+8|0}while((e|0)!=(o|0));return}function W$a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)$$a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)$$a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function X$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Y$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;Z$a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function Z$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_$a(a,b);return}function _$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function $$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function a0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=d&1;e=f[c>>2]|0;o=f[c+4>>2]|0;p=e+(o<<3)|0;if(!o)return;o=a+4|0;n=d^1;do{c=xYa((f[o>>2]|0)+776|0,e)|0;a:do if((h[c>>0]|0)<=1){l=c+24|0;m=e+4|0;k=f[m>>2]|0;i=f[c+28>>2]|0;b:do if(!i)r=23;else{g=i+-1|0;d=(g&i|0)==0;if(d)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;c=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!c)r=23;else{a=f[c>>2]|0;if(!a)r=23;else{c:do if(d)while(1){i=f[a+4>>2]|0;c=(i|0)==(k|0);if(!(c|(i&g|0)==(j|0))){r=23;break b}if(c)if((f[a+8>>2]|0)==(k|0))break c;a=f[a>>2]|0;if(!a){r=23;break b}}else while(1){c=f[a+4>>2]|0;if((c|0)==(k|0)){if((f[a+8>>2]|0)==(k|0))break c}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(j|0)){r=23;break b}}a=f[a>>2]|0;if(!a){r=23;break b}}while(0);c=a+12|0;if(!((b[a+8+5>>0]|0)==0&n))break a;if(!(b[c>>0]|0))break a}}}while(0);if((r|0)==23){r=0;c=b0a(l,m)|0;b[c>>0]=q;c=c+1|0}b[c>>0]=0;c=c0a((f[o>>2]|0)+644|0,e)|0;if(!c){m=d0a((f[o>>2]|0)+644|0,e)|0;b[m>>0]=q;break}else{m=c+16|0;b[m>>0]=b[m>>0]&q;break}}while(0);e=e+8|0}while((e|0)!=(p|0));return}function b0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)g0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)g0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function c0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function d0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;e0a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function e0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){f0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;f0a(a,b);return}function f0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function g0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function h0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+28|0;m=n+16|0;j=n+4|0;l=n;k=(d&2|0)==0;a:do if(d&1|0){f[h>>2]=e;switch(e|0){case 0:{g=f[(f[a+8>>2]|0)+232>>2]|0;f[m>>2]=0;a=m+4|0;f[a>>2]=0;f[m+8>>2]=0;if((c|0)==5){nSa(j,g);i=j+4|0;i0a(m,f[j>>2]|0,f[i>>2]|0);g=f[j>>2]|0;if(g|0){h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}}if(!k){h=f[a>>2]|0;g=f[m>>2]|0;j=h-g>>2;switch(j|0){case 0:{aWa(m,1);g=f[m>>2]|0;break}case 1:break;default:{i=g+4|0;if((i|0)!=(h|0))f[a>>2]=h+(~((h+-4-i|0)>>>2)<<2)}}f[g>>2]=j}g=f[b>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,m);g=f[m>>2]|0;if(g|0){h=f[a>>2]|0;if((h|0)!=(g|0))f[a>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}u=n;return}case -1:{b=f[b>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,h);u=n;return}default:break a}}while(0);g=f[b>>2]|0;if((f[a+12>>2]|0)!=2){oh[f[(f[g>>2]|0)+16>>2]&1023](g,0);u=n;return}if(!g){Fh[f[(f[a>>2]|0)+116>>2]&255](a,c,d,e);u=n;return}i=(f[a+4>>2]|0)+336|0;f[h>>2]=c;f[h+4>>2]=d;f[h+8>>2]=e;i=j0a(i,h)|0;g=i+4|0;h=f[g>>2]|0;if(h>>>0<(f[i+8>>2]|0)>>>0){m=f[b>>2]|0;f[b>>2]=0;f[h>>2]=m;b=(f[g>>2]|0)+4|0;f[g>>2]=b;g=b}else{k0a(i,b);g=f[g>>2]|0}if((g-(f[i>>2]|0)|0)!=4){u=n;return}f[l>>2]=0;h0a(a,l,c,d,e);g=f[l>>2]|0;f[l>>2]=0;if(!g){u=n;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=n;return}function i0a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;h=b;i=j-h|0;g=i>>2;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=d-m>>2>>>0){i=a+4|0;e=(f[i>>2]|0)-m>>2;a=g>>>0>e>>>0;g=a?b+(e<<2)|0:c;e=g;d=e-h|0;c=d>>2;if(c|0)cQb(m|0,b|0,d|0)|0;c=l+(c<<2)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[i>>2]|0,g|0,d|0)|0;f[i>>2]=(f[i>>2]|0)+(d>>>2<<2);return}else{d=f[i>>2]|0;if((d|0)==(c|0))return;f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~((c+-4-m|0)>>>2)<<2);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>1073741823)AMb(a);m=d>>1;d=d>>2>>>0<536870911?(m>>>0<g>>>0?g:m):1073741823;if(d>>>0>1073741823)AMb(a);c=pOb(d<<2)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d<<2);if((i|0)<=0)return;bQb(c|0,b|0,i|0)|0;f[e>>2]=c+(i>>>2<<2);return}function j0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(32)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;l0a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function k0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+4|0;c=f[a>>2]|0;e=(f[j>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>1;c=i>>2>>>0<536870911?(c>>>0<d>>>0?d:c):1073741823;do if(!c)g=0;else if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;break}while(0);d=g+(e<<2)|0;e=d;i=g+(c<<2)|0;h=f[b>>2]|0;f[b>>2]=0;f[d>>2]=h;h=d+4|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{c=c+-4|0;g=f[c>>2]|0;f[c>>2]=0;f[d+-4>>2]=g;d=e+-4|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function l0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){m0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;m0a(a,b);return}function m0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function n0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;a:do if((f[a+12>>2]|0)!=2){a=f[c>>2]|0;c=f[c+4>>2]|0;d=a+(c<<3)|0;if(c|0){while(1){if(f[a>>2]|0)break;a=a+8|0;if((a|0)==(d|0))break a}b=f[b>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,0);return}}while(0);a=f[b>>2]|0;if(!a)return;oh[f[(f[a>>2]|0)+16>>2]&1023](a,1);return}function o0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;s=0;z=u;u=u+64|0;a:do if((f[a+12>>2]|0)!=2){g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}y=f[b>>2]|0;oh[f[(f[y>>2]|0)+16>>2]&1023](y,0);u=z;return}}while(0);t=f[b>>2]|0;if(!t){O$a(a,c,d);u=z;return}i=f[(f[a+8>>2]|0)+232>>2]|0;w=f[a+4>>2]|0;r=d&1|0?w+64|0:w+96|0;f[b>>2]=0;f[(z+20|0)>>2]=t;f[(z+36|0)>>2]=0;y=(z+36|0)+4|0;f[y>>2]=0;f[(z+36|0)+8>>2]=0;f[(z+24|0)>>2]=0;x=(z+24|0)+4|0;f[x>>2]=0;f[(z+24|0)+8>>2]=0;h=f[c>>2]|0;b=f[(c+4|0)>>2]|0;e=1;if(e){e=0;if(!b)s=22;else e=1}if(e)if(1){g=h;do{b:do switch((K_a(a,i,d,g)|0)<<24>>24){case 0:if(!(f[g>>2]|0)){e=f[y>>2]|0;if((e|0)==(f[((z+36|0)+8|0)>>2]|0)){b_a(z+36|0,g);break b}else{A=g;j=f[A+4>>2]|0;f[e>>2]=f[A>>2];f[e+4>>2]=j;f[y>>2]=(f[y>>2]|0)+8;break b}}else{e=f[x>>2]|0;if((e|0)==(f[((z+24|0)+8|0)>>2]|0)){b_a(z+24|0,g);break b}else{j=g;A=f[j+4>>2]|0;f[e>>2]=f[j>>2];f[e+4>>2]=A;f[x>>2]=(f[x>>2]|0)+8;break b}}case 3:{e=f[y>>2]|0;if((e|0)==(f[((z+36|0)+8|0)>>2]|0)){b_a(z+36|0,g);break b}else{j=g;A=f[j+4>>2]|0;f[e>>2]=f[j>>2];f[e+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break b}}default:{}}while(0);g=g+8|0}while((g|0)!=(h+(b<<3)|0|0));e=1;if(e){e=0;if((f[(z+24|0)>>2]|0)==(f[x>>2]|0))s=22;else e=1}if(e)if(1){b=f[(r+24|0)>>2]|0;g=f[(r+28|0)>>2]|0;e=1;if(e){e=0;if(b>>>0<g>>>0){f[b>>2]=f[c>>2];f[b+4>>2]=f[(c+4|0)>>2];f[(b+8|0)>>2]=0;f[(b+12|0)>>2]=0;f[b+16>>2]=0;f[(b+8|0)>>2]=f[(c+8|0)>>2];f[(b+12|0)>>2]=f[(c+12|0)>>2];f[b+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[b+20>>2]=d;f[(z+20|0)>>2]=0;f[b+24>>2]=t;f[(r+24|0)>>2]=(f[(r+24|0)>>2]|0)+28}else e=1}if(e)if(1){h=f[(r+20|0)>>2]|0;e=((b-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(r+20|0);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)m=0;else if(e>>>0>153391689)vd();else{m=pOb(e*28|0)|0;break}while(0);j=m+(((b-h|0)/28|0)*28|0)|0;i=m+(e*28|0)|0;f[j>>2]=f[c>>2];f[m+(((b-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+16>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+20>>2]=d;f[(z+20|0)>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+24>>2]=t;b=f[(r+20|0)>>2]|0;e=f[(r+24|0)>>2]|0;if((e|0)==(b|0)){g=j;m=b;e=b}else{g=j;h=j;do{m=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[m+-24>>2];B=h+-20|0;f[B>>2]=0;A=h+-16|0;f[A>>2]=0;f[h+-12>>2]=0;f[B>>2]=f[(m+-20|0)>>2];f[A>>2]=f[(m+-16|0)>>2];f[h+-12>>2]=f[(m+-12|0)>>2];f[(m+-12|0)>>2]=0;f[(m+-16|0)>>2]=0;f[(m+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[m+-8>>2];A=f[(m+-4|0)>>2]|0;f[(m+-4|0)>>2]=0;f[h+-4>>2]=A;h=g+-28|0;g=h}while((e|0)!=(b|0));m=f[(r+20|0)>>2]|0;e=f[(r+24|0)>>2]|0}f[(r+20|0)>>2]=g;f[(r+24|0)>>2]=j+28|0;f[(r+28|0)>>2]=i;j=m;if((e|0)!=(j|0)){i=e;do{B=i+-4|0;e=f[B>>2]|0;f[B>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=i+-20|0;e=f[g>>2]|0;b=i+-16|0;i=i+-28|0;if((e|0)==(f[b>>2]|0)){h=f[i>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[b>>2]|0;if((g|0)!=(e|0))f[b>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((i|0)!=(j|0))}if(m|0)sOb(m)}e=f[(r+24|0)>>2]|0;A=f[(z+24|0)>>2]|0;B=f[x>>2]|0;f[z>>2]=(A|0)==(B|0)?0:A;f[z+4>>2]=B-A>>3;f[z+8>>2]=A;f[(z+12|0)>>2]=B;f[z+16>>2]=f[((z+24|0)+8|0)>>2];f[((z+24|0)+8|0)>>2]=0;f[x>>2]=0;f[(z+24|0)>>2]=0;f[(z+48|0)>>2]=0;o0a(a,z+48|0,z,f[e+-8>>2]|0);e=f[(z+48|0)>>2]|0;f[(z+48|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(z+8|0)>>2]|0;if((e|0)==(f[(z+12|0)>>2]|0)){g=f[z>>2]|0;if(g){tOb(g);e=f[(z+8|0)>>2]|0}}if(e|0){g=f[(z+12|0)>>2]|0;if((g|0)!=(e|0))f[(z+12|0)>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}}do if((s|0)==22){if((f[(z+36|0)>>2]|0)!=(f[y>>2]|0)){L_a(z+20|0,z+36|0,c);break}i=f[(w+816|0)>>2]|0;f[(z+48|0)>>2]=i;e=1;if(e){e=0;if((i|0)==(f[w+440>>2]|0))oh[f[(f[t>>2]|0)+8>>2]&1023](t,c);else e=1}if(e)if(1){f[(w+816|0)>>2]=i+1|0;h=f[(r+4|0)>>2]|0;c:do if(!h){o=0;s=41}else{if(!((h+-1|0)&h))b=(h+-1|0)&(i+1|0);else if(h>>>0>(i+1|0)>>>0)b=i+1|0;else b=((i+1|0)>>>0)%(h>>>0)|0;e=f[(f[r>>2]|0)+(b<<2)>>2]|0;if(!e){o=b;s=41}else{if(!((h+-1|0)&h))while(1){e=f[e>>2]|0;if(!e){o=b;s=41;break c}B=f[e+4>>2]|0;if(!((B|0)==(i+1|0|0)|(B&(h+-1|0)|0)==(b|0))){o=b;s=41;break c}if((f[e+8>>2]|0)==(i+1|0|0)){q=e;break c}}while(1){e=f[e>>2]|0;if(!e){o=b;s=41;break c}g=f[e+4>>2]|0;if((g|0)!=(i+1|0|0)){if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(b|0)){o=b;s=41;break c}}if((f[e+8>>2]|0)==(i+1|0|0)){q=e;break}}}}while(0);if((s|0)==41){b=pOb(24)|0;f[b+8>>2]=i+1|0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+4>>2]=i+1|0;f[b>>2]=0;k=+(((f[(r+12|0)>>2]|0)+1|0)>>>0);l=+n[r+16>>2];do if((h|0)==0|l*+(h>>>0)<k){e=~~+W(+(k/l))>>>0;d_a(r,(h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1)>>>0<e>>>0?e:h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1);e=f[(r+4|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(i+1|0);break}if(e>>>0>(i+1|0)>>>0){h=e;e=i+1|0}else{h=e;e=((i+1|0)>>>0)%(e>>>0)|0}}else e=o;while(0);e=(f[r>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[b>>2]=f[(r+8|0)>>2];f[(r+8|0)>>2]=b;f[e>>2]=r+8|0;e=f[b>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;p=(f[r>>2]|0)+(e<<2)|0;s=54}}else{f[b>>2]=f[g>>2];p=g;s=54}if((s|0)==54)f[p>>2]=b;f[(r+12|0)>>2]=(f[(r+12|0)>>2]|0)+1;q=b}o=q+12|0;p=q+16|0;b=f[p>>2]|0;a=q+20|0;g=f[a>>2]|0;e=1;if(e){e=0;if(b>>>0<g>>>0){f[b>>2]=f[c>>2];f[b+4>>2]=f[(c+4|0)>>2];f[(b+8|0)>>2]=0;f[(b+12|0)>>2]=0;f[b+16>>2]=0;f[(b+8|0)>>2]=f[(c+8|0)>>2];f[(b+12|0)>>2]=f[(c+12|0)>>2];f[b+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[b+20>>2]=d;f[(z+20|0)>>2]=0;f[b+24>>2]=t;f[p>>2]=(f[p>>2]|0)+28}else e=1}if(e)if(1){h=f[o>>2]|0;e=((b-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(o);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)v=0;else if(e>>>0>153391689)vd();else{v=pOb(e*28|0)|0;break}while(0);j=v+(((b-h|0)/28|0)*28|0)|0;i=v+(e*28|0)|0;f[j>>2]=f[c>>2];f[v+(((b-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+16>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+20>>2]=d;f[(z+20|0)>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+24>>2]=t;b=f[o>>2]|0;e=f[p>>2]|0;if((e|0)==(b|0)){g=j;m=b;e=b}else{g=j;h=j;do{A=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[A+-24>>2];d=h+-20|0;f[d>>2]=0;B=h+-16|0;f[B>>2]=0;f[h+-12>>2]=0;f[d>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[h+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[A+-8>>2];B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[h+-4>>2]=B;h=g+-28|0;g=h}while((e|0)!=(b|0));m=f[o>>2]|0;e=f[p>>2]|0}f[o>>2]=g;f[p>>2]=j+28|0;f[a>>2]=i;j=m;if((e|0)!=(j|0)){i=e;do{B=i+-4|0;e=f[B>>2]|0;f[B>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=i+-20|0;e=f[g>>2]|0;b=i+-16|0;i=i+-28|0;if((e|0)==(f[b>>2]|0)){h=f[i>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[b>>2]|0;if((g|0)!=(e|0))f[b>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((i|0)!=(j|0))}if(m|0)sOb(m)}B=p0a(w+444|0,z+48|0)|0;f[B>>2]=2}}while(0);e=f[(z+24|0)>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+36|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+20|0)>>2]|0;f[(z+20|0)>>2]=0;if(!e){u=z;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=z;return}function p0a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;q0a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function q0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){r0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;r0a(a,b);return}function r0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function s0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;r=0;z=u;u=u+64|0;a:do if((f[a+12>>2]|0)!=2){h=f[c>>2]|0;i=f[c+4>>2]|0;if(i|0){g=h;while(1){if(f[g>>2]|0)break;g=g+8|0;if((g|0)==(h+(i<<3)|0|0))break a}y=f[b>>2]|0;oh[f[(f[y>>2]|0)+16>>2]&1023](y,0);u=z;return}}while(0);t=f[b>>2]|0;if(!t){V$a(a,c,d);u=z;return}l=f[(f[a+8>>2]|0)+232>>2]|0;s=d?2:0;w=f[a+4>>2]|0;f[b>>2]=0;f[(z+20|0)>>2]=t;f[(z+36|0)>>2]=0;y=(z+36|0)+4|0;f[y>>2]=0;f[(z+36|0)+8>>2]=0;f[(z+24|0)>>2]=0;x=(z+24|0)+4|0;f[x>>2]=0;f[(z+24|0)+8>>2]=0;i=f[c>>2]|0;d=f[(c+4|0)>>2]|0;g=1;if(g){g=0;if(!d)r=29;else g=1}if(g)if(1){h=i;do{CRa(z+48|0,l,h);g=f[(z+48|0)>>2]|0;if(!g){m=B_a(a,h,10)|0;r=13}else if(lFa(g,l,s>>>1,0)|0){g=f[((z+48|0)+4|0)>>2]|0;if(g|0)iOb(g)}else{m=0;r=13}b:do if((r|0)==13){r=0;g=f[((z+48|0)+4|0)>>2]|0;if(g|0)iOb(g);switch(m<<24>>24){case 0:break;case 3:{g=f[y>>2]|0;if((g|0)==(f[((z+36|0)+8|0)>>2]|0)){SD(z+36|0,h);break b}else{A=h;b=f[A+4>>2]|0;f[g>>2]=f[A>>2];f[g+4>>2]=b;f[y>>2]=(f[y>>2]|0)+8;break b}}default:break b}if(!(f[h>>2]|0)){g=f[y>>2]|0;if((g|0)==(f[((z+36|0)+8|0)>>2]|0)){SD(z+36|0,h);break}else{b=h;A=f[b+4>>2]|0;f[g>>2]=f[b>>2];f[g+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break}}else{g=f[x>>2]|0;if((g|0)==(f[((z+24|0)+8|0)>>2]|0)){SD(z+24|0,h);break}else{b=h;A=f[b+4>>2]|0;f[g>>2]=f[b>>2];f[g+4>>2]=A;f[x>>2]=(f[x>>2]|0)+8;break}}}while(0);h=h+8|0}while((h|0)!=(i+(d<<3)|0|0));g=1;if(g){g=0;if((f[(z+24|0)>>2]|0)==(f[x>>2]|0))r=29;else g=1}if(g)if(1){d=f[(w+24|0)>>2]|0;h=f[(w+28|0)>>2]|0;g=1;if(g){g=0;if(d>>>0<h>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[(c+4|0)>>2];f[(d+8|0)>>2]=0;f[(d+12|0)>>2]=0;f[d+16>>2]=0;f[(d+8|0)>>2]=f[(c+8|0)>>2];f[(d+12|0)>>2]=f[(c+12|0)>>2];f[d+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[d+20>>2]=s;f[(z+20|0)>>2]=0;f[d+24>>2]=t;f[(w+24|0)>>2]=(f[(w+24|0)>>2]|0)+28}else g=1}if(g)if(1){i=f[(w+20|0)>>2]|0;g=((d-i|0)/28|0)+1|0;if(g>>>0>153391689)AMb(w+20|0);g=((h-i|0)/28|0)>>>0<76695844?(((h-i|0)/28|0)<<1>>>0<g>>>0?g:((h-i|0)/28|0)<<1):153391689;do if(!g)o=0;else if(g>>>0>153391689)vd();else{o=pOb(g*28|0)|0;break}while(0);l=o+(((d-i|0)/28|0)*28|0)|0;b=o+(g*28|0)|0;f[l>>2]=f[c>>2];f[o+(((d-i|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+16>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+20>>2]=s;f[(z+20|0)>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+24>>2]=t;d=f[(w+20|0)>>2]|0;g=f[(w+24|0)>>2]|0;if((g|0)==(d|0)){h=l;m=d;g=d}else{h=l;i=l;do{o=g;g=g+-28|0;f[i+-28>>2]=f[g>>2];f[i+-24>>2]=f[o+-24>>2];m=i+-20|0;f[m>>2]=0;A=i+-16|0;f[A>>2]=0;f[i+-12>>2]=0;f[m>>2]=f[(o+-20|0)>>2];f[A>>2]=f[(o+-16|0)>>2];f[i+-12>>2]=f[(o+-12|0)>>2];f[(o+-12|0)>>2]=0;f[(o+-16|0)>>2]=0;f[(o+-20|0)>>2]=0;f[g>>2]=0;f[i+-8>>2]=f[o+-8>>2];A=f[(o+-4|0)>>2]|0;f[(o+-4|0)>>2]=0;f[i+-4>>2]=A;i=h+-28|0;h=i}while((g|0)!=(d|0));m=f[(w+20|0)>>2]|0;g=f[(w+24|0)>>2]|0}f[(w+20|0)>>2]=h;f[(w+24|0)>>2]=l+28|0;f[(w+28|0)>>2]=b;l=m;if((g|0)!=(l|0)){b=g;do{A=b+-4|0;g=f[A>>2]|0;f[A>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);h=b+-20|0;g=f[h>>2]|0;d=b+-16|0;b=b+-28|0;if((g|0)==(f[d>>2]|0)){i=f[b>>2]|0;if(i){tOb(i);g=f[h>>2]|0}}if(g|0){h=f[d>>2]|0;if((h|0)!=(g|0))f[d>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}while((b|0)!=(l|0))}if(m|0)sOb(m)}g=f[(w+24|0)>>2]|0;o=f[(z+24|0)>>2]|0;A=f[x>>2]|0;f[z>>2]=(o|0)==(A|0)?0:o;f[z+4>>2]=A-o>>3;f[z+8>>2]=o;f[(z+12|0)>>2]=A;f[z+16>>2]=f[((z+24|0)+8|0)>>2];f[((z+24|0)+8|0)>>2]=0;f[x>>2]=0;f[(z+24|0)>>2]=0;g=(f[g+-8>>2]&2|0)!=0;f[(z+48|0)>>2]=0;s0a(a,z+48|0,z,g);g=f[(z+48|0)>>2]|0;f[(z+48|0)>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[(z+8|0)>>2]|0;if((g|0)==(f[(z+12|0)>>2]|0)){h=f[z>>2]|0;if(h){tOb(h);g=f[(z+8|0)>>2]|0}}if(g|0){h=f[(z+12|0)>>2]|0;if((h|0)!=(g|0))f[(z+12|0)>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}}do if((r|0)==29){if((f[(z+36|0)>>2]|0)!=(f[y>>2]|0)){C_a(z+20|0,z+36|0,c);break}b=f[(w+816|0)>>2]|0;f[(z+48|0)>>2]=b;g=1;if(g){g=0;if((b|0)==(f[w+440>>2]|0))oh[f[(f[t>>2]|0)+8>>2]&1023](t,c);else g=1}if(g)if(1){f[(w+816|0)>>2]=b+1|0;d=f[(w+4|0)>>2]|0;c:do if(!d){e=0;r=48}else{if(!((d+-1|0)&d))i=(d+-1|0)&(b+1|0);else if(d>>>0>(b+1|0)>>>0)i=b+1|0;else i=((b+1|0)>>>0)%(d>>>0)|0;g=f[(f[w>>2]|0)+(i<<2)>>2]|0;if(!g){e=i;r=48}else{if(!((d+-1|0)&d))while(1){g=f[g>>2]|0;if(!g){e=i;r=48;break c}A=f[g+4>>2]|0;if(!((A|0)==(b+1|0|0)|(A&(d+-1|0)|0)==(i|0))){e=i;r=48;break c}if((f[g+8>>2]|0)==(b+1|0|0)){p=g;break c}}while(1){g=f[g>>2]|0;if(!g){e=i;r=48;break c}h=f[g+4>>2]|0;if((h|0)!=(b+1|0|0)){if(h>>>0>=d>>>0)h=(h>>>0)%(d>>>0)|0;if((h|0)!=(i|0)){e=i;r=48;break c}}if((f[g+8>>2]|0)==(b+1|0|0)){p=g;break}}}}while(0);if((r|0)==48){i=pOb(24)|0;f[i+8>>2]=b+1|0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+4>>2]=b+1|0;f[i>>2]=0;j=+(((f[(w+12|0)>>2]|0)+1|0)>>>0);k=+n[w+16>>2];do if((d|0)==0|k*+(d>>>0)<j){e=~~+W(+(j/k))>>>0;g_a(w,(d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1)>>>0<e>>>0?e:d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1);e=f[(w+4|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(b+1|0);break}if(e>>>0>(b+1|0)>>>0){h=e;e=b+1|0}else{h=e;e=((b+1|0)>>>0)%(e>>>0)|0}}else h=d;while(0);e=(f[w>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[i>>2]=f[(w+8|0)>>2];f[(w+8|0)>>2]=i;f[e>>2]=w+8|0;e=f[i>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;q=(f[w>>2]|0)+(e<<2)|0;r=61}}else{f[i>>2]=f[g>>2];q=g;r=61}if((r|0)==61)f[q>>2]=i;f[(w+12|0)>>2]=(f[(w+12|0)>>2]|0)+1;p=i}o=p+12|0;a=p+16|0;i=f[a>>2]|0;m=p+20|0;g=f[m>>2]|0;e=1;if(e){e=0;if(i>>>0<g>>>0){f[i>>2]=f[c>>2];f[i+4>>2]=f[(c+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(c+8|0)>>2];f[(i+12|0)>>2]=f[(c+12|0)>>2];f[i+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[i+20>>2]=s;f[(z+20|0)>>2]=0;f[i+24>>2]=t;f[a>>2]=(f[a>>2]|0)+28}else e=1}if(e)if(1){h=f[o>>2]|0;e=((i-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(o);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)v=0;else if(e>>>0>153391689)vd();else{v=pOb(e*28|0)|0;break}while(0);b=v+(((i-h|0)/28|0)*28|0)|0;d=v+(e*28|0)|0;f[b>>2]=f[c>>2];f[v+(((i-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+16>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+20>>2]=s;f[(z+20|0)>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+24>>2]=t;i=f[o>>2]|0;e=f[a>>2]|0;if((e|0)==(i|0)){g=b;l=i;e=i}else{g=b;h=b;do{v=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[v+-24>>2];c=h+-20|0;f[c>>2]=0;A=h+-16|0;f[A>>2]=0;f[h+-12>>2]=0;f[c>>2]=f[(v+-20|0)>>2];f[A>>2]=f[(v+-16|0)>>2];f[h+-12>>2]=f[(v+-12|0)>>2];f[(v+-12|0)>>2]=0;f[(v+-16|0)>>2]=0;f[(v+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[v+-8>>2];A=f[(v+-4|0)>>2]|0;f[(v+-4|0)>>2]=0;f[h+-4>>2]=A;h=g+-28|0;g=h}while((e|0)!=(i|0));l=f[o>>2]|0;e=f[a>>2]|0}f[o>>2]=g;f[a>>2]=b+28|0;f[m>>2]=d;b=l;if((e|0)!=(b|0)){d=e;do{A=d+-4|0;e=f[A>>2]|0;f[A>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=d+-20|0;e=f[g>>2]|0;i=d+-16|0;d=d+-28|0;if((e|0)==(f[i>>2]|0)){h=f[d>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((d|0)!=(b|0))}if(l|0)sOb(l)}A=p0a(w+444|0,z+48|0)|0;f[A>>2]=0}}while(0);e=f[(z+24|0)>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+36|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+20|0)>>2]|0;f[(z+20|0)>>2]=0;if(!e){u=z;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=z;return}function t0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+68>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+64|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+688|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+684|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+696|0)>>2]|0)+1|0)>>>0);o=+n[(r+700|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;u0a(r+684|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+688|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+684|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+692|0)>>2];f[(r+692|0)>>2]=j;f[e>>2]=r+692|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+684|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+696|0)>>2]=(f[(r+696|0)>>2]|0)+1}p=v0a(d+64|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;T0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function u0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){x0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;x0a(a,b);return}function v0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)w0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)w0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function w0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function x0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function y0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+88>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+84|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+708|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+704|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+716|0)>>2]|0)+1|0)>>>0);o=+n[(r+720|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;z0a(r+704|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+708|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+704|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+712|0)>>2];f[(r+712|0)>>2]=j;f[e>>2]=r+712|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+704|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+716|0)>>2]=(f[(r+716|0)>>2]|0)+1}p=A0a(d+84|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;U0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function z0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){C0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;C0a(a,b);return}function A0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)B0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)B0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function B0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function C0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function D0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+128>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+124|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+748|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+744|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+756|0)>>2]|0)+1|0)>>>0);o=+n[(r+760|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;IUa(r+744|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+748|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+744|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+752|0)>>2];f[(r+752|0)>>2]=j;f[e>>2]=r+752|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+744|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+756|0)>>2]=(f[(r+756|0)>>2]|0)+1}p=vYa(d+124|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;V0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function E0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1616|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+108>>2]|0;b:do if(!h)v=154;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+104|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=154;else{e=f[e>>2]|0;if(!e)v=154;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=154;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=154;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=154;break b}}e=f[e>>2]|0;if(!e){v=154;break}}}}}while(0);if((v|0)==154){v=0;i=f[l>>2]|0;c=f[(r+728|0)>>2]|0;c:do if(!c){t=0;v=173}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+724|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=173}else{e=f[e>>2]|0;if(!e){t=h;v=173}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=173;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=173;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=173;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=173;break}}}}}while(0);if((v|0)==173){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+736|0)>>2]|0)+1|0)>>>0);o=+n[(r+740|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;F0a(r+724|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+728|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+724|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+732|0)>>2];f[(r+732|0)>>2]=j;f[e>>2]=r+732|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+724|0)>>2]|0)+(e<<2)|0;v=186}}else{f[j>>2]=f[g>>2];s=g;v=186}if((v|0)==186){v=0;f[s>>2]=j}f[(r+736|0)>>2]=(f[(r+736|0)>>2]|0)+1}p=G0a(d+104|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=27;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+640>>2]=j;f[w+672>>2]=k;f[w+736>>2]=e;f[w+792>>2]=g;f[w+824>>2]=h;f[w+848>>2]=c;f[w+1480>>2]=v;f[w+1488>>2]=i;f[w+1528>>2]=0;f[w+1532>>2]=0;W0a(w);G=f[w+1528>>2]|0;D=f[w+1532>>2]|0;H=+n[w+1532>>2];f[w+1528>>2]=0;f[w+1532>>2]=0;if((G|0)==5)return}function F0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){I0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;I0a(a,b);return}function G0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)H0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)H0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function H0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function I0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function J0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;p=0;q=u;u=u+1360|0;a:do if((f[a+12>>2]|0)!=2){g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}p=f[b>>2]|0;oh[f[(f[p>>2]|0)+16>>2]&1023](p,0);u=q;return}}while(0);j=f[b>>2]|0;if(!j){a0a(a,c,d);u=q;return}k=f[(f[a+8>>2]|0)+232>>2]|0;l=f[a+4>>2]|0;f[b>>2]=0;f[(q+20|0)>>2]=j;f[(q+36|0)>>2]=0;o=(q+36|0)+4|0;f[o>>2]=0;f[(q+36|0)+8>>2]=0;f[(q+24|0)>>2]=0;m=(q+24|0)+4|0;f[m>>2]=0;f[(q+24|0)+8>>2]=0;b=f[c>>2]|0;i=f[(c+4|0)>>2]|0;b:do if(i|0){if(d){h=b;while(1){sRa(q+48|0,k,h);if(!(f[(q+48|0)>>2]|0))e=B_a(a,h,8)|0;else e=1;g=f[((q+48|0)+4|0)>>2]|0;if(g|0)iOb(g);c:do switch(e<<24>>24){case 0:if(!(f[h>>2]|0)){e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break c}else{r=h;g=f[r+4>>2]|0;f[e>>2]=f[r>>2];f[e+4>>2]=g;f[o>>2]=(f[o>>2]|0)+8;break c}}else{e=f[m>>2]|0;if((e|0)==(f[((q+24|0)+8|0)>>2]|0)){lE(q+24|0,h);break c}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[m>>2]=(f[m>>2]|0)+8;break c}}case 3:{e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break c}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break c}}default:{}}while(0);h=h+8|0;if((h|0)==(b+(i<<3)|0|0))break b}}else h=b;while(1){sRa(q+48|0,k,h);e=f[(q+48|0)>>2]|0;if(!e)e=B_a(a,h,8)|0;else e=((NFa(e)|0)^1)&1;g=f[((q+48|0)+4|0)>>2]|0;if(g|0)iOb(g);d:do switch(e<<24>>24){case 0:if(!(f[h>>2]|0)){e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break d}}else{e=f[m>>2]|0;if((e|0)==(f[((q+24|0)+8|0)>>2]|0)){lE(q+24|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[m>>2]=(f[m>>2]|0)+8;break d}}case 3:{e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break d}}default:{}}while(0);h=h+8|0;if((h|0)==(b+(i<<3)|0|0))break b}}while(0);do{r=1;f[q+80>>2]=a;f[q+96>>2]=c;f[q+104>>2]=d;f[q+472>>2]=j;f[q+632>>2]=l;f[q+656>>2]=o;f[q+688>>2]=m;f[q+1248>>2]=p;f[q+1256>>2]=r;f[q+1288>>2]=0;f[q+1292>>2]=0;X0a(q);G=f[q+1288>>2]|0;D=f[q+1292>>2]|0;H=+n[q+1292>>2];f[q+1288>>2]=0;f[q+1292>>2]=0;if((G|0)==1)break}while(0);e=f[(q+24|0)>>2]|0;if(e|0){g=f[m>>2]|0;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(q+36|0)>>2]|0;if(e|0){g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(q+20|0)>>2]|0;f[(q+20|0)>>2]=0;if(!e){u=q;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=q;return}function K0a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+128|0;l=q+124|0;p=q+120|0;m=q+96|0;n=q+8|0;o=q+88|0;j=q+4|0;k=q;f[p>>2]=d;if(f[a+436>>2]|0){h=f[e>>2]|0;if(h>>>0<(f[(f[a+428>>2]|0)+16>>2]|0)>>>0){g=a+380|0;c=f[g>>2]|0;if(c>>>0<(f[a+384>>2]|0)>>>0){f[c>>2]=h;f[c+4>>2]=f[p>>2];f[g>>2]=c+8;u=q;return}else{L0a(a+376|0,e,p);u=q;return}}}ykb(c,d);g=gkb(c,d)|0;i=hkb(c,d)|0;if(b[i+13>>0]|0){e=(M0a(a+356|0,p)|0)+20|0;e=f[e>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,p);u=q;return}switch(g|0){case 0:{ikb(m,c,d);kkb(n,c,f[p>>2]|0);a=f[a+832>>2]|0;k=f[(f[a>>2]|0)+152>>2]|0;f[o>>2]=f[e>>2];e=f[p>>2]|0;h=m+4|0;g=f[m>>2]|0;p=(f[h>>2]|0)-g>>4;f[l>>2]=f[o>>2];Xh[k&63](a,l,e,i,p,g,n);g=f[m>>2]|0;if(g|0){c=f[h>>2]|0;if((c|0)!=(g|0))f[h>>2]=c+(~((c+-16-g|0)>>>4)<<4);sOb(g)}u=q;return}case 1:{lkb(m,c,d);a=f[a+832>>2]|0;o=f[(f[a>>2]|0)+160>>2]|0;f[j>>2]=f[e>>2];p=f[p>>2]|0;f[l>>2]=f[j>>2];Lh[o&255](a,l,p,i,m);u=q;return}case 2:{mkb(m,c,d);nkb(n,c,f[p>>2]|0);a=f[a+832>>2]|0;o=f[(f[a>>2]|0)+156>>2]|0;f[k>>2]=f[e>>2];p=f[p>>2]|0;f[l>>2]=f[k>>2];Th[o&127](a,l,p,i,m,n);u=q;return}default:{u=q;return}}}function L0a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function M0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{e=k+-1|0;d=(e&k|0)==0;if(d)g=e&o;else if(k>>>0>o>>>0)g=o;else g=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!c)c=g;else{if(d){do{c=f[c>>2]|0;if(!c){c=g;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&e|0)==(g|0))){c=g;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=g;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(g|0)){c=g;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);m=pOb(48)|0;f[m+8>>2]=o;d=m+28|0;e=m+12|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[d>>2]=1.0;g=m+32|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;b[g+12>>0]=0;f[m+4>>2]=o;f[m>>2]=0;g=a+12|0;h=+(((f[g>>2]|0)+1|0)>>>0);d=a+16|0;i=+n[d>>2];do if(j|i*+(k>>>0)<h){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(h/i))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;e=k}else if(!(c+-1&c))e=k;else{c=hDb(c)|0;e=f[l>>2]|0}if(c>>>0>e>>>0)N0a(a,c);else if(c>>>0<e>>>0){d=~~+W(+(+((f[g>>2]|0)>>>0)/+n[d>>2]))>>>0;if(e>>>0>2&(e+-1&e|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<e>>>0)N0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(c>>>0>o>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[m>>2]=f[c>>2];f[c>>2]=m;f[d>>2]=c;c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[m>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=m;f[g>>2]=(f[g>>2]|0)+1;a=m;a=a+12|0;return a|0}function N0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function O0a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+8|0;k=m+4|0;l=m;if((f[a+12>>2]|0)!=2){l=f[b>>2]|0;oh[f[(f[l>>2]|0)+16>>2]&1023](l,0);u=m;return}j=a+4|0;gZa(f[j>>2]|0,1);h=f[(f[a+8>>2]|0)+232>>2]|0;g=okb(c,h,d,e,g)|0;f[l>>2]=g;if(!g){l=f[b>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,i)}else{c=M0a((f[j>>2]|0)+356|0,l)|0;g=c+20|0;e=f[b>>2]|0;f[b>>2]=0;a=f[g>>2]|0;f[g>>2]=e;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);g=(f[j>>2]|0)+820|0;b=(f[g>>2]|0)+-1|0;f[g>>2]=b;f[c+24>>2]=b;l=f[l>>2]|0;j=f[j>>2]|0;f[k>>2]=b;f[i>>2]=f[k>>2];K0a(j,h,l,i)}u=m;return}function P0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;h=l+8|0;j=l+4|0;k=l;if((f[a+12>>2]|0)!=2){k=f[b>>2]|0;oh[f[(f[k>>2]|0)+16>>2]&1023](k,0);u=l;return}i=a+4|0;gZa(f[i>>2]|0,1);g=f[(f[a+8>>2]|0)+232>>2]|0;e=wkb(c,g,d,e)|0;f[k>>2]=e;if(!e){k=f[b>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,h)}else{c=M0a((f[i>>2]|0)+356|0,k)|0;e=c+20|0;d=f[b>>2]|0;f[b>>2]=0;a=f[e>>2]|0;f[e>>2]=d;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);e=(f[i>>2]|0)+820|0;b=(f[e>>2]|0)+-1|0;f[e>>2]=b;f[c+24>>2]=b;k=f[k>>2]|0;i=f[i>>2]|0;f[j>>2]=b;f[h>>2]=f[j>>2];K0a(i,g,k,h)}u=l;return}function Q0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;g=k+8|0;i=k+4|0;j=k;if((f[a+12>>2]|0)!=2){j=f[b>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,0);u=k;return}h=a+4|0;gZa(f[h>>2]|0,1);e=f[(f[a+8>>2]|0)+232>>2]|0;d=vkb(c,e,d)|0;f[j>>2]=d;if(!d){j=f[b>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,g)}else{c=M0a((f[h>>2]|0)+356|0,j)|0;d=c+20|0;l=f[b>>2]|0;f[b>>2]=0;a=f[d>>2]|0;f[d>>2]=l;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);l=(f[h>>2]|0)+820|0;b=(f[l>>2]|0)+-1|0;f[l>>2]=b;f[c+24>>2]=b;l=f[j>>2]|0;j=f[h>>2]|0;f[i>>2]=b;f[g>>2]=f[i>>2];K0a(j,e,l,g)}u=k;return}function R0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;q=x+4|0;r=x;if((c|0)==0?1:(f[a+12>>2]|0)!=2){u=x;return}n=a+4|0;j=f[n>>2]|0;m=j+380|0;l=f[m>>2]|0;k=l;j=f[j+376>>2]|0;a:do if((j|0)==(l|0))g=l;else{e=j;while(1){if((f[e+4>>2]|0)==(c|0))break;e=e+8|0;if((e|0)==(l|0)){g=k;break a}}g=e;if((e|0)!=(l|0)){e=g;while(1){do{h=e;i=h+8|0;e=i;if((i|0)==(l|0))break a;h=h+12|0}while((f[h>>2]|0)==(c|0));p=g;f[p>>2]=f[i>>2];f[p+4>>2]=f[h>>2];g=p+8|0}}}while(0);e=j+(g-j>>3<<3)|0;if((l|0)!=(g|0)){i=e+(k-g>>3<<3)|0;if((i|0)!=(l|0)){j=l+-8|0;g=i;h=e;while(1){f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];g=g+8|0;if((g|0)==(l|0))break;else h=h+8|0}e=e+(((j-i|0)>>>3)+1<<3)|0}if((l|0)!=(e|0))f[m>>2]=l+(~((l+-8-e|0)>>>3)<<3)}o=f[(f[a+8>>2]|0)+232>>2]|0;i=(hkb(o,c)|0)+13|0;i=b[i>>0]|0;zkb(o,c);o=f[n>>2]|0;l=f[o+360>>2]|0;if(!l){u=x;return}m=l+-1|0;n=(m&l|0)==0;if(n)h=m&c;else if(l>>>0>c>>>0)h=c;else h=(c>>>0)%(l>>>0)|0;p=o+356|0;k=f[p>>2]|0;e=f[k+(h<<2)>>2]|0;if(!e){u=x;return}e=f[e>>2]|0;if(!e){u=x;return}b:do if(n){while(1){j=f[e+4>>2]|0;g=(j|0)==(c|0);if(!(g|(j&m|0)==(h|0))){g=75;break}if(g)if((f[e+8>>2]|0)==(c|0)){w=e;break b}e=f[e>>2]|0;if(!e){g=75;break}}if((g|0)==75){u=x;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(c|0)){if((f[e+8>>2]|0)==(c|0)){w=e;break b}}else{if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(h|0)){g=75;break}}e=f[e>>2]|0;if(!e){g=75;break}}if((g|0)==75){u=x;return}}while(0);if(!(i<<24>>24)){t=o+820|0;v=(f[t>>2]|0)+-1|0;f[t>>2]=v;f[w+40>>2]=v;w=f[(f[a>>2]|0)+164>>2]|0;f[r>>2]=v;f[q>>2]=f[r>>2];xh[w&127](a,q,c);u=x;return}j=f[w>>2]|0;if(n)c=m&c;else if(l>>>0<=c>>>0)c=(c>>>0)%(l>>>0)|0;h=k+(c<<2)|0;i=f[h>>2]|0;while(1){e=f[i>>2]|0;if((e|0)==(w|0))break;else i=e}if((i|0)==(o+364|0))g=49;else{e=f[i+4>>2]|0;if(n)e=e&m;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)==(c|0)){s=j;g=57}else g=49}do if((g|0)==49){if(j|0){e=f[j+4>>2]|0;if(n)g=e&m;else if(e>>>0<l>>>0)g=e;else g=(e>>>0)%(l>>>0)|0;if((g|0)==(c|0)){d=e;v=j;g=59;break}}f[h>>2]=0;s=f[w>>2]|0;g=57}while(0);if((g|0)==57){e=s;if(!s)t=e;else{d=f[s+4>>2]|0;v=e;g=59}}if((g|0)==59){if(n)d=d&m;else if(d>>>0>=l>>>0)d=(d>>>0)%(l>>>0)|0;if((d|0)==(c|0))t=v;else{f[(f[p>>2]|0)+(d<<2)>>2]=i;t=f[w>>2]|0}}f[i>>2]=t;f[w>>2]=0;v=o+368|0;f[v>>2]=(f[v>>2]|0)+-1;v=w+32|0;d=f[v>>2]|0;f[v>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[w+20>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;v=e+12|0;g=f[v>>2]|0;f[v>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(e)}while((d|0)!=0);v=w+12|0;d=f[v>>2]|0;f[v>>2]=0;if(d|0)sOb(d);sOb(w);u=x;return}function S0a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+32|0;o=q+20|0;p=q+4|0;m=q;n=q+16|0;if((f[a+12>>2]|0)!=2){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+16>>2]&1023](p,0);u=q;return}if(!d){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}l=a+4|0;g=f[l>>2]|0;j=f[g+360>>2]|0;a:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&d;else if(j>>>0>d>>>0)k=d;else k=(d>>>0)%(j>>>0)|0;g=f[(f[g+356>>2]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(h)while(1){j=f[g+4>>2]|0;h=(j|0)==(d|0);if(!(h|(j&i|0)==(k|0)))break a;if(h)if((f[g+8>>2]|0)==(d|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(d|0)){if((f[g+8>>2]|0)==(d|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);h=g+12|0;if(f[g+40>>2]|0){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}g=f[(f[a+8>>2]|0)+232>>2]|0;if(!(xkb(g,d)|0)){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}f[p>>2]=0;j=p+4|0;f[j>>2]=0;f[p+8>>2]=0;Ckb(g,d,e,p);do if((f[p>>2]|0)==(f[j>>2]|0)){k=(hkb(g,d)|0)+13|0;if(!(b[k>>0]|0)){k=(f[l>>2]|0)+820|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;f[m>>2]=l;l=Y0a(h,m)|0;k=f[c>>2]|0;f[c>>2]=0;g=f[l>>2]|0;f[l>>2]=k;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);c=f[(f[a>>2]|0)+168>>2]|0;f[n>>2]=f[m>>2];f[o>>2]=f[n>>2];Fh[c&255](a,o,d,e);break}i=o+4|0;n=pOb(8)|0;f[o>>2]=n;g=n+8|0;f[o+8>>2]=g;f[n>>2]=0;f[n+4>>2]=-1;f[i>>2]=g;g=f[c>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,o);g=f[o>>2]|0;if(g|0){h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}else{o=f[c>>2]|0;oh[f[(f[o>>2]|0)+8>>2]&1023](o,p)}while(0);g=f[p>>2]|0;if(g|0){h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}u=q;return}}}while(0);p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}function T0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{vRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,3)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){$E(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){$E(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){$E(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+152|0)>>2]|0;d=f[(t+156|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+152|0)>>2]=(f[(t+152|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+148|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+148|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+148|0)>>2]|0;c=f[(t+152|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+148|0)>>2]|0;c=f[(t+152|0)>>2]|0}f[(t+148|0)>>2]=d;f[(t+152|0)>>2]=k+28|0;f[(t+156|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;t0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){H_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+132|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+128|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+140|0)>>2]|0)+1|0)>>>0);h=+n[t+144>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;XZa(t+128|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+132|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+128|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+136|0)>>2];f[(t+136|0)>>2]=e;f[b>>2]=t+136|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+128|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+140|0)>>2]=(f[(t+140|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=4}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function U0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{uRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,4)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){xM(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){xM(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){xM(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+184|0)>>2]|0;d=f[(t+188|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+184|0)>>2]=(f[(t+184|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+180|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+180|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+180|0)>>2]|0;c=f[(t+184|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+180|0)>>2]|0;c=f[(t+184|0)>>2]|0}f[(t+180|0)>>2]=d;f[(t+184|0)>>2]=k+28|0;f[(t+188|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;y0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){G_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+164|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+160|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+172|0)>>2]|0)+1|0)>>>0);h=+n[t+176>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;PZa(t+160|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+164|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+160|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+168|0)>>2];f[(t+168|0)>>2]=e;f[b>>2]=t+168|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+160|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+172|0)>>2]=(f[(t+172|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=6}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function V0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{DRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,1)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){uH(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){uH(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){uH(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+248|0)>>2]|0;d=f[(t+252|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+248|0)>>2]=(f[(t+248|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+244|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+244|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+244|0)>>2]|0;c=f[(t+248|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+244|0)>>2]|0;c=f[(t+248|0)>>2]|0}f[(t+244|0)>>2]=d;f[(t+248|0)>>2]=k+28|0;f[(t+252|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;D0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){F_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+228|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+224|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+236|0)>>2]|0)+1|0)>>>0);h=+n[t+240>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;HZa(t+224|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+228|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+224|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+232|0)>>2];f[(t+232|0)>>2]=e;f[b>>2]=t+232|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+224|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+236|0)>>2]=(f[(t+236|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=8}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function W0a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;o=f[a+80>>2]|0;r=f[a+96>>2]|0;s=f[a+568>>2]|0;j=f[a+640>>2]|0;v=f[a+672>>2]|0;y=f[a+736>>2]|0;w=f[a+792>>2]|0;k=f[a+824>>2]|0;l=f[a+848>>2]|0;x=f[a+1480>>2]|0;z=f[a+1488>>2]|0;a:{if(z){z=0;if(1){g=k;do{zRa(a+48|0,j,g);d=f[(a+48|0)>>2]|0;if(!d)x=12;else if(!(b[(f[d+44>>2]|0)+148>>0]&2))x=12;else e=1;if((x|0)==12){x=0;e=B_a(o,g,7)|0}d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(e<<24>>24){case 0:if(!(f[g>>2]|0)){d=f[y>>2]|0;if((d|0)==(f[((a+36|0)+8|0)>>2]|0)){kG(a+36|0,g);break b}else{B=g;A=f[B+4>>2]|0;f[d>>2]=f[B>>2];f[d+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break b}}else{d=f[w>>2]|0;if((d|0)==(f[((a+24|0)+8|0)>>2]|0)){kG(a+24|0,g);break b}else{A=g;B=f[A+4>>2]|0;f[d>>2]=f[A>>2];f[d+4>>2]=B;f[w>>2]=(f[w>>2]|0)+8;break b}}case 3:{d=f[y>>2]|0;if((d|0)==(f[((a+36|0)+8|0)>>2]|0)){kG(a+36|0,g);break b}else{A=g;B=f[A+4>>2]|0;f[d>>2]=f[A>>2];f[d+4>>2]=B;f[y>>2]=(f[y>>2]|0)+8;break b}}default:{}}while(0);g=g+8|0}while((g|0)!=(k+(l<<3)|0|0));d=1;if(d){d=0;if((f[(a+24|0)>>2]|0)==(f[w>>2]|0))x=27;else d=1}if(d)if(1){j=f[(v+216|0)>>2]|0;e=f[(v+220|0)>>2]|0;d=1;if(d){d=0;if(j>>>0<e>>>0){f[j>>2]=f[r>>2];f[j+4>>2]=f[(r+4|0)>>2];f[(j+8|0)>>2]=0;f[(j+12|0)>>2]=0;f[j+16>>2]=0;f[(j+8|0)>>2]=f[(r+8|0)>>2];f[(j+12|0)>>2]=f[(r+12|0)>>2];f[j+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[j+24>>2]=s;f[(v+216|0)>>2]=(f[(v+216|0)>>2]|0)+28}else d=1}if(d)if(1){g=f[(v+212|0)>>2]|0;d=((j-g|0)/28|0)+1|0;if(d>>>0>153391689)AMb(v+212|0);d=((e-g|0)/28|0)>>>0<76695844?(((e-g|0)/28|0)<<1>>>0<d>>>0?d:((e-g|0)/28|0)<<1):153391689;do if(!d)m=0;else if(d>>>0>153391689)vd();else{m=pOb(d*28|0)|0;break}while(0);l=m+(((j-g|0)/28|0)*28|0)|0;k=m+(d*28|0)|0;f[l>>2]=f[r>>2];f[m+(((j-g|0)/28|0)*28|0)+4>>2]=f[(r+4|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+16>>2]=0;f[m+(((j-g|0)/28|0)*28|0)+8>>2]=f[(r+8|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+12>>2]=f[(r+12|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[m+(((j-g|0)/28|0)*28|0)+24>>2]=s;j=f[(v+212|0)>>2]|0;d=f[(v+216|0)>>2]|0;if((d|0)==(j|0)){e=l;m=j;d=j}else{e=l;g=l;do{A=d;d=d+-28|0;f[g+-28>>2]=f[d>>2];f[g+-24>>2]=f[A+-24>>2];m=g+-20|0;f[m>>2]=0;B=g+-16|0;f[B>>2]=0;f[g+-12>>2]=0;f[m>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[g+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[d>>2]=0;B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[g+-4>>2]=B;g=e+-28|0;e=g}while((d|0)!=(j|0));m=f[(v+212|0)>>2]|0;d=f[(v+216|0)>>2]|0}f[(v+212|0)>>2]=e;f[(v+216|0)>>2]=l+28|0;f[(v+220|0)>>2]=k;l=m;if((d|0)!=(l|0)){k=d;do{B=k+-4|0;d=f[B>>2]|0;f[B>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);e=k+-20|0;d=f[e>>2]|0;j=k+-16|0;k=k+-28|0;if((d|0)==(f[j>>2]|0)){g=f[k>>2]|0;if(g){tOb(g);d=f[e>>2]|0}}if(d|0){e=f[j>>2]|0;if((e|0)!=(d|0))f[j>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}while((k|0)!=(l|0))}if(m|0)sOb(m)}B=f[(a+24|0)>>2]|0;d=f[w>>2]|0;f[a>>2]=(B|0)==(d|0)?0:B;f[a+4>>2]=d-B>>3;f[a+8>>2]=B;f[(a+12|0)>>2]=d;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[w>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;E0a(o,a+48|0,a);d=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(a+8|0)>>2]|0;if((d|0)==(f[(a+12|0)>>2]|0)){e=f[a>>2]|0;if(e){tOb(e);d=f[(a+8|0)>>2]|0}}if(d|0){e=f[(a+12|0)>>2]|0;if((e|0)!=(d|0))f[(a+12|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}}else z=1}do if((x|0)==27){if((f[(a+36|0)>>2]|0)!=(f[y>>2]|0)){E_a(a+20|0,a+36|0,r);break}k=f[(v+816|0)>>2]|0;f[(a+48|0)>>2]=k;d=1;if(d){d=0;if((k|0)==(f[v+440>>2]|0))oh[f[(f[s>>2]|0)+8>>2]&1023](s,r);else d=1}if(d)if(1){f[(v+816|0)>>2]=k+1|0;j=f[(v+196|0)>>2]|0;c:do if(!j){c=0;x=46}else{if(!((j+-1|0)&j))g=(j+-1|0)&(k+1|0);else if(j>>>0>(k+1|0)>>>0)g=k+1|0;else g=((k+1|0)>>>0)%(j>>>0)|0;d=f[(f[(v+192|0)>>2]|0)+(g<<2)>>2]|0;if(!d){c=g;x=46}else{if(!((j+-1|0)&j))while(1){d=f[d>>2]|0;if(!d){c=g;x=46;break c}B=f[d+4>>2]|0;if(!((B|0)==(k+1|0|0)|(B&(j+-1|0)|0)==(g|0))){c=g;x=46;break c}if((f[d+8>>2]|0)==(k+1|0|0)){q=d;break c}}while(1){d=f[d>>2]|0;if(!d){c=g;x=46;break c}e=f[d+4>>2]|0;if((e|0)!=(k+1|0|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(g|0)){c=g;x=46;break c}}if((f[d+8>>2]|0)==(k+1|0|0)){q=d;break}}}}while(0);if((x|0)==46){g=pOb(24)|0;f[g+8>>2]=k+1|0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=k+1|0;f[g>>2]=0;h=+(((f[(v+204|0)>>2]|0)+1|0)>>>0);i=+n[v+208>>2];do if((j|0)==0|i*+(j>>>0)<h){c=~~+W(+(h/i))>>>0;zZa(v+192|0,(j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1)>>>0<c>>>0?c:j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1);c=f[(v+196|0)>>2]|0;if(!((c+-1|0)&c)){e=c;c=(c+-1|0)&(k+1|0);break}if(c>>>0>(k+1|0)>>>0){e=c;c=k+1|0}else{e=c;c=((k+1|0)>>>0)%(c>>>0)|0}}else e=j;while(0);c=(f[(v+192|0)>>2]|0)+(c<<2)|0;d=f[c>>2]|0;if(!d){f[g>>2]=f[(v+200|0)>>2];f[(v+200|0)>>2]=g;f[c>>2]=v+200|0;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;p=(f[(v+192|0)>>2]|0)+(c<<2)|0;x=59}}else{f[g>>2]=f[d>>2];p=d;x=59}if((x|0)==59)f[p>>2]=g;f[(v+204|0)>>2]=(f[(v+204|0)>>2]|0)+1;q=g}o=q+12|0;p=q+16|0;g=f[p>>2]|0;m=q+20|0;d=f[m>>2]|0;c=1;if(c){c=0;if(g>>>0<d>>>0){f[g>>2]=f[r>>2];f[g+4>>2]=f[(r+4|0)>>2];f[(g+8|0)>>2]=0;f[(g+12|0)>>2]=0;f[g+16>>2]=0;f[(g+8|0)>>2]=f[(r+8|0)>>2];f[(g+12|0)>>2]=f[(r+12|0)>>2];f[g+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[g+24>>2]=s;f[p>>2]=(f[p>>2]|0)+28}else c=1}if(c)if(1){e=f[o>>2]|0;c=((g-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(o);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)t=0;else if(c>>>0>153391689)vd();else{t=pOb(c*28|0)|0;break}while(0);k=t+(((g-e|0)/28|0)*28|0)|0;j=t+(c*28|0)|0;f[k>>2]=f[r>>2];f[t+(((g-e|0)/28|0)*28|0)+4>>2]=f[(r+4|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+16>>2]=0;f[t+(((g-e|0)/28|0)*28|0)+8>>2]=f[(r+8|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+12>>2]=f[(r+12|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[t+(((g-e|0)/28|0)*28|0)+24>>2]=s;g=f[o>>2]|0;c=f[p>>2]|0;if((c|0)==(g|0)){d=k;l=g;c=g}else{d=k;e=k;do{A=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[A+-24>>2];t=e+-20|0;f[t>>2]=0;B=e+-16|0;f[B>>2]=0;f[e+-12>>2]=0;f[t>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[e+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[c>>2]=0;B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[e+-4>>2]=B;e=d+-28|0;d=e}while((c|0)!=(g|0));l=f[o>>2]|0;c=f[p>>2]|0}f[o>>2]=d;f[p>>2]=k+28|0;f[m>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{B=j+-4|0;c=f[B>>2]|0;f[B>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;g=j+-16|0;j=j+-28|0;if((c|0)==(f[g>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}B=p0a(v+444|0,a+48|0)|0;f[B>>2]=7}}while(0);c=f[(a+24|0)>>2]|0;if(c|0){d=f[w>>2]|0;if((d|0)!=(c|0))f[w>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[(a+36|0)>>2]|0;if(c|0){d=f[y>>2]|0;if((d|0)!=(c|0))f[y>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!c){u=a;f[a+1528>>2]=5;break a}gh[f[(f[c>>2]|0)+4>>2]&2047](c);u=a;f[a+1528>>2]=5;break a}f[a+1480>>2]=x;f[a+1488>>2]=z}function X0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;u=f[a+80>>2]|0;q=f[a+96>>2]|0;s=f[a+104>>2]|0;r=f[a+472>>2]|0;v=f[a+632>>2]|0;c=f[a+656>>2]|0;w=f[a+688>>2]|0;x=f[a+1248>>2]|0;y=f[a+1256>>2]|0;a:{if(y){y=0;if((f[(a+24|0)>>2]|0)==(f[w>>2]|0)){if((f[(a+36|0)>>2]|0)!=(f[c>>2]|0)){D_a(a+20|0,a+36|0,q);f[a+1288>>2]=1;break a}k=f[(v+816|0)>>2]|0;f[(a+48|0)>>2]=k;c=1;if(c){c=0;if((k|0)==(f[v+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(v+816|0)>>2]=k+1|0;g=f[(v+36|0)>>2]|0;b:do if(!g){b=0;x=62}else{if(!((g+-1|0)&g))e=(g+-1|0)&(k+1|0);else if(g>>>0>(k+1|0)>>>0)e=k+1|0;else e=((k+1|0)>>>0)%(g>>>0)|0;c=f[(f[(v+32|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;x=62}else{if(!((g+-1|0)&g))while(1){c=f[c>>2]|0;if(!c){b=e;x=62;break b}o=f[c+4>>2]|0;if(!((o|0)==(k+1|0|0)|(o&(g+-1|0)|0)==(e|0))){b=e;x=62;break b}if((f[c+8>>2]|0)==(k+1|0|0)){h=c;break b}}while(1){c=f[c>>2]|0;if(!c){b=e;x=62;break b}d=f[c+4>>2]|0;if((d|0)!=(k+1|0|0)){if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(e|0)){b=e;x=62;break b}}if((f[c+8>>2]|0)==(k+1|0|0)){h=c;break}}}}while(0);if((x|0)==62){e=pOb(24)|0;f[e+8>>2]=k+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=k+1|0;f[e>>2]=0;i=+(((f[(v+44|0)>>2]|0)+1|0)>>>0);j=+n[v+48>>2];do if((g|0)==0|j*+(g>>>0)<i){b=~~+W(+(i/j))>>>0;rZa(v+32|0,(g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1)>>>0<b>>>0?b:g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1);b=f[(v+36|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(k+1|0);break}if(b>>>0>(k+1|0)>>>0){d=b;b=k+1|0}else{d=b;b=((k+1|0)>>>0)%(b>>>0)|0}}else d=g;while(0);b=(f[(v+32|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(v+40|0)>>2];f[(v+40|0)>>2]=e;f[b>>2]=v+40|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;l=(f[(v+32|0)>>2]|0)+(b<<2)|0;x=75}}else{f[e>>2]=f[c>>2];l=c;x=75}if((x|0)==75)f[l>>2]=e;f[(v+44|0)>>2]=(f[(v+44|0)>>2]|0)+1;h=e}m=h+12|0;o=h+16|0;e=f[o>>2]|0;l=h+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[e+20>>2]=s&1;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)p=0;else if(b>>>0>153391689)vd();else{p=pOb(b*28|0)|0;break}while(0);h=p+(((e-d|0)/28|0)*28|0)|0;g=p+(b*28|0)|0;f[h>>2]=f[q>>2];f[p+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+20>>2]=s&1;f[(a+20|0)>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=h;k=e;b=e}else{c=h;d=h;do{k=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[k+-24>>2];z=d+-20|0;f[z>>2]=0;p=d+-16|0;f[p>>2]=0;f[d+-12>>2]=0;f[z>>2]=f[(k+-20|0)>>2];f[p>>2]=f[(k+-16|0)>>2];f[d+-12>>2]=f[(k+-12|0)>>2];f[(k+-12|0)>>2]=0;f[(k+-16|0)>>2]=0;f[(k+-20|0)>>2]=0;f[b>>2]=0;f[d+-8>>2]=f[k+-8>>2];p=f[(k+-4|0)>>2]|0;f[(k+-4|0)>>2]=0;f[d+-4>>2]=p;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=h+28|0;f[l>>2]=g;h=k;if((b|0)!=(h|0)){g=b;do{z=g+-4|0;b=f[z>>2]|0;f[z>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=g+-20|0;b=f[c>>2]|0;e=g+-16|0;g=g+-28|0;do if((b|0)==(f[e>>2]|0)){d=f[g>>2]|0;if(!d)break;tOb(d);b=f[c>>2]|0}while(0);if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((g|0)!=(h|0))}if(k|0)sOb(k)}z=p0a(v+444|0,a+48|0)|0;f[z>>2]=1}}else y=1}if(y){y=0;if(1){e=f[(v+56|0)>>2]|0;c=f[(v+60|0)>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[e+20>>2]=s&1;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[(v+56|0)>>2]=(f[(v+56|0)>>2]|0)+28}else b=1}if(b)if(1){d=f[(v+52|0)>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(v+52|0);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)t=0;else if(b>>>0>153391689)vd();else{t=pOb(b*28|0)|0;break}while(0);h=t+(((e-d|0)/28|0)*28|0)|0;g=t+(b*28|0)|0;f[h>>2]=f[q>>2];f[t+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+20>>2]=s&1;f[(a+20|0)>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[(v+52|0)>>2]|0;b=f[(v+56|0)>>2]|0;if((b|0)==(e|0)){c=h;k=e;b=e}else{c=h;d=h;do{t=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[t+-24>>2];s=d+-20|0;f[s>>2]=0;z=d+-16|0;f[z>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(t+-20|0)>>2];f[z>>2]=f[(t+-16|0)>>2];f[d+-12>>2]=f[(t+-12|0)>>2];f[(t+-12|0)>>2]=0;f[(t+-16|0)>>2]=0;f[(t+-20|0)>>2]=0;f[b>>2]=0;f[d+-8>>2]=f[t+-8>>2];z=f[(t+-4|0)>>2]|0;f[(t+-4|0)>>2]=0;f[d+-4>>2]=z;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[(v+52|0)>>2]|0;b=f[(v+56|0)>>2]|0}f[(v+52|0)>>2]=c;f[(v+56|0)>>2]=h+28|0;f[(v+60|0)>>2]=g;h=k;if((b|0)!=(h|0)){g=b;do{z=g+-4|0;b=f[z>>2]|0;f[z>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=g+-20|0;b=f[c>>2]|0;e=g+-16|0;g=g+-28|0;if((b|0)==(f[e>>2]|0)){d=f[g>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((g|0)!=(h|0))}if(k|0)sOb(k)}b=f[(v+56|0)>>2]|0;v=f[(a+24|0)>>2]|0;z=f[w>>2]|0;f[a>>2]=(v|0)==(z|0)?0:v;f[a+4>>2]=z-v>>3;f[a+8>>2]=v;f[(a+12|0)>>2]=z;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[w>>2]=0;f[(a+24|0)>>2]=0;b=(f[b+-8>>2]&1|0)!=0;f[(a+48|0)>>2]=0;J0a(u,a+48|0,a,b);b=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+8|0)>>2]|0;if((b|0)==(f[(a+12|0)>>2]|0)){c=f[a>>2]|0;if(c){tOb(c);b=f[(a+8|0)>>2]|0}}if(b|0){c=f[(a+12|0)>>2]|0;if((c|0)!=(b|0))f[(a+12|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}else y=1}}f[a+1248>>2]=x;f[a+1256>>2]=y}
+function ZMa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0;A=u;u=u+48|0;s=A+32|0;r=A+24|0;w=A+20|0;t=A;x=f[c>>2]|0;k=f[x+4>>2]|0;p=f[d+120>>2]|0;f[w>>2]=p;v=x+48|0;q=x+68|0;m=x+72|0;j=f[m>>2]|0;a:do if(!j)z=41;else{i=j+-1|0;h=(i&j|0)==0;if(h)l=i&p;else if(p>>>0<j>>>0)l=p;else l=(p>>>0)%(j>>>0)|0;g=f[(f[q>>2]|0)+(l<<2)>>2]|0;if(!g)z=41;else{g=f[g>>2]|0;if(!g)z=41;else{b:do if(h)while(1){y=f[g+4>>2]|0;h=(y|0)==(p|0);if(!(h|(y&i|0)==(l|0))){z=41;break a}if(h)if((f[g+8>>2]|0)==(p|0))break b;g=f[g>>2]|0;if(!g){z=41;break a}}else while(1){h=f[g+4>>2]|0;if((h|0)==(p|0)){if((f[g+8>>2]|0)==(p|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(l|0)){z=41;break a}}g=f[g>>2]|0;if(!g){z=41;break a}}while(0);l=f[g+12>>2]|0;g=f[g+16>>2]|0;o=g;if(g){gOb(g);j=f[m>>2]|0}c:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&p;else if(p>>>0<j>>>0)k=p;else k=(p>>>0)%(j>>>0)|0;g=f[(f[q>>2]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){d:do if(h)while(1){y=f[g+4>>2]|0;h=(y|0)==(p|0);if(!(h|(y&i|0)==(k|0)))break c;if(h)if((f[g+8>>2]|0)==(p|0))break d;g=f[g>>2]|0;if(!g)break c}else while(1){h=f[g+4>>2]|0;if((h|0)==(p|0)){if((f[g+8>>2]|0)==(p|0))break d}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break c}g=f[g>>2]|0;if(!g)break c}while(0);f[r>>2]=g;f[s>>2]=f[r>>2];_Ma(q,s)|0}}}while(0)}}}while(0);if((z|0)==41){UIa(s,f[a>>2]|0);l=f[s>>2]|0;o=f[s+4>>2]|0;y=l;r=y+116|0;f[r>>2]=k;f[r+4>>2]=p;y=y+196|0;f[y>>2]=f[y>>2]&-131073}k=(e|0)==0;g=d+72|0;if(!k)g=$Ma(x+88|0,(f[g>>2]|0)+116|0)|0;y=l;if(!(f[d+116>>2]|0))EJa(y);eJa(y,d+4|0);pJa(y,0,g);g=y+200|0;if(!(f[y+36>>2]|0))hJa(y,0,d+36|0);if((f[g>>2]&1|0)==0&0==0)MKa(y,0,d);if(!(f[y+44>>2]|0))hJa(y,1,d+44|0);if((f[g>>2]&2|0)==0&0==0)MKa(y,1,d);if(!(f[y+52>>2]|0))hJa(y,2,d+52|0);if((f[g>>2]&4|0)==0&0==0)MKa(y,2,d);cNa(a,d,y,x);IJa(y,((b[d+192>>0]|b[y+192>>0])&255)>>>3&7);r=y+196|0;if(!(f[r>>2]&2))g=(f[d+196>>2]&2|0)!=0;else g=1;aJa(y,g);if(!(f[r>>2]&4))g=(f[d+196>>2]&4|0)!=0;else g=1;bJa(y,g);if(!(f[r>>2]&8))g=(f[d+196>>2]&8|0)!=0;else g=1;rJa(y,g);if(!(f[r>>2]&16))g=(f[d+196>>2]&16|0)!=0;else g=1;sJa(y,g);if(!(f[r>>2]&32))g=(f[d+196>>2]&32|0)!=0;else g=1;vJa(y,g);if(!(f[r>>2]&64))g=(f[d+196>>2]&64|0)!=0;else g=1;xJa(y,g);if(!(f[r>>2]&8192))g=(f[d+196>>2]&8192|0)!=0;else g=1;yJa(y,g);if(!(f[r>>2]&16384))g=(f[d+196>>2]&16384|0)!=0;else g=1;zJa(y,g);if(!(f[r>>2]&32768))g=(f[d+196>>2]&32768|0)!=0;else g=1;AJa(y,g);if(!(f[r>>2]&65536))g=(f[d+196>>2]&65536|0)!=0;else g=1;BJa(y,g);if(!(f[r>>2]&33554432))g=(f[d+196>>2]&33554432|0)!=0;else g=1;tJa(y,g);if(!(f[r>>2]&67108864))g=(f[d+196>>2]&67108864|0)!=0;else g=1;uJa(y,g);g=f[r>>2]|0;do if(!(g&4096)){if(!(f[d+196>>2]&4096))break;f[s>>2]=f[(f[d+108>>2]|0)+40>>2];OKa(y,aNa(x+108|0,s)|0);g=f[r>>2]|0}while(0);do if(!(g&134217728)){if(!(f[d+196>>2]&134217728))break;h=d+104|0;g=f[h>>2]|0;j=b[g+364>>0]&1;if(!(j<<24>>24))g=g+300|0;else{i=f[x+12>>2]|0;if(b[i+120>>0]&4){AIa(i);g=f[h>>2]|0}q=i+76|0;p=g+300|0;f[t>>2]=q;f[t+4>>2]=p;s=t+8|0;D=+n[p>>2];C=+n[g+304>>2];B=+n[g+308>>2];n[s>>2]=+n[q>>2]*D+ +n[i+88>>2]*C+ +n[i+100>>2]*B;n[t+12>>2]=+n[i+80>>2]*D+ +n[i+92>>2]*C+ +n[i+104>>2]*B;n[t+16>>2]=+n[i+84>>2]*D+ +n[i+96>>2]*C+ +n[i+108>>2]*B;g=s}UKa(y,j,g,+WKa(d))}while(0);g=bNa(v,w)|0;p=o;q=(o|0)==0;if(!q)gOb(p);f[g>>2]=l;w=g+4|0;g=f[w>>2]|0;f[w>>2]=o;if(g|0)iOb(g);e:do if(!k){g=WFa(x)|0;o=e;m=f[o>>2]|0;o=f[o+4>>2]|0;j=m&15;i=ZPb(m|0,o|0,4)|0;if((j|0)!=15){h=f[g+12>>2]|0;if(j>>>0>=(((f[g+16>>2]|0)-h|0)/72|0)>>>0)break;k=i&15;i=ZPb(m|0,o|0,8)|0;do if((k|0)==15)g=h+(j*72|0)|0;else{g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,12)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,16)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,20)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,24)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,28)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=o&15;i=ZPb(m|0,o|0,36)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,40)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,44)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,48)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,52)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;l=i&15;i=ZPb(m|0,o|0,56)|0;if((l|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(l>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=g;k=i&15;h=ZPb(m|0,o|0,60)|0;if((k|0)==15){g=j+(l*72|0)|0;break}g=f[j+(l*72|0)+12>>2]|0;if(k>>>0>=(((f[j+(l*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;i=g;g=h&15;if((g|0)==15){g=i+(k*72|0)|0;break}h=f[i+(k*72|0)+12>>2]|0;if(g>>>0<(((f[i+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)g=h+(g*72|0)|0;else break e}while(0);if(!g)break}gpb(g,y,c,(f[a+8>>2]|0)>>>0<524289,(b[a+416>>0]&4)!=0)}while(0);ZIa(y);g=f[a+4>>2]|0;if(!(b[g+229>>0]|0))z=126;else if(f[r>>2]&16777216|0)z=126;if((z|0)==126)U8a(f[g+240>>2]|0,y,0,0);if(q){u=A;return}iOb(p);u=A;return}function _Ma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+16>>2]|0;if(b|0)iOb(b);sOb(k);return l|0}function $Ma(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;hNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function aNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;fNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function bNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;dNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function cNa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j;if(!(b[(f[a+4>>2]|0)+229>>0]|0))a=0;else a=(f[d+196>>2]&16777216|0)==0;i=e+128|0;if(a|(b[i>>0]|0)!=2)g=0;else{f[h>>2]=f[d+120>>2];f[g>>2]=f[h>>2];g=bGa(e,g)|0}h=d+193|0;c=c+192|0;e=g+12|0;if(a){do if(!(b[h>>0]&1))if(!(b[i>>0]|0)){HJa(d,1,0,1)|0;break}else{HJa(d,1,0,0)|0;break}while(0);do if(!(b[h>>0]&2))if(!(b[i>>0]|0)){HJa(d,2,0,1)|0;break}else{HJa(d,2,0,0)|0;break}while(0);if(b[h>>0]&4){u=j;return}if(!(b[i>>0]|0)){HJa(d,4,0,1)|0;u=j;return}else{HJa(d,4,0,0)|0;u=j;return}}a=(b[h>>0]&1)==0;if(!g){a:do if(a)switch(b[i>>0]|0){case 0:{HJa(d,1,0,1)|0;break a}case 1:{HJa(d,1,1,1)|0;break a}default:{HJa(d,1,(b[c>>0]&1)!=0,0)|0;break a}}while(0);b:do if(!(b[h>>0]&2))switch(b[i>>0]|0){case 0:{HJa(d,2,0,1)|0;break b}case 1:{HJa(d,2,1,1)|0;break b}default:{HJa(d,2,(b[c>>0]&2)!=0,0)|0;break b}}while(0);if(b[h>>0]&4){u=j;return}switch(b[i>>0]|0){case 0:{HJa(d,4,0,1)|0;u=j;return}case 1:{HJa(d,4,1,1)|0;u=j;return}default:{HJa(d,4,(b[c>>0]&4)!=0,0)|0;u=j;return}}}c:do if(a)switch(b[i>>0]|0){case 0:{HJa(d,1,0,1)|0;break c}case 1:{HJa(d,1,1,1)|0;break c}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&1)!=0;else a=(a&1|0)!=0;HJa(d,1,a,0)|0;break c}}while(0);d:do if(!(b[h>>0]&2))switch(b[i>>0]|0){case 0:{HJa(d,2,0,1)|0;break d}case 1:{HJa(d,2,1,1)|0;break d}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&2)!=0;else a=(a&2|0)!=0;HJa(d,2,a,0)|0;break d}}while(0);if(b[h>>0]&4){u=j;return}switch(b[i>>0]|0){case 0:{HJa(d,4,0,1)|0;u=j;return}case 1:{HJa(d,4,1,1)|0;u=j;return}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&4)!=0;else a=(a&4|0)!=0;HJa(d,4,a,0)|0;u=j;return}}}function dNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){eNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;eNa(a,b);return}function eNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function fNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){gNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;gNa(a,b);return}function gNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function hNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){iNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;iNa(a,b);return}function iNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function jNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0;q=u;u=u+32|0;p=q;r=f[a>>2]|0;f[p>>2]=r;w=f[a+4>>2]|0;k=p+4|0;f[k>>2]=w;t=f[a+8>>2]|0;o=p+8|0;f[o>>2]=t;c=p+12|0;e=f[a+12>>2]|0;f[c>>2]=e;v=f[a+16>>2]|0;j=p+16|0;f[j>>2]=v;m=p+20|0;f[m>>2]=f[a+20>>2];g=+n[b>>2];r=g<(f[s>>2]=r,+n[s>>2]);h=(f[s>>2]=w,+n[s>>2]);i=(f[s>>2]=v,+n[s>>2]);d=(f[s>>2]=t,+n[s>>2]);if(r){e=p;l=3}else if(g>(f[s>>2]=e,+n[s>>2])){e=c;l=3}if((l|0)==3)n[e>>2]=g;g=+n[b+4>>2];if(g<h){e=p;l=6}else if(g>i){e=c;l=6}if((l|0)==6){n[e+4>>2]=g;d=+n[o>>2]}g=+n[b+8>>2];if(g<d){e=p;l=9}else if(g>+n[m>>2]){e=c;l=9}if((l|0)==9)n[e+8>>2]=g;d=+n[b+12>>2];if(d<+n[p>>2]){e=p;l=12}else if(d>+n[c>>2]){e=c;l=12}if((l|0)==12)n[e>>2]=d;d=+n[b+16>>2];if(d<+n[k>>2]){e=p;l=15}else if(d>+n[j>>2]){e=c;l=15}if((l|0)==15)n[e+4>>2]=d;d=+n[b+20>>2];if(d<+n[o>>2])c=p;else if(!(d>+n[m>>2])){w=uNa(p,a)|0;u=q;return w|0}n[c+8>>2]=d;w=uNa(p,a)|0;u=q;return w|0}function kNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r;q=a+4|0;l=f[q>>2]|0;m=f[a>>2]|0;e=l-m>>2;c=e+1|0;n=m;d=l;if(c>>>0>1073741823)AMb(a);o=a+8|0;i=f[o>>2]|0;k=i-m|0;g=k>>1;g=k>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);f[p>>2]=h;c=h+(e<<2)|0;j=p+8|0;k=p+4|0;f[k>>2]=c;g=h+(g<<2)|0;h=p+12|0;f[h>>2]=g;f[c>>2]=f[b>>2];e=c+4|0;f[j>>2]=e;if((d|0)==(n|0)){d=c;b=h;n=m;h=l;l=g;m=i;i=d;f[a>>2]=i;f[k>>2]=n;f[q>>2]=e;f[j>>2]=h;f[o>>2]=l;f[b>>2]=m;f[p>>2]=n;tNa(p);u=r;return}do{d=d+-4|0;m=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=m;c=(f[k>>2]|0)+-4|0;f[k>>2]=c}while((d|0)!=(n|0));e=c;m=h;i=j;n=f[a>>2]|0;g=f[j>>2]|0;b=f[q>>2]|0;j=f[h>>2]|0;l=f[o>>2]|0;h=e;f[a>>2]=h;f[k>>2]=n;f[q>>2]=g;f[i>>2]=b;f[o>>2]=j;f[m>>2]=l;f[p>>2]=n;tNa(p);u=r;return}function lNa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+48|0;i=F;j=a+36|0;if(!(f[j>>2]|0)){e=a+24|0;g=a+28|0;h=f[g>>2]|0;if(h-(f[e>>2]|0)>>2>>>0>127){e=pOb(104)|0;g=e+49|0;h=e;i=h+104|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=1;i=e+76|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;b[e+101>>0]=1;f[j>>2]=e;f[e+40>>2]=a;f[e+92>>2]=a;mNa(a);lNa(a,c,d);u=F;return}f[i>>2]=d;if((f[a+32>>2]|0)>>>0>h>>>0){f[h>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else nNa(e,i);eGa(d,a);u=F;return}xib(i,a,b[a+48>>0]|0,+n[a+44>>2]);e=f[j>>2]|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[e+12>>2]=f[i+12>>2];f[e+16>>2]=f[i+16>>2];f[e+20>>2]=f[i+20>>2];J=f[i+24>>2]|0;f[e+52>>2]=J;I=f[i+28>>2]|0;f[e+56>>2]=I;H=f[i+32>>2]|0;f[e+60>>2]=H;G=f[i+36>>2]|0;f[e+64>>2]=G;h=f[i+40>>2]|0;f[e+68>>2]=h;j=f[i+44>>2]|0;f[e+72>>2]=j;r=+n[c>>2];t=+n[c+4>>2];v=+n[c+8>>2];w=+n[c+12>>2];x=+n[c+16>>2];y=+n[c+20>>2];k=+n[e>>2];z=(f[s>>2]=J,+n[s>>2]);A=(f[s>>2]=I,+n[s>>2]);B=(f[s>>2]=H,+n[s>>2]);C=(f[s>>2]=G,+n[s>>2]);D=(f[s>>2]=h,+n[s>>2]);E=(f[s>>2]=j,+n[s>>2]);if(!(r>=k))g=15;else{l=+n[e+4>>2];if(!(t>=l))g=15;else{m=+n[e+8>>2];if(!(v>=m))g=15;else{o=+n[e+12>>2];if(!(r<=o))g=15;else{p=+n[e+16>>2];if(!(t<=p))g=15;else{q=+n[e+20>>2];if(!(v<=q)|!(w>=k)|!(x>=l))g=15;else if(!(y<=q&((!(x<=p)|(!(w<=o)|!(y>=m)))^1)))g=15}}}}}do if((g|0)==15){e=e+52|0;if(!(!(r>=z)|!(t>=A)|!(v>=B)|!(r<=C)|!(t<=D)))if(!(!(v<=E)|!(w>=z)|!(x>=A)))if(y<=E&((!(x<=D)|(!(w<=C)|!(y>=B)))^1))break;f[i>>2]=d;g=a+28|0;e=f[g>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else nNa(a+24|0,i);eGa(d,a);u=F;return}while(0);lNa(e,c,d);u=F;return}function mNa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;e=u;u=u+64|0;c=e+48|0;p=e;oNa(c,a);wib(p,a,0,.5);o=pNa(p,c)|0;wib(p,a,0,.3330000042915344);q=pNa(p,c)|0;d=(q|0)<(o|0);o=d?q:o;wib(p,a,0,.6660000085830688);q=pNa(p,c)|0;h=(q|0)<(o|0);o=h?q:o;wib(p,a,1,.5);q=pNa(p,c)|0;i=(q|0)<(o|0);o=i?q:o;wib(p,a,1,.3330000042915344);q=pNa(p,c)|0;j=(q|0)<(o|0);o=j?q:o;wib(p,a,1,.6660000085830688);q=pNa(p,c)|0;k=(q|0)<(o|0);o=k?q:o;wib(p,a,2,.5);q=pNa(p,c)|0;l=(q|0)<(o|0);o=l?q:o;wib(p,a,2,.3330000042915344);q=pNa(p,c)|0;m=(q|0)<(o|0);wib(p,a,2,.6660000085830688);o=(pNa(p,c)|0)<((m?q:o)|0);q=o|(m|l)?2:(k|(j|i))&1;r=q&255;f[p>>2]=f[a+(r<<2)>>2];f[p+4>>2]=f[a+12+(r<<2)>>2];b[a+48>>0]=q;g=+Qib(p,o?.6660000085830688:m?.3330000042915344:l?.5:k?.6660000085830688:j?.3330000042915344:i?.5:h?.6660000085830688:d?.3330000042915344:.5);n[a+44>>2]=g;a=f[c+12>>2]|0;if(a|0)qNa(a,c);d=f[c>>2]|0;if(!d){u=e;return}a=c+4|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=e;return}function nNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function oNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=u;u=u+32|0;p=q;if(!(b[257144]|0))MPb(257144)|0;sNa(a,262921);m=c+24|0;n=c+28|0;l=f[n>>2]|0;c=f[m>>2]|0;e=l-c>>2;o=a+8|0;i=f[a>>2]|0;g=i;if((((f[o>>2]|0)-i|0)/24|0)>>>0<e>>>0){j=a+4|0;if(e>>>0>178956970)vd();r=f[j>>2]|0;h=pOb(e*24|0)|0;d=h+(((r-i|0)/24|0)*24|0)|0;k=d;h=h+(e*24|0)|0;e=r;if((e|0)==(g|0))d=k;else do{r=d;d=d+-24|0;s=e;e=e+-24|0;f[d>>2]=f[e>>2];f[r+-20>>2]=f[s+-20>>2];f[r+-16>>2]=f[s+-16>>2];f[r+-12>>2]=f[s+-12>>2];f[r+-8>>2]=f[s+-8>>2];f[r+-4>>2]=f[s+-4>>2]}while((e|0)!=(g|0));f[a>>2]=d;f[j>>2]=k;f[o>>2]=h;if(!i)e=l;else{sOb(i);c=f[m>>2]|0;e=f[n>>2]|0}}else e=l;if((c|0)==(e|0)){u=q;return}g=a+4|0;h=p+4|0;i=p+8|0;j=p+12|0;k=p+16|0;l=p+20|0;do{cGa(p,f[c>>2]|0);d=f[g>>2]|0;if(d>>>0<(f[o>>2]|0)>>>0){f[d>>2]=f[p>>2];f[d+4>>2]=f[p+4>>2];f[d+8>>2]=f[p+8>>2];f[d>>2]=f[p>>2];f[d+4>>2]=f[h>>2];f[d+8>>2]=f[i>>2];s=d+12|0;f[s>>2]=f[j>>2];f[s+4>>2]=f[j+4>>2];f[s+8>>2]=f[j+8>>2];f[s>>2]=f[j>>2];f[d+16>>2]=f[k>>2];f[d+20>>2]=f[l>>2];f[g>>2]=(f[g>>2]|0)+24}else cD(a,p);c=c+4|0}while((c|0)!=(e|0));u=q;return}function pNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0.0;B=u;u=u+16|0;A=B;c=A;f[c>>2]=0;f[c+4>>2]=0;c=f[b>>2]|0;z=f[b+4>>2]|0;if((c|0)==(z|0)){z=0;k=0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}m=+n[a>>2];o=+n[a+24>>2];p=+n[a+28>>2];q=+n[a+32>>2];r=+n[a+36>>2];s=+n[a+40>>2];t=+n[a+44>>2];v=+n[a+4>>2];w=+n[a+8>>2];x=+n[a+12>>2];y=+n[a+16>>2];l=+n[a+20>>2];do{g=+n[c>>2];b=c+4|0;a=c+8|0;h=c+12|0;j=c+16|0;k=c+20|0;if(!(g>=m))i=12;else{d=+n[b>>2];if(!(d>=v))i=12;else{e=+n[a>>2];if(!(e>=w)|!(g<=x)|!(d<=y)|!(e<=l))i=12;else{d=+n[h>>2];if(!(d>=m))i=12;else{e=+n[j>>2];if(!(e>=v))i=12;else{C=+n[k>>2];if(C<=l&((!(e<=y)|(!(d<=x)|!(C>=w)))^1)){b=0;i=11}else i=12}}}}}if((i|0)==12){i=0;if(g>=o){d=+n[b>>2];if(d>=p){C=+n[a>>2];if(!(!(C>=q)|!(g<=r)|!(d<=s)|!(C<=t))){e=+n[h>>2];if(e>=o){d=+n[j>>2];if(d>=p){C=+n[k>>2];if(C<=t&((!(d<=s)|(!(e<=r)|!(C>=q)))^1)){b=1;i=11}}}}}}}if((i|0)==11){k=A+(b<<2)|0;f[k>>2]=(f[k>>2]|0)+1}c=c+24|0}while((c|0)!=(z|0));z=f[A+4>>2]|0;k=f[A>>2]|0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}function qNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);if(!(b[257328]|0))if(MPb(257328)|0){f[64673]=0;f[64674]=0;f[64675]=0}a=f[64674]|0;if(a>>>0<(f[64675]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64674]=a+12;return}else{rNa(258692,c);return}}function rNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function sNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257328]|0))if(MPb(257328)|0){f[64673]=0;f[64674]=0;f[64675]=0}e=f[64674]|0;if((f[64673]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64674]|0;j=h+-12|0;while(1){e=h+-12|0;f[64674]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-24-i|0)>>>0)/24|0)*24|0);sOb(i);e=f[64674]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function tNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=f[a+4>>2]|0;h=a+8|0;b=f[h>>2]|0;if((b|0)!=(g|0))do{d=b+-4|0;f[h>>2]=d;e=f[d>>2]|0;f[d>>2]=0;if(e|0){d=e+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[e+24>>2]|0;if(b|0){c=e+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(e)}b=f[h>>2]|0}while((b|0)!=(g|0));b=f[a>>2]|0;if(!b)return;sOb(b);return}function uNa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[a+12>>2]-+n[a>>2];g=+n[a+16>>2]-+n[a+4>>2];e=+n[a+20>>2]-+n[a+8>>2];c=h*g*e;f=+n[b+12>>2]-+n[b>>2];if(c>0.0){if(f*(+n[b+16>>2]-+n[b+4>>2])*(+n[b+20>>2]-+n[b+8>>2])>=c*.75){b=1;return b|0}}else if(!(h==0.0^f==0.0)){d=+n[b+20>>2]-+n[b+8>>2];c=+n[b+16>>2]-+n[b+4>>2];if(!(e==0.0^d==0.0|g==0.0^c==0.0)){h=h>0.0?h:1.0;h=g>0.0?h*g:h;g=f>0.0?f:1.0;g=c>0.0?g*c:g;if((d>0.0?g*d:g)>=(e>0.0?h*e:h)*.75){b=1;return b|0}}}b=0;return b|0}function vNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l;wNa(k,c);c=f[k+12>>2]|0;a:do if(c|0)if((b[k+33>>0]|0)!=1){d=f[a>>2]|0;i=f[c+116>>2]|0;h=f[d+92>>2]|0;if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)j=g&i;else if(i>>>0<h>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;c=f[(f[d+88>>2]|0)+(j<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(e)while(1){h=f[c+4>>2]|0;d=(i|0)==(h|0);if(!(d|(h&g|0)==(j|0)))break a;if(d)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){d=f[c+4>>2]|0;if((i|0)==(d|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(j|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);Ipb(k,c+12|0)}}}}while(0);eqb(f[f[a+4>>2]>>2]|0,k);c=f[k+24>>2]|0;if(c|0)iOb(c);c=f[k+16>>2]|0;if(c|0)iOb(c);c=f[k>>2]|0;if(!c){u=l;return}g=k+4|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-8|0;f[g>>2]=e;d=f[d+-4>>2]|0;if(!d)d=e;else{iOb(d);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[k>>2]|0}sOb(c);u=l;return}function wNa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0;f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;h=b+4|0;c=(f[h>>2]|0)-(f[b>>2]|0)|0;g=c>>3;if(g|0){if(g>>>0>536870911)AMb(a);e=pOb(c)|0;f[i>>2]=e;f[a>>2]=e;f[a+8>>2]=e+(g<<3);c=f[b>>2]|0;h=f[h>>2]|0;if((c|0)!=(h|0))do{f[e>>2]=f[c>>2];g=f[c+4>>2]|0;f[e+4>>2]=g;if(g|0)gOb(g);c=c+8|0;e=(f[i>>2]|0)+8|0;f[i>>2]=e}while((c|0)!=(h|0))}f[a+12>>2]=f[b+12>>2];c=f[b+16>>2]|0;f[a+16>>2]=c;if(c|0)gOb(c);f[a+20>>2]=f[b+20>>2];c=f[b+24>>2]|0;f[a+24>>2]=c;if(!c){a=a+28|0;b=b+28|0;f[a>>2]=f[b>>2];d[a+4>>1]=d[b+4>>1]|0;return}gOb(c);a=a+28|0;b=b+28|0;f[a>>2]=f[b>>2];d[a+4>>1]=d[b+4>>1]|0;return}function xNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){yNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;yNa(a,b);return}function yNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function zNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function ANa(a){a=a|0;f[a>>2]=37720;ENa(a+12|0);aOb(a);return}function BNa(a){a=a|0;f[a>>2]=37720;ENa(a+12|0);aOb(a);sOb(a);return}function CNa(a){a=a|0;ENa(a+12|0);return}function DNa(a){a=a|0;sOb(a);return}function ENa(a){a=a|0;var b=0,c=0,d=0;b=f[a+116>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+108|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+96>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+76>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+68|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+36>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+20|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){TFa(b);sOb(b)}b=f[a+16>>2]|0;if(!b)return;iOb(b);return}function FNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){GNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;GNa(a,b);return}function GNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function HNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+1856>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+1848|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);qBa(a+464|0);b=f[a+440>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+432|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+380>>2]|0;if(b|0){c=a+384|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}g=a+368|0;b=f[g>>2]|0;if(b|0){h=a+372|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}b=f[a+356>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);h=a+348|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+336>>2]|0;if(b|0){c=a+340|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+324>>2]|0;if(b|0){c=a+328|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+312>>2]|0;if(b|0){c=a+316|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+300>>2]|0;if(b|0){c=a+304|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+288>>2]|0;if(b|0){c=a+292|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+276>>2]|0;if(b|0){c=a+280|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+232>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+224|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+212>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+204|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+192>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+184|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+172>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+164|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+152>>2]|0;if(b|0){c=a+156|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}INa(a+108|0);JNa(a+64|0);e=a+52|0;b=f[e>>2]|0;if(b|0){g=a+56|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[g>>2]=d;c=f[c+-12>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}b=f[a+40>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);h=a+32|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+20>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;KNa(h+12|0);sOb(h)}while((b|0)!=0);a=a+12|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;sOb(b);return}function INa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a>>2]|0;if(!b)return;h=a+4|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{e=c+-4|0;f[h>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[h>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function JNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a>>2]|0;if(!b)return;h=a+4|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{e=c+-4|0;f[h>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[h>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function KNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+268>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+260|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+248>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+240|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+228>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+220|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+208>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+200|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+188>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+180|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+168>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+160|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+148>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+140|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+128>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+120|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+108>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+100|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+88>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+80|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+60|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+48>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+40|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+28>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+20|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);e=a+8|0;b=f[e>>2]|0;if(b|0){g=a+12|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-8|0;f[g>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;TFa(b);sOb(b);return}function LNa(a){a=a|0;var b=0,c=0;b=pOb(32)|0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=37748;c=b+12|0;NMa(c,0);f[a>>2]=c;f[a+4>>2]=b;return}function MNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=37748;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b){aOb(a);return}e=a+20|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b);aOb(a);return}function NNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=37748;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b){aOb(a);sOb(a);return}e=a+20|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b);aOb(a);sOb(a);return}function ONa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b)return;c=a+20|0;a=f[c>>2]|0;if((a|0)!=(b|0)){do{e=a+-32|0;f[c>>2]=e;a=f[a+-16>>2]|0;if((e|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[c>>2]|0}while((a|0)!=(b|0));b=f[d>>2]|0}sOb(b);return}function PNa(a){a=a|0;sOb(a);return}function QNa(a){a=a|0;RNa(f[a>>2]|0);return}function RNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;yBa(a+464|0)|0;g=a+152|0;j=f[g>>2]|0;k=a+156|0;d=f[k>>2]|0;e=j;b=d+(~((d+-4-e|0)>>>2)<<2)|0;if((d|0)==(j|0))b=j;else f[k>>2]=b;d=a+160|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0>b>>>0){do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[g>>2]=h;f[k>>2]=b;f[d>>2]=b;if(j|0)sOb(j)}SNa(a+108|0);TNa(a+64|0);g=a+44|0;if(f[g>>2]|0){e=a+40|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[a+36>>2]|0;if(c|0){d=a+32|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}d=f[a+52>>2]|0;e=a+56|0;b=f[e>>2]|0;if((b|0)!=(d|0))do{c=b+-20|0;f[e>>2]=c;b=f[b+-12>>2]|0;if(b|0)do{k=b;b=f[b>>2]|0;sOb(k)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);b=f[e>>2]|0}while((b|0)!=(d|0));e=a+24|0;if(!(f[e>>2]|0))return;c=a+20|0;b=f[c>>2]|0;if(b|0)do{k=b;b=f[b>>2]|0;KNa(k+12|0);sOb(k)}while((b|0)!=0);f[c>>2]=0;d=f[a+16>>2]|0;if(d|0){c=a+12|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function SNa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;k=r+24|0;j=r+20|0;i=r+16|0;l=r+12|0;m=r+8|0;n=r+28|0;o=r+4|0;p=r;h=f[a>>2]|0;q=a+4|0;c=f[q>>2]|0;if((c|0)!=(h|0))do{e=c+-4|0;f[q>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[q>>2]|0}while((c|0)!=(h|0));f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;d=a+40|0;if(!(b[d>>0]|0)){u=r;return}b[d>>0]=0;f[l>>2]=f[a>>2];f[m>>2]=c;f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];b[k>>0]=b[n>>0]|0;n=aDa(i,j,k)|0;f[o>>2]=n;f[p>>2]=f[q>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];bDa(a,j,k)|0;u=r;return}function TNa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;k=r+24|0;j=r+20|0;i=r+16|0;l=r+12|0;m=r+8|0;n=r+28|0;o=r+4|0;p=r;h=f[a>>2]|0;q=a+4|0;c=f[q>>2]|0;if((c|0)!=(h|0))do{e=c+-4|0;f[q>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[q>>2]|0}while((c|0)!=(h|0));f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;d=a+40|0;if(!(b[d>>0]|0)){u=r;return}b[d>>0]=0;f[l>>2]=f[a>>2];f[m>>2]=c;f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];b[k>>0]=b[n>>0]|0;n=cDa(i,j,k)|0;f[o>>2]=n;f[p>>2]=f[q>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];dDa(a,j,k)|0;u=r;return}function UNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+32|0;e=c+12|0;d=c;JJa(b,e,d);f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[a+12>>2]=f[d>>2];f[a+16>>2]=f[d+4>>2];f[a+20>>2]=f[d+8>>2];u=c;return}function VNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;WNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function WNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XNa(a,b);return}function XNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;ZNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function ZNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_Na(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_Na(a,b);return}function _Na(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $Na(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;e=k+4|0;i=k;f[i>>2]=f[c>>2];f[e>>2]=f[i>>2];e=$Ma((TMa(a,e)|0)+60|0,c+4|0)|0;if(f[e>>2]|0){b=0;u=k;return b|0}i=c;g=f[i+4>>2]|0;d=(f[b>>2]|0)+112|0;f[d>>2]=f[i>>2];f[d+4>>2]=g;d=f[b>>2]|0;g=f[b+4>>2]|0;if(g|0)gOb(g);f[e>>2]=d;i=e+4|0;d=f[i>>2]|0;f[i>>2]=g;if(d|0)iOb(d);h=f[c>>2]|0;g=f[a+16>>2]|0;if(!g){b=1;u=k;return b|0}c=g+-1|0;e=(c&g|0)==0;if(e)i=c&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;d=f[(f[a+12>>2]|0)+(i<<2)>>2]|0;if(!d){b=1;u=k;return b|0}d=f[d>>2]|0;if(!d){b=1;u=k;return b|0}a:do if(e){while(1){a=f[d+4>>2]|0;e=(a|0)==(h|0);if(!(e|(a&c|0)==(i|0))){d=1;e=26;break}if(e)if((f[d+8>>2]|0)==(h|0)){j=d;break a}d=f[d>>2]|0;if(!d){d=1;e=26;break}}if((e|0)==26){u=k;return d|0}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(h|0)){if((f[d+8>>2]|0)==(h|0)){j=d;break a}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){d=1;e=26;break}}d=f[d>>2]|0;if(!d){d=1;e=26;break}}if((e|0)==26){u=k;return d|0}}while(0);d=f[j+20>>2]|0;e=f[j+24>>2]|0;if((d|0)==(e|0)){b=1;u=k;return b|0}do{VMa(0,f[d>>2]|0,f[b>>2]|0);d=d+8|0}while((d|0)!=(e|0));d=1;u=k;return d|0}function aOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;bOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function bOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cOa(a,b);return}function cOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function dOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;eOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function eOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){fOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;fOa(a,b);return}function fOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function gOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;hOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function hOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){iOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;iOa(a,b);return}function iOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function jOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;kOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function kOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){lOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;lOa(a,b);return}function lOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function mOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;nOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function nOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){oOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;oOa(a,b);return}function oOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function pOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;qOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function qOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){rOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;rOa(a,b);return}function rOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function sOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;i=k;f[i>>2]=f[c>>2];f[h>>2]=f[i>>2];h=aNa((TMa(a,h)|0)+220|0,c+4|0)|0;if(f[h>>2]|0){b=0;u=k;return b|0}d=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[h>>2]=d;i=h+4|0;g=f[i>>2]|0;f[i>>2]=e;if(g){iOb(g);d=f[h>>2]|0}g=c;i=f[g+4>>2]|0;h=d+36|0;f[h>>2]=f[g>>2];f[h+4>>2]=i;c=f[c>>2]|0;h=f[a+16>>2]|0;if(!h){b=1;u=k;return b|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;d=f[(f[a+12>>2]|0)+(i<<2)>>2]|0;if(!d){b=1;u=k;return b|0}d=f[d>>2]|0;if(!d){b=1;u=k;return b|0}a:do if(e){while(1){a=f[d+4>>2]|0;e=(a|0)==(c|0);if(!(e|(a&g|0)==(i|0))){d=1;e=27;break}if(e)if((f[d+8>>2]|0)==(c|0)){j=d;break a}d=f[d>>2]|0;if(!d){d=1;e=27;break}}if((e|0)==27){u=k;return d|0}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(c|0)){if((f[d+8>>2]|0)==(c|0)){j=d;break a}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){d=1;e=27;break}}d=f[d>>2]|0;if(!d){d=1;e=27;break}}if((e|0)==27){u=k;return d|0}}while(0);d=f[j+20>>2]|0;e=f[j+24>>2]|0;if((d|0)==(e|0)){b=1;u=k;return b|0}do{WMa(0,f[d>>2]|0,f[b>>2]|0);d=d+8|0}while((d|0)!=(e|0));d=1;u=k;return d|0}function tOa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;e=l+4|0;g=l;h=f[b>>2]|0;if(!(f[h+4>>2]|0)){d=0;u=l;return d|0}if(!(f[h+72>>2]|0)){d=0;u=l;return d|0}if(!(f[h+36>>2]|0)){d=0;u=l;return d|0}if(!(f[h+44>>2]|0)){d=0;u=l;return d|0}if(!(f[h+52>>2]|0)){d=0;u=l;return d|0}f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];h=uOa((TMa(a,e)|0)+20|0,c+4|0)|0;if(f[h>>2]|0){d=0;u=l;return d|0}e=f[b>>2]|0;g=f[b+4>>2]|0;if(g|0)gOb(g);f[h>>2]=e;j=h+4|0;e=f[j>>2]|0;f[j>>2]=g;if(e|0)iOb(e);if(!d){e=0;g=0}else{g=d;e=f[g>>2]|0;g=f[g+4>>2]|0}h=h+8|0;f[h>>2]=e;f[h+4>>2]=g;h=c;j=f[h+4>>2]|0;i=(f[b>>2]|0)+116|0;f[i>>2]=f[h>>2];f[i+4>>2]=j;i=f[c>>2]|0;c=f[a+16>>2]|0;if(!c){d=1;u=l;return d|0}h=c+-1|0;g=(h&c|0)==0;if(g)j=h&i;else if(i>>>0<c>>>0)j=i;else j=(i>>>0)%(c>>>0)|0;e=f[(f[a+12>>2]|0)+(j<<2)>>2]|0;if(!e){d=1;u=l;return d|0}e=f[e>>2]|0;if(!e){d=1;u=l;return d|0}a:do if(g){while(1){c=f[e+4>>2]|0;g=(c|0)==(i|0);if(!(g|(c&h|0)==(j|0))){e=1;g=33;break}if(g)if((f[e+8>>2]|0)==(i|0)){k=e;break a}e=f[e>>2]|0;if(!e){e=1;g=33;break}}if((g|0)==33){u=l;return e|0}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(i|0)){if((f[e+8>>2]|0)==(i|0)){k=e;break a}}else{if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(j|0)){e=1;g=33;break}}e=f[e>>2]|0;if(!e){e=1;g=33;break}}if((g|0)==33){u=l;return e|0}}while(0);e=f[k+20>>2]|0;g=f[k+24>>2]|0;if((e|0)==(g|0)){d=1;u=l;return d|0}do{ZMa(a,e,f[b>>2]|0,d);e=e+8|0}while((e|0)!=(g|0));e=1;u=l;return e|0}function uOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;vOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+16|0;return a|0}function vOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wOa(a,b);return}function wOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0,q=0;o=u;u=u+16|0;l=o;m=a+416|0;c=b[m>>0]|0;if(!(c&2)){u=o;return}a:do if(c&1){if(f[a+444>>2]|0){c=f[a+440>>2]|0;if(!c)break;g=a+452|0;h=a+420|0;i=a+424|0;j=l+4|0;a=a+428|0;e=l+8|0;while(1){d=f[c+8>>2]|0;if(f[d+4>>2]|0)if(!(f[d+196>>2]&32)){k=d+200|0;if(!((f[k>>2]&33554432|0)==0&0==0))LJa(d);p=+n[g>>2];n[l>>2]=p*(+n[d+168>>2]-+n[h>>2]);n[j>>2]=p*(+n[d+172>>2]-+n[i>>2]);n[e>>2]=p*(+n[d+176>>2]-+n[a>>2]);wJa(d,l)}c=f[c>>2]|0;if(!c)break a}}c=f[a+40>>2]|0;b:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break b}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);h=a+452|0;i=a+420|0;j=a+424|0;k=l+4|0;e=a+428|0;g=l+8|0;if(c|0)c:while(1){do{a=f[d+12>>2]|0;if(!(f[a+196>>2]&32)){q=a+200|0;if(!((f[q>>2]&33554432|0)==0&0==0))LJa(a);p=+n[h>>2];n[l>>2]=p*(+n[a+168>>2]-+n[i>>2]);n[k>>2]=p*(+n[a+172>>2]-+n[j>>2]);n[g>>2]=p*(+n[a+176>>2]-+n[e>>2]);wJa(a,l)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}}while(0);b[m>>0]=b[m>>0]&-3;u=o;return}function yOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;c=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(d)while(1){g=f[c+4>>2]|0;b=(g|0)==(i|0);if(!(b|(g&e|0)==(h|0)))break a;if(b)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){b=f[c+4>>2]|0;if((b|0)==(i|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[a>>2]=f[c+12>>2];c=f[c+16>>2]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function zOa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;l=0;q=u;u=u+1328|0;j=f[c+244>>2]|0;p=f[c+240>>2]|0;k=f[d>>2]|0;if(k|0){e=f[(a+36|0)>>2]|0;if(!e){a=0;u=q;return a|0}if(!((e+-1|0)&e))g=(e+-1|0)&k;else if(k>>>0<e>>>0)g=k;else g=(k>>>0)%(e>>>0)|0;c=f[(f[(a+32|0)>>2]|0)+(g<<2)>>2]|0;if(!c){a=0;u=q;return a|0}c=f[c>>2]|0;if(!c){a=0;u=q;return a|0}a:do if(!((e+-1|0)&e)){while(1){d=f[c+4>>2]|0;if(!((d|0)==(k|0)|(d&(e+-1|0)|0)==(g|0))){i=0;l=192;break}if((d|0)==(k|0))if((f[c+8>>2]|0)==(k|0)){o=c;break a}c=f[c>>2]|0;if(!c){i=0;l=192;break}}if((l|0)==192){u=q;return i|0}}else{while(1){d=f[c+4>>2]|0;if((d|0)==(k|0)){if((f[c+8>>2]|0)==(k|0)){o=c;break a}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0)){i=0;l=192;break}}c=f[c>>2]|0;if(!c){i=0;l=192;break}}if((l|0)==192){u=q;return i|0}}while(0);k=o+12|0;f[q>>2]=f[(f[k>>2]|0)+8>>2];f[(q+4|0)>>2]=f[q>>2];j=TMa(a,q+4|0)|0;d=f[j+8>>2]|0;c=f[(j+12|0)>>2]|0;b:do if((d|0)==(c|0)){h=d;l=142}else{e=f[k>>2]|0;do{if((f[d>>2]|0)==(e|0)){h=d;l=142;break b}d=d+8|0}while((d|0)!=(c|0))}while(0);if((l|0)==142)if((h|0)!=(c|0)){d=h+8|0;if((d|0)!=(c|0)){g=h;i=h;while(1){e=f[d>>2]|0;if((e|0)!=(f[k>>2]|0)){i=i+12|0;r=f[i>>2]|0;f[d>>2]=0;f[i>>2]=0;f[h>>2]=e;i=h+4|0;e=f[i>>2]|0;f[i>>2]=r;if(e|0)iOb(e);h=g+8|0;g=h}e=d+8|0;if((e|0)==(c|0))break;else{i=d;d=e}}c=f[(j+12|0)>>2]|0}if((c|0)!=(h|0))do{d=c+-8|0;f[(j+12|0)>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[(j+12|0)>>2]|0}}while((c|0)!=(h|0))}AOa(a,f[k>>2]|0);d=BOa(f[k>>2]|0)|0;do if(d|0)if(!(f[d+40>>2]|0)){c=(f[d+36>>2]|0)==0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(c){b[a+104>>0]=1;l=160}else l=161;else if(c)l=160;else l=161;if((l|0)==160){b[a+105>>0]=1;break}else if((l|0)==161){b[a+106>>0]=1;break}}while(0);g=f[k>>2]|0;e=f[g>>2]|0;c=f[a+52>>2]|0;f[(q+4|0)>>2]=g;COa(c+(e*20|0)|0,q+4|0)|0;e=f[(a+36|0)>>2]|0;c=f[o+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(a+32|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(o|0))break;else i=c}if((i|0)==(a+40|0))l=175;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))m=o;else l=175}do if((l|0)==175){c=f[o>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){m=o;break}}f[d>>2]=0;m=o}while(0);c=f[m>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(a+32|0)>>2]|0)+(d<<2)>>2]=i;c=f[o>>2]|0}}f[i>>2]=c;f[m>>2]=0;f[(a+44|0)>>2]=(f[(a+44|0)>>2]|0)+-1;c=f[o+16>>2]|0;if(c|0)iOb(c);sOb(o);vDa(a+464|0);Y8a(p);r=1;u=q;return r|0}g=PMa(a+32|0,258684)|0;c=f[g>>2]|0;d=f[c+56>>2]|0;if(d){do{e=f[d+12>>2]|0;c=f[e+4>>2]|0;e=f[e+8>>2]|0;if(e)gOb(e);if(c|0)z$a(j,c+28|0,7,0);if(e)iOb(e);d=f[d>>2]|0}while((d|0)!=0);c=f[g>>2]|0}AOa(a,c);r=f[g>>2]|0;f[q+32>>2]=a;f[q+280>>2]=i;f[q+360>>2]=g;f[q+456>>2]=r;f[q+1064>>2]=j;f[q+1112>>2]=p;f[q+1280>>2]=0;f[q+1284>>2]=0;VQa(q);G=f[q+1280>>2]|0;D=f[q+1284>>2]|0;H=+n[q+1284>>2];f[q+1280>>2]=0;f[q+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function AOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=b+96|0;c=f[g>>2]|0;if(c|0)do{h=(f[c+12>>2]|0)+112|0;f[h>>2]=0;f[h+4>>2]=-1;c=f[c>>2]|0}while((c|0)!=0);h=b+100|0;if(f[h>>2]|0){c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[b+92>>2]|0;if(d|0){e=b+88|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}g=b+116|0;c=f[g>>2]|0;if(c|0)do{h=(f[c+12>>2]|0)+36|0;f[h>>2]=0;f[h+4>>2]=-1;c=f[c>>2]|0}while((c|0)!=0);h=b+120|0;if(f[h>>2]|0){c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[b+112>>2]|0;if(d|0){e=b+108|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}c=f[b+56>>2]|0;if(c|0)do{EOa(a,f[c+12>>2]|0);c=f[c>>2]|0}while((c|0)!=0);c=f[b+76>>2]|0;if(!c)return;do{EOa(a,f[c+12>>2]|0);c=f[c>>2]|0}while((c|0)!=0);return}function BOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=dGa(a)|0;if(!c){k=0;return k|0}k=c+24|0;e=f[k>>2]|0;j=c+28|0;d=f[j>>2]|0;a:do if((e|0)==(d|0)){h=e;g=5}else do{if((f[e>>2]|0)==(a|0)){h=e;g=5;break a}e=e+4|0}while((e|0)!=(d|0));while(0);if((g|0)==5)if((h|0)!=(d|0)){e=h+4|0;if((e|0)==(d|0))e=h;else{i=e;e=h;while(1){g=f[i>>2]|0;if((g|0)==(a|0))g=h;else{f[h>>2]=g;g=h+4|0;e=g}i=i+4|0;if((i|0)==(d|0))break;else h=g}d=f[j>>2]|0}if((d|0)!=(e|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}}b:do if((f[k>>2]|0)==(d|0))while(1){if(f[c+36>>2]|0)break b;e=f[c+40>>2]|0;if(!e)break b;c=e+36|0;d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))if((f[d+76>>2]|0)==(f[d+80>>2]|0))if(!(f[d+88>>2]|0)){f[c>>2]=0;iDa(d);sOb(d)}if((f[e+24>>2]|0)==(f[e+28>>2]|0))c=e;else{c=e;break}}while(0);b[c+49>>0]=0;k=c;return k|0}function COa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=DOa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(l);a=1;return a|0}function DOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=X(h,1540483477)|0;e=(X(e>>>24^e,1540483477)|0)^1866966612;e=X(e>>>13^e,1540483477)|0;e=e>>>15^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=e&d;else if(e>>>0<g>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function EOa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;i=u;u=u+16|0;g=i;d=c+200|0;e=f[d>>2]|0;if((e&-268435456|0)==0&0==0)d=h[d+4>>0]|0;else{_Ia(c,0)|0;d=h[d+4>>0]|0}a:do switch(d&3|0){case 2:{d=FOa(c)|0;if(d|0)if(!(f[d+40>>2]|0)){e=(f[d+36>>2]|0)==0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(e){b[a+148>>0]=1;d=11}else d=12;else if(e)d=11;else d=12;if((d|0)==11){b[a+149>>0]=1;break a}else if((d|0)==12){b[a+150>>0]=1;break a}}break}case 0:{GOa(a+152|0,f[c+124>>2]|0);break}default:{}}while(0);aJa(c,0);bJa(c,0);dJa(c);rDa(a+464|0,c);f[g>>2]=c;sDa(a+432|0,g)|0;HOa(a+224|0,c+116|0)|0;u=i;return}function FOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=f[a+124>>2]|0;if(!c){k=0;return k|0}k=c+24|0;e=f[k>>2]|0;j=c+28|0;d=f[j>>2]|0;a:do if((e|0)==(d|0)){h=e;g=5}else do{if((f[e>>2]|0)==(a|0)){h=e;g=5;break a}e=e+4|0}while((e|0)!=(d|0));while(0);if((g|0)==5)if((h|0)!=(d|0)){e=h+4|0;if((e|0)==(d|0))e=h;else{i=e;e=h;while(1){g=f[i>>2]|0;if((g|0)==(a|0))g=h;else{f[h>>2]=g;g=h+4|0;e=g}i=i+4|0;if((i|0)==(d|0))break;else h=g}d=f[j>>2]|0}if((d|0)!=(e|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}}b:do if((f[k>>2]|0)==(d|0))while(1){if(f[c+36>>2]|0)break b;e=f[c+40>>2]|0;if(!e)break b;c=e+36|0;d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))if((f[d+76>>2]|0)==(f[d+80>>2]|0))if(!(f[d+88>>2]|0)){f[c>>2]=0;jDa(d);sOb(d)}if((f[e+24>>2]|0)==(f[e+28>>2]|0))c=e;else{c=e;break}}while(0);b[c+49>>0]=0;k=c;return k|0}function GOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=a+4|0;d=f[g>>2]|0;e=f[a>>2]|0;c=d-e>>2;if(c>>>0<=b>>>0)return;if((b+1|0)>>>0<c>>>0){f[(f[d+-4>>2]|0)+124>>2]=b;c=(f[g>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=b;e=f[a>>2]|0;b=f[g>>2]|0;c=e}else{b=d;c=e}b=b+-4|0;f[g>>2]=b;if((c|0)!=(b|0))return;d=a+8|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0<=b>>>0)return;do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,e|0,c|0)|0;f[a>>2]=h;f[g>>2]=b;f[d>>2]=b;if(!e)return;sOb(e);return}function HOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=IOa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(l);a=1;return a|0}function IOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function JOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;n=v+8|0;o=v+16|0;m=v;h=f[b>>2]|0;p=a+16|0;e=f[p>>2]|0;if(!e){a=0;u=v;return a|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;s=a+12|0;b=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!b){a=0;u=v;return a|0}b=f[b>>2]|0;if(!b){a=0;u=v;return a|0}a:do if(c){while(1){l=f[b+4>>2]|0;c=(l|0)==(h|0);if(!(c|(l&d|0)==(g|0))){b=0;q=154;break}if(c)if((f[b+8>>2]|0)==(h|0)){t=b;break a}b=f[b>>2]|0;if(!b){b=0;q=154;break}}if((q|0)==154){u=v;return b|0}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(h|0)){if((f[b+8>>2]|0)==(h|0)){t=b;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){b=0;q=154;break}}b=f[b>>2]|0;if(!b){b=0;q=154;break}}if((q|0)==154){u=v;return b|0}}while(0);if((h|0)==0?1:(f[t+20>>2]|0)!=(f[t+24>>2]|0)){a=0;u=v;return a|0}l=t+52|0;k=t+60|0;b=f[k>>2]|0;if(b|0){i=n+4|0;j=m+4|0;do{e=b;d=e+12|0;g=f[d>>2]|0;e=e+16|0;h=f[e>>2]|0;if(!h){f[d>>2]=0;f[e>>2]=0}else{hOb(h);c=f[e>>2]|0;f[d>>2]=0;f[e>>2]=0;if(c|0)iOb(c);f[n>>2]=0;d=kOb(h)|0;f[i>>2]=d;if(d|0){f[n>>2]=g;if(g|0){KOa(m,a,n);c=f[j>>2]|0;if(c|0)iOb(c)}iOb(d)}jOb(h)}b=f[b>>2]|0}while((b|0)!=0)}e=t+64|0;if(f[e>>2]|0){b=f[k>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[k>>2]=0;c=f[t+56>>2]|0;if(c|0){b=0;do{f[(f[l>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}h=t+72|0;e=t+80|0;b=f[e>>2]|0;if(b|0)do{m=(f[b+12>>2]|0)+112|0;f[m>>2]=0;f[m+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+84|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+76>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+92|0;f[n>>2]=0;f[n+4>>2]=-1;e=t+100|0;b=f[e>>2]|0;if(b|0)do{EFa(f[b+12>>2]|0,n,o);b=f[b>>2]|0}while((b|0)!=0);g=t+104|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+96>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+112|0;e=t+120|0;b=f[e>>2]|0;if(b|0)do{m=(f[b+12>>2]|0)+204|0;f[m>>2]=0;f[m+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+124|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+116>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+192|0;f[n>>2]=0;f[n+4>>2]=-1;g=t+200|0;b=f[g>>2]|0;if(b|0)do{n8a(f[b+12>>2]|0,n,o);b=f[b>>2]|0}while((b|0)!=0);e=t+204|0;if(f[e>>2]|0){b=f[g>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[g>>2]=0;c=f[t+196>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}h=t+212|0;e=t+220|0;b=f[e>>2]|0;if(b|0)do{o=(f[b+12>>2]|0)+24|0;f[o>>2]=0;f[o+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+224|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+216>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+232|0;e=t+240|0;b=f[e>>2]|0;if(b|0)do{o=(f[b+12>>2]|0)+36|0;f[o>>2]=0;f[o+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+244|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+236>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}g=t+252|0;h=t+264|0;if(f[h>>2]|0){e=t+260|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+256>>2]|0;if(c|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[h>>2]=0}g=t+272|0;h=t+284|0;if(f[h>>2]|0){e=t+280|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+276>>2]|0;if(c|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[h>>2]=0}d=f[p>>2]|0;b=f[t+4>>2]|0;e=d+-1|0;g=(e&d|0)==0;do if(g)h=e&b;else{if(b>>>0<d>>>0){h=b;break}h=(b>>>0)%(d>>>0)|0}while(0);c=(f[s>>2]|0)+(h<<2)|0;i=f[c>>2]|0;while(1){b=f[i>>2]|0;if((b|0)==(t|0))break;else i=b}do if((i|0)==(a+20|0))q=128;else{b=f[i+4>>2]|0;do if(g)b=b&e;else{if(b>>>0<d>>>0)break;b=(b>>>0)%(d>>>0)|0}while(0);if((b|0)!=(h|0)){q=128;break}r=t}while(0);do if((q|0)==128){b=f[t>>2]|0;if(b|0){b=f[b+4>>2]|0;do if(g)b=b&e;else{if(b>>>0<d>>>0)break;b=(b>>>0)%(d>>>0)|0}while(0);if((b|0)==(h|0)){r=t;break}}f[c>>2]=0;r=t}while(0);c=f[r>>2]|0;b=c;do if(c){c=f[c+4>>2]|0;do if(g)c=c&e;else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);if((c|0)==(h|0))break;f[(f[s>>2]|0)+(c<<2)>>2]=i;b=f[t>>2]|0}while(0);f[i>>2]=b;f[r>>2]=0;a=a+24|0;f[a>>2]=(f[a>>2]|0)+-1;KNa(t+12|0);sOb(t);a=1;u=v;return a|0}function KOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;e=k+12|0;g=k+8|0;h=k;j=(f[(f[c>>2]|0)+44>>2]|0)+68|0;i=(zLa(j)|0)<<2;j=i+152+((ALa(j)|0)<<1)|0;i=b+292|0;d=f[i>>2]|0;do if((f[b+288>>2]|0)==(d|0)){i=b+260|0;d=f[i>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=mOa((TMa(b,e)|0)+40|0,h+4|0)|0;if(f[e>>2]|0)break;g=f[h+4>>2]|0;d=(f[c>>2]|0)+28|0;f[d>>2]=f[h>>2];f[d+4>>2]=g;d=f[c>>2]|0;g=c+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[e>>2]=d;e=e+4|0;d=f[e>>2]|0;f[e>>2]=h;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+1;d=b+456|0;f[d>>2]=(f[d>>2]|0)+j;f[a>>2]=f[c>>2];d=f[g>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=mOa((TMa(b,e)|0)+40|0,h+4|0)|0;if(f[e>>2]|0)break;g=f[h+4>>2]|0;d=(f[c>>2]|0)+28|0;f[d>>2]=f[h>>2];f[d+4>>2]=g;d=f[c>>2]|0;g=c+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[e>>2]=d;e=e+4|0;d=f[e>>2]|0;f[e>>2]=h;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+-4;d=b+456|0;f[d>>2]=(f[d>>2]|0)+j;f[a>>2]=f[c>>2];d=f[g>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=k;return}function LOa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+64|0;r=v+48|0;t=v+20|0;m=v+44|0;o=v+40|0;s=v;k=a+236|0;if(f[k>>2]|0){i=a+232|0;h=f[i>>2]|0;if(h|0)do{p=h;h=f[h>>2]|0;sOb(p)}while((h|0)!=0);f[i>>2]=0;i=f[a+228>>2]|0;if(i|0){j=a+224|0;h=0;do{f[(f[j>>2]|0)+(h<<2)>>2]=0;h=h+1|0}while((h|0)!=(i|0))}f[k>>2]=0}f[t>>2]=0;l=t+4|0;f[l>>2]=0;f[t+8>>2]=0;n=a+32|0;h=f[a+40>>2]|0;if(h|0){k=t+8|0;do{i=f[h+8>>2]|0;f[r>>2]=i;do if(i|0){j=f[l>>2]|0;if((j|0)==(f[k>>2]|0)){GE(t,r);break}else{f[j>>2]=i;f[l>>2]=j+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0);i=f[t>>2]|0;h=f[l>>2]|0;if((i|0)!=(h|0)){do{f[m>>2]=f[i>>2];f[r>>2]=f[m>>2];zOa(a,b,r)|0;i=i+4|0}while((i|0)!=(h|0));h=f[t>>2]|0}if(h|0){i=f[l>>2]|0;if((i|0)!=(h|0))f[l>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}}f[t>>2]=0;l=t+4|0;f[l>>2]=0;f[t+8>>2]=0;h=f[a+20>>2]|0;if(h|0){k=t+8|0;do{i=f[h+8>>2]|0;f[r>>2]=i;do if(i|0){j=f[l>>2]|0;if((j|0)==(f[k>>2]|0)){iI(t,r);break}else{f[j>>2]=i;f[l>>2]=j+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0);i=f[t>>2]|0;h=f[l>>2]|0;if((i|0)!=(h|0)){do{f[o>>2]=f[i>>2];f[r>>2]=f[o>>2];JOa(a,r)|0;i=i+4|0}while((i|0)!=(h|0));h=f[t>>2]|0}if(h|0){i=f[l>>2]|0;if((i|0)!=(h|0))f[l>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}}f[r>>2]=0;p=r+4|0;f[p>>2]=0;f[r+8>>2]=0;MOa(t,d,d+(c<<2)|0);h=PMa(n,258684)|0;h=f[(f[h>>2]|0)+56>>2]|0;if(h|0){n=t+4|0;o=r+8|0;do{b=f[h+8>>2]|0;f[s>>2]=b;l=f[n>>2]|0;a:do if(!l)q=60;else{k=l+-1|0;j=(k&l|0)==0;if(j)m=k&b;else if(b>>>0<l>>>0)m=b;else m=(b>>>0)%(l>>>0)|0;i=f[(f[t>>2]|0)+(m<<2)>>2]|0;if(!i)q=60;else{i=f[i>>2]|0;if(!i)q=60;else{if(j)while(1){d=f[i+4>>2]|0;j=(b|0)==(d|0);if(!(j|(d&k|0)==(m|0))){q=60;break a}if(j)if((f[i+8>>2]|0)==(b|0))break a;i=f[i>>2]|0;if(!i){q=60;break a}}while(1){j=f[i+4>>2]|0;if((b|0)==(j|0)){if((f[i+8>>2]|0)==(b|0))break a}else{if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(m|0)){q=60;break a}}i=f[i>>2]|0;if(!i){q=60;break}}}}}while(0);do if((q|0)==60){q=0;i=f[p>>2]|0;if((i|0)==(f[o>>2]|0)){$G(r,s);break}else{f[i>>2]=b;f[p>>2]=i+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0)}h=f[r>>2]|0;i=f[p>>2]|0;if((h|0)!=(i|0)){j=s+4|0;do{d=f[h>>2]|0;f[s>>2]=0;f[j>>2]=d;OOa(a,s)|0;h=h+4|0}while((h|0)!=(i|0))}h=f[t+8>>2]|0;if(h|0)do{d=h;h=f[h>>2]|0;sOb(d)}while((h|0)!=0);h=f[t>>2]|0;f[t>>2]=0;if(h|0)sOb(h);h=f[r>>2]|0;if(h|0){i=f[p>>2]|0;if((i|0)!=(h|0))f[p>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}f[t>>2]=0;p=t+4|0;f[p>>2]=0;f[t+8>>2]=0;NOa(s,g,g+(e<<2)|0);f[r>>2]=f[64672];h=(TMa(a,r)|0)+48|0;h=f[h>>2]|0;if(h|0){n=s+4|0;o=t+8|0;do{i=h;g=f[(f[i+12>>2]|0)+44>>2]|0;if((f[g+116>>2]|0)==(f[g+112>>2]|0)){b=f[i+8>>2]|0;f[r>>2]=b;l=f[n>>2]|0;b:do if(!l)q=96;else{k=l+-1|0;j=(k&l|0)==0;if(j)m=k&b;else if(b>>>0<l>>>0)m=b;else m=(b>>>0)%(l>>>0)|0;i=f[(f[s>>2]|0)+(m<<2)>>2]|0;if(!i)q=96;else{i=f[i>>2]|0;if(!i)q=96;else{if(j)while(1){g=f[i+4>>2]|0;j=(b|0)==(g|0);if(!(j|(g&k|0)==(m|0))){q=96;break b}if(j)if((f[i+8>>2]|0)==(b|0))break b;i=f[i>>2]|0;if(!i){q=96;break b}}while(1){j=f[i+4>>2]|0;if((b|0)==(j|0)){if((f[i+8>>2]|0)==(b|0))break b}else{if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(m|0)){q=96;break b}}i=f[i>>2]|0;if(!i){q=96;break}}}}}while(0);do if((q|0)==96){q=0;i=f[p>>2]|0;if((i|0)==(f[o>>2]|0)){POa(t,r);break}else{f[i>>2]=b;f[p>>2]=i+4;break}}while(0)}h=f[h>>2]|0}while((h|0)!=0)}h=f[t>>2]|0;i=f[p>>2]|0;if((h|0)!=(i|0)){j=r+4|0;do{q=f[h>>2]|0;f[r>>2]=0;f[j>>2]=q;QOa(a,r)|0;h=h+4|0}while((h|0)!=(i|0))}h=f[s+8>>2]|0;if(h|0)do{r=h;h=f[h>>2]|0;sOb(r)}while((h|0)!=0);h=f[s>>2]|0;f[s>>2]=0;if(h|0)sOb(h);h=f[t>>2]|0;if(!h){t=a+244|0;f[t>>2]=-1;a=a+4|0;a=f[a>>2]|0;a=a+240|0;a=f[a>>2]|0;W8a(a);u=v;return}i=f[p>>2]|0;if((i|0)!=(h|0))f[p>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h);t=a+244|0;f[t>>2]=-1;a=a+4|0;a=f[a>>2]|0;a=a+240|0;a=f[a>>2]|0;W8a(a);u=v;return}function MOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;q=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[q>>2]=1.0;if((b|0)==(c|0))return;r=a+4|0;s=a+12|0;t=a+8|0;e=0;m=0;while(1){o=f[b>>2]|0;l=(m|0)==0;a:do if(l){d=0;p=19}else{k=m+-1|0;h=(k&m|0)==0;if(h)d=o&k;else if(o>>>0<m>>>0)d=o;else d=(o>>>0)%(m>>>0)|0;g=f[(f[a>>2]|0)+(d<<2)>>2]|0;if(!g)p=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if(!((h|0)==(o|0)|(h&k|0)==(d|0))){p=19;break a}if((f[g+8>>2]|0)==(o|0)){d=m;break a}}while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(d|0)){p=19;break a}}if((f[g+8>>2]|0)==(o|0)){d=m;break}}}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=o;f[h+4>>2]=o;f[h>>2]=0;i=+((e+1|0)>>>0);j=+n[q>>2];do if(l|j*+(m>>>0)<i){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;WOa(a,d>>>0<e>>>0?e:d);d=f[r>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&o;break}if(o>>>0<d>>>0){g=d;d=o}else{g=d;d=(o>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[h>>2]=f[t>>2];f[t>>2]=h;f[e>>2]=t;d=f[h>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;p=32}}else{f[h>>2]=f[d>>2];p=32}if((p|0)==32){p=0;f[d>>2]=h}e=(f[s>>2]|0)+1|0;f[s>>2]=e;d=g}b=b+4|0;if((b|0)==(c|0))break;else m=d}return}function NOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;q=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[q>>2]=1.0;if((b|0)==(c|0))return;r=a+4|0;s=a+12|0;t=a+8|0;e=0;m=0;while(1){o=f[b>>2]|0;l=(m|0)==0;a:do if(l){d=0;p=19}else{k=m+-1|0;h=(k&m|0)==0;if(h)d=o&k;else if(o>>>0<m>>>0)d=o;else d=(o>>>0)%(m>>>0)|0;g=f[(f[a>>2]|0)+(d<<2)>>2]|0;if(!g)p=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if(!((h|0)==(o|0)|(h&k|0)==(d|0))){p=19;break a}if((f[g+8>>2]|0)==(o|0)){d=m;break a}}while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(d|0)){p=19;break a}}if((f[g+8>>2]|0)==(o|0)){d=m;break}}}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=o;f[h+4>>2]=o;f[h>>2]=0;i=+((e+1|0)>>>0);j=+n[q>>2];do if(l|j*+(m>>>0)<i){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;UOa(a,d>>>0<e>>>0?e:d);d=f[r>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&o;break}if(o>>>0<d>>>0){g=d;d=o}else{g=d;d=(o>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[h>>2]=f[t>>2];f[t>>2]=h;f[e>>2]=t;d=f[h>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;p=32}}else{f[h>>2]=f[d>>2];p=32}if((p|0)==32){p=0;f[d>>2]=h}e=(f[s>>2]|0)+1|0;f[s>>2]=e;d=g}b=b+4|0;if((b|0)==(c|0))break;else m=d}return}function OOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+8|0;l=m;h=m+4|0;c=SOa(a,b)|0;if(c|0){l=c;u=m;return l|0}V8a(f[(f[a+4>>2]|0)+240>>2]|0);g=PMa(a+32|0,b)|0;g=f[g>>2]|0;i=g+48|0;j=b+4|0;e=f[j>>2]|0;c=f[g+52>>2]|0;d=c+-1|0;if(!(d&c)){c=f[(f[i>>2]|0)+((d&e)<<2)>>2]|0;while(1){c=f[c>>2]|0;if((f[c+4>>2]|0)!=(e|0))continue;if((f[c+8>>2]|0)==(e|0)){e=c;break}}}else{if(e>>>0<c>>>0)c=e;else c=(e>>>0)%(c>>>0)|0;c=f[(f[i>>2]|0)+(c<<2)>>2]|0;while(1){c=f[c>>2]|0;if((f[c+4>>2]|0)!=(e|0))continue;if((f[c+8>>2]|0)==(e|0)){e=c;break}}}EOa(a,f[e+12>>2]|0);if(!(f[b>>2]|0)){f[h>>2]=f[g+8>>2];f[k>>2]=f[h>>2];TOa((TMa(a,k)|0)+20|0,j)|0}c=a+304|0;d=f[c>>2]|0;if((d|0)==(f[a+308>>2]|0))$G(a+300|0,j);else{f[d>>2]=f[j>>2];f[c>>2]=d+4}f[l>>2]=e;f[k>>2]=f[l>>2];_Ma(i,k)|0;l=0;u=m;return l|0}function POa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function QOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;c=o+4|0;d=o;e=ROa(a,b)|0;if(e|0){n=e;u=o;return n|0}f[d>>2]=f[b>>2];f[c>>2]=f[d>>2];n=TMa(a,c)|0;m=n+40|0;j=b+4|0;h=f[j>>2]|0;i=n+44|0;b=f[i>>2]|0;a:do if(!b)k=0;else{e=b+-1|0;d=(e&b|0)==0;if(d)g=e&h;else if(h>>>0<b>>>0)g=h;else g=(h>>>0)%(b>>>0)|0;c=f[(f[m>>2]|0)+(g<<2)>>2]|0;if(!c)k=0;else{c=f[c>>2]|0;if(!c)k=0;else{if(d)while(1){k=f[c+4>>2]|0;d=(k|0)==(h|0);if(!(d|(k&e|0)==(g|0))){k=0;break a}if(d)if((f[c+8>>2]|0)==(h|0)){k=c;break a}c=f[c>>2]|0;if(!c){k=0;break a}}while(1){d=f[c+4>>2]|0;if((d|0)==(h|0)){if((f[c+8>>2]|0)==(h|0)){k=c;break a}}else{if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(g|0)){k=0;break a}}c=f[c>>2]|0;if(!c){k=0;break}}}}}while(0);d=(f[(f[k+12>>2]|0)+44>>2]|0)+68|0;h=zLa(d)|0;d=ALa(d)|0;c=a+456|0;d=(X(h,-4)|0)+-152+(X(d,-2)|0)+(f[c>>2]|0)|0;f[c>>2]=d;c=a+292|0;d=f[c>>2]|0;if((d|0)==(f[a+296>>2]|0))POa(a+288|0,j);else{f[d>>2]=f[j>>2];f[c>>2]=d+4}b=f[i>>2]|0;c=f[k+4>>2]|0;g=b+-1|0;h=(g&b|0)==0;if(h)i=g&c;else if(c>>>0<b>>>0)i=c;else i=(c>>>0)%(b>>>0)|0;d=(f[m>>2]|0)+(i<<2)|0;j=f[d>>2]|0;while(1){c=f[j>>2]|0;if((c|0)==(k|0))break;else j=c}if((j|0)==(n+48|0))l=36;else{c=f[j+4>>2]|0;if(h)c=c&g;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;if((c|0)==(i|0))e=k;else l=36}do if((l|0)==36){c=f[k>>2]|0;if(c|0){c=f[c+4>>2]|0;if(h)c=c&g;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;if((c|0)==(i|0)){e=k;break}}f[d>>2]=0;e=k}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(h)d=d&g;else if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(i|0)){f[(f[m>>2]|0)+(d<<2)>>2]=j;c=f[k>>2]|0}}f[j>>2]=c;f[e>>2]=0;n=n+52|0;f[n>>2]=(f[n>>2]|0)+-1;if(!k){n=0;u=o;return n|0}c=f[k+16>>2]|0;if(c|0)iOb(c);sOb(k);n=0;u=o;return n|0}function ROa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&j;else if(j>>>0<e>>>0)g=j;else g=(j>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(j|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(j|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((j|0)==(c|0)){if((f[a+8>>2]|0)==(j|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);a=h+52|0;b=f[b+4>>2]|0;e=f[h+56>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&b;else if(b>>>0<e>>>0)g=b;else g=(b>>>0)%(e>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}b:do if(c){while(1){h=f[a+4>>2]|0;c=(b|0)==(h|0);if(!(c|(h&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(b|0)){i=a;break b}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((b|0)==(c|0)){if((f[a+8>>2]|0)==(b|0)){i=a;break b}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);if(j|0){j=3;return j|0}j=f[(f[i+12>>2]|0)+44>>2]|0;j=(f[j+116>>2]|0)!=(f[j+112>>2]|0)?2:0;return j|0}function SOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+36>>2]|0;if(!e){b=1;return b|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;a=f[(f[a+32>>2]|0)+(g<<2)>>2]|0;if(!a){b=1;return b|0}a=f[a>>2]|0;if(!a){b=1;return b|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(h|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(h|0)){i=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((h|0)==(c|0)){if((f[a+8>>2]|0)==(h|0)){i=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);i=f[i+12>>2]|0;g=f[b+4>>2]|0;e=f[i+52>>2]|0;if(!e){b=1;return b|0}d=e+-1|0;c=(d&e|0)==0;if(c)h=d&g;else if(g>>>0<e>>>0)h=g;else h=(g>>>0)%(e>>>0)|0;a=f[(f[i+48>>2]|0)+(h<<2)>>2]|0;if(!a){b=1;return b|0}a=f[a>>2]|0;if(!a){b=1;return b|0}b:do if(c){while(1){b=f[a+4>>2]|0;c=(b|0)==(g|0);if(!(c|(b&d|0)==(h|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(g|0))break b;a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((c|0)==(g|0)){if((f[a+8>>2]|0)==(g|0))break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(h|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);b=(f[i+8>>2]|0)==0?0:3;return b|0}function TOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){m=0;return m|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){m=0;return m|0}b=f[b>>2]|0;if(!b){m=0;return m|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=50;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=50;break}}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}b=f[m+20>>2]|0;if(b|0)iOb(b);sOb(m);n=1;return n|0}function UOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){VOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;VOa(a,b);return}function VOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function WOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XOa(a,b);return}function XOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;bPa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function ZOa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37776;b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function _Oa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37776;b=f[a+12>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function $Oa(a){a=a|0;var b=0,c=0;c=f[a+12>>2]|0;if(!c)return;a=a+16|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function aPa(a){a=a|0;sOb(a);return}function bPa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cPa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cPa(a,b);return}function cPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function dPa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;f[l>>2]=f[d>>2];f[k>>2]=f[l>>2];l=ePa((TMa(c,k)|0)+260|0,d+4|0)|0;if(f[l>>2]|0){f[a>>2]=0;f[a+4>>2]=0;u=n;return}j=pOb(20)|0;h=e+g|0;f[k>>2]=0;m=k+4|0;f[m>>2]=0;f[k+8>>2]=0;if(!g){g=k+8|0;h=0;e=0;c=0}else{if((g|0)<0)AMb(k);o=pOb(g)|0;f[m>>2]=o;f[k>>2]=o;i=k+8|0;f[i>>2]=o+g;c=e;e=o;do{b[e>>0]=b[c>>0]|0;c=c+1|0;e=(f[m>>2]|0)+1|0;f[m>>2]=e}while((c|0)!=(h|0));g=i;h=f[k>>2]|0;c=f[i>>2]|0}i=d;d=f[i+4>>2]|0;o=j;f[o>>2]=f[i>>2];f[o+4>>2]=d;f[j+8>>2]=h;f[j+12>>2]=e;f[j+16>>2]=c;f[g>>2]=0;f[m>>2]=0;f[k>>2]=0;e=j;o=pOb(16)|0;f[o+4>>2]=0;f[o+8>>2]=0;f[o>>2]=37804;f[o+12>>2]=e;f[l>>2]=e;e=l+4|0;c=f[e>>2]|0;f[e>>2]=o;if(c|0)iOb(c);c=f[k>>2]|0;if(c|0){if((f[m>>2]|0)!=(c|0))f[m>>2]=c;sOb(c)}f[a>>2]=f[l>>2];c=f[e>>2]|0;f[a+4>>2]=c;if(!c){u=n;return}gOb(c);u=n;return}function ePa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;jPa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function fPa(a){a=a|0;aOb(a);sOb(a);return}function gPa(a){a=a|0;var b=0,c=0;a=f[a+12>>2]|0;if(!a)return;b=f[a+8>>2]|0;if(b|0){c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}sOb(a);return}function hPa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==189793?a+12|0:0)|0}function iPa(a){a=a|0;sOb(a);return}function jPa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){kPa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;kPa(a,b);return}function kPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function lPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+12|0;e=k+8|0;i=k;j=b+280|0;d=f[j>>2]|0;do if((f[b+276>>2]|0)==(d|0)){j=b+248|0;g=f[j>>2]|0;f[i>>2]=0;f[i+4>>2]=g;f[e>>2]=0;f[h>>2]=f[e>>2];g=VNa((TMa(b,h)|0)+80|0,i+4|0)|0;if(f[g>>2]|0)break;EFa(f[c>>2]|0,i,h);d=f[c>>2]|0;b=c+4|0;e=f[b>>2]|0;if(e|0)gOb(e);f[g>>2]=d;i=g+4|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0)iOb(d);f[j>>2]=(f[j>>2]|0)+1;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}else{g=f[d+-4>>2]|0;f[i>>2]=0;f[i+4>>2]=g;f[e>>2]=0;f[h>>2]=f[e>>2];g=VNa((TMa(b,h)|0)+80|0,i+4|0)|0;if(f[g>>2]|0)break;EFa(f[c>>2]|0,i,h);d=f[c>>2]|0;b=c+4|0;e=f[b>>2]|0;if(e|0)gOb(e);f[g>>2]=d;i=g+4|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0)iOb(d);f[j>>2]=(f[j>>2]|0)+-4;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=k;return}function mPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+160|0;g=k+144|0;h=k+80|0;i=k+8|0;j=k;f[g>>2]=-1;e=b+316|0;d=f[e>>2]|0;if((f[b+312>>2]|0)==(d|0)){d=b+252|0;e=f[d>>2]|0;f[h>>2]=0;f[h+4>>2]=e;if($Na(b,c,h)|0){e=f[d>>2]|0;f[d>>2]=e+1;f[g>>2]=e}}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;if($Na(b,c,h)|0){d=f[e>>2]|0;f[g>>2]=f[d+-4>>2];f[e>>2]=d+-4}}if((f[g>>2]|0)==-1){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=k;return}d=PMa(b+32|0,258684)|0;d=f[d>>2]|0;b=f[c>>2]|0;f[i>>2]=f[d+12>>2];f[i+4>>2]=b;b=i+8|0;gma(b,i)|0;f[h>>2]=f[b>>2];f[h+4>>2]=f[i+12>>2];f[h+8>>2]=f[i+16>>2];f[h+12>>2]=f[i+20>>2];f[h+16>>2]=f[i+24>>2];f[h+20>>2]=f[i+28>>2];f[h+24>>2]=f[i+32>>2];f[h+28>>2]=f[i+36>>2];f[h+32>>2]=f[i+40>>2];f[h+36>>2]=f[i+44>>2];f[h+40>>2]=f[i+48>>2];f[h+44>>2]=f[i+52>>2];f[h+48>>2]=f[i+56>>2];f[h+52>>2]=f[i+60>>2];f[h+56>>2]=f[i+64>>2];f[h+60>>2]=f[i+68>>2];IIa(j,h);b=f[g>>2]|0;e=(f[j>>2]|0)+112|0;f[e>>2]=0;f[e+4>>2]=b;d=$Ma(d+88|0,g)|0;e=f[j>>2]|0;g=j+4|0;b=f[g>>2]|0;if(b|0)gOb(b);f[d>>2]=e;i=d+4|0;d=f[i>>2]|0;f[i>>2]=b;if(d|0)iOb(d);f[a>>2]=f[c>>2];d=f[c+4>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);f[a+8>>2]=f[j>>2];d=f[g>>2]|0;f[a+12>>2]=d;if(d|0){gOb(d);d=f[g>>2]|0;if(d|0)iOb(d)}u=k;return}function nPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j+12|0;g=j+8|0;h=j;i=b+328|0;d=f[i>>2]|0;do if((f[b+324>>2]|0)==(d|0)){i=b+256|0;d=f[i>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=aOa((TMa(b,e)|0)+100|0,h+4|0)|0;if(f[e>>2]|0)break;g=h;b=f[g+4>>2]|0;d=(f[c>>2]|0)+204|0;f[d>>2]=f[g>>2];f[d+4>>2]=b;d=f[c>>2]|0;b=c+4|0;g=f[b>>2]|0;if(g|0)gOb(g);f[e>>2]=d;h=e+4|0;d=f[h>>2]|0;f[h>>2]=g;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+1;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=j;return}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=aOa((TMa(b,e)|0)+100|0,h+4|0)|0;if(f[e>>2]|0)break;g=h;b=f[g+4>>2]|0;d=(f[c>>2]|0)+204|0;f[d>>2]=f[g>>2];f[d+4>>2]=b;d=f[c>>2]|0;b=c+4|0;g=f[b>>2]|0;if(g|0)gOb(g);f[e>>2]=d;h=e+4|0;d=f[h>>2]|0;f[h>>2]=g;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+-4;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=j;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=j;return}function oPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i+8|0;h=i;d=b+304|0;e=f[d>>2]|0;if((f[b+300>>2]|0)==(e|0)){d=b+264|0;e=f[d>>2]|0;f[g>>2]=0;f[g+4>>2]=e;if(tOa(b,c,g,0)|0){e=f[d>>2]|0;f[d>>2]=e+1;d=e}else d=-1}else{e=f[e+-4>>2]|0;f[g>>2]=0;f[g+4>>2]=e;if(tOa(b,c,g,0)|0){j=(f[d>>2]|0)+-4|0;e=f[j>>2]|0;f[d>>2]=j;d=e}else d=-1}if((d|0)==-1){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=i;return}f[g>>2]=0;f[g+4>>2]=d;pPa(h,b,g);qDa(b+464|0,f[h>>2]|0);f[a>>2]=f[c>>2];d=f[c+4>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);f[a+8>>2]=f[h>>2];f[a+12>>2]=f[h+4>>2];u=i;return}function pPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+52>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+48>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function qPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;g=f[a+16>>2]|0;if(!g){a=1;return a|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&k;else if(k>>>0<g>>>0)h=k;else h=(k>>>0)%(g>>>0)|0;c=f[(f[a+12>>2]|0)+(h<<2)>>2]|0;if(!c){a=1;return a|0}c=f[c>>2]|0;if(!c){a=1;return a|0}a:do if(d){while(1){g=f[c+4>>2]|0;d=(k|0)==(g|0);if(!(d|(g&e|0)==(h|0))){c=1;d=41;break}if(d)if((f[c+8>>2]|0)==(k|0)){i=c;break a}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}else{while(1){d=f[c+4>>2]|0;if((k|0)==(d|0)){if((f[c+8>>2]|0)==(k|0)){i=c;break a}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=1;d=41;break}}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}while(0);c=i+112|0;b=f[b+4>>2]|0;g=f[i+116>>2]|0;if(!g){a=1;return a|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&b;else if(b>>>0<g>>>0)h=b;else h=(b>>>0)%(g>>>0)|0;c=f[(f[c>>2]|0)+(h<<2)>>2]|0;if(!c){a=1;return a|0}c=f[c>>2]|0;if(!c){a=1;return a|0}b:do if(d){while(1){i=f[c+4>>2]|0;d=(b|0)==(i|0);if(!(d|(i&e|0)==(h|0))){c=1;d=41;break}if(d)if((f[c+8>>2]|0)==(b|0)){j=c;break b}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}else{while(1){d=f[c+4>>2]|0;if((b|0)==(d|0)){if((f[c+8>>2]|0)==(b|0)){j=c;break b}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=1;d=41;break}}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}while(0);if(k|0){a=3;return a|0}c=j+12|0;if(!(nDa(a+464|0,c)|0))if(!(c9a(f[(f[a+4>>2]|0)+240>>2]|0,c)|0)){a=0;return a|0}a=2;return a|0}function rPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&i;else if(i>>>0<e>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(i|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(i|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((i|0)==(c|0)){if((f[a+8>>2]|0)==(i|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);a=h+272|0;b=f[b+4>>2]|0;e=f[h+276>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&b;else if(b>>>0<e>>>0)g=b;else g=(b>>>0)%(e>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}b:do if(c){while(1){h=f[a+4>>2]|0;c=(b|0)==(h|0);if(!(c|(h&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(b|0))break b;a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((b|0)==(c|0)){if((f[a+8>>2]|0)==(b|0))break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);i=(i|0)==0?0:3;return i|0}function sPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=f[a+36>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;a=f[(f[a+32>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(h|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(h|0)){i=a;break a}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((h|0)==(c|0)){if((f[a+8>>2]|0)==(h|0)){i=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);i=f[i+12>>2]|0;g=f[b+4>>2]|0;e=f[i+92>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)h=d&g;else if(g>>>0<e>>>0)h=g;else h=(g>>>0)%(e>>>0)|0;a=f[(f[i+88>>2]|0)+(h<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}b:do if(c){while(1){b=f[a+4>>2]|0;c=(b|0)==(g|0);if(!(c|(b&d|0)==(h|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(g|0)){j=a;break b}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((c|0)==(g|0)){if((f[a+8>>2]|0)==(g|0)){j=a;break b}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(h|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);if(f[i+8>>2]|0){j=3;return j|0}j=f[j+12>>2]|0;j=(f[j+64>>2]|0)!=(f[j+68>>2]|0)?2:0;return j|0}function tPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&i;else if(i>>>0<e>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(i|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(i|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((i|0)==(c|0)){if((f[a+8>>2]|0)==(i|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return 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a=c}if((a|0)==(m+108|0))l=36;else{c=f[a+4>>2]|0;if(h)c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(i|0))e=j;else l=36}do if((l|0)==36){c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;if(h)c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(i|0)){e=j;break}}f[d>>2]=0;e=j}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(h)d=d&b;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){f[(f[k>>2]|0)+(d<<2)>>2]=a;c=f[j>>2]|0}}f[a>>2]=c;f[e>>2]=0;m=m+112|0;f[m>>2]=(f[m>>2]|0)+-1;if(!j){m=0;u=n;return m|0}c=f[j+16>>2]|0;if(c|0)iOb(c);sOb(j);m=0;u=n;return m|0}function xPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function yPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function zPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){m=0;return m|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){m=0;return m|0}b=f[b>>2]|0;if(!b){m=0;return m|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=50;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=50;break}}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}b=f[m+16>>2]|0;if(b|0)iOb(b);sOb(m);n=1;return n|0}function APa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+52|0;c=f[c+4>>2]|0;h=f[b+56>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function BPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+92|0;c=f[c+4>>2]|0;h=f[b+96>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function CPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+72|0;c=f[c+4>>2]|0;h=f[b+76>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function DPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+112|0;c=f[c+4>>2]|0;h=f[b+116>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function EPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+132|0;c=f[c+4>>2]|0;h=f[b+136>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function FPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+152|0;c=f[c+4>>2]|0;h=f[b+156>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function GPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+172|0;c=f[c+4>>2]|0;h=f[b+176>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function HPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+272|0;c=f[c+4>>2]|0;h=f[b+276>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function IPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+352>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;c=f[(f[b+348>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(d)while(1){g=f[c+4>>2]|0;b=(g|0)==(i|0);if(!(b|(g&e|0)==(h|0)))break a;if(b)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){b=f[c+4>>2]|0;if((b|0)==(i|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[a>>2]=f[c+12>>2];c=f[c+16>>2]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function JPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+92>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+88>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function KPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+32|0;c=f[c+4>>2]|0;h=f[b+36>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+16>>2];d=f[b+20>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);i=b+24|0;c=f[i+4>>2]|0;a=a+8|0;f[a>>2]=f[i>>2];f[a+4>>2]=c;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function LPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+72>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+68>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function MPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=f[c>>2]|0;d=f[b+36>>2]|0;e=d+-1|0;if(!(e&d)){d=f[(f[b+32>>2]|0)+((e&g)<<2)>>2]|0;while(1){d=f[d>>2]|0;if((f[d+4>>2]|0)!=(g|0))continue;if((f[d+8>>2]|0)==(g|0))break}}else{if(g>>>0<d>>>0)d=g;else d=(g>>>0)%(d>>>0)|0;d=f[(f[b+32>>2]|0)+(d<<2)>>2]|0;while(1){d=f[d>>2]|0;if((f[d+4>>2]|0)!=(g|0))continue;if((f[d+8>>2]|0)==(g|0))break}}i=f[d+12>>2]|0;j=c+4|0;k=f[j>>2]|0;h=f[i+52>>2]|0;a:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)l=g&k;else if(k>>>0<h>>>0)l=k;else l=(k>>>0)%(h>>>0)|0;d=f[(f[i+48>>2]|0)+(l<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(e)while(1){h=f[d+4>>2]|0;e=(h|0)==(k|0);if(!(e|(h&g|0)==(l|0)))break a;if(e)if((f[d+8>>2]|0)==(k|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(l|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);f[a>>2]=f[d+12>>2];d=f[d+16>>2]|0;f[a+4>>2]=d;if(!d){u=n;return}gOb(d);u=n;return}}}while(0);h=bNa(i+68|0,j)|0;d=f[h>>2]|0;if(!d){UIa(m,f[b>>2]|0);e=f[m>>2]|0;g=m+4|0;b=f[g>>2]|0;f[m>>2]=0;f[g>>2]=0;f[h>>2]=e;e=h+4|0;d=f[e>>2]|0;f[e>>2]=b;if(d|0)iOb(d);d=f[g>>2]|0;if(d|0)iOb(d);d=f[h>>2]|0;b=c;m=f[b+4>>2]|0;c=d+116|0;f[c>>2]=f[b>>2];f[c+4>>2]=m;d=d+196|0;f[d>>2]=f[d>>2]&-131073;d=f[h>>2]|0}else e=h+4|0;f[a>>2]=d;d=f[e>>2]|0;f[a+4>>2]=d;if(!d){u=n;return}gOb(d);u=n;return}function NPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+252|0;c=f[c+4>>2]|0;h=f[b+256>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function OPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+192|0;c=f[c+4>>2]|0;h=f[b+196>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function PPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+212|0;c=f[c+4>>2]|0;h=f[b+216>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function QPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+112>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+108>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function RPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+232|0;c=f[c+4>>2]|0;h=f[b+236>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function SPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+16|0;d=h+4|0;g=h;f[g>>2]=f[b>>2];f[d>>2]=f[g>>2];d=TMa(a,d)|0;g=d+4|0;if(f[g>>2]|0){g=0;u=h;return g|0}i=f[c>>2]|0;f[c>>2]=0;e=d+4|0;b=f[e>>2]|0;f[e>>2]=i;if(b|0){TFa(b);sOb(b)}b=f[d+8>>2]|0;d=f[d+12>>2]|0;if((b|0)==(d|0)){i=1;u=h;return i|0}e=a+64|0;c=a+464|0;do{i=f[b>>2]|0;SFa(i,f[g>>2]|0);XMa(e,i);uDa(c,i);b=b+8|0}while((b|0)!=(d|0));b=1;u=h;return b|0}function TPa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+48|0;j=t+36|0;k=t+24|0;s=t;JJa(c,j,k);f[s>>2]=f[j>>2];m=s+4|0;f[m>>2]=f[j+4>>2];o=s+8|0;f[o>>2]=f[j+8>>2];l=s+12|0;f[l>>2]=f[k>>2];p=s+16|0;f[p>>2]=f[k+4>>2];q=s+20|0;f[q>>2]=f[k+8>>2];k=a+4|0;d=f[k>>2]|0;i=f[a>>2]|0;a:do if((i|0)==(d|0))r=5;else{h=0;while(1){d=d+-4|0;g=f[d>>2]|0;if(UPa(g,s)|0)break;h=h+1|0;if(!((i|0)!=(d|0)&h>>>0<32)){r=5;break a}}if(!g)r=5}while(0);if((r|0)==5){i=pOb(52)|0;d=i+49|0;g=i;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));b[d>>0]=1;f[j>>2]=i;d=f[k>>2]|0;if(d>>>0<(f[a+8>>2]|0)>>>0){f[d>>2]=i;d=d+4|0;f[k>>2]=d}else{VPa(a,j);d=f[k>>2]|0}g=f[d+-4>>2]|0;f[g+40>>2]=0;f[g>>2]=f[s>>2];f[g+4>>2]=f[m>>2];f[g+8>>2]=f[o>>2];f[g+12>>2]=f[l>>2];f[g+16>>2]=f[p>>2];f[g+20>>2]=f[q>>2]}e=+n[s>>2];if(e<+n[g>>2]){d=g;r=11}else{d=g+12|0;if(e>+n[d>>2])r=11}if((r|0)==11)n[d>>2]=e;e=+n[m>>2];i=g+4|0;if(e<+n[i>>2]){d=g;r=14}else if(e>+n[g+16>>2]){d=g+12|0;r=14}if((r|0)==14)n[d+4>>2]=e;e=+n[o>>2];h=g+8|0;if(e<+n[h>>2]){d=g;r=17}else if(e>+n[g+20>>2]){d=g+12|0;r=17}if((r|0)==17)n[d+8>>2]=e;e=+n[s+12>>2];if(e<+n[g>>2]){d=g;r=20}else{d=g+12|0;if(e>+n[d>>2])r=20}if((r|0)==20)n[d>>2]=e;e=+n[p>>2];if(e<+n[i>>2]){d=g;r=23}else if(e>+n[g+16>>2]){d=g+12|0;r=23}if((r|0)==23)n[d+4>>2]=e;e=+n[q>>2];if(e<+n[h>>2])d=g;else if(e>+n[g+20>>2])d=g+12|0;else{r=a+12|0;f[r>>2]=1065353216;r=a+16|0;f[r>>2]=1065353216;r=a+20|0;f[r>>2]=1065353216;r=a+24|0;f[r>>2]=0;r=a+28|0;f[r>>2]=0;a=a+32|0;f[a>>2]=0;WPa(g,s,c);u=t;return}n[d+8>>2]=e;r=a+12|0;f[r>>2]=1065353216;r=a+16|0;f[r>>2]=1065353216;r=a+20|0;f[r>>2]=1065353216;r=a+24|0;f[r>>2]=0;r=a+28|0;f[r>>2]=0;a=a+32|0;f[a>>2]=0;WPa(g,s,c);u=t;return}function UPa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0;q=u;u=u+32|0;p=q;r=f[a>>2]|0;f[p>>2]=r;w=f[a+4>>2]|0;k=p+4|0;f[k>>2]=w;t=f[a+8>>2]|0;o=p+8|0;f[o>>2]=t;c=p+12|0;e=f[a+12>>2]|0;f[c>>2]=e;v=f[a+16>>2]|0;j=p+16|0;f[j>>2]=v;m=p+20|0;f[m>>2]=f[a+20>>2];g=+n[b>>2];r=g<(f[s>>2]=r,+n[s>>2]);h=(f[s>>2]=w,+n[s>>2]);i=(f[s>>2]=v,+n[s>>2]);d=(f[s>>2]=t,+n[s>>2]);if(r){e=p;l=3}else if(g>(f[s>>2]=e,+n[s>>2])){e=c;l=3}if((l|0)==3)n[e>>2]=g;g=+n[b+4>>2];if(g<h){e=p;l=6}else if(g>i){e=c;l=6}if((l|0)==6){n[e+4>>2]=g;d=+n[o>>2]}g=+n[b+8>>2];if(g<d){e=p;l=9}else if(g>+n[m>>2]){e=c;l=9}if((l|0)==9)n[e+8>>2]=g;d=+n[b+12>>2];if(d<+n[p>>2]){e=p;l=12}else if(d>+n[c>>2]){e=c;l=12}if((l|0)==12)n[e>>2]=d;d=+n[b+16>>2];if(d<+n[k>>2]){e=p;l=15}else if(d>+n[j>>2]){e=c;l=15}if((l|0)==15)n[e+4>>2]=d;d=+n[b+20>>2];if(d<+n[o>>2])c=p;else if(!(d>+n[m>>2])){w=aQa(p,a)|0;u=q;return w|0}n[c+8>>2]=d;w=aQa(p,a)|0;u=q;return w|0}function VPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r;q=a+4|0;l=f[q>>2]|0;m=f[a>>2]|0;e=l-m>>2;c=e+1|0;n=m;d=l;if(c>>>0>1073741823)AMb(a);o=a+8|0;i=f[o>>2]|0;k=i-m|0;g=k>>1;g=k>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);f[p>>2]=h;c=h+(e<<2)|0;j=p+8|0;k=p+4|0;f[k>>2]=c;g=h+(g<<2)|0;h=p+12|0;f[h>>2]=g;f[c>>2]=f[b>>2];e=c+4|0;f[j>>2]=e;if((d|0)==(n|0)){d=c;b=h;n=m;h=l;l=g;m=i;i=d;f[a>>2]=i;f[k>>2]=n;f[q>>2]=e;f[j>>2]=h;f[o>>2]=l;f[b>>2]=m;f[p>>2]=n;$Pa(p);u=r;return}do{d=d+-4|0;m=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=m;c=(f[k>>2]|0)+-4|0;f[k>>2]=c}while((d|0)!=(n|0));e=c;m=h;i=j;n=f[a>>2]|0;g=f[j>>2]|0;b=f[q>>2]|0;j=f[h>>2]|0;l=f[o>>2]|0;h=e;f[a>>2]=h;f[k>>2]=n;f[q>>2]=g;f[i>>2]=b;f[o>>2]=j;f[m>>2]=l;f[p>>2]=n;$Pa(p);u=r;return}function WPa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+48|0;i=F;j=a+36|0;if(!(f[j>>2]|0)){e=a+24|0;g=a+28|0;h=f[g>>2]|0;if(h-(f[e>>2]|0)>>2>>>0>127){e=pOb(104)|0;g=e+49|0;h=e;i=h+104|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=1;i=e+76|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;b[e+101>>0]=1;f[j>>2]=e;f[e+40>>2]=a;f[e+92>>2]=a;XPa(a);WPa(a,c,d);u=F;return}f[i>>2]=d;if((f[a+32>>2]|0)>>>0>h>>>0){f[h>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else YPa(e,i);f[d+124>>2]=a;u=F;return}xib(i,a,b[a+48>>0]|0,+n[a+44>>2]);e=f[j>>2]|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[e+12>>2]=f[i+12>>2];f[e+16>>2]=f[i+16>>2];f[e+20>>2]=f[i+20>>2];J=f[i+24>>2]|0;f[e+52>>2]=J;I=f[i+28>>2]|0;f[e+56>>2]=I;H=f[i+32>>2]|0;f[e+60>>2]=H;G=f[i+36>>2]|0;f[e+64>>2]=G;h=f[i+40>>2]|0;f[e+68>>2]=h;j=f[i+44>>2]|0;f[e+72>>2]=j;r=+n[c>>2];t=+n[c+4>>2];v=+n[c+8>>2];w=+n[c+12>>2];x=+n[c+16>>2];y=+n[c+20>>2];l=+n[e>>2];z=(f[s>>2]=J,+n[s>>2]);A=(f[s>>2]=I,+n[s>>2]);B=(f[s>>2]=H,+n[s>>2]);C=(f[s>>2]=G,+n[s>>2]);D=(f[s>>2]=h,+n[s>>2]);E=(f[s>>2]=j,+n[s>>2]);if(!(r>=l))g=15;else{m=+n[e+4>>2];if(!(t>=m))g=15;else{o=+n[e+8>>2];if(!(v>=o))g=15;else{p=+n[e+12>>2];if(!(r<=p))g=15;else{q=+n[e+16>>2];if(!(t<=q))g=15;else{k=+n[e+20>>2];if(!(v<=k)|!(w>=l)|!(x>=m))g=15;else if(!(y<=k&((!(x<=q)|(!(w<=p)|!(y>=o)))^1)))g=15}}}}}do if((g|0)==15){e=e+52|0;if(!(!(r>=z)|!(t>=A)|!(v>=B)|!(r<=C)|!(t<=D)))if(!(!(v<=E)|!(w>=z)|!(x>=A)))if(y<=E&((!(x<=D)|(!(w<=C)|!(y>=B)))^1))break;f[i>>2]=d;g=a+28|0;e=f[g>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else YPa(a+24|0,i);f[d+124>>2]=a;u=F;return}while(0);WPa(e,c,d);u=F;return}function XPa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;e=u;u=u+64|0;c=e+48|0;p=e;ZPa(c,a);wib(p,a,0,.5);o=_Pa(p,c)|0;wib(p,a,0,.3330000042915344);q=_Pa(p,c)|0;d=(q|0)<(o|0);o=d?q:o;wib(p,a,0,.6660000085830688);q=_Pa(p,c)|0;h=(q|0)<(o|0);o=h?q:o;wib(p,a,1,.5);q=_Pa(p,c)|0;i=(q|0)<(o|0);o=i?q:o;wib(p,a,1,.3330000042915344);q=_Pa(p,c)|0;j=(q|0)<(o|0);o=j?q:o;wib(p,a,1,.6660000085830688);q=_Pa(p,c)|0;k=(q|0)<(o|0);o=k?q:o;wib(p,a,2,.5);q=_Pa(p,c)|0;l=(q|0)<(o|0);o=l?q:o;wib(p,a,2,.3330000042915344);q=_Pa(p,c)|0;m=(q|0)<(o|0);wib(p,a,2,.6660000085830688);o=(_Pa(p,c)|0)<((m?q:o)|0);q=o|(m|l)?2:(k|(j|i))&1;r=q&255;f[p>>2]=f[a+(r<<2)>>2];f[p+4>>2]=f[a+12+(r<<2)>>2];b[a+48>>0]=q;g=+Qib(p,o?.6660000085830688:m?.3330000042915344:l?.5:k?.6660000085830688:j?.3330000042915344:i?.5:h?.6660000085830688:d?.3330000042915344:.5);n[a+44>>2]=g;a=f[c+12>>2]|0;if(a|0)qNa(a,c);d=f[c>>2]|0;if(!d){u=e;return}a=c+4|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=e;return}function YPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function ZPa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+48|0;s=w+36|0;t=w+24|0;v=w;if(!(b[257144]|0))MPb(257144)|0;sNa(a,262921);n=c+24|0;l=c+28|0;m=f[l>>2]|0;i=f[n>>2]|0;d=m-i>>2;r=a+8|0;h=f[a>>2]|0;e=h;if((((f[r>>2]|0)-h|0)/24|0)>>>0<d>>>0){j=a+4|0;if(d>>>0>178956970)vd();q=f[j>>2]|0;g=pOb(d*24|0)|0;c=g+(((q-h|0)/24|0)*24|0)|0;k=c;g=g+(d*24|0)|0;d=q;if((d|0)==(e|0))c=k;else do{q=c;c=c+-24|0;p=d;d=d+-24|0;f[c>>2]=f[d>>2];f[q+-20>>2]=f[p+-20>>2];f[q+-16>>2]=f[p+-16>>2];f[q+-12>>2]=f[p+-12>>2];f[q+-8>>2]=f[p+-8>>2];f[q+-4>>2]=f[p+-4>>2]}while((d|0)!=(e|0));f[a>>2]=c;f[j>>2]=k;f[r>>2]=g;if(!h){c=i;g=m}else{sOb(h);c=f[n>>2]|0;g=f[l>>2]|0}}else{c=i;g=m}if((c|0)==(g|0)){u=w;return}h=s+4|0;i=v+4|0;j=s+8|0;k=v+8|0;l=v+12|0;m=t+4|0;n=v+16|0;o=t+8|0;p=v+20|0;q=a+4|0;do{JJa(f[c>>2]|0,s,t);d=f[s>>2]|0;f[v>>2]=d;f[i>>2]=f[h>>2];f[k>>2]=f[j>>2];f[l>>2]=f[t>>2];f[n>>2]=f[m>>2];f[p>>2]=f[o>>2];e=f[q>>2]|0;if(e>>>0<(f[r>>2]|0)>>>0){f[e>>2]=f[v>>2];f[e+4>>2]=f[v+4>>2];f[e+8>>2]=f[v+8>>2];f[e>>2]=d;f[e+4>>2]=f[i>>2];f[e+8>>2]=f[k>>2];d=e+12|0;f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];f[d>>2]=f[l>>2];f[e+16>>2]=f[n>>2];f[e+20>>2]=f[p>>2];f[q>>2]=(f[q>>2]|0)+24}else cD(a,v);c=c+4|0}while((c|0)!=(g|0));u=w;return}function _Pa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0.0;B=u;u=u+16|0;A=B;c=A;f[c>>2]=0;f[c+4>>2]=0;c=f[b>>2]|0;z=f[b+4>>2]|0;if((c|0)==(z|0)){z=0;k=0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}m=+n[a>>2];o=+n[a+24>>2];p=+n[a+28>>2];q=+n[a+32>>2];r=+n[a+36>>2];s=+n[a+40>>2];t=+n[a+44>>2];v=+n[a+4>>2];w=+n[a+8>>2];x=+n[a+12>>2];y=+n[a+16>>2];l=+n[a+20>>2];do{g=+n[c>>2];b=c+4|0;a=c+8|0;h=c+12|0;j=c+16|0;k=c+20|0;if(!(g>=m))i=12;else{d=+n[b>>2];if(!(d>=v))i=12;else{e=+n[a>>2];if(!(e>=w)|!(g<=x)|!(d<=y)|!(e<=l))i=12;else{d=+n[h>>2];if(!(d>=m))i=12;else{e=+n[j>>2];if(!(e>=v))i=12;else{C=+n[k>>2];if(C<=l&((!(e<=y)|(!(d<=x)|!(C>=w)))^1)){b=0;i=11}else i=12}}}}}if((i|0)==12){i=0;if(g>=o){d=+n[b>>2];if(d>=p){C=+n[a>>2];if(!(!(C>=q)|!(g<=r)|!(d<=s)|!(C<=t))){e=+n[h>>2];if(e>=o){d=+n[j>>2];if(d>=p){C=+n[k>>2];if(C<=t&((!(d<=s)|(!(e<=r)|!(C>=q)))^1)){b=1;i=11}}}}}}}if((i|0)==11){k=A+(b<<2)|0;f[k>>2]=(f[k>>2]|0)+1}c=c+24|0}while((c|0)!=(z|0));z=f[A+4>>2]|0;k=f[A>>2]|0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}function $Pa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=f[a+4>>2]|0;h=a+8|0;b=f[h>>2]|0;if((b|0)!=(g|0))do{d=b+-4|0;f[h>>2]=d;e=f[d>>2]|0;f[d>>2]=0;if(e|0){d=e+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[e+24>>2]|0;if(b|0){c=e+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(e)}b=f[h>>2]|0}while((b|0)!=(g|0));b=f[a>>2]|0;if(!b)return;sOb(b);return}function aQa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[a+12>>2]-+n[a>>2];g=+n[a+16>>2]-+n[a+4>>2];e=+n[a+20>>2]-+n[a+8>>2];c=h*g*e;f=+n[b+12>>2]-+n[b>>2];if(c>0.0){if(f*(+n[b+16>>2]-+n[b+4>>2])*(+n[b+20>>2]-+n[b+8>>2])>=c*.75){b=1;return b|0}}else if(!(h==0.0^f==0.0)){d=+n[b+20>>2]-+n[b+8>>2];c=+n[b+16>>2]-+n[b+4>>2];if(!(e==0.0^d==0.0|g==0.0^c==0.0)){h=h>0.0?h:1.0;h=g>0.0?h*g:h;g=f>0.0?f:1.0;g=c>0.0?g*c:g;if((d>0.0?g*d:g)>=(e>0.0?h*e:h)*.75){b=1;return b|0}}}b=0;return b|0}function bQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;e=l+24|0;d=l+20|0;c=l+16|0;g=l+12|0;h=l+8|0;i=l+4|0;j=l;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];k=a+4|0;f[h>>2]=f[k>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[l+28>>0]|0;h=aDa(c,d,e)|0;f[i>>2]=h;f[j>>2]=f[k>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];bDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0)){hQa(a);u=l;return}b[c>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;d=f[a+4>>2]|0;if((c|0)==(d|0)){hQa(a);u=l;return}e=a+42|0;do{if(!(GEa(f[c>>2]|0)|0))b[e>>0]=1;c=c+4|0}while((c|0)!=(d|0));hQa(a);u=l;return}function cQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;e=l+24|0;d=l+20|0;c=l+16|0;g=l+12|0;h=l+8|0;i=l+4|0;j=l;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];k=a+4|0;f[h>>2]=f[k>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[l+28>>0]|0;h=cDa(c,d,e)|0;f[i>>2]=h;f[j>>2]=f[k>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];dDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0)){dQa(a);u=l;return}b[c>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;d=f[a+4>>2]|0;if((c|0)==(d|0)){dQa(a);u=l;return}e=a+42|0;do{if(!(FEa(f[c>>2]|0)|0))b[e>>0]=1;c=c+4|0}while((c|0)!=(d|0));dQa(a);u=l;return}function dQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+64|0;j=q+40|0;i=q+36|0;h=q+28|0;p=q+8|0;k=q+32|0;l=q+24|0;m=q+20|0;n=q+4|0;o=q;c=a+42|0;if(!(b[c>>0]|0)){u=q;return}if(f[a+36>>2]|0){b[a+43>>0]=1;u=q;return}b[c>>0]=0;b[a+43>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;g=a+4|0;d=f[g>>2]|0;if((c|0)==(d|0)){u=q;return}else e=0;do{e=e+((b[(f[c>>2]|0)+49>>0]^1)&255)|0;c=c+4|0}while((c|0)!=(d|0));if(!e){u=q;return}f[p>>2]=0;d=p+4|0;f[d>>2]=0;c=p+8|0;f[c>>2]=0;f[j+12>>2]=0;f[j+16>>2]=c;if(e>>>0>1073741823)vd();c=pOb(e<<2)|0;r=c;f[p>>2]=r;f[j+4>>2]=0;f[d>>2]=r;f[j+8>>2]=0;f[p+8>>2]=c+(e<<2);f[j+12>>2]=0;f[j>>2]=0;tNa(j);c=f[g>>2]|0;f[k>>2]=f[a>>2];f[l>>2]=c;f[m>>2]=p;f[h>>2]=f[k>>2];f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];c=eQa(h,i,j)|0;f[n>>2]=c;f[o>>2]=f[g>>2];f[i>>2]=f[n>>2];f[j>>2]=f[o>>2];dDa(a,i,j)|0;c=f[p>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{fQa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));JNa(p);u=q;return}function eQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;l=f[c>>2]|0;g=e;a:do if((l|0)!=(g|0)){h=e;while(1){k=f[g>>2]|0;if(!(b[k+49>>0]|0))break;e=g+4|0;if((e|0)==(l|0))break a;else{h=e;g=e}}e=f[d>>2]|0;i=e+4|0;j=f[i>>2]|0;if(j>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[j>>2]=k;f[i>>2]=(f[i>>2]|0)+4;e=f[c>>2]|0}else{gQa(e,g);h=g;e=l}f[a>>2]=h;if((h|0)==(e|0)){d=e;return d|0}g=h+4|0;if((g|0)==(e|0)){d=h;return d|0}do{l=f[g>>2]|0;j=l;do if(!(b[l+49>>0]|0)){e=f[d>>2]|0;h=e+4|0;i=f[h>>2]|0;if(i>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[i>>2]=j;f[h>>2]=(f[h>>2]|0)+4;break}else{gQa(e,g);break}}else{l=f[a>>2]|0;f[g>>2]=0;k=f[l>>2]|0;f[l>>2]=j;if(k|0){l=k+36|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0){iDa(e);sOb(e)}e=f[k+24>>2]|0;if(e|0){h=k+28|0;i=f[h>>2]|0;if((i|0)!=(e|0))f[h>>2]=i+(~((i+-4-e|0)>>>2)<<2);sOb(e)}sOb(k)}f[a>>2]=(f[a>>2]|0)+4}while(0);g=g+4|0}while((g|0)!=(f[c>>2]|0));d=f[a>>2]|0;return d|0}while(0);f[a>>2]=l;d=l;return d|0}function fQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+48|0;g=h;d=f[c+24>>2]|0;e=f[c+28>>2]|0;if((d|0)!=(e|0))do{XMa(a,f[d>>2]|0);d=d+4|0}while((d|0)!=(e|0));d=c+36|0;if(!(f[d>>2]|0)){u=h;return}xib(g,c,b[c+48>>0]|0,+n[c+44>>2]);c=f[d>>2]|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[c+12>>2]=f[g+12>>2];f[c+16>>2]=f[g+16>>2];f[c+20>>2]=f[g+20>>2];f[c+52>>2]=f[g+24>>2];f[c+56>>2]=f[g+28>>2];f[c+60>>2]=f[g+32>>2];f[c+64>>2]=f[g+36>>2];f[c+68>>2]=f[g+40>>2];f[c+72>>2]=f[g+44>>2];fQa(a,c);fQa(a,c+52|0);u=h;return}function gQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=(f[m>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;j=i>>1;d=i>>2>>>0<536870911?(j>>>0<d>>>0?d:j):1073741823;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>1073741823)vd();else{g=pOb(d<<2)|0;break}while(0);f[l>>2]=g;c=g+(e<<2)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d<<2)|0;h=l+12|0;f[h>>2]=g;e=f[b>>2]|0;f[b>>2]=0;f[c>>2]=e;e=c+4|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;tNa(l);u=n;return}do{d=d+-4|0;p=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=p;c=(f[j>>2]|0)+-4|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;tNa(l);u=n;return}function hQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+64|0;j=q+40|0;i=q+36|0;h=q+28|0;p=q+8|0;k=q+32|0;l=q+24|0;m=q+20|0;n=q+4|0;o=q;c=a+42|0;if(!(b[c>>0]|0)){u=q;return}if(f[a+36>>2]|0){b[a+43>>0]=1;u=q;return}b[c>>0]=0;b[a+43>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;g=a+4|0;d=f[g>>2]|0;if((c|0)==(d|0)){u=q;return}else e=0;do{e=e+((b[(f[c>>2]|0)+49>>0]^1)&255)|0;c=c+4|0}while((c|0)!=(d|0));if(!e){u=q;return}f[p>>2]=0;d=p+4|0;f[d>>2]=0;c=p+8|0;f[c>>2]=0;f[j+12>>2]=0;f[j+16>>2]=c;if(e>>>0>1073741823)vd();c=pOb(e<<2)|0;r=c;f[p>>2]=r;f[j+4>>2]=0;f[d>>2]=r;f[j+8>>2]=0;f[p+8>>2]=c+(e<<2);f[j+12>>2]=0;f[j>>2]=0;$Pa(j);c=f[g>>2]|0;f[k>>2]=f[a>>2];f[l>>2]=c;f[m>>2]=p;f[h>>2]=f[k>>2];f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];c=iQa(h,i,j)|0;f[n>>2]=c;f[o>>2]=f[g>>2];f[i>>2]=f[n>>2];f[j>>2]=f[o>>2];bDa(a,i,j)|0;c=f[p>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{jQa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));INa(p);u=q;return}function iQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;l=f[c>>2]|0;g=e;a:do if((l|0)!=(g|0)){h=e;while(1){k=f[g>>2]|0;if(!(b[k+49>>0]|0))break;e=g+4|0;if((e|0)==(l|0))break a;else{h=e;g=e}}e=f[d>>2]|0;i=e+4|0;j=f[i>>2]|0;if(j>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[j>>2]=k;f[i>>2]=(f[i>>2]|0)+4;e=f[c>>2]|0}else{kQa(e,g);h=g;e=l}f[a>>2]=h;if((h|0)==(e|0)){d=e;return d|0}g=h+4|0;if((g|0)==(e|0)){d=h;return d|0}do{l=f[g>>2]|0;j=l;do if(!(b[l+49>>0]|0)){e=f[d>>2]|0;h=e+4|0;i=f[h>>2]|0;if(i>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[i>>2]=j;f[h>>2]=(f[h>>2]|0)+4;break}else{kQa(e,g);break}}else{l=f[a>>2]|0;f[g>>2]=0;k=f[l>>2]|0;f[l>>2]=j;if(k|0){l=k+36|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0){jDa(e);sOb(e)}e=f[k+24>>2]|0;if(e|0){h=k+28|0;i=f[h>>2]|0;if((i|0)!=(e|0))f[h>>2]=i+(~((i+-4-e|0)>>>2)<<2);sOb(e)}sOb(k)}f[a>>2]=(f[a>>2]|0)+4}while(0);g=g+4|0}while((g|0)!=(f[c>>2]|0));d=f[a>>2]|0;return d|0}while(0);f[a>>2]=l;d=l;return d|0}function jQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+48|0;g=h;d=f[c+24>>2]|0;e=f[c+28>>2]|0;if((d|0)!=(e|0))do{TPa(a,f[d>>2]|0);d=d+4|0}while((d|0)!=(e|0));d=c+36|0;if(!(f[d>>2]|0)){u=h;return}xib(g,c,b[c+48>>0]|0,+n[c+44>>2]);c=f[d>>2]|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[c+12>>2]=f[g+12>>2];f[c+16>>2]=f[g+16>>2];f[c+20>>2]=f[g+20>>2];f[c+52>>2]=f[g+24>>2];f[c+56>>2]=f[g+28>>2];f[c+60>>2]=f[g+32>>2];f[c+64>>2]=f[g+36>>2];f[c+68>>2]=f[g+40>>2];f[c+72>>2]=f[g+44>>2];jQa(a,c);jQa(a,c+52|0);u=h;return}function kQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=(f[m>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;j=i>>1;d=i>>2>>>0<536870911?(j>>>0<d>>>0?d:j):1073741823;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>1073741823)vd();else{g=pOb(d<<2)|0;break}while(0);f[l>>2]=g;c=g+(e<<2)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d<<2)|0;h=l+12|0;f[h>>2]=g;e=f[b>>2]|0;f[b>>2]=0;f[c>>2]=e;e=c+4|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;$Pa(l);u=n;return}do{d=d+-4|0;p=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=p;c=(f[j>>2]|0)+-4|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;$Pa(l);u=n;return}function lQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;g=l;c=f[a>>2]|0;k=a+4|0;h=f[k>>2]|0;if((c|0)==(h|0)){u=l;return}i=g+16|0;do{e=c+16|0;d=f[e>>2]|0;if(d|0){gh[f[(f[d>>2]|0)+24>>2]&2047](d);if(b[c+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((c|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;j=15}else if((g|0)==(d|0)){f[e>>2]=c;j=f[i>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,c);j=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((j|0)==15){j=0;e=f[i>>2]|0;d=e}if((g|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}c=c+32|0}while((c|0)!=(h|0));c=f[k>>2]|0;if((f[a>>2]|0)==(c|0)){u=l;return}while(1){if(!(f[c+-16>>2]|0)){d=c;e=0;g=0}else{j=30;break}c=c+-32|0;while(1){j=d+-32|0;f[k>>2]=j;if((j|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);d=f[k>>2]|0;if((d|0)==(c|0))break;g=f[d+-16>>2]|0;e=g}if((f[a>>2]|0)==(c|0)){j=30;break}}if((j|0)==30){u=l;return}}function mQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=a+368|0;g=a+372|0;h=f[g>>2]|0;c=h;if(((h-(f[e>>2]|0)|0)/12|0)>>>0<6){d=b+4|0;if((f[d>>2]|0)-(f[b>>2]|0)>>5>>>0<5){if((f[a+376>>2]|0)>>>0>c>>>0){f[c>>2]=0;e=c+4|0;f[e>>2]=0;f[c+8>>2]=0;f[h>>2]=f[b>>2];f[e>>2]=f[d>>2];h=b+8|0;f[c+8>>2]=f[h>>2];f[h>>2]=0;f[d>>2]=0;f[b>>2]=0;f[g>>2]=(f[g>>2]|0)+12}else sS(e,b);C9a(f[(f[a+4>>2]|0)+240>>2]|0);c=a+268|0;b=f[c>>2]|0;f[c>>2]=b+1;f[i>>2]=b;c=a+384|0;d=f[c>>2]|0;if((d|0)==(f[a+388>>2]|0)){xD(a+380|0,i);i=f[i>>2]|0;u=j;return i|0}else{f[d>>2]=b;f[c>>2]=d+4;i=f[i>>2]|0;u=j;return i|0}}}f[i>>2]=-1;i=f[i>>2]|0;u=j;return i|0}function nQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;d=f[b>>2]|0;k=a+380|0;n=a+384|0;c=f[k>>2]|0;e=(f[n>>2]|0)-c>>2;if(!e){a=0;return a|0}else b=0;while(1){if((f[c+(b<<2)>>2]|0)==(d|0))break;b=b+1|0;if(b>>>0>=e>>>0){b=0;j=24;break}}if((j|0)==24)return b|0;l=a+368|0;d=(f[l>>2]|0)+(b*12|0)|0;c=d+12|0;m=a+372|0;i=f[m>>2]|0;if((c|0)==(i|0)){g=d;j=12}else{do{e=f[d>>2]|0;h=d+4|0;if(!e)e=d+8|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-32-e|0)>>>5)<<5);sOb(e);e=d+8|0;f[e>>2]=0;f[h>>2]=0;f[d>>2]=0}f[d>>2]=f[c>>2];g=c+4|0;f[h>>2]=f[g>>2];h=c+8|0;f[e>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[c>>2]=0;c=c+12|0;d=d+12|0}while((c|0)!=(i|0));c=f[m>>2]|0;if((c|0)!=(d|0)){g=d;j=12}}if((j|0)==12){d=c;while(1){c=d+-12|0;f[m>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[m>>2]|0}if((c|0)==(g|0))break;else d=c}}e=(f[k>>2]|0)+(b<<2)|0;b=e+4|0;c=f[n>>2]|0;d=c-b|0;g=d>>2;if(g){cQb(e|0,b|0,d|0)|0;c=f[n>>2]|0}b=e+(g<<2)|0;if((c|0)!=(b|0))f[n>>2]=c+(~((c+-4-b|0)>>>2)<<2);if((f[l>>2]|0)!=(f[m>>2]|0)){a=1;return a|0}C9a(f[(f[a+4>>2]|0)+240>>2]|0);a=1;return a|0}function oQa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+16|0;B=D;C=a+416|0;g=b[C>>0]|0;if(g&1){pQa(a);g=b[C>>0]|0}g=g|3;b[C>>0]=g;f[a+420>>2]=f[e>>2];f[a+424>>2]=f[e+4>>2];f[a+428>>2]=f[e+8>>2];if(d){r=B+4|0;s=a+432|0;t=a+436|0;v=a+444|0;w=a+448|0;x=a+440|0;y=a+464|0;q=0;do{MPa(B,a,c+(q<<3)|0);z=f[B>>2]|0;g=f[r>>2]|0;if(g|0)iOb(g);l=z;FJa(z,1);p=X(l,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;m=f[t>>2]|0;o=(m|0)==0;a:do if(o){g=0;A=26}else{k=m+-1|0;h=(k&m|0)==0;if(h)g=k&p;else if(p>>>0<m>>>0)g=p;else g=(p>>>0)%(m>>>0)|0;e=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!e)A=26;else{if(h)while(1){e=f[e>>2]|0;if(!e){A=26;break a}h=f[e+4>>2]|0;if(!((h|0)==(p|0)|(h&k|0)==(g|0))){A=26;break a}if((f[e+8>>2]|0)==(z|0))break a}do{e=f[e>>2]|0;if(!e){A=26;break a}h=f[e+4>>2]|0;if((h|0)!=(p|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(g|0)){A=26;break a}}}while((f[e+8>>2]|0)!=(z|0))}}while(0);if((A|0)==26){A=0;k=pOb(12)|0;f[k+8>>2]=l;f[k+4>>2]=p;f[k>>2]=0;i=+(((f[v>>2]|0)+1|0)>>>0);j=+n[w>>2];do if(o|j*+(m>>>0)<i){g=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;WCa(s,g>>>0<e>>>0?e:g);g=f[t>>2]|0;e=g+-1|0;if(!(e&g)){h=g;g=e&p;break}if(p>>>0<g>>>0){h=g;g=p}else{h=g;g=(p>>>0)%(g>>>0)|0}}else h=m;while(0);e=(f[s>>2]|0)+(g<<2)|0;g=f[e>>2]|0;if(!g){f[k>>2]=f[x>>2];f[x>>2]=k;f[e>>2]=x;g=f[k>>2]|0;if(g|0){g=f[g+4>>2]|0;e=h+-1|0;if(!(e&h))g=g&e;else if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;g=(f[s>>2]|0)+(g<<2)|0;A=39}}else{f[k>>2]=f[g>>2];A=39}if((A|0)==39){A=0;f[g>>2]=k}f[v>>2]=(f[v>>2]|0)+1}wDa(y,z);q=q+1|0}while((q|0)!=(d|0));g=b[C>>0]|0}if(!(g&1)){u=D;return}if(f[a+444>>2]|0){u=D;return}ADa(a+464|0);u=D;return}function pQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;i=a+416|0;if(!(b[i>>0]&1)){u=k;return}j=a+444|0;if(!(f[j>>2]|0)){c=f[a+40>>2]|0;a:do if(c|0){d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);e=h+4|0;g=h+8|0;b:while(1){do{l=f[d+12>>2]|0;f[h>>2]=0;f[e>>2]=0;f[g>>2]=0;wJa(l,h);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}while(0);ADa(a+464|0)}else{c=f[a+440>>2]|0;if(c|0){d=a+464|0;do{l=c+8|0;FJa(f[l>>2]|0,0);wDa(d,f[l>>2]|0);c=f[c>>2]|0}while((c|0)!=0)}}b[i>>0]=b[i>>0]&-4|2;if(!(f[j>>2]|0)){u=k;return}d=a+440|0;c=f[d>>2]|0;if(c|0)do{l=c;c=f[c>>2]|0;sOb(l)}while((c|0)!=0);f[d>>2]=0;e=f[a+436>>2]|0;if(e|0){d=a+432|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[j>>2]=0;u=k;return}function qQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=f[b+16>>2]|0;a:do if(!g)b=0;else{h=g+-1|0;c=(h&g|0)==0;b=f[f[b+12>>2]>>2]|0;if(!b)b=0;else{b=f[b>>2]|0;if(!b)b=0;else{if(c)while(1){g=f[b+4>>2]|0;c=(g|0)==0;if(!(c|(g&h|0)==0)){b=0;break a}if(c)if(!(f[b+8>>2]|0))break a;b=f[b>>2]|0;if(!b){b=0;break a}}while(1){c=f[b+4>>2]|0;if(!c){if(!(f[b+8>>2]|0))break a}else{if(c>>>0<g>>>0){b=0;break a}if((c>>>0)%(g>>>0)|0|0){b=0;break a}}b=f[b>>2]|0;if(!b){b=0;break}}}}}while(0);f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;c=f[b+44>>2]|0;h=a+8|0;do if(!c){d=0;e=0}else if(c>>>0>1073741823)vd();else{e=pOb(c<<2)|0;d=e+(c<<2)|0;f[a>>2]=e;f[g>>2]=e;f[h>>2]=d;break}while(0);b=f[b+40>>2]|0;if(!b)return;while(1){c=b+8|0;if((e|0)==(d|0))$G(a,c);else{f[e>>2]=f[c>>2];f[g>>2]=e+4}b=f[b>>2]|0;if(!b)break;e=f[g>>2]|0;d=f[h>>2]|0}return}function rQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g+16|0;d=g;IIa(e,f[c>>2]|0);mPa(d,b,e);b=f[d+8>>2]|0;if(!b){f[a>>2]=f[c>>2];b=f[c+4>>2]|0;f[a+4>>2]=b;if(b|0)gOb(b)}else{f[a>>2]=b;b=f[d+12>>2]|0;f[a+4>>2]=b;if(b|0)gOb(b)}b=f[d+12>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(b|0)iOb(b);b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function sQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;tQa(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function tQa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){uQa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;uQa(a,b);return}function uQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function vQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(e|0)==(c|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((e|0)==(b|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function wQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;q=t+8|0;r=t;s=t+4|0;e=f[a+52>>2]|0;if((((f[a+56>>2]|0)-e|0)/20|0)>>>0>c>>>0)c=e+(c*20|0)|0;else if(!(b[257336]|0))if(!(MPb(257336)|0))c=258704;else{f[64676]=0;f[64677]=0;f[64678]=0;f[64679]=0;n[64680]=1.0;c=258704}else c=258704;e=f[c+8>>2]|0;if(!e){s=0;u=t;return s|0}c=0;do{o=f[e+8>>2]|0;b[o+128>>0]=d;f[s>>2]=f[o+8>>2];f[q>>2]=f[s>>2];g=TMa(a,q)|0;h=f[o+56>>2]|0;a:do if(h){p=g+24|0;m=g+20|0;while(1){l=f[h+12>>2]|0;b:do switch(d<<24>>24){case 0:{i=HJa(l,1,0,1)|0|(HJa(l,2,0,1)|0);g=0;j=28;break}case 1:{i=HJa(l,1,1,1)|0|(HJa(l,2,1,1)|0);g=1;j=28;break}case 2:{k=f[l+120>>2]|0;f[r>>2]=k;f[q>>2]=f[r>>2];g=bGa(o,q)|0;if(g|0){j=g+12|0;g=f[j>>2]|0;if((g|0)!=-1){i=HJa(l,1,(g&1|0)!=0,1)|0;i=i|(HJa(l,2,(f[j>>2]&2|0)!=0,1)|0);g=(f[j>>2]&4|0)!=0;j=28;break b}}g=f[p>>2]|0;i=g+-1|0;if(!(i&g)){g=f[(f[m>>2]|0)+((i&k)<<2)>>2]|0;while(1){g=f[g>>2]|0;if((k|0)!=(f[g+4>>2]|0))continue;if((f[g+8>>2]|0)==(k|0))break}}else{if(k>>>0<g>>>0)g=k;else g=(k>>>0)%(g>>>0)|0;g=f[(f[m>>2]|0)+(g<<2)>>2]|0;while(1){g=f[g>>2]|0;if((k|0)!=(f[g+4>>2]|0))continue;if((f[g+8>>2]|0)==(k|0))break}}g=(f[g+16>>2]|0)+192|0;i=HJa(l,1,(b[g>>0]&1)!=0,1)|0;i=i|(HJa(l,2,(b[g>>0]&2)!=0,1)|0);g=(b[g>>0]&4)!=0;j=28;break}default:g=0}while(0);if((j|0)==28){j=0;g=i|(HJa(l,4,g,1)|0)}c=c|g;h=f[h>>2]|0;if(!h)break a}}while(0);e=f[e>>2]|0}while((e|0)!=0);u=t;return c|0}function xQa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;m=w;p=w+24|0;q=w+16|0;r=d?7:0;if((b|0)==(c|0)){v=0;u=w;return v|0}s=a+36|0;t=q+4|0;n=m+4|0;o=a+32|0;e=0;do{k=f[b>>2]|0;j=f[s>>2]|0;a:do if(j){i=j+-1|0;h=(i&j|0)==0;if(h)l=i&k;else if(k>>>0<j>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;g=f[(f[o>>2]|0)+(l<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){b:do if(h)while(1){j=f[g+4>>2]|0;h=(j|0)==(k|0);if(!(h|(j&i|0)==(l|0)))break a;if(h)if((f[g+8>>2]|0)==(k|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(k|0)){if((f[g+8>>2]|0)==(k|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(l|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);h=f[g+12>>2]|0;g=f[g+16>>2]|0;if(!g)g=0;else gOb(g);k=h;do if(h){j=b+4|0;f[p>>2]=f[j>>2];f[m>>2]=f[p>>2];h=aGa(k,m)|0;if(h|0){h=h+12|0;i=f[h>>2]|0;if((i|0)!=-1){f[h>>2]=r;e=e|(i|0)!=(r|0);break}}h=f[j>>2]|0;f[q>>2]=f[k+8>>2];f[t>>2]=h;KPa(m,a,q);h=f[m>>2]|0;if(!h){h=0;j=0;v=31}else{i=f[n>>2]|0;if(!i)i=0;else{gOb(i);j=i;v=31}}if((v|0)==31){v=0;i=f[n>>2]|0;if(!i)i=j;else{iOb(i);i=j}}if(h)e=e|(HJa(h,7,d,0)|0);if(i|0)iOb(i)}while(0);if(g)iOb(g)}}}while(0);b=b+8|0}while((b|0)!=(c|0));u=w;return e|0}function yQa(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+4>>2]=b;return}function zQa(a){a=a|0;return f[(f[a>>2]|0)+4>>2]|0}function AQa(a){a=a|0;return f[(f[(f[a>>2]|0)+4>>2]|0)+240>>2]|0}function BQa(a){a=a|0;return f[(f[a>>2]|0)+244>>2]|0}function CQa(a,b){a=a|0;b=b|0;a=(f[a>>2]|0)+244|0;if((f[a>>2]|0)!=-1)return;f[a>>2]=f[b>>2];return}function DQa(a){a=a|0;f[(f[a>>2]|0)+244>>2]=-1;return}function EQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+4|0;e=h;a=f[a>>2]|0;g=f[b>>2]|0;f[e>>2]=f[c>>2];f[d>>2]=f[e>>2];a=TMa(a,d)|0;d=f[a+64>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+60>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(d|0)==(g|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((b|0)==(g|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);u=h;return a+12|0}function FQa(a){a=a|0;return (f[a>>2]|0)+64|0}function GQa(a){a=a|0;return (f[a>>2]|0)+32|0}function HQa(a,c){a=a|0;c=c|0;var d=0;d=f[a>>2]|0;a=f[d+52>>2]|0;if((((f[d+56>>2]|0)-a|0)/20|0)>>>0>c>>>0){d=a+(c*20|0)|0;return d|0}if(b[257336]|0){d=258704;return d|0}if(!(MPb(257336)|0)){d=258704;return d|0};f[64676]=0;f[64677]=0;f[64678]=0;f[64679]=0;n[64680]=1.0;d=258704;return d|0}function IQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;b=f[b>>2]|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];yOa(a,b,e);u=d;return}function JQa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;a=f[a>>2]|0;f[l>>2]=f[c>>2];f[k>>2]=f[d>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=OMa(a,b,j,i,e,g)|0;u=h;return g|0}function KQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];c=zOa(a,b,e)|0;u=d;return c|0}function LQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];b=JOa(a,d)|0;u=c;return b|0}function MQa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;LOa(f[a>>2]|0,b,c,d,e,g,0);return}function NQa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;cNa(f[a>>2]|0,b,c,d);return}function OQa(a,b,c){a=a|0;b=b|0;c=c|0;lPa(a,f[b>>2]|0,c);return}function PQa(a,b,c){a=a|0;b=b|0;c=c|0;mPa(a,f[b>>2]|0,c);return}function QQa(a,b,c){a=a|0;b=b|0;c=c|0;nPa(a,f[b>>2]|0,c);return}function RQa(a,b,c){a=a|0;b=b|0;c=c|0;KOa(a,f[b>>2]|0,c);return}function SQa(a,b,c){a=a|0;b=b|0;c=c|0;oPa(a,f[b>>2]|0,c);return}function TQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g+4|0;h=g;e=f[a>>2]|0;f[h>>2]=f[c>>2];f[d>>2]=f[h>>2];e=VNa((TMa(e,d)|0)+80|0,c+4|0)|0;if(f[e>>2]|0){h=0;u=g;return h|0}EFa(f[b>>2]|0,c,d);a=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=a;h=e+4|0;a=f[h>>2]|0;f[h>>2]=d;if(!a){h=1;u=g;return h|0}iOb(a);h=1;u=g;return h|0}function UQa(a,b,c){a=a|0;b=b|0;c=c|0;return $Na(f[a>>2]|0,b,c)|0}function VQa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a+32>>2]|0;e=f[a+360>>2]|0;g=f[a+456>>2]|0;j=f[a+1064>>2]|0;k=f[a+1112>>2]|0;a:{if(f[(g+60|0)>>2]|0){b=f[(g+56|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(g+56|0)>>2]=0;c=f[g+52>>2]|0;if(c|0){b=0;do{f[(f[(g+48|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(g+60|0)>>2]=0;g=f[e>>2]|0}h=g+80|0;if(f[h>>2]|0){e=g+76|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;d=f[g+72>>2]|0;if(d|0){c=g+68|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[h>>2]=0};f[(a+4|0)>>2]=f[64672];e=TMa(i,a+4|0)|0;if(f[(e+32|0)>>2]|0){b=f[(e+28|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+28|0)>>2]=0;c=f[e+24>>2]|0;if(c|0){b=0;do{f[(f[(e+20|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+32|0)>>2]=0}if(f[(e+52|0)>>2]|0){b=f[(e+48|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+48|0)>>2]=0;c=f[e+44>>2]|0;if(c|0){b=0;do{f[(f[(e+40|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+52|0)>>2]=0}if(f[(e+72|0)>>2]|0){b=f[(e+68|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+68|0)>>2]=0;c=f[e+64>>2]|0;if(c|0){b=0;do{f[(f[(e+60|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+72|0)>>2]=0}if(f[(e+92|0)>>2]|0){b=f[(e+88|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+88|0)>>2]=0;c=f[e+84>>2]|0;if(c|0){b=0;do{f[(f[(e+80|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+92|0)>>2]=0}if(f[(e+112|0)>>2]|0){b=f[(e+108|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+108|0)>>2]=0;c=f[e+104>>2]|0;if(c|0){b=0;do{f[(f[(e+100|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+112|0)>>2]=0}if(f[(e+192|0)>>2]|0){b=f[(e+188|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+188|0)>>2]=0;c=f[e+184>>2]|0;if(c|0){b=0;do{f[(f[(e+180|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+192|0)>>2]=0}if(f[(e+212|0)>>2]|0){b=f[(e+208|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+208|0)>>2]=0;c=f[e+204>>2]|0;if(c|0){b=0;do{f[(f[(e+200|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+212|0)>>2]=0}if(f[(e+232|0)>>2]|0){b=f[(e+228|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+228|0)>>2]=0;c=f[e+224>>2]|0;if(c|0){b=0;do{f[(f[(e+220|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+232|0)>>2]=0}if(f[(e+252|0)>>2]|0){b=f[(e+248|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+248|0)>>2]=0;c=f[e+244>>2]|0;if(c|0){b=0;do{f[(f[(e+240|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+252|0)>>2]=0}if(f[(e+272|0)>>2]|0){b=f[(e+268|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+268|0)>>2]=0;c=f[e+264>>2]|0;if(c|0){b=0;do{f[(f[(e+260|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+272|0)>>2]=0}f[i+456>>2]=0;oh[f[(f[j>>2]|0)+28>>2]&1023](j,0);Y8a(k);b=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=b|0;break a}f[a+280>>2]=b}
+function KYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;QYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function LYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;PYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function MYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if(!a)return;do{g=a;a=f[a>>2]|0;c=g+44|0;b=f[c>>2]|0;e=g+48|0;if((b|0)==(f[e>>2]|0)){d=f[g+36>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=g+24|0;b=f[c>>2]|0;e=g+28|0;if((b|0)==(f[e>>2]|0)){d=f[g+16>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}e=g+12|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(g)}while((a|0)!=0);return}function NYa(a,b){a=a|0;b=b|0;if(!b)return;else{NYa(a,f[b>>2]|0);NYa(a,f[b+4>>2]|0);sOb(b);return}}function OYa(a,b){a=a|0;b=b|0;if(!b)return;else{OYa(a,f[b>>2]|0);OYa(a,f[b+4>>2]|0);sOb(b);return}}function PYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function QYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function RYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function SYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function TYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;UYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function UYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function VYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function WYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function XYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function YYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function ZYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function _Ya(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;g=u;u=u+1328|0;b=f[a+848>>2]|0;if(b|0){c=f[(a+852|0)>>2]|0;if((c|0)!=(b|0))f[(a+852|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+836>>2]|0;if(b|0){c=f[(a+840|0)>>2]|0;if((c|0)!=(b|0))f[(a+840|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}$Ya(f[a+804>>2]|0);b=f[(a+796|0)>>2]|0;f[(a+796|0)>>2]=0;if(b|0)sOb(b);aZa(f[a+784>>2]|0);b=f[(a+776|0)>>2]|0;f[(a+776|0)>>2]=0;if(b|0)sOb(b);b=f[(a+772|0)>>2]|0;f[(a+772|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+768|0)>>2]|0;f[(a+768|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+764|0)>>2]|0;f[(a+764|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+752>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+744|0)>>2]|0;f[(a+744|0)>>2]=0;if(b|0)sOb(b);b=f[a+732>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+724|0)>>2]|0;f[(a+724|0)>>2]=0;if(b|0)sOb(b);b=f[a+712>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+704|0)>>2]|0;f[(a+704|0)>>2]=0;if(b|0)sOb(b);b=f[a+692>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+684|0)>>2]|0;f[(a+684|0)>>2]=0;if(b|0)sOb(b);b=f[a+672>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+664|0)>>2]|0;f[(a+664|0)>>2]=0;if(b|0)sOb(b);b=f[a+652>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+644|0)>>2]|0;f[(a+644|0)>>2]=0;if(b|0)sOb(b);b=f[a+632>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+624|0)>>2]|0;f[(a+624|0)>>2]=0;if(b|0)sOb(b);b=f[a+600>>2]|0;if(b|0){c=f[(a+604|0)>>2]|0;if((c|0)!=(b|0))f[(a+604|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+588>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+580|0)>>2]|0;f[(a+580|0)>>2]=0;if(b|0)sOb(b);b=f[a+568>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+560|0)>>2]|0;f[(a+560|0)>>2]=0;if(b|0)sOb(b);b=f[a+548>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+540|0)>>2]|0;f[(a+540|0)>>2]=0;if(b|0)sOb(b);b=f[a+524>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+516|0)>>2]|0;f[(a+516|0)>>2]=0;if(b|0)sOb(b);b=f[(a+504|0)>>2]|0;if(b|0){c=f[(a+508|0)>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[(a+508|0)>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[(a+508|0)>>2]|0}}while((c|0)!=(b|0));b=f[(a+504|0)>>2]|0}sOb(b)}b=f[(a+492|0)>>2]|0;if(b|0){c=f[(a+496|0)>>2]|0;if((c|0)!=(b|0)){do{d=c+-16|0;f[(a+496|0)>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[(a+496|0)>>2]|0}}while((c|0)!=(b|0));b=f[(a+492|0)>>2]|0}sOb(b)}NYa(a+464|0,f[a+468>>2]|0);b=f[a+452>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+444|0)>>2]|0;f[(a+444|0)>>2]=0;if(b|0)sOb(b);f[g+16>>2]=a;f[g+1280>>2]=0;f[g+1284>>2]=0;x_a(g);G=f[g+1280>>2]|0;D=f[g+1284>>2]|0;H=+n[g+1284>>2];f[g+1280>>2]=0;f[g+1284>>2]=0;if((G|0)==5){u=g;return}u=g}function $Ya(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if(!a)return;do{e=a;a=f[a>>2]|0;b=f[e+40>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;c=f[d+20>>2]|0;if(c|0)do{g=c;c=f[c>>2]|0;sOb(g)}while((c|0)!=0);g=d+12|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);sOb(d)}while((b|0)!=0);g=e+32|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[e+20>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);g=e+12|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);sOb(e)}while((a|0)!=0);return}function aZa(a){a=a|0;var b=0,c=0,d=0;if(!a)return;do{c=a;a=f[a>>2]|0;b=f[c+144>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+136|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+124>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+116|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+104>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+96|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+84>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+76|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+64>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+56|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+44>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+24>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+16|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);sOb(c)}while((a|0)!=0);return}function bZa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;f[a>>2]=39160;d=a+4|0;e=pOb(860)|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[e+16>>2]=1.0;g=e+20|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+48>>2]=1.0;g=e+52|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+80>>2]=1.0;g=e+84|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+112>>2]=1.0;g=e+116|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+144>>2]=1.0;g=e+148|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+176>>2]=1.0;g=e+180|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+208>>2]=1.0;g=e+212|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+240>>2]=1.0;g=e+244|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+272>>2]=1.0;g=e+276|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+292>>2]=1.0;g=e+296|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+312>>2]=1.0;g=e+316|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+332>>2]=1.0;g=e+336|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+352>>2]=1.0;g=e+356|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+372>>2]=1.0;g=e+376|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+404>>2]=1.0;g=e+408|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+424>>2]=1.0;g=e+432|0;f[g>>2]=0;f[e+436>>2]=0;f[e+428>>2]=g;g=e+440|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;n[e+460>>2]=1.0;g=e+468|0;f[g>>2]=0;f[e+472>>2]=0;f[e+464>>2]=g;f[e+476>>2]=0;b[e+480>>0]=0;n[e+484>>2]=1.0;b[e+488>>0]=0;b[e+489>>0]=0;b[e+490>>0]=0;g=e+532|0;h=e+492|0;i=h+40|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));n[g>>2]=1.0;i=e+540|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+556>>2]=1.0;i=e+560|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+576>>2]=1.0;i=e+580|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+596>>2]=1.0;f[e+600>>2]=0;f[e+604>>2]=0;f[e+608>>2]=0;i=e+624|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+640>>2]=1.0;i=e+644|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+660>>2]=1.0;i=e+664|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+680>>2]=1.0;i=e+684|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+700>>2]=1.0;i=e+704|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+720>>2]=1.0;i=e+724|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+740>>2]=1.0;i=e+744|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+760>>2]=1.0;i=e+764|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+24>>2]=0;n[e+792>>2]=1.0;i=e+796|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+812>>2]=1.0;f[e+816>>2]=0;f[e+820>>2]=-1;f[e+824>>2]=0;f[e+828>>2]=-1;f[e+832>>2]=a;i=e+836|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[d>>2]=e;f[a+8>>2]=c;f[a+12>>2]=0;return}function cZa(a,b){a=a|0;b=b|0;var c=0;a=a+12|0;c=f[a>>2]|0;b=f[b+12>>2]|0;f[a>>2]=(c|0)<(b|0)?b:c;return}function dZa(a){a=a|0;var b=0,c=0,d=0;f[a+12>>2]=1;gh[f[(f[a>>2]|0)+24>>2]&2047](a);b=a+4|0;c=f[b>>2]|0;d=c+600|0;if((f[d>>2]|0)==(f[c+604>>2]|0))return;Gh[f[(f[a>>2]|0)+44>>2]&3](a,d,f[c+612>>2]|0,f[c+616>>2]|0,+n[c+620>>2]);b=f[b>>2]|0;a=f[b+600>>2]|0;b=b+604|0;c=f[b>>2]|0;if((c|0)==(a|0))return;f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);return}function eZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+12|0;if((f[c>>2]|0)==2){h=0;return h|0}f[c>>2]=2;e=a+4|0;g=xYa((f[e>>2]|0)+776|0,39356)|0;b[g>>0]=1;g=a+8|0;h=f[g>>2]|0;d=h+16|0;if(!(b[d>>0]|0)){b[d>>0]=1;lQa(h+4|0)}if((f[c>>2]|0)!=2){h=1;return h|0}fZa(f[e>>2]|0,a,f[(f[g>>2]|0)+232>>2]|0);if((f[c>>2]|0)!=2){h=1;return h|0}gZa(f[e>>2]|0,0);h=1;return h|0}function fZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0;B=u;u=u+3776|0;i=0;d=f[(a+472|0)>>2]|0;if(!d){u=B;return}a:while(1){C=f[(a+464|0)>>2]|0;s=f[C+16>>2]|0;E=f[C+20>>2]|0;r=f[C+4>>2]|0;f[B+16>>2]=a;f[B+24>>2]=b;f[B+32>>2]=c;f[B+480>>2]=j;f[B+512>>2]=m;f[B+816>>2]=s;f[B+824>>2]=E;f[B+1576>>2]=k;f[B+1584>>2]=o;f[B+1752>>2]=C;f[B+1808>>2]=r;f[B+2240>>2]=d;f[B+3256>>2]=h;f[B+3288>>2]=l;f[B+3568>>2]=i;f[B+3592>>2]=e;f[B+3600>>2]=g;f[B+3624>>2]=0;f[B+3628>>2]=0;A_a(B);j=f[B+480>>2]|0;m=f[B+512>>2]|0;k=f[B+1576>>2]|0;o=f[B+1584>>2]|0;h=f[B+3256>>2]|0;l=f[B+3288>>2]|0;i=f[B+3568>>2]|0;e=f[B+3592>>2]|0;g=f[B+3600>>2]|0;G=f[B+3624>>2]|0;D=f[B+3628>>2]|0;H=+n[B+3628>>2];f[B+3624>>2]=0;f[B+3628>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break a}f[B+16>>2]=a;f[B+24>>2]=b;f[B+32>>2]=c;f[B+488>>2]=q;f[B+496>>2]=t;f[B+504>>2]=v;f[B+816>>2]=s;f[B+2240>>2]=d;f[B+2352>>2]=p;f[B+2360>>2]=w;f[B+2856>>2]=x;f[B+2864>>2]=y;f[B+3384>>2]=z;f[B+3392>>2]=A;f[B+3568>>2]=i;f[B+3592>>2]=e;f[B+3600>>2]=g;f[B+3616>>2]=0;f[B+3620>>2]=0;z_a(B);q=f[B+488>>2]|0;t=f[B+496>>2]|0;v=f[B+504>>2]|0;d=f[B+2240>>2]|0;p=f[B+2352>>2]|0;w=f[B+2360>>2]|0;x=f[B+2856>>2]|0;y=f[B+2864>>2]|0;z=f[B+3384>>2]|0;A=f[B+3392>>2]|0;i=f[B+3568>>2]|0;e=f[B+3592>>2]|0;G=f[B+3616>>2]|0;D=f[B+3620>>2]|0;H=+n[B+3620>>2];f[B+3616>>2]=0;f[B+3620>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break a}}r=1;if(r){r=0;if((i|0)==32){b=f[h>>2]|0;d=b+(j*28|0)|0;j=f[l>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[l>>2]|0}if((d|0)==(i|0))i=53;else{do{c=d+-28|0;f[l>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[l>>2]|0}while((d|0)!=(i|0));i=53}}else r=1}if(r){r=0;if((i|0)==122){b=f[k>>2]|0;d=b+(m*28|0)|0;j=f[o>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[o>>2]|0}if((d|0)==(i|0))i=143;else{do{c=d+-28|0;f[o>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[o>>2]|0}while((d|0)!=(i|0));i=143}}else r=1}if(r){r=0;if((i|0)==264){b=f[p>>2]|0;d=b+(q*28|0)|0;j=f[w>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[w>>2]|0}if((d|0)==(i|0))i=285;else{do{c=d+-28|0;f[w>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[w>>2]|0}while((d|0)!=(i|0));i=285}}else r=1}f[B+16>>2]=a;f[B+496>>2]=t;f[B+504>>2]=v;f[B+816>>2]=s;f[B+2856>>2]=x;f[B+2864>>2]=y;f[B+3384>>2]=z;f[B+3392>>2]=A;f[B+3568>>2]=i;f[B+3576>>2]=r;f[B+3608>>2]=0;f[B+3612>>2]=0;y_a(B);G=f[B+3608>>2]|0;D=f[B+3612>>2]|0;H=+n[B+3612>>2];f[B+3608>>2]=0;f[B+3612>>2]=0;if((G|0)==5){u=B;return}u=B}function gZa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+32|0;q=w;p=w+20|0;o=w+16|0;r=w+12|0;s=w+8|0;t=w+4|0;hZa(a);d=a+490|0;if(b[d>>0]|0){v=f[a+832>>2]|0;oh[f[(f[v>>2]|0)+64>>2]&1023](v,(b[a+489>>0]|0)!=0);b[d>>0]=0}l=a+492|0;d=f[l>>2]|0;v=a+496|0;m=f[v>>2]|0;if((d|0)!=(m|0)){n=a+832|0;while(1){g=d+16|0;e=g;a:do if((g|0)!=(m|0)){i=d+13|0;j=d+12|0;k=d+4|0;h=d;while(1){if((b[i>>0]|0)!=(b[h+29>>0]|0))break;if((b[j>>0]|0)!=(b[h+28>>0]|0))break;f[r>>2]=f[k>>2];f[s>>2]=f[g>>2];f[t>>2]=f[h+20>>2];f[o>>2]=f[r>>2];f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];iZa(d,o,p,q)|0;h=g+16|0;e=h;if((h|0)==(m|0))break a;else{x=g;g=h;h=x}}Dwa(f[d>>2]|0,f[k>>2]|0,q);x=f[n>>2]|0;Fh[f[(f[x>>2]|0)+60>>2]&255](x,b[i>>0]|0,d,(b[j>>0]|0)!=0)}while(0);if((m|0)==(e|0))break;else d=e}Dwa(f[d>>2]|0,f[d+4>>2]|0,q);h=f[n>>2]|0;Fh[f[(f[h>>2]|0)+60>>2]&255](h,b[d+13>>0]|0,d,(b[d+12>>0]|0)!=0);h=f[l>>2]|0;d=f[v>>2]|0;if((d|0)!=(h|0))do{e=d+-16|0;f[v>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[v>>2]|0}}while((d|0)!=(h|0))}if(f[a+636>>2]|0)jZa(a);if(f[a+676>>2]|0)kZa(a);if(f[a+696>>2]|0)lZa(a);if(f[a+716>>2]|0)mZa(a);if(f[a+756>>2]|0)nZa(a);if(f[a+736>>2]|0)oZa(a);if(f[a+656>>2]|0)pZa(a);if(!c){u=w;return}d=a+536|0;if(b[d>>0]|0){x=f[a+832>>2]|0;gh[f[(f[x>>2]|0)+176>>2]&2047](x);b[d>>0]=0}g=a+560|0;h=a+572|0;if(f[h>>2]|0){x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+180>>2]&1023](x,g);if(f[h>>2]|0){e=a+568|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+564>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}}g=a+516|0;h=a+528|0;if(f[h>>2]|0){x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+188>>2]&1023](x,g);if(f[h>>2]|0){e=a+524|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+520>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}}g=a+580|0;h=a+592|0;if(!(f[h>>2]|0)){u=w;return}x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+184>>2]&1023](x,g);if(!(f[h>>2]|0)){u=w;return}e=a+588|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+584>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0;u=w;return}function hZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;r=w;q=w+20|0;p=w+16|0;s=w+12|0;t=w+8|0;v=w+4|0;i=a+552|0;g=f[i>>2]|0;if(g|0){j=a+848|0;h=a+856|0;c=f[j>>2]|0;k=a+852|0;if((f[h>>2]|0)-c>>3>>>0<g>>>0){if(g>>>0>536870911)vd();d=(f[k>>2]|0)-c|0;e=pOb(g<<3)|0;if((d|0)>0)bQb(e|0,c|0,d|0)|0;f[j>>2]=e;f[k>>2]=e+(d>>3<<3);f[h>>2]=e+(g<<3);if(c|0)sOb(c)}f[s>>2]=f[k>>2];d=a+548|0;f[t>>2]=f[d>>2];f[v>>2]=0;f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];m_a(j,p,q,r)|0;if(f[i>>2]|0){c=f[d>>2]|0;if(c|0)do{o=c;c=f[c>>2]|0;sOb(o)}while((c|0)!=0);f[d>>2]=0;d=f[a+544>>2]|0;if(d|0){e=a+540|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[i>>2]=0}Dwa(f[j>>2]|0,f[k>>2]|0,r);c=f[a+832>>2]|0;oh[f[(f[c>>2]|0)+96>>2]&1023](c,j);c=f[j>>2]|0;d=f[k>>2]|0;if((d|0)!=(c|0))f[k>>2]=d+(~((d+-8-c|0)>>>3)<<3)}c=a+480|0;if(b[c>>0]|0){o=f[a+832>>2]|0;oh[f[(f[o>>2]|0)+88>>2]&1023](o,f[a+476>>2]|0);b[c>>0]=0}c=a+488|0;if(b[c>>0]|0){o=f[a+832>>2]|0;hh[f[(f[o>>2]|0)+92>>2]&63](o,+n[a+484>>2]);b[c>>0]=0}l=a+504|0;c=f[l>>2]|0;o=a+508|0;m=f[o>>2]|0;if((c|0)==(m|0)){u=w;return}a=a+832|0;while(1){e=c+20|0;d=e;a:do if((e|0)!=(m|0)){i=c+16|0;j=c+12|0;k=c+4|0;g=c;h=e;while(1){if((b[i>>0]|0)!=(b[g+36>>0]|0))break;if((f[j>>2]|0)!=(f[g+32>>2]|0))break;f[s>>2]=f[k>>2];f[t>>2]=f[h>>2];f[v>>2]=f[g+24>>2];f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];iZa(c,p,q,r)|0;e=h+20|0;d=e;if((e|0)==(m|0))break a;else{g=h;h=e}}Dwa(f[c>>2]|0,f[k>>2]|0,r);k=f[a>>2]|0;Fh[f[(f[k>>2]|0)+56>>2]&255](k,b[i>>0]|0,c,f[j>>2]|0)}while(0);if((m|0)==(d|0))break;else c=d}Dwa(f[c>>2]|0,f[c+4>>2]|0,r);g=f[a>>2]|0;Fh[f[(f[g>>2]|0)+56>>2]&255](g,b[c+16>>0]|0,c,f[c+12>>2]|0);g=f[l>>2]|0;c=f[o>>2]|0;if((c|0)!=(g|0))do{d=c+-20|0;f[o>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[o>>2]|0}}while((c|0)!=(g|0));u=w;return}function iZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;l=f[a>>2]|0;g=l;h=(f[b>>2]|0)-g|0;r=l+(h>>3<<3)|0;e=f[c>>2]|0;j=f[d>>2]|0;q=j-e|0;i=q>>3;m=e;o=j;if((q|0)<=0)return r|0;p=a+8|0;d=f[p>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((i|0)<=(d-b>>3|0)){h=b-r|0;b=h>>3;if((i|0)>(b|0)){d=m+(b<<3)|0;g=d;if((d|0)==(o|0))b=n;else{b=n;do{p=d;a=f[p+4>>2]|0;f[b>>2]=f[p>>2];f[b+4>>2]=a;d=d+8|0;b=(f[q>>2]|0)+8|0;f[q>>2]=b}while((d|0)!=(o|0))}if((h|0)>0)j=g;else return r|0}else b=n;h=b-(r+(i<<3))|0;i=h>>3;d=r+(i<<3)|0;if(d>>>0<n>>>0){g=b;do{o=d;p=f[o+4>>2]|0;a=g;f[a>>2]=f[o>>2];f[a+4>>2]=p;d=d+8|0;g=(f[q>>2]|0)+8|0;f[q>>2]=g}while(d>>>0<n>>>0)}if(i){cQb(b+(0-i<<3)|0,r|0,h|0)|0;e=f[c>>2]|0}b=j-e|0;if(!b)return r|0;cQb(r|0,e|0,b|0)|0;return r|0}b=(b-g>>3)+i|0;if(b>>>0>536870911)AMb(a);i=d-g|0;d=i>>2;d=i>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;i=r;b=h>>3;do if(!d)k=0;else if(d>>>0>536870911)vd();else{k=pOb(d<<3)|0;break}while(0);j=k+(b<<3)|0;e=j;h=k+(d<<3)|0;if((o|0)==(m|0))b=l;else{d=j;b=m;do{m=b;n=f[m+4>>2]|0;c=d;f[c>>2]=f[m>>2];f[c+4>>2]=n;d=e+8|0;e=d;b=b+8|0}while((b|0)!=(o|0));b=f[a>>2]|0}d=i-b|0;g=j+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(g|0,b|0,d|0)|0;d=(f[q>>2]|0)-i|0;if((d|0)>0){bQb(e|0,r|0,d|0)|0;e=e+(d>>>3<<3)|0;b=f[a>>2]|0}f[a>>2]=g;f[q>>2]=e;f[p>>2]=h;if(!b){r=j;return r|0}sOb(b);r=j;return r|0}function jZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;N=u;u=u+16|0;H=N;I=N+4|0;K=a+836|0;M=a+636|0;e=f[M>>2]|0;L=a+844|0;g=f[K>>2]|0;J=a+840|0;if((f[L>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[J>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[K>>2]=d;f[J>>2]=d+(c>>3<<3);f[L>>2]=d+(e<<3);if(g|0)sOb(g)}G=a+632|0;z=a+816|0;A=a+4|0;B=a+12|0;C=a+16|0;D=a+8|0;x=a+20|0;y=a+24|0;E=a+832|0;w=191184;a:while(1){g=b[w>>0]|0;v=g<<24>>24!=0;c=f[G>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==g<<24>>24){d=d+8|0;e=f[J>>2]|0;if((e|0)==(f[L>>2]|0)){SD(K,d);break}else{r=d;s=f[r+4>>2]|0;t=e;f[t>>2]=f[r>>2];f[t+4>>2]=s;f[J>>2]=(f[J>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);c=f[K>>2]|0;d=f[J>>2]|0;if((c|0)!=(d|0)){f_a(c,d,H);t=(f[z>>2]|0)+1|0;f[z>>2]=t;j=f[A>>2]|0;k=(j|0)==0;b:do if(k){c=0;F=40}else{g=j+-1|0;e=(g&j|0)==0;if(e)c=g&t;else if(j>>>0>t>>>0)c=t;else c=(t>>>0)%(j>>>0)|0;d=f[(f[a>>2]|0)+(c<<2)>>2]|0;if(!d)F=40;else{if(e)while(1){d=f[d>>2]|0;if(!d){F=40;break b}s=f[d+4>>2]|0;if(!((s|0)==(t|0)|(s&g|0)==(c|0))){F=40;break b}if((f[d+8>>2]|0)==(t|0))break b}do{d=f[d>>2]|0;if(!d){F=40;break b}e=f[d+4>>2]|0;if((e|0)!=(t|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(c|0)){F=40;break b}}}while((f[d+8>>2]|0)!=(t|0))}}while(0);if((F|0)==40){F=0;g=pOb(24)|0;f[g+8>>2]=t;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=t;f[g>>2]=0;h=+(((f[B>>2]|0)+1|0)>>>0);i=+n[C>>2];do if(k|i*+(j>>>0)<h){c=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(h/i))>>>0;g_a(a,c>>>0<d>>>0?d:c);c=f[A>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&t;break}if(c>>>0>t>>>0){e=c;c=t}else{e=c;c=(t>>>0)%(c>>>0)|0}}else e=j;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[g>>2]=f[D>>2];f[D>>2]=g;f[d>>2]=D;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;F=53}}else{f[g>>2]=f[c>>2];F=53}if((F|0)==53){F=0;f[c>>2]=g}f[B>>2]=(f[B>>2]|0)+1;d=g}r=d+12|0;c=f[x>>2]|0;q=f[y>>2]|0;if((c|0)!=(q|0)){s=d+16|0;p=d+20|0;do{d=f[s>>2]|0;o=f[p>>2]|0;e=o;if(d>>>0<o>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];o=d+8|0;m=c+8|0;f[o>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[o>>2]=f[m>>2];o=c+12|0;f[l>>2]=f[o>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[o>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;o=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=o;f[s>>2]=(f[s>>2]|0)+28}else{g=f[r>>2]|0;j=(d-g|0)/28|0;d=j+1|0;if(d>>>0>153391689){F=71;break a}m=(e-g|0)/28|0;o=m<<1;d=m>>>0<76695844?(o>>>0<d>>>0?d:o):153391689;if(!d)e=0;else{if(d>>>0>153391689){F=74;break a}e=pOb(d*28|0)|0}k=e+(j*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(j*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(j*28|0)+16>>2]=0;f[e+(j*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(j*28|0)+12>>2]=f[l>>2];o=c+16|0;f[e+(j*28|0)+16>>2]=f[o>>2];f[o>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(j*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(j*28|0)+24>>2]=l;l=k+28|0;j=f[r>>2]|0;d=f[s>>2]|0;if((d|0)==(j|0)){d=g;o=j;e=j}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];O=e+-20|0;o=k+-20|0;f[O>>2]=0;P=e+-16|0;f[P>>2]=0;f[e+-12>>2]=0;f[O>>2]=f[o>>2];O=k+-16|0;f[P>>2]=f[O>>2];P=k+-12|0;f[e+-12>>2]=f[P>>2];f[P>>2]=0;f[O>>2]=0;f[o>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;o=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=o;e=g+-28|0;g=e}while((d|0)!=(j|0));d=g;o=f[r>>2]|0;e=f[s>>2]|0}f[r>>2]=d;f[s>>2]=l;f[p>>2]=m;l=o;if((e|0)!=(l|0))do{P=e+-4|0;d=f[P>>2]|0;f[P>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;do if((d|0)==(f[k>>2]|0)){j=f[e>>2]|0;if(!j)break;tOb(j);d=f[g>>2]|0}while(0);if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(o|0)sOb(o)}c=c+28|0}while((c|0)!=(q|0));k=f[x>>2]|0;c=f[y>>2]|0;if((c|0)!=(k|0))do{e=c+-28|0;f[y>>2]=e;P=c+-4|0;d=f[P>>2]|0;f[P>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;g=f[d>>2]|0;j=c+-16|0;if((g|0)==(f[j>>2]|0)){c=f[e>>2]|0;if(!c)c=g;else{tOb(c);c=f[d>>2]|0}}else c=g;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[y>>2]|0}while((c|0)!=(k|0))}c=f[E>>2]|0;d=f[(f[c>>2]|0)+128>>2]|0;f[I>>2]=t;f[H>>2]=f[I>>2];Fh[d&255](c,H,K,v);c=f[K>>2]|0;d=f[J>>2]|0;if((d|0)!=(c|0))f[J>>2]=d+(~((d+-8-c|0)>>>3)<<3)}w=w+1|0;if((w|0)==191186){F=9;break}}if((F|0)==9){if(!(f[M>>2]|0)){u=N;return}c=f[G>>2]|0;if(c|0)do{P=c;c=f[c>>2]|0;sOb(P)}while((c|0)!=0);f[G>>2]=0;e=f[a+628>>2]|0;if(e|0){d=a+624|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[M>>2]=0;u=N;return}else if((F|0)==71)AMb(r);else if((F|0)==74)vd()}function kZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;l=r;m=r+4|0;n=a+836|0;q=a+676|0;e=f[q>>2]|0;k=a+844|0;g=f[n>>2]|0;p=a+840|0;if((f[k>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[p>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[n>>2]=d;f[p>>2]=d+(c>>3<<3);f[k>>2]=d+(e<<3);if(g|0)sOb(g)}o=a+672|0;h=a+816|0;g=a+64|0;i=a+832|0;j=a+96|0;c=f[o>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==1){d=d+8|0;e=f[p>>2]|0;if((e|0)==(f[k>>2]|0)){b_a(n,d);break}else{s=d;d=f[s+4>>2]|0;f[e>>2]=f[s>>2];f[e+4>>2]=d;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);d=f[n>>2]|0;c=f[p>>2]|0;if((d|0)==(c|0))c=d;else{cFa(d,c,l);s=(f[h>>2]|0)+1|0;f[h>>2]=s;c_a(s,g);d=f[i>>2]|0;c=f[(f[d>>2]|0)+124>>2]|0;f[m>>2]=s;f[l>>2]=f[m>>2];Fh[c&255](d,l,n,1);d=f[n>>2]|0;c=f[p>>2]|0;if((c|0)==(d|0))c=d;else{c=c+(~((c+-8-d|0)>>>3)<<3)|0;f[p>>2]=c}}e=f[o>>2]|0;if(e){do{c=e;do if(!(b[c+16>>0]|0)){c=c+8|0;d=f[p>>2]|0;if((d|0)==(f[k>>2]|0)){b_a(n,c);break}else{g=f[c+4>>2]|0;s=d;f[s>>2]=f[c>>2];f[s+4>>2]=g;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);e=f[e>>2]|0}while((e|0)!=0);d=f[n>>2]|0;c=f[p>>2]|0}if((d|0)!=(c|0)){cFa(d,c,l);s=(f[h>>2]|0)+1|0;f[h>>2]=s;c_a(s,j);c=f[i>>2]|0;d=f[(f[c>>2]|0)+124>>2]|0;f[m>>2]=s;f[l>>2]=f[m>>2];Fh[d&255](c,l,n,0);c=f[n>>2]|0;d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-8-c|0)>>>3)<<3)}if(!(f[q>>2]|0)){u=r;return}c=f[o>>2]|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);f[o>>2]=0;e=f[a+668>>2]|0;if(e|0){d=a+664|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[q>>2]=0;u=r;return}function lZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+696|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+692|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];VZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+688>>2]|0;if(c|0){d=a+684|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}WZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+128|0;g=a+132|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+140|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+144>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;XZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+136|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+148|0;b=f[r>>2]|0;t=a+152|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+132>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function mZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+716|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+712|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];NZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+708>>2]|0;if(c|0){d=a+704|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}OZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+160|0;g=a+164|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+172|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+176>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;PZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+168|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+180|0;b=f[r>>2]|0;t=a+184|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+136>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function nZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+756|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+752|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];FZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+748>>2]|0;if(c|0){d=a+744|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}GZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+224|0;g=a+228|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+236|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+240>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;HZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+232|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+244|0;b=f[r>>2]|0;t=a+248|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+140>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function oZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+736|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+732|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];xZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+728>>2]|0;if(c|0){d=a+724|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}yZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+192|0;g=a+196|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+204|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+208>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;zZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+200|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+212|0;b=f[r>>2]|0;t=a+216|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+144>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function pZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;O=u;u=u+16|0;I=O;J=O+4|0;L=a+836|0;N=a+656|0;e=f[N>>2]|0;M=a+844|0;g=f[L>>2]|0;K=a+840|0;if((f[M>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[K>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[L>>2]=d;f[K>>2]=d+(c>>3<<3);f[M>>2]=d+(e<<3);if(g|0)sOb(g)}H=a+652|0;z=a+816|0;A=a+32|0;B=a+36|0;C=a+44|0;D=a+48|0;E=a+40|0;x=a+52|0;y=a+56|0;F=a+832|0;w=191182;a:while(1){g=b[w>>0]|0;v=g<<24>>24!=0;c=f[H>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==g<<24>>24){d=d+8|0;e=f[K>>2]|0;if((e|0)==(f[M>>2]|0)){lE(L,d);break}else{r=d;s=f[r+4>>2]|0;t=e;f[t>>2]=f[r>>2];f[t+4>>2]=s;f[K>>2]=(f[K>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);c=f[L>>2]|0;d=f[K>>2]|0;if((c|0)!=(d|0)){qZa(c,d,I);t=(f[z>>2]|0)+1|0;f[z>>2]=t;j=f[B>>2]|0;k=(j|0)==0;b:do if(k){c=0;G=40}else{g=j+-1|0;e=(g&j|0)==0;if(e)c=g&t;else if(j>>>0>t>>>0)c=t;else c=(t>>>0)%(j>>>0)|0;d=f[(f[A>>2]|0)+(c<<2)>>2]|0;if(!d)G=40;else{if(e)while(1){d=f[d>>2]|0;if(!d){G=40;break b}s=f[d+4>>2]|0;if(!((s|0)==(t|0)|(s&g|0)==(c|0))){G=40;break b}if((f[d+8>>2]|0)==(t|0))break b}do{d=f[d>>2]|0;if(!d){G=40;break b}e=f[d+4>>2]|0;if((e|0)!=(t|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(c|0)){G=40;break b}}}while((f[d+8>>2]|0)!=(t|0))}}while(0);if((G|0)==40){G=0;g=pOb(24)|0;f[g+8>>2]=t;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=t;f[g>>2]=0;h=+(((f[C>>2]|0)+1|0)>>>0);i=+n[D>>2];do if(k|i*+(j>>>0)<h){c=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(h/i))>>>0;rZa(A,c>>>0<d>>>0?d:c);c=f[B>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&t;break}if(c>>>0>t>>>0){e=c;c=t}else{e=c;c=(t>>>0)%(c>>>0)|0}}else e=j;while(0);d=(f[A>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[g>>2]=f[E>>2];f[E>>2]=g;f[d>>2]=E;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[A>>2]|0)+(c<<2)|0;G=53}}else{f[g>>2]=f[c>>2];G=53}if((G|0)==53){G=0;f[c>>2]=g}f[C>>2]=(f[C>>2]|0)+1;d=g}r=d+12|0;c=f[x>>2]|0;q=f[y>>2]|0;if((c|0)!=(q|0)){s=d+16|0;p=d+20|0;do{d=f[s>>2]|0;o=f[p>>2]|0;e=o;if(d>>>0<o>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];o=d+8|0;m=c+8|0;f[o>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[o>>2]=f[m>>2];o=c+12|0;f[l>>2]=f[o>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[o>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;o=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=o;f[s>>2]=(f[s>>2]|0)+28}else{g=f[r>>2]|0;j=(d-g|0)/28|0;d=j+1|0;if(d>>>0>153391689){G=71;break a}m=(e-g|0)/28|0;o=m<<1;d=m>>>0<76695844?(o>>>0<d>>>0?d:o):153391689;if(!d)e=0;else{if(d>>>0>153391689){G=74;break a}e=pOb(d*28|0)|0}k=e+(j*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(j*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(j*28|0)+16>>2]=0;f[e+(j*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(j*28|0)+12>>2]=f[l>>2];o=c+16|0;f[e+(j*28|0)+16>>2]=f[o>>2];f[o>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(j*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(j*28|0)+24>>2]=l;l=k+28|0;j=f[r>>2]|0;d=f[s>>2]|0;if((d|0)==(j|0)){d=g;o=j;e=j}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];P=e+-20|0;o=k+-20|0;f[P>>2]=0;Q=e+-16|0;f[Q>>2]=0;f[e+-12>>2]=0;f[P>>2]=f[o>>2];P=k+-16|0;f[Q>>2]=f[P>>2];Q=k+-12|0;f[e+-12>>2]=f[Q>>2];f[Q>>2]=0;f[P>>2]=0;f[o>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;o=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=o;e=g+-28|0;g=e}while((d|0)!=(j|0));d=g;o=f[r>>2]|0;e=f[s>>2]|0}f[r>>2]=d;f[s>>2]=l;f[p>>2]=m;l=o;if((e|0)!=(l|0))do{Q=e+-4|0;d=f[Q>>2]|0;f[Q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;do if((d|0)==(f[k>>2]|0)){j=f[e>>2]|0;if(!j)break;tOb(j);d=f[g>>2]|0}while(0);if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(o|0)sOb(o)}c=c+28|0}while((c|0)!=(q|0));k=f[x>>2]|0;c=f[y>>2]|0;if((c|0)!=(k|0))do{e=c+-28|0;f[y>>2]=e;Q=c+-4|0;d=f[Q>>2]|0;f[Q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;g=f[d>>2]|0;j=c+-16|0;if((g|0)==(f[j>>2]|0)){c=f[e>>2]|0;if(!c)c=g;else{tOb(c);c=f[d>>2]|0}}else c=g;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[y>>2]|0}while((c|0)!=(k|0))}c=f[F>>2]|0;d=f[(f[c>>2]|0)+148>>2]|0;f[J>>2]=t;f[I>>2]=f[J>>2];Fh[d&255](c,I,L,v);c=f[L>>2]|0;d=f[K>>2]|0;if((d|0)!=(c|0))f[K>>2]=d+(~((d+-8-c|0)>>>3)<<3)}w=w+1|0;if((w|0)==191184){G=9;break}}if((G|0)==9){if(!(f[N>>2]|0)){u=O;return}c=f[H>>2]|0;if(c|0)do{Q=c;c=f[c>>2]|0;sOb(Q)}while((c|0)!=0);f[H>>2]=0;e=f[a+648>>2]|0;if(e|0){d=a+644|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[N>>2]=0;u=O;return}else if((G|0)==71)AMb(r);else if((G|0)==74)vd()}function qZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=uZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=wZa(a,i,c)|0;e=i+8|0;if(wZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}qZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;qZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){tZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){uZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){vZa(a,b,c);return}else if((q|0)==107)return}function rZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){sZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;sZa(a,b);return}function sZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function tZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function uZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=tZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function vZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function wZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{tZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{uZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function xZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function yZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=CZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=EZa(a,i,c)|0;e=i+8|0;if(EZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}yZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;yZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){BZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){CZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){DZa(a,b,c);return}else if((q|0)==107)return}function zZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){AZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;AZa(a,b);return}function AZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function BZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function CZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=BZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function DZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function EZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{BZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{CZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function FZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function GZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=KZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=MZa(a,i,c)|0;e=i+8|0;if(MZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}GZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;GZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){JZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){KZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){LZa(a,b,c);return}else if((q|0)==107)return}function HZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){IZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;IZa(a,b);return}function IZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function JZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function KZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=JZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function LZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function MZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{JZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{KZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function NZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function OZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=SZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=UZa(a,i,c)|0;e=i+8|0;if(UZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}OZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;OZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){RZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){SZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){TZa(a,b,c);return}else if((q|0)==107)return}function PZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){QZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;QZa(a,b);return}function QZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function RZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function SZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=RZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function TZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function UZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{RZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{SZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function VZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function WZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=_Za(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=a_a(a,i,c)|0;e=i+8|0;if(a_a(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}WZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;WZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){ZZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){_Za(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){$Za(a,b,c);return}else if((q|0)==107)return}function XZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){YZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;YZa(a,b);return}function YZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function ZZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function _Za(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=ZZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function $Za(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function a_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{ZZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{_Za(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function b_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function c_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;h=b+4|0;k=f[h>>2]|0;l=(k|0)==0;a:do if(l){c=0;o=17}else{g=k+-1|0;e=(g&k|0)==0;if(e)c=g&a;else if(k>>>0>a>>>0)c=a;else c=(a>>>0)%(k>>>0)|0;d=f[(f[b>>2]|0)+(c<<2)>>2]|0;if(!d)o=17;else{if(e)while(1){d=f[d>>2]|0;if(!d){o=17;break a}s=f[d+4>>2]|0;if(!((s|0)==(a|0)|(s&g|0)==(c|0))){o=17;break a}if((f[d+8>>2]|0)==(a|0))break a}do{d=f[d>>2]|0;if(!d){o=17;break a}e=f[d+4>>2]|0;if((e|0)!=(a|0)){if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)!=(c|0)){o=17;break a}}}while((f[d+8>>2]|0)!=(a|0))}}while(0);if((o|0)==17){g=pOb(24)|0;f[g+8>>2]=a;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=a;f[g>>2]=0;m=b+12|0;i=+(((f[m>>2]|0)+1|0)>>>0);j=+n[b+16>>2];do if(l|j*+(k>>>0)<i){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(i/j))>>>0;d_a(b,c>>>0<d>>>0?d:c);c=f[h>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&a;break}if(c>>>0>a>>>0){e=c;c=a}else{e=c;c=(a>>>0)%(c>>>0)|0}}else e=k;while(0);d=(f[b>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=b+8|0;f[g>>2]=f[c>>2];f[c>>2]=g;f[d>>2]=c;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[b>>2]|0)+(c<<2)|0;o=30}}else{f[g>>2]=f[c>>2];o=30}if((o|0)==30)f[c>>2]=g;f[m>>2]=(f[m>>2]|0)+1;d=g}r=d+12|0;q=b+20|0;c=f[q>>2]|0;s=b+24|0;b=f[s>>2]|0;if((c|0)==(b|0))return;p=d+16|0;o=d+20|0;while(1){d=f[p>>2]|0;a=f[o>>2]|0;e=a;if(d>>>0<a>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];a=d+8|0;m=c+8|0;f[a>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[a>>2]=f[m>>2];a=c+12|0;f[l>>2]=f[a>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[a>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;a=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=a;f[p>>2]=(f[p>>2]|0)+28}else{g=f[r>>2]|0;h=(d-g|0)/28|0;d=h+1|0;if(d>>>0>153391689){o=49;break}m=(e-g|0)/28|0;a=m<<1;d=m>>>0<76695844?(a>>>0<d>>>0?d:a):153391689;if(!d)e=0;else{if(d>>>0>153391689){o=52;break}e=pOb(d*28|0)|0}k=e+(h*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(h*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(h*28|0)+16>>2]=0;f[e+(h*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(h*28|0)+12>>2]=f[l>>2];a=c+16|0;f[e+(h*28|0)+16>>2]=f[a>>2];f[a>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(h*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(h*28|0)+24>>2]=l;l=k+28|0;h=f[r>>2]|0;d=f[p>>2]|0;if((d|0)==(h|0)){d=g;a=h;e=h}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];t=e+-20|0;a=k+-20|0;f[t>>2]=0;u=e+-16|0;f[u>>2]=0;f[e+-12>>2]=0;f[t>>2]=f[a>>2];t=k+-16|0;f[u>>2]=f[t>>2];u=k+-12|0;f[e+-12>>2]=f[u>>2];f[u>>2]=0;f[t>>2]=0;f[a>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;a=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=a;e=g+-28|0;g=e}while((d|0)!=(h|0));d=g;a=f[r>>2]|0;e=f[p>>2]|0}f[r>>2]=d;f[p>>2]=l;f[o>>2]=m;l=a;if((e|0)!=(l|0))do{u=e+-4|0;d=f[u>>2]|0;f[u>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;if((d|0)==(f[k>>2]|0)){h=f[e>>2]|0;if(h){tOb(h);d=f[g>>2]|0}}if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(a|0)sOb(a)}c=c+28|0;if((c|0)==(b|0)){o=34;break}}if((o|0)==34){k=f[q>>2]|0;c=f[s>>2]|0;if((c|0)==(k|0))return;do{g=c+-28|0;f[s>>2]=g;u=c+-4|0;d=f[u>>2]|0;f[u>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[s>>2]|0}while((c|0)!=(k|0));return}else if((o|0)==49)AMb(r);else if((o|0)==52)vd()}function d_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){e_a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;e_a(a,b);return}function e_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function f_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=j_a(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=l_a(a,i,c)|0;e=i+8|0;if(l_a(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}f_a(a,i,c);a=i+8|0}if((q|0)==105){q=0;f_a(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){i_a(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){j_a(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){k_a(a,b,c);return}else if((q|0)==107)return}function g_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){h_a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;h_a(a,b);return}function h_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function i_a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function j_a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=i_a(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function k_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function l_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{i_a(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{j_a(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function m_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function n_a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[c>>2]|0;if(!e){d=c;e=0}else{d=f[c+4>>2]|0;if(!d)d=c;else while(1){e=f[d>>2]|0;if(!e){e=0;break}else d=e}}k=d+4|0;l=f[(e|0?d:k)>>2]|0;m=(l|0)!=0;j=d+8|0;if(m)f[l+8>>2]=f[j>>2];e=f[j>>2]|0;g=f[e>>2]|0;if((g|0)==(d|0)){f[e>>2]=l;if((d|0)==(a|0)){a=l;g=0}else g=f[e+4>>2]|0}else f[e+4>>2]=l;h=d+12|0;i=(b[h>>0]|0)!=0;if((d|0)!=(c|0)){n=c+8|0;e=f[n>>2]|0;f[j>>2]=e;f[((f[f[n>>2]>>2]|0)==(c|0)?e:e+4|0)>>2]=d;e=f[c>>2]|0;f[d>>2]=e;f[e+8>>2]=d;e=f[c+4>>2]|0;f[k>>2]=e;if(e|0)f[e+8>>2]=d;b[h>>0]=b[c+12>>0]|0;a=(a|0)==(c|0)?d:a}if(!(i&(a|0)!=0))return;if(m){b[l+12>>0]=1;return}else j=g;while(1){g=j+8|0;h=f[g>>2]|0;d=j+12|0;e=(b[d>>0]|0)!=0;if((f[h>>2]|0)==(j|0)){if(e)i=j;else{b[d>>0]=1;b[h+12>>0]=0;d=j+4|0;e=f[d>>2]|0;f[h>>2]=e;if(e|0)f[e+8>>2]=h;i=h+8|0;f[g>>2]=f[i>>2];n=f[i>>2]|0;f[((f[n>>2]|0)==(h|0)?n:n+4|0)>>2]=j;f[d>>2]=h;f[i>>2]=j;i=f[h>>2]|0;a=(a|0)==(h|0)?j:a}d=f[i>>2]|0;g=(d|0)==0;if(!g)if(!(b[d+12>>0]|0)){h=49;break}e=f[i+4>>2]|0;if(e|0)if(!(b[e+12>>0]|0)){h=48;break}b[i+12>>0]=0;d=f[i+8>>2]|0;e=d+12|0;if((d|0)==(a|0)|(b[e>>0]|0)==0){h=47;break}}else{if(e)g=j;else{b[d>>0]=1;b[h+12>>0]=0;n=h+4|0;d=f[n>>2]|0;e=f[d>>2]|0;f[n>>2]=e;if(e|0)f[e+8>>2]=h;n=h+8|0;f[d+8>>2]=f[n>>2];g=f[n>>2]|0;f[((f[g>>2]|0)==(h|0)?g:g+4|0)>>2]=d;f[d>>2]=h;f[n>>2]=d;n=f[j>>2]|0;g=f[n+4>>2]|0;a=(a|0)==(n|0)?j:a}e=f[g>>2]|0;if(e|0)if(!(b[e+12>>0]|0)){h=30;break}d=f[g+4>>2]|0;if(d|0)if(!(b[d+12>>0]|0)){a=d;h=31;break}b[g+12>>0]=0;d=f[g+8>>2]|0;if((d|0)==(a|0)){h=29;break}if(!(b[d+12>>0]|0)){a=d;h=29;break}}j=f[d+8>>2]|0;j=f[((f[j>>2]|0)==(d|0)?j+4|0:j)>>2]|0}if((h|0)==29){b[a+12>>0]=1;return}else if((h|0)==30){a=f[g+4>>2]|0;if(!a)h=32;else h=31}else if((h|0)==47){b[e>>0]=1;return}else if((h|0)==48)if(g)h=50;else h=49;if((h|0)==31)if(!(b[a+12>>0]|0)){d=g;h=35}else h=32;else if((h|0)==49)if(!(b[d+12>>0]|0)){a=i;h=53}else h=50;if((h|0)==32){b[e+12>>0]=1;b[g+12>>0]=0;a=e+4|0;d=f[a>>2]|0;f[g>>2]=d;if(d|0)f[d+8>>2]=g;d=g+8|0;f[e+8>>2]=f[d>>2];h=f[d>>2]|0;f[((f[h>>2]|0)==(g|0)?h:h+4|0)>>2]=e;f[a>>2]=g;f[d>>2]=e;d=e;a=g;h=35}else if((h|0)==50){n=i+4|0;a=f[n>>2]|0;b[a+12>>0]=1;b[i+12>>0]=0;d=f[a>>2]|0;f[n>>2]=d;if(d|0)f[d+8>>2]=i;d=i+8|0;f[a+8>>2]=f[d>>2];h=f[d>>2]|0;f[((f[h>>2]|0)==(i|0)?h:h+4|0)>>2]=a;f[a>>2]=i;f[d>>2]=a;d=i;h=53}if((h|0)==35){e=f[d+8>>2]|0;n=e+12|0;b[d+12>>0]=b[n>>0]|0;b[n>>0]=1;b[a+12>>0]=1;n=e+4|0;a=f[n>>2]|0;d=f[a>>2]|0;f[n>>2]=d;if(d|0)f[d+8>>2]=e;n=e+8|0;f[a+8>>2]=f[n>>2];c=f[n>>2]|0;f[((f[c>>2]|0)==(e|0)?c:c+4|0)>>2]=a;f[a>>2]=e;f[n>>2]=a;return}else if((h|0)==53){g=f[a+8>>2]|0;e=g+12|0;b[a+12>>0]=b[e>>0]|0;b[e>>0]=1;b[d+12>>0]=1;a=f[g>>2]|0;d=a+4|0;e=f[d>>2]|0;f[g>>2]=e;if(e|0)f[e+8>>2]=g;n=g+8|0;f[a+8>>2]=f[n>>2];c=f[n>>2]|0;f[((f[c>>2]|0)==(g|0)?c:c+4|0)>>2]=a;f[d>>2]=g;f[n>>2]=a;return}}function o_a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;l=e+4|0;n=f[l>>2]|0;if(!n){x=1;return x|0}j=n+-1|0;i=(j&n|0)==0;if(i)k=j&d;else if(n>>>0>d>>>0)k=d;else k=(d>>>0)%(n>>>0)|0;h=f[(f[e>>2]|0)+(k<<2)>>2]|0;if(!h){x=1;return x|0}h=f[h>>2]|0;if(!h){x=1;return x|0}a:do if(i){while(1){o=f[h+4>>2]|0;i=(o|0)==(d|0);if(!(i|(o&j|0)==(k|0))){h=1;x=70;break}if(i)if((f[h+8>>2]|0)==(d|0)){v=h;break a}h=f[h>>2]|0;if(!h){h=1;x=70;break}}if((x|0)==70)return h|0}else{i=h;while(1){h=f[i+4>>2]|0;if((h|0)==(d|0)){if((f[i+8>>2]|0)==(d|0)){v=i;break a}}else{if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)!=(k|0)){h=1;x=70;break}}i=f[i>>2]|0;if(!i){h=1;x=70;break}}if((x|0)==70)return h|0}while(0);o=v+12|0;h=f[o>>2]|0;k=(f[v+16>>2]|0)-h|0;i=(k|0)/28|0;b:do if(!k)h=d;else{c:do if(I_a(b,c,h)|0){h=0;while(1){h=h+1|0;if(h>>>0>=i>>>0)break;if(!(I_a(b,c,(f[o>>2]|0)+(h*28|0)|0)|0)){g=h;break c}}n=f[l>>2]|0;h=f[v+4>>2]|0;break b}else g=0;while(0);j=f[o>>2]|0;J_a(o,j,j+(g*28|0)|0);j=a+464|0;g=a+468|0;h=f[g>>2]|0;do if(!h){r=g;s=g}else{i=a+468|0;d:while(1){g=f[h+16>>2]|0;do if(g>>>0>d>>>0)x=27;else{if(g>>>0>=d>>>0){g=f[h+20>>2]|0;if((g|0)>2){x=27;break}if((g|0)==2){x=32;break d}}q=h+4|0;g=f[q>>2]|0;if(!g){x=31;break d}else{p=q;m=g}}while(0);if((x|0)==27){x=0;g=f[h>>2]|0;if(!g){x=28;break}else{p=h;m=g}}i=p;h=m}if((x|0)==28){r=h;s=h;break}else if((x|0)==31){r=h;s=q;break}else if((x|0)==32){r=h;s=i;break}}while(0);if(f[s>>2]|0){x=0;return x|0}g=pOb(24)|0;h=g+16|0;f[h>>2]=d;f[h+4>>2]=2;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=r;f[s>>2]=g;h=f[f[j>>2]>>2]|0;if(h){f[j>>2]=h;g=f[s>>2]|0}r_a(f[a+468>>2]|0,g);x=a+472|0;f[x>>2]=(f[x>>2]|0)+1;x=0;return x|0}while(0);b=f[v>>2]|0;l=n+-1|0;m=(l&n|0)==0;if(m)h=l&h;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;k=(f[e>>2]|0)+(h<<2)|0;c=f[k>>2]|0;while(1){i=f[c>>2]|0;if((i|0)==(v|0))break;else c=i}if((c|0)==(e+8|0))x=53;else{i=f[c+4>>2]|0;if(m)i=i&l;else if(i>>>0>=n>>>0)i=(i>>>0)%(n>>>0)|0;if((i|0)==(h|0)){t=b;x=61}else x=53}do if((x|0)==53){if(b|0){i=f[b+4>>2]|0;if(m)j=i&l;else if(i>>>0<n>>>0)j=i;else j=(i>>>0)%(n>>>0)|0;if((j|0)==(h|0)){g=i;w=b;x=63;break}}f[k>>2]=0;t=f[v>>2]|0;x=61}while(0);if((x|0)==61){i=t;if(!t)u=i;else{g=f[t+4>>2]|0;w=i;x=63}}if((x|0)==63){if(m)g=g&l;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;if((g|0)==(h|0))u=w;else{f[(f[e>>2]|0)+(g<<2)>>2]=c;u=f[v>>2]|0}}f[c>>2]=u;f[v>>2]=0;x=e+12|0;f[x>>2]=(f[x>>2]|0)+-1;UYa(o);sOb(v);x=1;return x|0}function p_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;f[a+440>>2]=b;p=a+448|0;i=f[p>>2]|0;if(!i)return;e=i+-1|0;d=(e&i|0)==0;if(d)g=e&b;else if(i>>>0>b>>>0)g=b;else g=(b>>>0)%(i>>>0)|0;s=a+444|0;c=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!c)return;c=f[c>>2]|0;if(!c)return;a:do if(d){while(1){j=f[c+4>>2]|0;d=(j|0)==(b|0);if(!(d|(j&e|0)==(g|0))){q=64;break}if(d)if((f[c+8>>2]|0)==(b|0)){t=c;break a}c=f[c>>2]|0;if(!c){q=64;break}}if((q|0)==64)return}else{d=c;while(1){c=f[d+4>>2]|0;if((c|0)==(b|0)){if((f[d+8>>2]|0)==(b|0)){t=d;break a}}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(g|0)){q=64;break}}d=f[d>>2]|0;if(!d){q=64;break}}if((q|0)==64)return}while(0);j=a+464|0;g=b+1|0;h=f[t+12>>2]|0;c=a+468|0;d=f[c>>2]|0;do if(!d){n=c;o=c}else{e=a+468|0;b:while(1){c=f[d+16>>2]|0;do if(g>>>0<c>>>0)q=25;else{if(c>>>0>=g>>>0){c=f[d+20>>2]|0;if((h|0)<(c|0)){q=25;break}if((c|0)>=(h|0)){q=30;break b}}m=d+4|0;c=f[m>>2]|0;if(!c){q=29;break b}else{l=m;k=c}}while(0);if((q|0)==25){q=0;c=f[d>>2]|0;if(!c){q=26;break}else{l=d;k=c}}e=l;d=k}if((q|0)==26){n=d;o=d;break}else if((q|0)==29){n=d;o=m;break}else if((q|0)==30){n=d;o=e;break}}while(0);if(!(f[o>>2]|0)){b=pOb(24)|0;c=b+16|0;f[c>>2]=g;f[c+4>>2]=h;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=n;f[o>>2]=b;c=f[f[j>>2]>>2]|0;if(c){f[j>>2]=c;b=f[o>>2]|0}r_a(f[a+468>>2]|0,b);i=a+472|0;f[i>>2]=(f[i>>2]|0)+1;i=f[p>>2]|0;b=f[t+4>>2]|0}d=i+-1|0;e=(d&i|0)==0;if(e)g=d&b;else if(b>>>0<i>>>0)g=b;else g=(b>>>0)%(i>>>0)|0;c=(f[s>>2]|0)+(g<<2)|0;h=f[c>>2]|0;while(1){b=f[h>>2]|0;if((b|0)==(t|0))break;else h=b}if((h|0)==(a+452|0))q=49;else{b=f[h+4>>2]|0;if(e)b=b&d;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(g|0))r=t;else q=49}do if((q|0)==49){b=f[t>>2]|0;if(b|0){b=f[b+4>>2]|0;if(e)b=b&d;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(g|0)){r=t;break}}f[c>>2]=0;r=t}while(0);c=f[r>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(e)c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(g|0)){f[(f[s>>2]|0)+(c<<2)>>2]=h;b=f[t>>2]|0}}f[h>>2]=b;f[r>>2]=0;a=a+456|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(t);return}function q_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;k=o+16|0;l=o;f[l>>2]=0;n=l+4|0;f[n>>2]=0;f[l+8>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(!j)m=13;else{i=k+4|0;j=l+8|0;do{vRa(k,b,d);if(!(f[k>>2]|0))e=B_a(a,d,3)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[n>>2]|0;if((e|0)==(f[j>>2]|0)){$E(l,d);break b}else{q=d;p=f[q+4>>2]|0;g=e;f[g>>2]=f[q>>2];f[g+4>>2]=p;f[n>>2]=(f[n>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[l>>2]|0)==(f[n>>2]|0))m=13;else{H_a(c+24|0,l,c);g=1}}while(0);if((m|0)==13){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[l>>2]|0;if(!d){u=o;return g|0}e=f[n>>2]|0;if((e|0)!=(d|0))f[n>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=o;return g|0}function r_a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=(c|0)==(a|0);b[c+12>>0]=j&1;if(j)return;while(1){i=c+8|0;d=f[i>>2]|0;h=d+12|0;if(b[h>>0]|0){g=23;break}j=d+8|0;e=f[j>>2]|0;g=f[e>>2]|0;if((g|0)==(d|0)){g=f[e+4>>2]|0;if(!g){g=7;break}g=g+12|0;if(!(b[g>>0]|0))c=g;else{g=7;break}}else{if(!g){g=16;break}g=g+12|0;if(!(b[g>>0]|0))c=g;else{g=16;break}}b[h>>0]=1;j=(e|0)==(a|0);b[e+12>>0]=j&1;b[c>>0]=1;if(j){g=23;break}else c=e}if((g|0)==7){if((f[d>>2]|0)==(c|0)){c=d;g=e}else{i=d+4|0;g=f[i>>2]|0;c=f[g>>2]|0;f[i>>2]=c;if(!c)c=e;else{f[c+8>>2]=d;c=f[j>>2]|0}f[g+8>>2]=c;c=f[j>>2]|0;f[((f[c>>2]|0)==(d|0)?c:c+4|0)>>2]=g;f[g>>2]=d;f[j>>2]=g;c=g;g=f[g+8>>2]|0}b[c+12>>0]=1;b[g+12>>0]=0;c=f[g>>2]|0;d=c+4|0;e=f[d>>2]|0;f[g>>2]=e;if(e|0)f[e+8>>2]=g;j=g+8|0;f[c+8>>2]=f[j>>2];i=f[j>>2]|0;f[((f[i>>2]|0)==(g|0)?i:i+4|0)>>2]=c;f[d>>2]=g;f[j>>2]=c;return}else if((g|0)==16){if((f[d>>2]|0)==(c|0)){h=c+4|0;g=f[h>>2]|0;f[d>>2]=g;if(g){f[g+8>>2]=d;e=f[j>>2]|0}f[i>>2]=e;e=f[j>>2]|0;f[((f[e>>2]|0)==(d|0)?e:e+4|0)>>2]=c;f[h>>2]=d;f[j>>2]=c;d=c;e=f[c+8>>2]|0}b[d+12>>0]=1;b[e+12>>0]=0;j=e+4|0;c=f[j>>2]|0;d=f[c>>2]|0;f[j>>2]=d;if(d|0)f[d+8>>2]=e;j=e+8|0;f[c+8>>2]=f[j>>2];i=f[j>>2]|0;f[((f[i>>2]|0)==(e|0)?i:i+4|0)>>2]=c;f[c>>2]=e;f[j>>2]=c;return}else if((g|0)==23)return}function s_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;k=o+16|0;l=o;f[l>>2]=0;n=l+4|0;f[n>>2]=0;f[l+8>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(!j)m=13;else{i=k+4|0;j=l+8|0;do{uRa(k,b,d);if(!(f[k>>2]|0))e=B_a(a,d,4)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[n>>2]|0;if((e|0)==(f[j>>2]|0)){xM(l,d);break b}else{q=d;p=f[q+4>>2]|0;g=e;f[g>>2]=f[q>>2];f[g+4>>2]=p;f[n>>2]=(f[n>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[l>>2]|0)==(f[n>>2]|0))m=13;else{G_a(c+24|0,l,c);g=1}}while(0);if((m|0)==13){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[l>>2]|0;if(!d){u=o;return g|0}e=f[n>>2]|0;if((e|0)!=(d|0))f[n>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=o;return g|0}function t_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=u;u=u+32|0;l=q+24|0;m=q+8|0;n=q;f[m>>2]=0;p=m+4|0;f[p>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;if(!k)o=16;else{i=l+4|0;j=n+4|0;k=m+8|0;do{DRa(l,b,d);if(!(f[l>>2]|0))e=B_a(a,d,1)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);a:do switch(e<<24>>24){case 0:{eRa(n,b,d,0,0);e=f[j>>2]|0;if(e|0)iOb(e);xh[f[(f[a>>2]|0)+16>>2]&127](a,d,0);break}case 3:{e=f[p>>2]|0;if((e|0)==(f[k>>2]|0)){uH(m,d);break a}else{s=d;r=f[s+4>>2]|0;g=e;f[g>>2]=f[s>>2];f[g+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8;break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[p>>2]|0))o=16;else F_a(c+24|0,m,c)}if((o|0)==16){s=f[c+24>>2]|0;oh[f[(f[s>>2]|0)+8>>2]&1023](s,c)}d=f[m>>2]|0;if(!d){u=q;return}e=f[p>>2]|0;if((e|0)!=(d|0))f[p>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=q;return}function u_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;e=f[d>>2]|0;k=f[d+4>>2]|0;i=e+(k<<3)|0;a:do if(!k)n=14;else{j=l+4|0;k=m+8|0;do{zRa(l,c,e);g=f[l>>2]|0;if(!g)n=5;else if(!(b[(f[g+44>>2]|0)+148>>0]&2))n=5;else g=1;if((n|0)==5){n=0;g=B_a(a,e,7)|0}h=f[j>>2]|0;if(h|0)iOb(h);b:do switch(g<<24>>24){case 0:{h=0;break a}case 3:{g=f[o>>2]|0;if((g|0)==(f[k>>2]|0)){kG(m,e);break b}else{r=e;q=f[r+4>>2]|0;h=g;f[h>>2]=f[r>>2];f[h+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(i|0));if((f[m>>2]|0)==(f[o>>2]|0))n=14;else{E_a(d+24|0,m,d);h=1}}while(0);if((n|0)==14){h=f[d+24>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,d);h=1}e=f[m>>2]|0;if(!e){u=p;return h|0}g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e);u=p;return h|0}function v_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;a:do if(!k)n=15;else{i=l+4|0;j=m+8|0;k=c+20|0;do{sRa(l,b,d);e=f[l>>2]|0;if(!e)e=B_a(a,d,8)|0;else if(!(f[k>>2]&1))e=((NFa(e)|0)^1)&1;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[o>>2]|0;if((e|0)==(f[j>>2]|0)){lE(m,d);break b}else{r=d;q=f[r+4>>2]|0;g=e;f[g>>2]=f[r>>2];f[g+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[o>>2]|0))n=15;else{D_a(c+24|0,m,c);g=1}}while(0);if((n|0)==15){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[m>>2]|0;if(!d){u=p;return g|0}e=f[o>>2]|0;if((e|0)!=(d|0))f[o>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=p;return g|0}function w_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;a:do if(!k)n=16;else{i=l+4|0;j=m+8|0;k=c+20|0;do{CRa(l,b,d);e=f[l>>2]|0;if(!e){e=B_a(a,d,10)|0;n=6}else if(lFa(e,b,(f[k>>2]|0)>>>1&1,0)|0){e=f[i>>2]|0;if(e|0)iOb(e)}else{e=0;n=6}b:do if((n|0)==6){n=0;g=f[i>>2]|0;if(g|0)iOb(g);switch(e<<24>>24){case 0:{g=0;break a}case 3:break;default:break b}e=f[o>>2]|0;if((e|0)==(f[j>>2]|0)){SD(m,d);break}else{r=d;q=f[r+4>>2]|0;g=e;f[g>>2]=f[r>>2];f[g+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[o>>2]|0))n=16;else{C_a(c+24|0,m,c);g=1}}while(0);if((n|0)==16){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[m>>2]|0;if(!d){u=p;return g|0}e=f[o>>2]|0;if((e|0)!=(d|0))f[o>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=p;return g|0}function x_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=f[a+16>>2]|0;a:{OYa(h+428|0,f[h+432>>2]|0);b=f[h+416>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);b=f[(h+408|0)>>2]|0;f[(h+408|0)>>2]=0;if(b|0)sOb(b);b=f[h+396>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=f[(c+16|0)>>2]|0;if((e|0)!=(d|0))f[(c+16|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}sOb(c)}while((b|0)!=0);b=f[(h+388|0)>>2]|0;f[(h+388|0)>>2]=0;if(b|0)sOb(b);b=f[h+376>>2]|0;if(b|0){c=f[(h+380|0)>>2]|0;if((c|0)!=(b|0))f[(h+380|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[h+364>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[(g+32|0)>>2]|0;f[(g+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(g+12|0)>>2]|0;f[(g+12|0)>>2]=0;if(c|0)sOb(c);sOb(g)}while((b|0)!=0);b=f[(h+356|0)>>2]|0;f[(h+356|0)>>2]=0;if(b|0)sOb(b);b=f[h+344>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[(e+20|0)>>2]|0;if(c|0){d=f[(e+24|0)>>2]|0;if((d|0)!=(c|0)){do{g=d+-4|0;f[(e+24|0)>>2]=g;d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(e+24|0)>>2]|0}while((d|0)!=(c|0));c=f[(e+20|0)>>2]|0}sOb(c)}sOb(e)}while((b|0)!=0);b=f[(h+336|0)>>2]|0;f[(h+336|0)>>2]=0;if(b|0)sOb(b);MYa(f[h+324>>2]|0);b=f[(h+316|0)>>2]|0;f[(h+316|0)>>2]=0;if(b|0)sOb(b);b=f[h+304>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+296|0)>>2]|0;f[(h+296|0)>>2]=0;if(b|0)sOb(b);b=f[h+284>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+276|0)>>2]|0;f[(h+276|0)>>2]=0;if(b|0)sOb(b);b=f[h+264>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+256|0)>>2]|0;f[(h+256|0)>>2]=0;if(b|0)sOb(b);PYa(h+244|0);b=f[h+232>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;PYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+224|0)>>2]|0;f[(h+224|0)>>2]=0;if(b|0)sOb(b);QYa(h+212|0);b=f[h+200>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;QYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+192|0)>>2]|0;f[(h+192|0)>>2]=0;if(b|0)sOb(b);RYa(h+180|0);b=f[h+168>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;RYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+160|0)>>2]|0;f[(h+160|0)>>2]=0;if(b|0)sOb(b);SYa(h+148|0);b=f[h+136>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;SYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+128|0)>>2]|0;f[(h+128|0)>>2]=0;if(b|0)sOb(b);UYa(h+116|0);b=f[h+104>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;UYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+96|0)>>2]|0;f[(h+96|0)>>2]=0;if(b|0)sOb(b);UYa(h+84|0);b=f[h+72>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;UYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+64|0)>>2]|0;f[(h+64|0)>>2]=0;if(b|0)sOb(b);VYa(h+52|0);b=f[h+40>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;VYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+32|0)>>2]|0;f[(h+32|0)>>2]=0;if(b|0)sOb(b);WYa(h+20|0);b=f[h+8>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;WYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[h>>2]|0;f[h>>2]=0;if(!b){f[a+1280>>2]=5;break a}sOb(b);f[a+1280>>2]=5;break a}}function y_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;O=f[a+16>>2]|0;d=f[a+496>>2]|0;n=f[a+504>>2]|0;N=f[a+816>>2]|0;b=f[a+2856>>2]|0;l=f[a+2864>>2]|0;m=f[a+3384>>2]|0;o=f[a+3392>>2]|0;g=f[a+3568>>2]|0;P=f[a+3576>>2]|0;a:{if(P){P=0;if((g|0)==354){e=f[b>>2]|0;b=e+(d*28|0)|0;k=f[l>>2]|0;if((k|0)!=(b|0)){do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];i=b+8|0;j=e+8|0;d=f[j>>2]|0;h=e+12|0;if(!d)d=e+16|0;else{g=f[h>>2]|0;if((g|0)!=(d|0))f[h>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d);d=e+16|0;f[d>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];j=b+12|0;f[h>>2]=f[j>>2];h=b+16|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;f[e+20>>2]=f[b+20>>2];d=b+24|0;j=e+24|0;i=f[d>>2]|0;f[d>>2]=0;d=f[j>>2]|0;f[j>>2]=i;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=b+28|0;e=e+28|0}while((b|0)!=(k|0));b=f[l>>2]|0}if((b|0)==(e|0))g=375;else{do{g=b+-28|0;f[l>>2]=g;k=b+-4|0;d=f[k>>2]|0;f[k>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=b+-20|0;h=f[d>>2]|0;i=b+-16|0;if((h|0)==(f[i>>2]|0)){b=f[g>>2]|0;if(!b)b=h;else{tOb(b);b=f[d>>2]|0}}else b=h;if(b|0){d=f[i>>2]|0;if((d|0)!=(b|0))f[i>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[l>>2]|0}while((b|0)!=(e|0));g=375}}else P=1}if(P){P=0;if((g|0)==444){d=f[m>>2]|0;b=d+(n*28|0)|0;k=f[o>>2]|0;if((k|0)==(b|0))j=d;else{j=d;do{f[j>>2]=f[b>>2];f[j+4>>2]=f[b+4>>2];h=b+8|0;i=j+8|0;d=f[i>>2]|0;g=j+12|0;if(!d)d=j+16|0;else{e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);d=j+16|0;f[d>>2]=0;f[g>>2]=0;f[i>>2]=0}f[i>>2]=f[h>>2];n=b+12|0;f[g>>2]=f[n>>2];m=b+16|0;f[d>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[h>>2]=0;f[b>>2]=0;f[j+20>>2]=f[b+20>>2];d=b+24|0;n=j+24|0;m=f[d>>2]|0;f[d>>2]=0;d=f[n>>2]|0;f[n>>2]=m;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=b+28|0;j=j+28|0}while((b|0)!=(k|0));b=f[o>>2]|0}if((b|0)==(j|0))g=465;else{do{g=b+-28|0;f[o>>2]=g;n=b+-4|0;d=f[n>>2]|0;f[n>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=b+-20|0;e=f[d>>2]|0;h=b+-16|0;if((e|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(!b)b=e;else{tOb(b);b=f[d>>2]|0}}else b=e;if(b|0){d=f[h>>2]|0;if((d|0)!=(b|0))f[h>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[o>>2]|0}while((b|0)!=(j|0));g=465}}else if((g|0)==515)if(1){f[a+3608>>2]=5;break a}else P=1}b=1;if(b)if((g|0)==53){b=f[(O+468|0)>>2]|0;do if(!b){D=O+468|0;I=O+468|0}else{d=O+468|0;b:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=58;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>4){g=58;break}if((c|0)==4){g=63;break b}}z=b+4|0;c=f[z>>2]|0;if(!c){g=62;break b}else{t=z;p=c}}while(0);if((g|0)==58){g=0;c=f[b>>2]|0;if(!c){g=59;break}else{t=b;p=c}}d=t;b=p}if((g|0)==59){D=b;I=b;break}else if((g|0)==62){D=b;I=z;break}else if((g|0)==63){D=b;I=d;break}}while(0);if(f[I>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=4;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=D;f[I>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[I>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==143){b=f[(O+468|0)>>2]|0;do if(!b){H=O+468|0;J=O+468|0}else{d=O+468|0;c:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=148;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>6){g=148;break}if((c|0)==6){g=153;break c}}A=b+4|0;c=f[A>>2]|0;if(!c){g=152;break c}else{x=A;s=c}}while(0);if((g|0)==148){g=0;c=f[b>>2]|0;if(!c){g=149;break}else{x=b;s=c}}d=x;b=s}if((g|0)==149){H=b;J=b;break}else if((g|0)==152){H=b;J=A;break}else if((g|0)==153){H=b;J=d;break}}while(0);if(f[J>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=6;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=H;f[J>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[J>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else b=1;if(b){b=0;if((g|0)==285){b=f[(O+468|0)>>2]|0;do if(!b){E=O+468|0;K=O+468|0}else{d=O+468|0;d:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=290;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>7){g=290;break}if((c|0)==7){g=295;break d}}B=b+4|0;c=f[B>>2]|0;if(!c){g=294;break d}else{u=B;q=c}}while(0);if((g|0)==290){g=0;c=f[b>>2]|0;if(!c){g=291;break}else{u=b;q=c}}d=u;b=q}if((g|0)==291){E=b;K=b;break}else if((g|0)==294){E=b;K=B;break}else if((g|0)==295){E=b;K=d;break}}while(0);if(f[K>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=7;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=E;f[K>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[K>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==375){b=f[(O+468|0)>>2]|0;do if(!b){F=O+468|0;L=O+468|0}else{d=O+468|0;e:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=380;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>1){g=380;break}if((c|0)==1){g=385;break e}}C=b+4|0;c=f[C>>2]|0;if(!c){g=384;break e}else{v=C;r=c}}while(0);if((g|0)==380){g=0;c=f[b>>2]|0;if(!c){g=381;break}else{v=b;r=c}}d=v;b=r}if((g|0)==381){F=b;L=b;break}else if((g|0)==384){F=b;L=C;break}else if((g|0)==385){F=b;L=d;break}}while(0);if(f[L>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=1;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=F;f[L>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[L>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==465)b=1}if(b)if(1){b=f[(O+468|0)>>2]|0;do if(!b){G=O+468|0;M=O+468|0}else{e=O+468|0;f:while(1){d=f[b+16>>2]|0;do if(d>>>0>N>>>0)g=470;else{if(d>>>0>=N>>>0){d=f[b+20>>2]|0;if((d|0)>0){g=470;break}if((d|0)>=0){g=475;break f}}y=b+4|0;c=f[y>>2]|0;if(!c){g=474;break f}else w=y}while(0);if((g|0)==470){g=0;c=f[b>>2]|0;if(!c){g=471;break}else w=b}e=w;b=c}if((g|0)==471){G=b;M=b;break}else if((g|0)==474){G=b;M=y;break}else if((g|0)==475){G=b;M=e;break}}while(0);if(f[M>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=G;f[M>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[M>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}}f[a+3568>>2]=g;f[a+3576>>2]=P}function z_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;F=f[a+16>>2]|0;w=f[a+24>>2]|0;x=f[a+32>>2]|0;B=f[a+488>>2]|0;C=f[a+496>>2]|0;D=f[a+504>>2]|0;E=f[a+816>>2]|0;y=f[a+2240>>2]|0;H=f[a+2352>>2]|0;I=f[a+2360>>2]|0;J=f[a+2856>>2]|0;K=f[a+2864>>2]|0;L=f[a+3384>>2]|0;M=f[a+3392>>2]|0;v=f[a+3568>>2]|0;N=f[a+3592>>2]|0;O=f[a+3600>>2]|0;a:{if(N){N=0;switch(O|0){case 7:{i=f[(F+196|0)>>2]|0;b:do if(i|0){if(!((i+-1|0)&i))h=(i+-1|0)&E;else if(i>>>0>E>>>0)h=E;else h=(E>>>0)%(i>>>0)|0;e=f[(f[(F+192|0)>>2]|0)+(h<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((g|0)==(E|0)|(g&(i+-1|0)|0)==(h|0)))break b;if((g|0)==(E|0))if((f[e+8>>2]|0)==(E|0))break c;e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(E|0)){if((f[e+8>>2]|0)==(E|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(h|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);H=e+12|0;I=e+16|0;g=f[H>>2]|0;h=(f[I>>2]|0)-g|0;if(!h){n=i;g=E}else{if(u_a(w,x,g)|0)B=0;else{v=285;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){B=B+1|0;if(B>>>0>=((h|0)/28|0)>>>0)break;if(!(u_a(w,x,(f[H>>2]|0)+(B*28|0)|0)|0)){v=264;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}n=f[(F+196|0)>>2]|0;g=f[e+4>>2]|0}k=f[e>>2]|0;m=n+-1|0;o=(m&n|0)==0;if(o)g=m&g;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;j=(f[(F+192|0)>>2]|0)+(g<<2)|0;l=f[j>>2]|0;while(1){h=f[l>>2]|0;if((h|0)==(e|0))break;else l=h}if((l|0)==(F+200|0|0))v=316;else{h=f[l+4>>2]|0;if(o)h=h&m;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)==(g|0)){p=k;v=324}else v=316}do if((v|0)==316){if(k|0){h=f[k+4>>2]|0;if(o)i=h&m;else if(h>>>0<n>>>0)i=h;else i=(h>>>0)%(n>>>0)|0;if((i|0)==(g|0)){r=k;d=h;v=326;break}}f[j>>2]=0;p=f[e>>2]|0;v=324}while(0);if((v|0)==324){v=0;h=p;if(!p)q=h;else{r=h;d=f[p+4>>2]|0;v=326}}if((v|0)==326){v=0;if(o)d=d&m;else if(d>>>0>=n>>>0)d=(d>>>0)%(n>>>0)|0;if((d|0)==(g|0))q=r;else{f[(f[(F+192|0)>>2]|0)+(d<<2)>>2]=l;q=f[e>>2]|0}}f[l>>2]=q;f[e>>2]=0;f[(F+204|0)>>2]=(f[(F+204|0)>>2]|0)+-1;QYa(H);sOb(e)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){case 1:{h=f[(F+36|0)>>2]|0;d:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&E;else if(h>>>0>E>>>0)g=E;else g=(E>>>0)%(h>>>0)|0;d=f[(f[(F+32|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){e:do if(!((h+-1|0)&h))while(1){e=f[d+4>>2]|0;if(!((e|0)==(E|0)|(e&(h+-1|0)|0)==(g|0)))break d;if((e|0)==(E|0))if((f[d+8>>2]|0)==(E|0))break e;d=f[d>>2]|0;if(!d)break d}else while(1){e=f[d+4>>2]|0;if((e|0)==(E|0)){if((f[d+8>>2]|0)==(E|0))break e}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break d}d=f[d>>2]|0;if(!d)break d}while(0);J=d+12|0;K=d+16|0;e=f[J>>2]|0;g=(f[K>>2]|0)-e|0;if(!g){m=h;e=E}else{if(v_a(w,x,e)|0)C=0;else{v=375;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){C=C+1|0;if(C>>>0>=((g|0)/28|0)>>>0)break;if(!(v_a(w,x,(f[J>>2]|0)+(C*28|0)|0)|0)){v=354;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}m=f[(F+36|0)>>2]|0;e=f[d+4>>2]|0}j=f[d>>2]|0;l=m+-1|0;n=(l&m|0)==0;if(n)e=l&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(F+32|0)>>2]|0)+(e<<2)|0;k=f[i>>2]|0;while(1){g=f[k>>2]|0;if((g|0)==(d|0))break;else k=g}if((k|0)==(F+40|0|0))v=406;else{g=f[k+4>>2]|0;if(n)g=g&l;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){s=j;v=414}else v=406}do if((v|0)==406){if(j|0){g=f[j+4>>2]|0;if(n)h=g&l;else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){u=j;c=g;v=416;break}}f[i>>2]=0;s=f[d>>2]|0;v=414}while(0);if((v|0)==414){v=0;g=s;if(!s)t=g;else{u=g;c=f[s+4>>2]|0;v=416}}if((v|0)==416){v=0;if(n)c=c&l;else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))t=u;else{f[(f[(F+32|0)>>2]|0)+(c<<2)>>2]=k;t=f[d>>2]|0}}f[k>>2]=t;f[d>>2]=0;f[(F+44|0)>>2]=(f[(F+44|0)>>2]|0)+-1;VYa(J);sOb(d)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){case 0:{k=f[(F+4|0)>>2]|0;f:do if(k|0){if(!((k+-1|0)&k))e=(k+-1|0)&E;else if(k>>>0>E>>>0)e=E;else e=(E>>>0)%(k>>>0)|0;c=f[(f[F>>2]|0)+(e<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){g:do if(!((k+-1|0)&k))while(1){d=f[c+4>>2]|0;if(!((d|0)==(E|0)|(d&(k+-1|0)|0)==(e|0)))break f;if((d|0)==(E|0))if((f[c+8>>2]|0)==(E|0)){m=c;break g}c=f[c>>2]|0;if(!c)break f}else while(1){d=f[c+4>>2]|0;if((d|0)==(E|0)){if((f[c+8>>2]|0)==(E|0)){m=c;break g}}else{if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(e|0))break f}c=f[c>>2]|0;if(!c)break f}while(0);L=m+12|0;M=m+16|0;c=f[L>>2]|0;d=(f[M>>2]|0)-c|0;if(!d)c=E;else{if(w_a(w,x,c)|0)D=0;else{v=465;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){D=D+1|0;if(D>>>0>=((d|0)/28|0)>>>0)break;if(!(w_a(w,x,(f[L>>2]|0)+(D*28|0)|0)|0)){v=444;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}k=f[(F+4|0)>>2]|0;c=f[m+4>>2]|0}h=f[m>>2]|0;j=k+-1|0;l=(j&k|0)==0;if(l)c=j&c;else if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;g=(f[F>>2]|0)+(c<<2)|0;i=f[g>>2]|0;while(1){d=f[i>>2]|0;if((d|0)==(m|0))break;else i=d}if((i|0)==(F+8|0|0))v=496;else{d=f[i+4>>2]|0;if(l)d=d&j;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)==(c|0)){z=h;v=504}else v=496}do if((v|0)==496){if(h|0){d=f[h+4>>2]|0;if(l)e=d&j;else if(d>>>0<k>>>0)e=d;else e=(d>>>0)%(k>>>0)|0;if((e|0)==(c|0)){b=d;G=h;v=506;break}}f[g>>2]=0;z=f[m>>2]|0;v=504}while(0);if((v|0)==504){v=0;d=z;if(!z)A=d;else{b=f[z+4>>2]|0;G=d;v=506}}if((v|0)==506){v=0;if(l)b=b&j;else if(b>>>0>=k>>>0)b=(b>>>0)%(k>>>0)|0;if((b|0)==(c|0))A=G;else{f[(f[F>>2]|0)+(b<<2)>>2]=i;A=f[m>>2]|0}}f[i>>2]=A;f[m>>2]=0;f[(F+12|0)>>2]=(f[(F+12|0)>>2]|0)+-1;WYa(L);sOb(m)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){default:{}}}y=f[(F+472|0)>>2]|0;if(!y){v=515;f[a+3616>>2]=1;break a}}f[a+488>>2]=B;f[a+496>>2]=C;f[a+504>>2]=D;f[a+2240>>2]=y;f[a+2352>>2]=H;f[a+2360>>2]=I;f[a+2856>>2]=J;f[a+2864>>2]=K;f[a+3384>>2]=L;f[a+3392>>2]=M;f[a+3568>>2]=v;f[a+3592>>2]=N}function A_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;F=f[a+16>>2]|0;w=f[a+24>>2]|0;x=f[a+32>>2]|0;C=f[a+480>>2]|0;D=f[a+512>>2]|0;E=f[a+816>>2]|0;j=f[a+824>>2]|0;H=f[a+1576>>2]|0;I=f[a+1584>>2]|0;h=f[a+1752>>2]|0;e=f[a+1808>>2]|0;i=f[a+2240>>2]|0;J=f[a+3256>>2]|0;K=f[a+3288>>2]|0;v=f[a+3568>>2]|0;a:{if(!e){e=f[(h+8|0)>>2]|0;if((f[e>>2]|0)!=(h|0)){g=h+8|0;do{z=f[g>>2]|0;g=z+8|0;e=f[g>>2]|0}while((f[e>>2]|0)!=(z|0))}}else while(1){g=f[e>>2]|0;if(!g)break;else e=g}f[(F+464|0)>>2]=e;f[(F+472|0)>>2]=i+-1;n_a(f[(F+468|0)>>2]|0,h);sOb(h);z=1;y=j|0;if(z){z=0;switch(y|0){case 2:{if(!(o_a(F,w,x,E,F+96|0)|0)){v=515;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}if(!(o_a(F,w,x,E,F+64|0)|0)){v=515;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 4:{i=f[(F+132|0)>>2]|0;b:do if(i|0){if(!((i+-1|0)&i))h=(i+-1|0)&E;else if(i>>>0>E>>>0)h=E;else h=(E>>>0)%(i>>>0)|0;e=f[(f[(F+128|0)>>2]|0)+(h<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((g|0)==(E|0)|(g&(i+-1|0)|0)==(h|0)))break b;if((g|0)==(E|0))if((f[e+8>>2]|0)==(E|0))break c;e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(E|0)){if((f[e+8>>2]|0)==(E|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(h|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);J=e+12|0;K=e+16|0;g=f[J>>2]|0;h=(f[K>>2]|0)-g|0;if(!h){n=i;g=E}else{if(q_a(w,x,g)|0)C=0;else{v=53;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}while(1){C=C+1|0;if(C>>>0>=((h|0)/28|0)>>>0)break;if(!(q_a(w,x,(f[J>>2]|0)+(C*28|0)|0)|0)){v=32;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}}n=f[(F+132|0)>>2]|0;g=f[e+4>>2]|0}k=f[e>>2]|0;m=n+-1|0;o=(m&n|0)==0;if(o)g=m&g;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;j=(f[(F+128|0)>>2]|0)+(g<<2)|0;l=f[j>>2]|0;while(1){h=f[l>>2]|0;if((h|0)==(e|0))break;else l=h}if((l|0)==(F+136|0|0))v=84;else{h=f[l+4>>2]|0;if(o)h=h&m;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)==(g|0)){p=k;v=92}else v=84}do if((v|0)==84){if(k|0){h=f[k+4>>2]|0;if(o)i=h&m;else if(h>>>0<n>>>0)i=h;else i=(h>>>0)%(n>>>0)|0;if((i|0)==(g|0)){r=k;d=h;v=94;break}}f[j>>2]=0;p=f[e>>2]|0;v=92}while(0);if((v|0)==92){v=0;h=p;if(!p)q=h;else{r=h;d=f[p+4>>2]|0;v=94}}if((v|0)==94){v=0;if(o)d=d&m;else if(d>>>0>=n>>>0)d=(d>>>0)%(n>>>0)|0;if((d|0)==(g|0))q=r;else{f[(f[(F+128|0)>>2]|0)+(d<<2)>>2]=l;q=f[e>>2]|0}}f[l>>2]=q;f[e>>2]=0;f[(F+140|0)>>2]=(f[(F+140|0)>>2]|0)+-1;SYa(J);sOb(e)}}}while(0);p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 6:{h=f[(F+164|0)>>2]|0;d:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&E;else if(h>>>0>E>>>0)g=E;else g=(E>>>0)%(h>>>0)|0;d=f[(f[(F+160|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){e:do if(!((h+-1|0)&h))while(1){e=f[d+4>>2]|0;if(!((e|0)==(E|0)|(e&(h+-1|0)|0)==(g|0)))break d;if((e|0)==(E|0))if((f[d+8>>2]|0)==(E|0))break e;d=f[d>>2]|0;if(!d)break d}else while(1){e=f[d+4>>2]|0;if((e|0)==(E|0)){if((f[d+8>>2]|0)==(E|0))break e}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break d}d=f[d>>2]|0;if(!d)break d}while(0);H=d+12|0;I=d+16|0;e=f[H>>2]|0;g=(f[I>>2]|0)-e|0;if(!g){m=h;e=E}else{if(s_a(w,x,e)|0)D=0;else{v=143;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}while(1){D=D+1|0;if(D>>>0>=((g|0)/28|0)>>>0)break;if(!(s_a(w,x,(f[H>>2]|0)+(D*28|0)|0)|0)){v=122;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}}m=f[(F+164|0)>>2]|0;e=f[d+4>>2]|0}j=f[d>>2]|0;l=m+-1|0;n=(l&m|0)==0;if(n)e=l&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(F+160|0)>>2]|0)+(e<<2)|0;k=f[i>>2]|0;while(1){g=f[k>>2]|0;if((g|0)==(d|0))break;else k=g}if((k|0)==(F+168|0|0))v=174;else{g=f[k+4>>2]|0;if(n)g=g&l;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){s=j;v=182}else v=174}do if((v|0)==174){if(j|0){g=f[j+4>>2]|0;if(n)h=g&l;else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){u=j;c=g;v=184;break}}f[i>>2]=0;s=f[d>>2]|0;v=182}while(0);if((v|0)==182){v=0;g=s;if(!s)t=g;else{u=g;c=f[s+4>>2]|0;v=184}}if((v|0)==184){v=0;if(n)c=c&l;else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))t=u;else{f[(f[(F+160|0)>>2]|0)+(c<<2)>>2]=k;t=f[d>>2]|0}}f[k>>2]=t;f[d>>2]=0;f[(F+172|0)>>2]=(f[(F+172|0)>>2]|0)+-1;RYa(H);sOb(d)}}}while(0);p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 8:{g=f[(F+228|0)>>2]|0;f:do if(g|0){if(!((g+-1|0)&g))e=(g+-1|0)&E;else if(g>>>0>E>>>0)e=E;else e=(E>>>0)%(g>>>0)|0;c=f[(f[(F+224|0)>>2]|0)+(e<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){g:do if(!((g+-1|0)&g))while(1){d=f[c+4>>2]|0;if(!((d|0)==(E|0)|(d&(g+-1|0)|0)==(e|0)))break f;if((d|0)==(E|0))if((f[c+8>>2]|0)==(E|0))break g;c=f[c>>2]|0;if(!c)break f}else while(1){d=f[c+4>>2]|0;if((d|0)==(E|0)){if((f[c+8>>2]|0)==(E|0))break g}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(e|0))break f}c=f[c>>2]|0;if(!c)break f}while(0);n=c+12|0;d=f[n>>2]|0;e=(f[c+16>>2]|0)-d|0;if(!e){l=g;d=E}else{t_a(w,x,d);if(((e|0)/28|0)>>>0>1){d=1;do{t_a(w,x,(f[n>>2]|0)+(d*28|0)|0);d=d+1|0}while((d|0)!=((e|0)/28|0|0))}l=f[(F+228|0)>>2]|0;d=f[c+4>>2]|0}i=f[c>>2]|0;k=l+-1|0;m=(k&l|0)==0;if(m)d=k&d;else if(d>>>0>=l>>>0)d=(d>>>0)%(l>>>0)|0;h=(f[(F+224|0)>>2]|0)+(d<<2)|0;j=f[h>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(c|0))break;else j=e}if((j|0)==(F+232|0|0))v=226;else{e=f[j+4>>2]|0;if(m)e=e&k;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)==(d|0)){A=i;v=234}else v=226}do if((v|0)==226){if(i|0){e=f[i+4>>2]|0;if(m)g=e&k;else if(e>>>0<l>>>0)g=e;else g=(e>>>0)%(l>>>0)|0;if((g|0)==(d|0)){G=i;b=e;v=236;break}}f[h>>2]=0;A=f[c>>2]|0;v=234}while(0);if((v|0)==234){v=0;e=A;if(!A)B=e;else{G=e;b=f[A+4>>2]|0;v=236}}if((v|0)==236){v=0;if(m)b=b&k;else if(b>>>0>=l>>>0)b=(b>>>0)%(l>>>0)|0;if((b|0)==(d|0))B=G;else{f[(f[(F+224|0)>>2]|0)+(b<<2)>>2]=j;B=f[c>>2]|0}}f[j>>2]=B;f[c>>2]=0;f[(F+236|0)>>2]=(f[(F+236|0)>>2]|0)+-1;PYa(n);sOb(c)}}}while(0);p_a(F,E);break}default:z=1}}}f[a+480>>2]=C;f[a+512>>2]=D;f[a+1576>>2]=H;f[a+1584>>2]=I;f[a+3256>>2]=J;f[a+3288>>2]=K;f[a+3568>>2]=v;f[a+3592>>2]=z;f[a+3600>>2]=y}
+function a5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(32)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;b5a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function b5a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){c5a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;c5a(a,b);return}function c5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function d5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0,D=0.0,E=0,F=0.0,G=0,H=0.0,I=0.0,J=0.0;o=u;u=u+16|0;n=o;q=+sqb(b);m=q<+sqb(a);q=+sqb(c);d=q<+sqb(b);if(!m){if(!d){c=0;u=o;return c|0}l=b+8|0;m=b+16|0;I=+p[b>>3];H=+p[l>>3];F=+p[m>>3];d=b+24|0;e=b+32|0;g=b+40|0;D=+p[d>>3];B=+p[e>>3];z=+p[g>>3];h=b+48|0;i=b+56|0;j=b+64|0;x=+p[h>>3];v=+p[i>>3];q=+p[j>>3];k=b+72|0;f[n>>2]=f[k>>2];f[n+4>>2]=f[k+4>>2];f[n+8>>2]=f[k+8>>2];J=+p[c>>3];p[c>>3]=I;p[b>>3]=J;G=c+8|0;J=+p[G>>3];p[G>>3]=+p[l>>3];p[l>>3]=J;E=c+16|0;J=+p[E>>3];p[E>>3]=+p[m>>3];p[m>>3]=J;C=c+24|0;J=+p[C>>3];p[C>>3]=+p[d>>3];p[d>>3]=J;A=c+32|0;J=+p[A>>3];p[A>>3]=+p[e>>3];p[e>>3]=J;y=c+40|0;J=+p[y>>3];p[y>>3]=+p[g>>3];p[g>>3]=J;w=c+48|0;J=+p[w>>3];p[w>>3]=+p[h>>3];p[h>>3]=J;t=c+56|0;p[i>>3]=+p[t>>3];s=c+64|0;p[j>>3]=+p[s>>3];r=c+72|0;f[k>>2]=f[r>>2];f[k+4>>2]=f[r+4>>2];f[k+8>>2]=f[r+8>>2];p[c>>3]=I;p[G>>3]=H;p[E>>3]=F;p[C>>3]=D;p[A>>3]=B;p[y>>3]=z;p[w>>3]=x;p[t>>3]=v;p[s>>3]=q;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];q=+sqb(b);if(!(q<+sqb(a))){G=1;u=o;return G|0}r=a+8|0;s=a+16|0;v=+p[a>>3];x=+p[r>>3];z=+p[s>>3];t=a+24|0;w=a+32|0;y=a+40|0;B=+p[t>>3];D=+p[w>>3];F=+p[y>>3];A=a+48|0;C=a+56|0;E=a+64|0;H=+p[A>>3];I=+p[C>>3];J=+p[E>>3];G=a+72|0;f[n>>2]=f[G>>2];f[n+4>>2]=f[G+4>>2];f[n+8>>2]=f[G+8>>2];q=+p[b>>3];p[b>>3]=v;p[a>>3]=q;q=+p[l>>3];p[l>>3]=+p[r>>3];p[r>>3]=q;q=+p[m>>3];p[m>>3]=+p[s>>3];p[s>>3]=q;q=+p[d>>3];p[d>>3]=+p[t>>3];p[t>>3]=q;q=+p[e>>3];p[e>>3]=+p[w>>3];p[w>>3]=q;q=+p[g>>3];p[g>>3]=+p[y>>3];p[y>>3]=q;q=+p[h>>3];p[h>>3]=+p[A>>3];p[A>>3]=q;p[C>>3]=+p[i>>3];p[E>>3]=+p[j>>3];f[G>>2]=f[k>>2];f[G+4>>2]=f[k+4>>2];f[G+8>>2]=f[k+8>>2];p[b>>3]=v;p[l>>3]=x;p[m>>3]=z;p[d>>3]=B;p[e>>3]=D;p[g>>3]=F;p[h>>3]=H;p[i>>3]=I;p[j>>3]=J;f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];G=2;u=o;return G|0}if(d){s=a+8|0;t=a+16|0;v=+p[a>>3];x=+p[s>>3];z=+p[t>>3];w=a+24|0;y=a+32|0;A=a+40|0;B=+p[w>>3];D=+p[y>>3];F=+p[A>>3];C=a+48|0;E=a+56|0;G=a+64|0;H=+p[C>>3];I=+p[E>>3];J=+p[G>>3];b=a+72|0;f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2];q=+p[c>>3];p[c>>3]=v;p[a>>3]=q;r=c+8|0;q=+p[r>>3];p[r>>3]=+p[s>>3];p[s>>3]=q;s=c+16|0;q=+p[s>>3];p[s>>3]=+p[t>>3];p[t>>3]=q;t=c+24|0;q=+p[t>>3];p[t>>3]=+p[w>>3];p[w>>3]=q;w=c+32|0;q=+p[w>>3];p[w>>3]=+p[y>>3];p[y>>3]=q;y=c+40|0;q=+p[y>>3];p[y>>3]=+p[A>>3];p[A>>3]=q;A=c+48|0;q=+p[A>>3];p[A>>3]=+p[C>>3];p[C>>3]=q;C=c+56|0;p[E>>3]=+p[C>>3];E=c+64|0;p[G>>3]=+p[E>>3];G=c+72|0;f[b>>2]=f[G>>2];f[b+4>>2]=f[G+4>>2];f[b+8>>2]=f[G+8>>2];p[c>>3]=v;p[r>>3]=x;p[s>>3]=z;p[t>>3]=B;p[w>>3]=D;p[y>>3]=F;p[A>>3]=H;p[C>>3]=I;p[E>>3]=J;f[G>>2]=f[n>>2];f[G+4>>2]=f[n+4>>2];f[G+8>>2]=f[n+8>>2];G=1;u=o;return G|0}e=a+8|0;g=a+16|0;v=+p[a>>3];x=+p[e>>3];z=+p[g>>3];h=a+24|0;i=a+32|0;j=a+40|0;B=+p[h>>3];D=+p[i>>3];F=+p[j>>3];k=a+48|0;l=a+56|0;m=a+64|0;H=+p[k>>3];I=+p[l>>3];J=+p[m>>3];G=a+72|0;f[n>>2]=f[G>>2];f[n+4>>2]=f[G+4>>2];f[n+8>>2]=f[G+8>>2];q=+p[b>>3];p[b>>3]=v;p[a>>3]=q;d=b+8|0;q=+p[d>>3];p[d>>3]=+p[e>>3];p[e>>3]=q;e=b+16|0;q=+p[e>>3];p[e>>3]=+p[g>>3];p[g>>3]=q;g=b+24|0;q=+p[g>>3];p[g>>3]=+p[h>>3];p[h>>3]=q;h=b+32|0;q=+p[h>>3];p[h>>3]=+p[i>>3];p[i>>3]=q;i=b+40|0;q=+p[i>>3];p[i>>3]=+p[j>>3];p[j>>3]=q;j=b+48|0;q=+p[j>>3];p[j>>3]=+p[k>>3];p[k>>3]=q;k=b+56|0;p[l>>3]=+p[k>>3];l=b+64|0;p[m>>3]=+p[l>>3];m=b+72|0;f[G>>2]=f[m>>2];f[G+4>>2]=f[m+4>>2];f[G+8>>2]=f[m+8>>2];p[b>>3]=v;p[d>>3]=x;p[e>>3]=z;p[g>>3]=B;p[h>>3]=D;p[i>>3]=F;p[j>>3]=H;p[k>>3]=I;p[l>>3]=J;f[m>>2]=f[n>>2];f[m+4>>2]=f[n+4>>2];f[m+8>>2]=f[n+8>>2];J=+sqb(c);if(!(J<+sqb(b))){G=1;u=o;return G|0}v=+p[b>>3];x=+p[d>>3];z=+p[e>>3];B=+p[g>>3];D=+p[h>>3];F=+p[i>>3];H=+p[j>>3];I=+p[k>>3];J=+p[l>>3];f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];q=+p[c>>3];p[c>>3]=v;p[b>>3]=q;r=c+8|0;q=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=q;s=c+16|0;q=+p[s>>3];p[s>>3]=+p[e>>3];p[e>>3]=q;t=c+24|0;q=+p[t>>3];p[t>>3]=+p[g>>3];p[g>>3]=q;w=c+32|0;q=+p[w>>3];p[w>>3]=+p[h>>3];p[h>>3]=q;y=c+40|0;q=+p[y>>3];p[y>>3]=+p[i>>3];p[i>>3]=q;A=c+48|0;q=+p[A>>3];p[A>>3]=+p[j>>3];p[j>>3]=q;C=c+56|0;p[k>>3]=+p[C>>3];E=c+64|0;p[l>>3]=+p[E>>3];G=c+72|0;f[m>>2]=f[G>>2];f[m+4>>2]=f[G+4>>2];f[m+8>>2]=f[G+8>>2];p[c>>3]=v;p[r>>3]=x;p[s>>3]=z;p[t>>3]=B;p[w>>3]=D;p[y>>3]=F;p[A>>3]=H;p[C>>3]=I;p[E>>3]=J;f[G>>2]=f[n>>2];f[G+4>>2]=f[n+4>>2];f[G+8>>2]=f[n+8>>2];G=2;u=o;return G|0}function e5a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0.0,K=0.0,L=0.0;A=u;u=u+16|0;z=A;y=d5a(a,b,c,e)|0;B=+sqb(d);if(!(B<+sqb(c))){c=y;u=A;return c|0}w=c+8|0;x=c+16|0;K=+p[c>>3];J=+p[w>>3];H=+p[x>>3];n=c+24|0;o=c+32|0;q=c+40|0;G=+p[n>>3];F=+p[o>>3];E=+p[q>>3];r=c+48|0;s=c+56|0;t=c+64|0;D=+p[r>>3];C=+p[s>>3];B=+p[t>>3];v=c+72|0;f[z>>2]=f[v>>2];f[z+4>>2]=f[v+4>>2];f[z+8>>2]=f[v+8>>2];L=+p[d>>3];p[d>>3]=K;p[c>>3]=L;I=d+8|0;L=+p[I>>3];p[I>>3]=+p[w>>3];p[w>>3]=L;e=d+16|0;L=+p[e>>3];p[e>>3]=+p[x>>3];p[x>>3]=L;g=d+24|0;L=+p[g>>3];p[g>>3]=+p[n>>3];p[n>>3]=L;h=d+32|0;L=+p[h>>3];p[h>>3]=+p[o>>3];p[o>>3]=L;i=d+40|0;L=+p[i>>3];p[i>>3]=+p[q>>3];p[q>>3]=L;j=d+48|0;L=+p[j>>3];p[j>>3]=+p[r>>3];p[r>>3]=L;k=d+56|0;p[s>>3]=+p[k>>3];l=d+64|0;p[t>>3]=+p[l>>3];m=d+72|0;f[v>>2]=f[m>>2];f[v+4>>2]=f[m+4>>2];f[v+8>>2]=f[m+8>>2];p[d>>3]=K;p[I>>3]=J;p[e>>3]=H;p[g>>3]=G;p[h>>3]=F;p[i>>3]=E;p[j>>3]=D;p[k>>3]=C;p[l>>3]=B;f[m>>2]=f[z>>2];f[m+4>>2]=f[z+4>>2];f[m+8>>2]=f[z+8>>2];B=+sqb(c);if(!(B<+sqb(b))){I=y+1|0;u=A;return I|0}l=b+8|0;m=b+16|0;C=+p[b>>3];D=+p[l>>3];E=+p[m>>3];e=b+24|0;d=b+32|0;g=b+40|0;F=+p[e>>3];G=+p[d>>3];H=+p[g>>3];h=b+48|0;i=b+56|0;j=b+64|0;J=+p[h>>3];K=+p[i>>3];L=+p[j>>3];k=b+72|0;f[z>>2]=f[k>>2];f[z+4>>2]=f[k+4>>2];f[z+8>>2]=f[k+8>>2];B=+p[c>>3];p[c>>3]=C;p[b>>3]=B;B=+p[w>>3];p[w>>3]=+p[l>>3];p[l>>3]=B;B=+p[x>>3];p[x>>3]=+p[m>>3];p[m>>3]=B;B=+p[n>>3];p[n>>3]=+p[e>>3];p[e>>3]=B;B=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=B;B=+p[q>>3];p[q>>3]=+p[g>>3];p[g>>3]=B;B=+p[r>>3];p[r>>3]=+p[h>>3];p[h>>3]=B;p[i>>3]=+p[s>>3];p[j>>3]=+p[t>>3];f[k>>2]=f[v>>2];f[k+4>>2]=f[v+4>>2];f[k+8>>2]=f[v+8>>2];p[c>>3]=C;p[w>>3]=D;p[x>>3]=E;p[n>>3]=F;p[o>>3]=G;p[q>>3]=H;p[r>>3]=J;p[s>>3]=K;p[t>>3]=L;f[v>>2]=f[z>>2];f[v+4>>2]=f[z+4>>2];f[v+8>>2]=f[z+8>>2];L=+sqb(b);if(!(L<+sqb(a))){I=y+2|0;u=A;return I|0}q=a+8|0;r=a+16|0;C=+p[a>>3];D=+p[q>>3];E=+p[r>>3];s=a+24|0;t=a+32|0;v=a+40|0;F=+p[s>>3];G=+p[t>>3];H=+p[v>>3];w=a+48|0;x=a+56|0;c=a+64|0;J=+p[w>>3];K=+p[x>>3];L=+p[c>>3];I=a+72|0;f[z>>2]=f[I>>2];f[z+4>>2]=f[I+4>>2];f[z+8>>2]=f[I+8>>2];B=+p[b>>3];p[b>>3]=C;p[a>>3]=B;B=+p[l>>3];p[l>>3]=+p[q>>3];p[q>>3]=B;B=+p[m>>3];p[m>>3]=+p[r>>3];p[r>>3]=B;B=+p[e>>3];p[e>>3]=+p[s>>3];p[s>>3]=B;B=+p[d>>3];p[d>>3]=+p[t>>3];p[t>>3]=B;B=+p[g>>3];p[g>>3]=+p[v>>3];p[v>>3]=B;B=+p[h>>3];p[h>>3]=+p[w>>3];p[w>>3]=B;p[x>>3]=+p[i>>3];p[c>>3]=+p[j>>3];f[I>>2]=f[k>>2];f[I+4>>2]=f[k+4>>2];f[I+8>>2]=f[k+8>>2];p[b>>3]=C;p[l>>3]=D;p[m>>3]=E;p[e>>3]=F;p[d>>3]=G;p[g>>3]=H;p[h>>3]=J;p[i>>3]=K;p[j>>3]=L;f[k>>2]=f[z>>2];f[k+4>>2]=f[z+4>>2];f[k+8>>2]=f[z+8>>2];I=y+3|0;u=A;return I|0}function f5a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0;C=u;u=u+16|0;B=C;A=e5a(a,b,c,d,g)|0;D=+sqb(e);if(!(D<+sqb(d))){c=A;u=C;return c|0}n=d+8|0;o=d+16|0;L=+p[d>>3];K=+p[n>>3];J=+p[o>>3];g=d+24|0;h=d+32|0;i=d+40|0;I=+p[g>>3];H=+p[h>>3];G=+p[i>>3];j=d+48|0;k=d+56|0;l=d+64|0;F=+p[j>>3];E=+p[k>>3];D=+p[l>>3];m=d+72|0;f[B>>2]=f[m>>2];f[B+4>>2]=f[m+4>>2];f[B+8>>2]=f[m+8>>2];M=+p[e>>3];p[e>>3]=L;p[d>>3]=M;q=e+8|0;M=+p[q>>3];p[q>>3]=+p[n>>3];p[n>>3]=M;r=e+16|0;M=+p[r>>3];p[r>>3]=+p[o>>3];p[o>>3]=M;s=e+24|0;M=+p[s>>3];p[s>>3]=+p[g>>3];p[g>>3]=M;t=e+32|0;M=+p[t>>3];p[t>>3]=+p[h>>3];p[h>>3]=M;v=e+40|0;M=+p[v>>3];p[v>>3]=+p[i>>3];p[i>>3]=M;w=e+48|0;M=+p[w>>3];p[w>>3]=+p[j>>3];p[j>>3]=M;x=e+56|0;p[k>>3]=+p[x>>3];y=e+64|0;p[l>>3]=+p[y>>3];z=e+72|0;f[m>>2]=f[z>>2];f[m+4>>2]=f[z+4>>2];f[m+8>>2]=f[z+8>>2];p[e>>3]=L;p[q>>3]=K;p[r>>3]=J;p[s>>3]=I;p[t>>3]=H;p[v>>3]=G;p[w>>3]=F;p[x>>3]=E;p[y>>3]=D;f[z>>2]=f[B>>2];f[z+4>>2]=f[B+4>>2];f[z+8>>2]=f[B+8>>2];D=+sqb(d);if(!(D<+sqb(c))){c=A+1|0;u=C;return c|0}y=c+8|0;z=c+16|0;E=+p[c>>3];F=+p[y>>3];G=+p[z>>3];q=c+24|0;r=c+32|0;s=c+40|0;H=+p[q>>3];I=+p[r>>3];J=+p[s>>3];t=c+48|0;v=c+56|0;w=c+64|0;K=+p[t>>3];L=+p[v>>3];M=+p[w>>3];x=c+72|0;f[B>>2]=f[x>>2];f[B+4>>2]=f[x+4>>2];f[B+8>>2]=f[x+8>>2];D=+p[d>>3];p[d>>3]=E;p[c>>3]=D;D=+p[n>>3];p[n>>3]=+p[y>>3];p[y>>3]=D;D=+p[o>>3];p[o>>3]=+p[z>>3];p[z>>3]=D;D=+p[g>>3];p[g>>3]=+p[q>>3];p[q>>3]=D;D=+p[h>>3];p[h>>3]=+p[r>>3];p[r>>3]=D;D=+p[i>>3];p[i>>3]=+p[s>>3];p[s>>3]=D;D=+p[j>>3];p[j>>3]=+p[t>>3];p[t>>3]=D;p[v>>3]=+p[k>>3];p[w>>3]=+p[l>>3];f[x>>2]=f[m>>2];f[x+4>>2]=f[m+4>>2];f[x+8>>2]=f[m+8>>2];p[d>>3]=E;p[n>>3]=F;p[o>>3]=G;p[g>>3]=H;p[h>>3]=I;p[i>>3]=J;p[j>>3]=K;p[k>>3]=L;p[l>>3]=M;f[m>>2]=f[B>>2];f[m+4>>2]=f[B+4>>2];f[m+8>>2]=f[B+8>>2];M=+sqb(c);if(!(M<+sqb(b))){c=A+2|0;u=C;return c|0}m=b+8|0;n=b+16|0;E=+p[b>>3];F=+p[m>>3];G=+p[n>>3];g=b+24|0;e=b+32|0;h=b+40|0;H=+p[g>>3];I=+p[e>>3];J=+p[h>>3];i=b+48|0;j=b+56|0;k=b+64|0;K=+p[i>>3];L=+p[j>>3];M=+p[k>>3];l=b+72|0;f[B>>2]=f[l>>2];f[B+4>>2]=f[l+4>>2];f[B+8>>2]=f[l+8>>2];D=+p[c>>3];p[c>>3]=E;p[b>>3]=D;D=+p[y>>3];p[y>>3]=+p[m>>3];p[m>>3]=D;D=+p[z>>3];p[z>>3]=+p[n>>3];p[n>>3]=D;D=+p[q>>3];p[q>>3]=+p[g>>3];p[g>>3]=D;D=+p[r>>3];p[r>>3]=+p[e>>3];p[e>>3]=D;D=+p[s>>3];p[s>>3]=+p[h>>3];p[h>>3]=D;D=+p[t>>3];p[t>>3]=+p[i>>3];p[i>>3]=D;p[j>>3]=+p[v>>3];p[k>>3]=+p[w>>3];f[l>>2]=f[x>>2];f[l+4>>2]=f[x+4>>2];f[l+8>>2]=f[x+8>>2];p[c>>3]=E;p[y>>3]=F;p[z>>3]=G;p[q>>3]=H;p[r>>3]=I;p[s>>3]=J;p[t>>3]=K;p[v>>3]=L;p[w>>3]=M;f[x>>2]=f[B>>2];f[x+4>>2]=f[B+4>>2];f[x+8>>2]=f[B+8>>2];M=+sqb(b);if(!(M<+sqb(a))){c=A+3|0;u=C;return c|0}r=a+8|0;s=a+16|0;E=+p[a>>3];F=+p[r>>3];G=+p[s>>3];t=a+24|0;v=a+32|0;w=a+40|0;H=+p[t>>3];I=+p[v>>3];J=+p[w>>3];x=a+48|0;y=a+56|0;z=a+64|0;K=+p[x>>3];L=+p[y>>3];M=+p[z>>3];c=a+72|0;f[B>>2]=f[c>>2];f[B+4>>2]=f[c+4>>2];f[B+8>>2]=f[c+8>>2];D=+p[b>>3];p[b>>3]=E;p[a>>3]=D;D=+p[m>>3];p[m>>3]=+p[r>>3];p[r>>3]=D;D=+p[n>>3];p[n>>3]=+p[s>>3];p[s>>3]=D;D=+p[g>>3];p[g>>3]=+p[t>>3];p[t>>3]=D;D=+p[e>>3];p[e>>3]=+p[v>>3];p[v>>3]=D;D=+p[h>>3];p[h>>3]=+p[w>>3];p[w>>3]=D;D=+p[i>>3];p[i>>3]=+p[x>>3];p[x>>3]=D;p[y>>3]=+p[j>>3];p[z>>3]=+p[k>>3];f[c>>2]=f[l>>2];f[c+4>>2]=f[l+4>>2];f[c+8>>2]=f[l+8>>2];p[b>>3]=E;p[m>>3]=F;p[n>>3]=G;p[g>>3]=H;p[e>>3]=I;p[h>>3]=J;p[i>>3]=K;p[j>>3]=L;p[k>>3]=M;f[l>>2]=f[B>>2];f[l+4>>2]=f[B+4>>2];f[l+8>>2]=f[B+8>>2];c=A+4|0;u=C;return c|0}function g5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;E=u;u=u+96|0;D=E;d=a+176|0;d5a(a,a+88|0,d,c)|0;c=a+264|0;if((c|0)==(b|0)){u=E;return}B=D+8|0;C=D+16|0;r=D+24|0;s=D+32|0;t=D+40|0;v=D+48|0;w=D+56|0;x=D+64|0;y=D+72|0;z=D+24|0;A=D+48|0;q=c;c=d;while(1){e=+sqb(q);if(e<+sqb(c)){f[D>>2]=f[q>>2];f[D+4>>2]=f[q+4>>2];f[D+8>>2]=f[q+8>>2];f[D+12>>2]=f[q+12>>2];f[D+16>>2]=f[q+16>>2];f[D+20>>2]=f[q+20>>2];e=+p[q>>3];p[D>>3]=e;p[B>>3]=+p[q+8>>3];p[C>>3]=+p[q+16>>3];d=q+24|0;f[r>>2]=f[d>>2];f[r+4>>2]=f[d+4>>2];f[r+8>>2]=f[d+8>>2];f[r+12>>2]=f[d+12>>2];f[r+16>>2]=f[d+16>>2];f[r+20>>2]=f[d+20>>2];p[r>>3]=+p[d>>3];p[s>>3]=+p[q+32>>3];p[t>>3]=+p[q+40>>3];d=q+48|0;f[v>>2]=f[d>>2];f[v+4>>2]=f[d+4>>2];f[v+8>>2]=f[d+8>>2];f[v+12>>2]=f[d+12>>2];f[v+16>>2]=f[d+16>>2];f[v+20>>2]=f[d+20>>2];p[v>>3]=+p[d>>3];p[w>>3]=+p[q+56>>3];p[x>>3]=+p[q+64>>3];d=q+72|0;f[y>>2]=f[d>>2];f[y+4>>2]=f[d+4>>2];f[y+8>>2]=f[d+8>>2];d=q;while(1){F=+p[c>>3];p[c>>3]=e;p[d>>3]=F;h=c+8|0;e=+p[h>>3];i=d+8|0;p[h>>3]=+p[i>>3];p[i>>3]=e;i=c+16|0;e=+p[i>>3];j=d+16|0;p[i>>3]=+p[j>>3];p[j>>3]=e;j=c+24|0;e=+p[j>>3];k=d+24|0;p[j>>3]=+p[k>>3];p[k>>3]=e;k=c+32|0;e=+p[k>>3];l=d+32|0;p[k>>3]=+p[l>>3];p[l>>3]=e;l=c+40|0;e=+p[l>>3];m=d+40|0;p[l>>3]=+p[m>>3];p[m>>3]=e;m=c+48|0;e=+p[m>>3];n=d+48|0;p[m>>3]=+p[n>>3];p[n>>3]=e;n=c+56|0;e=+p[n>>3];o=d+56|0;p[n>>3]=+p[o>>3];p[o>>3]=e;o=c+64|0;e=+p[o>>3];g=d+64|0;p[o>>3]=+p[g>>3];p[g>>3]=e;g=d+72|0;d=c+72|0;f[g>>2]=f[d>>2];f[g+4>>2]=f[d+4>>2];f[g+8>>2]=f[d+8>>2];if((c|0)==(a|0))break;g=c+-88|0;F=+sqb(D);if(!(F<+sqb(g)))break;e=+p[c>>3];d=c;c=g}F=+p[D>>3];p[D>>3]=+p[c>>3];p[c>>3]=F;F=+p[B>>3];p[B>>3]=+p[h>>3];p[h>>3]=F;F=+p[C>>3];p[C>>3]=+p[i>>3];p[i>>3]=F;F=+p[z>>3];p[z>>3]=+p[j>>3];p[j>>3]=F;F=+p[s>>3];p[s>>3]=+p[k>>3];p[k>>3]=F;F=+p[t>>3];p[t>>3]=+p[l>>3];p[l>>3]=F;F=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=F;F=+p[w>>3];p[w>>3]=+p[n>>3];p[n>>3]=F;F=+p[x>>3];p[x>>3]=+p[o>>3];p[o>>3]=F;f[d>>2]=f[y>>2];f[d+4>>2]=f[y+4>>2];f[d+8>>2]=f[y+8>>2]}c=q+88|0;if((c|0)==(b|0))break;else{o=q;q=c;c=o}}u=E;return}function h5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0;F=u;u=u+96|0;E=F;switch((b-a|0)/88|0|0){case 2:{c=b+-88|0;if(!(+sqb(c)<+sqb(a))){b=1;u=F;return b|0}y=a+8|0;z=a+16|0;N=+p[a>>3];M=+p[y>>3];L=+p[z>>3];A=a+24|0;B=a+32|0;C=a+40|0;K=+p[A>>3];J=+p[B>>3];I=+p[C>>3];D=a+48|0;t=a+56|0;v=a+64|0;H=+p[D>>3];G=+p[t>>3];e=+p[v>>3];w=a+72|0;f[E>>2]=f[w>>2];f[E+4>>2]=f[w+4>>2];f[E+8>>2]=f[w+8>>2];O=+p[c>>3];p[c>>3]=N;p[a>>3]=O;x=b+-80|0;O=+p[x>>3];p[x>>3]=+p[y>>3];p[y>>3]=O;y=b+-72|0;O=+p[y>>3];p[y>>3]=+p[z>>3];p[z>>3]=O;z=b+-64|0;O=+p[z>>3];p[z>>3]=+p[A>>3];p[A>>3]=O;A=b+-56|0;O=+p[A>>3];p[A>>3]=+p[B>>3];p[B>>3]=O;B=b+-48|0;O=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=O;C=b+-40|0;O=+p[C>>3];p[C>>3]=+p[D>>3];p[D>>3]=O;D=b+-32|0;p[t>>3]=+p[D>>3];a=b+-24|0;p[v>>3]=+p[a>>3];b=b+-16|0;f[w>>2]=f[b>>2];f[w+4>>2]=f[b+4>>2];f[w+8>>2]=f[b+8>>2];p[c>>3]=N;p[x>>3]=M;p[y>>3]=L;p[z>>3]=K;p[A>>3]=J;p[B>>3]=I;p[C>>3]=H;p[D>>3]=G;p[a>>3]=e;f[b>>2]=f[E>>2];f[b+4>>2]=f[E+4>>2];f[b+8>>2]=f[E+8>>2];b=1;u=F;return b|0}case 3:{d5a(a,a+88|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 4:{e5a(a,a+88|0,a+176|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 5:{f5a(a,a+88|0,a+176|0,a+264|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 1:case 0:{b=1;u=F;return b|0}default:{d=a+176|0;d5a(a,a+88|0,d,c)|0;c=a+264|0;a:do if((c|0)==(b|0)){d=1;c=0}else{s=E+8|0;t=E+16|0;v=E+24|0;w=E+32|0;x=E+40|0;y=E+48|0;z=E+56|0;A=E+64|0;B=E+72|0;C=E+24|0;D=E+48|0;r=c;c=0;while(1){O=+sqb(r);if(O<+sqb(d)){f[E>>2]=f[r>>2];f[E+4>>2]=f[r+4>>2];f[E+8>>2]=f[r+8>>2];f[E+12>>2]=f[r+12>>2];f[E+16>>2]=f[r+16>>2];f[E+20>>2]=f[r+20>>2];e=+p[r>>3];p[E>>3]=e;p[s>>3]=+p[r+8>>3];p[t>>3]=+p[r+16>>3];g=r+24|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[v+16>>2]=f[g+16>>2];f[v+20>>2]=f[g+20>>2];p[v>>3]=+p[g>>3];p[w>>3]=+p[r+32>>3];p[x>>3]=+p[r+40>>3];g=r+48|0;f[y>>2]=f[g>>2];f[y+4>>2]=f[g+4>>2];f[y+8>>2]=f[g+8>>2];f[y+12>>2]=f[g+12>>2];f[y+16>>2]=f[g+16>>2];f[y+20>>2]=f[g+20>>2];p[y>>3]=+p[g>>3];p[z>>3]=+p[r+56>>3];p[A>>3]=+p[r+64>>3];g=r+72|0;f[B>>2]=f[g>>2];f[B+4>>2]=f[g+4>>2];f[B+8>>2]=f[g+8>>2];g=r;while(1){O=+p[d>>3];p[d>>3]=e;p[g>>3]=O;n=d+8|0;O=+p[n>>3];o=g+8|0;p[n>>3]=+p[o>>3];p[o>>3]=O;o=d+16|0;O=+p[o>>3];q=g+16|0;p[o>>3]=+p[q>>3];p[q>>3]=O;q=d+24|0;O=+p[q>>3];i=g+24|0;p[q>>3]=+p[i>>3];p[i>>3]=O;i=d+32|0;O=+p[i>>3];j=g+32|0;p[i>>3]=+p[j>>3];p[j>>3]=O;j=d+40|0;O=+p[j>>3];k=g+40|0;p[j>>3]=+p[k>>3];p[k>>3]=O;k=d+48|0;O=+p[k>>3];l=g+48|0;p[k>>3]=+p[l>>3];p[l>>3]=O;l=d+56|0;O=+p[l>>3];m=g+56|0;p[l>>3]=+p[m>>3];p[m>>3]=O;m=d+64|0;O=+p[m>>3];h=g+64|0;p[m>>3]=+p[h>>3];p[h>>3]=O;h=g+72|0;g=d+72|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];if((d|0)==(a|0))break;h=d+-88|0;O=+sqb(E);if(!(O<+sqb(h)))break;e=+p[d>>3];g=d;d=h}O=+p[E>>3];p[E>>3]=+p[d>>3];p[d>>3]=O;O=+p[s>>3];p[s>>3]=+p[n>>3];p[n>>3]=O;O=+p[t>>3];p[t>>3]=+p[o>>3];p[o>>3]=O;O=+p[C>>3];p[C>>3]=+p[q>>3];p[q>>3]=O;O=+p[w>>3];p[w>>3]=+p[i>>3];p[i>>3]=O;O=+p[x>>3];p[x>>3]=+p[j>>3];p[j>>3]=O;O=+p[D>>3];p[D>>3]=+p[k>>3];p[k>>3]=O;O=+p[z>>3];p[z>>3]=+p[l>>3];p[l>>3]=O;O=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=O;f[g>>2]=f[B>>2];f[g+4>>2]=f[B+4>>2];f[g+8>>2]=f[B+8>>2];c=c+1|0;if((c|0)==8){d=0;c=(r+88|0)==(b|0);break a}}d=r+88|0;if((d|0)==(b|0)){d=1;c=0;break}else{q=r;r=d;d=q}}}while(0);b=c|d;u=F;return b|0}}return 0}function i5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>511){f[b>>2]=c+-512;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;j5a(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;k5a(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;l5a(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function j5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function k5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function l5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function m5a(a){a=a|0;sOb(a);return}function n5a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=39880;f[b+4>>2]=f[a+4>>2];return b|0}function o5a(a,b){a=a|0;b=b|0;f[b>>2]=39880;f[b+4>>2]=f[a+4>>2];return}function p5a(a){a=a|0;return}function q5a(a){a=a|0;sOb(a);return}function r5a(a,b){a=a|0;b=b|0;u5a(a+4|0,b);return}function s5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==193767?a+4|0:0)|0}function t5a(a){a=a|0;return 15336}function u5a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0;M=u;u=u+128|0;K=M+32|0;L=M;a=f[a>>2]|0;c=f[b+32>>2]|0;J=f[b+36>>2]|0;if((c|0)==(J|0)){u=M;return}y=a+8|0;z=a+236|0;A=a+248|0;B=a+104|0;C=L+8|0;D=K+16|0;E=L+16|0;F=K+40|0;G=L+24|0;H=K+64|0;I=a+112|0;j=a+240|0;k=L+8|0;l=L+16|0;m=L+24|0;n=L+8|0;o=L+16|0;q=L+24|0;r=L+16|0;s=L+24|0;t=L+16|0;v=L+24|0;w=L+16|0;x=L+24|0;do{T4a(K,c,f[y>>2]|0);if(tqb(K,z,A)|0){a=f[j>>2]|0;g=f[z>>2]|0;h=g;i=a;if((a|0)!=(g|0)){b=(a-g|0)/24|0;d=+p[B>>3];p[L>>3]=d;R=h+16|0;O=+p[R>>3];p[k>>3]=O;Q=h+40|0;e=+p[Q>>3];p[l>>3]=e;a=h+64|0;P=+p[a>>3];p[m>>3]=P;d=O<d?+p[k>>3]:+p[L>>3];d=e<d?+p[r>>3]:d;d=P<d?+p[s>>3]:d;p[B>>3]=d;P=+p[I>>3];p[L>>3]=P;e=+p[R>>3];p[n>>3]=e;O=+p[Q>>3];p[o>>3]=O;N=+p[a>>3];p[q>>3]=N;e=P<e?e:+p[L>>3];e=e<O?+p[t>>3]:e;e=e<N?+p[v>>3]:e;p[I>>3]=e;if(b>>>0>3){a=3;do{R=h+(a*24|0)|0;p[L>>3]=d;S=h+(a*24|0)+16|0;P=+p[S>>3];p[k>>3]=P;Q=R+24+16|0;O=+p[Q>>3];p[l>>3]=O;R=R+48+16|0;N=+p[R>>3];p[m>>3]=N;P=P<d?+p[k>>3]:+p[L>>3];P=O<P?+p[r>>3]:P;d=N<P?+p[s>>3]:P;p[B>>3]=d;p[L>>3]=e;P=+p[S>>3];p[n>>3]=P;N=+p[Q>>3];p[o>>3]=N;O=+p[R>>3];p[q>>3]=O;P=e<P?P:+p[L>>3];P=P<N?+p[t>>3]:P;e=P<O?+p[v>>3]:P;p[I>>3]=e;a=a+3|0}while(a>>>0<b>>>0);a=g}else a=g}if((i|0)!=(h|0))f[j>>2]=i+(~(((i+-24-a|0)>>>0)/24|0)*24|0)}else{P=+p[B>>3];p[L>>3]=P;e=+p[D>>3];p[C>>3]=e;N=+p[F>>3];p[E>>3]=N;O=+p[H>>3];p[G>>3]=O;P=e<P?e:+p[L>>3];P=N<P?+p[w>>3]:P;p[B>>3]=O<P?+p[x>>3]:P;P=+p[I>>3];P=P<e?e:P;P=P<N?N:P;p[I>>3]=P<O?O:P}c=c+88|0}while((c|0)!=(J|0));u=M;return}function v5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+8|0;h=f[a>>2]|0;j=a+4|0;c=f[j>>2]|0;e=c-h|0;g=(e|0)/12|0;d=h;if((((f[i>>2]|0)-h|0)/12|0)>>>0<=g>>>0)return;do if(!e)b=0;else if(g>>>0>357913941)vd();else{b=pOb(e)|0;break}while(0);b=b+(g*12|0)|0;g=b;if((c|0)==(d|0))e=g;else{e=g;do{h=b+-12|0;k=c;c=c+-12|0;f[h>>2]=0;l=b+-8|0;f[l>>2]=0;f[b+-4>>2]=0;f[h>>2]=f[c>>2];h=k+-8|0;f[l>>2]=f[h>>2];k=k+-4|0;f[b+-4>>2]=f[k>>2];f[k>>2]=0;f[h>>2]=0;f[c>>2]=0;b=e+-12|0;e=b}while((c|0)!=(d|0));h=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=e;f[j>>2]=g;f[i>>2]=g;g=h;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!h)return;sOb(h);return}function w5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;j=f[a>>2]|0;i=(e-j|0)/12|0;b=i+1|0;d=j;if(b>>>0>357913941)AMb(a);m=a+8|0;k=((f[m>>2]|0)-j|0)/12|0;g=k<<1;g=k>>>0<178956970?(g>>>0<b>>>0?b:g):357913941;do if(!g)h=0;else if(g>>>0>357913941)vd();else{h=pOb(g*12|0)|0;break}while(0);b=h+(i*12|0)|0;c=b;k=h+(g*12|0)|0;f[b>>2]=0;f[h+(i*12|0)+4>>2]=0;f[h+(i*12|0)+8>>2]=0;g=b+12|0;if((e|0)!=(d|0)){do{j=b+-12|0;i=e;e=e+-12|0;f[j>>2]=0;h=b+-8|0;f[h>>2]=0;f[b+-4>>2]=0;f[j>>2]=f[e>>2];j=i+-8|0;f[h>>2]=f[j>>2];i=i+-4|0;f[b+-4>>2]=f[i>>2];f[i>>2]=0;f[j>>2]=0;f[e>>2]=0;b=c+-12|0;c=b}while((e|0)!=(d|0));j=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=c;f[l>>2]=g;f[m>>2]=k;g=j;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!j)return;sOb(j);return}function x5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;i=f[k>>2]|0;m=f[a>>2]|0;d=i-m>>5;b=d+1|0;j=m;if(b>>>0>134217727)AMb(a);l=a+8|0;h=(f[l>>2]|0)-m|0;c=h>>4;c=h>>5>>>0<67108863?(c>>>0<b>>>0?b:c):134217727;do if(!c)e=0;else if(c>>>0>134217727)vd();else{e=pOb(c<<5)|0;break}while(0);b=e+(d<<5)|0;g=e+(c<<5)|0;h=b+32|0;if((i|0)!=(j|0)){e=i+-32-m|0;c=i;d=b;while(1){i=c;c=c+-32|0;p[d+-32>>3]=+p[c>>3];p[d+-24>>3]=+p[i+-24>>3];p[d+-16>>3]=+p[i+-16>>3];p[d+-8>>3]=+p[i+-8>>3];if((c|0)==(j|0))break;else d=d+-32|0}b=b+(~(e>>>5)<<5)|0}f[a>>2]=b;f[k>>2]=h;f[l>>2]=g;if(!m)return;sOb(m);return}function y5a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;x=u;u=u+416|0;w=x+80|0;d=x+376|0;s=x+368|0;m=x+392|0;o=x+352|0;t=x+132|0;v=x;l=x+120|0;e=x+104|0;q=x+116|0;wqb(d);i=+n[d+8>>2];z=i-+n[d>>2];n[s>>2]=z;j=+n[d+12>>2];y=j-+n[d+4>>2];r=s+4|0;n[r>>2]=y;if(!(!(z<=1.0)&!(y<=1.0))){u=x;return}b[m>>0]=0;b[m+1>>0]=1;Q=m+2|0;P=m+8|0;b[Q>>0]=0;b[Q+1>>0]=0;b[Q+2>>0]=0;b[Q+3>>0]=0;b[Q+4>>0]=0;b[Q+5>>0]=0;Q=m+12|0;b[P>>0]=1;b[P+1>>0]=1;b[P+2>>0]=1;b[P+3>>0]=1;b[Q>>0]=0;b[Q+1>>0]=0;b[Q+2>>0]=0;b[Q+3>>0]=0;n[w>>2]=i+-1.0;n[w+4>>2]=j+-1.0;dkb(t,c,d,w,s,o);f[v>>2]=f[t>>2];Q=v+4|0;f[Q>>2]=f[t+4>>2];P=v+8|0;f[P>>2]=f[t+8>>2];O=v+12|0;n[O>>2]=-+n[t+12>>2];N=v+16|0;f[N>>2]=f[t+16>>2];M=v+20|0;f[M>>2]=f[t+20>>2];L=v+24|0;f[L>>2]=f[t+24>>2];K=v+28|0;n[K>>2]=-+n[t+28>>2];J=v+32|0;f[J>>2]=f[t+32>>2];I=v+36|0;f[I>>2]=f[t+36>>2];H=v+40|0;f[H>>2]=f[t+40>>2];G=v+44|0;n[G>>2]=-+n[t+44>>2];F=v+48|0;f[F>>2]=f[t+48>>2];E=v+52|0;f[E>>2]=f[t+52>>2];D=v+56|0;f[D>>2]=f[t+56>>2];C=v+60|0;n[C>>2]=-+n[t+60>>2];B=v+64|0;f[B>>2]=f[t+64>>2];A=v+68|0;f[A>>2]=f[t+68>>2];d=v+72|0;f[d>>2]=f[t+72>>2];g=v+76|0;n[g>>2]=-+n[t+76>>2];f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;z5a(l,5);h=f[l>>2]|0;f[h>>2]=f[v>>2];f[h+4>>2]=f[Q>>2];f[h+8>>2]=f[P>>2];f[h+12>>2]=f[O>>2];f[h+44>>2]=f[N>>2];f[h+48>>2]=f[M>>2];f[h+52>>2]=f[L>>2];f[h+56>>2]=f[K>>2];f[h+88>>2]=f[J>>2];f[h+92>>2]=f[I>>2];f[h+96>>2]=f[H>>2];f[h+100>>2]=f[G>>2];f[h+132>>2]=f[F>>2];f[h+136>>2]=f[E>>2];f[h+140>>2]=f[D>>2];f[h+144>>2]=f[C>>2];f[h+176>>2]=f[B>>2];f[h+180>>2]=f[A>>2];f[h+184>>2]=f[d>>2];f[h+188>>2]=f[g>>2];A5a(l);B5a(e,l);h=pOb(56)|0;p[w>>3]=+n[o>>2];p[w+8>>3]=+n[o+4>>2];p[w+16>>3]=+n[o+8>>2];Mlb(h,e,w);g=f[e>>2]|0;if(g|0){d=e+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-88-g|0)>>>0)/88|0)*88|0);sOb(g)}g=okb(m,c,5,v,o)|0;d=f[l>>2]|0;if(d|0){e=f[k>>2]|0;if((e|0)!=(d|0))f[k>>2]=e+(~(((e+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}C5a(w,0,c,g);bjb(o,c,0,0,0);f[q>>2]=h;Skb(t,m,c,o,q);d=f[q>>2]|0;f[q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);p[v>>3]=+n[s>>2];p[v+8>>3]=+n[r>>2];D5a(a,c,t,v,w);Rkb(t);d=f[w>>2]|0;if(d|0){h=w+4|0;e=f[h>>2]|0;if((e|0)!=(d|0)){do{g=e+-8|0;f[h>>2]=g;e=f[e+-4>>2]|0;if(!e)e=g;else{iOb(e);e=f[h>>2]|0}}while((e|0)!=(d|0));d=f[w>>2]|0}sOb(d)}u=x;return}function z5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/44|0)>>>0>=b>>>0){do{d=c+44|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=(f[k>>2]|0)+44|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/44|0;c=e+b|0;if(c>>>0>97612893)AMb(a);g=(g-d|0)/44|0;i=g<<1;c=g>>>0<48806446?(i>>>0<c>>>0?c:i):97612893;do if(!c)h=0;else if(c>>>0>97612893)vd();else{h=pOb(c*44|0)|0;break}while(0);i=h+(e*44|0)|0;g=i;e=h+(c*44|0)|0;c=i;h=g;do{d=c+44|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=h+44|0;h=c;b=b+-1|0}while((b|0)!=0);c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=b;b=b+-44|0;g=d;d=d+-44|0;f[b>>2]=f[d>>2];f[i+-40>>2]=f[g+-40>>2];f[i+-36>>2]=f[g+-36>>2];f[i+-32>>2]=f[g+-32>>2];f[i+-28>>2]=f[g+-28>>2];f[i+-24>>2]=f[g+-24>>2];f[i+-20>>2]=f[g+-20>>2];f[i+-16>>2]=f[g+-16>>2];f[i+-12>>2]=f[g+-12>>2];f[i+-8>>2]=f[g+-8>>2];f[i+-4>>2]=f[g+-4>>2]}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function A5a(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0;d=f[a>>2]|0;b=(f[a+4>>2]|0)-d|0;c=(b|0)/44|0;b=(b|0)==0;if(b)return;else a=0;do{j=d+(a*44|0)+12|0;n[j>>2]=-+n[j>>2];h=+n[d+(a*44|0)>>2];g=+K(+h);n[d+(a*44|0)+16>>2]=g;g=+n[d+(a*44|0)+4>>2];e=+K(+g);n[d+(a*44|0)+20>>2]=e;e=+n[d+(a*44|0)+8>>2];i=+K(+e);n[d+(a*44|0)+24>>2]=i;n[d+(a*44|0)+28>>2]=h>=0.0?1.0:-1.0;n[d+(a*44|0)+32>>2]=g>=0.0?1.0:-1.0;n[d+(a*44|0)+36>>2]=e>=0.0?1.0:-1.0;a=a+1|0}while(a>>>0<c>>>0);if(b)return;else a=0;do{g=+n[d+(a*44|0)>>2];h=+n[d+(a*44|0)+4>>2];i=+n[d+(a*44|0)+8>>2];i=g*g+(h*h+i*i);n[d+(a*44|0)+40>>2]=i==0.0?0.0:1.0/i;a=a+1|0}while(a>>>0<c>>>0);return}function B5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0;q=u;u=u+32|0;d=q+12|0;l=q;c=f[b>>2]|0;k=(f[b+4>>2]|0)-c|0;m=(k|0)/44|0;f[d>>2]=0;o=d+4|0;f[o>>2]=0;f[d+8>>2]=0;k=(k|0)==0;if(k){j=0;e=0;i=0}else{if(m>>>0>268435455)AMb(d);g=pOb(m<<4)|0;f[d>>2]=g;e=g+(m<<4)|0;f[d+8>>2]=e;f[o>>2]=e;b=0;do{f[g+(b<<4)>>2]=f[c+(b*44|0)>>2];f[g+(b<<4)+4>>2]=f[c+(b*44|0)+4>>2];f[g+(b<<4)+8>>2]=f[c+(b*44|0)+8>>2];n[g+(b<<4)+12>>2]=-+n[c+(b*44|0)+12>>2];b=b+1|0}while(b>>>0<m>>>0);j=g;i=g}f[l>>2]=0;d=l+4|0;f[d>>2]=0;f[l+8>>2]=0;if(k){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;N6a(a)}else{if(m>>>0>134217727)AMb(l);g=pOb(m<<5)|0;f[l>>2]=g;h=g+(m<<5)|0;f[l+8>>2]=h;f[d>>2]=h;b=0;do{t=+n[j+(b<<4)+4>>2];s=+n[j+(b<<4)+8>>2];r=+n[j+(b<<4)+12>>2];p[g+(b<<5)>>3]=+n[j+(b<<4)>>2];p[g+(b<<5)+8>>3]=t;p[g+(b<<5)+16>>3]=s;p[g+(b<<5)+24>>3]=r;b=b+1|0}while(b>>>0<m>>>0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;if(!k){M6a(a,m);c=f[a>>2]|0;b=0;do{p[c+(b*88|0)>>3]=+p[g+(b<<5)>>3];p[c+(b*88|0)+8>>3]=+p[g+(b<<5)+8>>3];p[c+(b*88|0)+16>>3]=+p[g+(b<<5)+16>>3];p[c+(b*88|0)+24>>3]=+p[g+(b<<5)+24>>3];b=b+1|0}while((b|0)!=(m|0))}N6a(a);if((h|0)!=(g|0))f[d>>2]=h+(~((h+-32-g|0)>>>5)<<5);sOb(g)}if(!j){u=q;return}if((e|0)!=(j|0))f[o>>2]=e+(~((e+-16-j|0)>>>4)<<4);sOb(i);u=q;return}function C5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o+8|0;k=o;f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;ykb(c,d);m=j+4|0;n=j+8|0;b=pOb(8192)|0;f[j>>2]=b;f[m>>2]=b;f[n>>2]=b+8192;Ckb(c,d,1024,j);b=f[j>>2]|0;e=f[m>>2]|0;if((b|0)!=(e|0)){h=a+8|0;i=k+4|0;g=e;do{if((b|0)!=(g|0)){do{ARa(k,c,b);e=f[l>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){f[e>>2]=f[k>>2];f[e+4>>2]=f[i>>2];f[k>>2]=0;f[i>>2]=0;f[l>>2]=e+8}else{L6a(a,k);e=f[i>>2]|0;if(e|0)iOb(e)}b=b+8|0}while((b|0)!=(g|0));e=f[j>>2]|0;g=f[m>>2]|0;b=e;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-8-e|0)>>>3)<<3)}Ckb(c,d,(f[n>>2]|0)-b>>3,j);b=f[j>>2]|0;g=f[m>>2]|0}while((b|0)!=(g|0))}if(!b){zkb(c,d);u=o;return}sOb(b);zkb(c,d);u=o;return}function D5a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0;V=u;u=u+752|0;U=V+216|0;H=V+184|0;I=V+736|0;i=V+720|0;T=V+704|0;Q=V+692|0;h=V+672|0;j=V+656|0;k=V+648|0;q=V+644|0;R=V+160|0;P=V+136|0;l=V+640|0;O=V+628|0;M=V+616|0;m=V+596|0;o=V+584|0;N=V+112|0;L=V+88|0;K=V+64|0;E=V+24|0;F=V;G=a9a(AQa(c)|0)|0;ojb(U,G,e,0);p[H>>3]=-+p[U+8>>3];A=H+8|0;p[A>>3]=-+p[U+16>>3];B=H+16|0;p[B>>3]=-+p[U+24>>3];C=H+24|0;p[C>>3]=-+p[U+32>>3];U=IAa(G)|0;f[i>>2]=a;f[i+4>>2]=H;f[i+8>>2]=U;f[i+12>>2]=I;f[T>>2]=0;U=T+4|0;f[U>>2]=0;f[T+8>>2]=0;f[Q>>2]=0;S=Q+4|0;f[S>>2]=0;f[Q+8>>2]=0;f[h>>2]=I;f[h+4>>2]=a;f[h+8>>2]=i;f[h+12>>2]=T;f[h+16>>2]=Q;f[j>>2]=a;f[j+4>>2]=I;f[j+8>>2]=H;f[j+12>>2]=h;f[k>>2]=-1;f[q>>2]=-16777216;h=ySa(c)|0;e=f[h+12>>2]|0;h=f[h+16>>2]|0;i=(h|0)==0;if(!i)gOb(h);if(e|0){D=$Cb(+n[e+152>>2]*255.0)|0;z=$Cb(+n[e+156>>2]*255.0)|0;J=$Cb(+n[e+160>>2]*255.0)|0;J=z<<8&65280|D&255|J<<16&16711680|(~~+iQb(+(+n[e+164>>2]*255.0))&255)<<24;f[k>>2]=J}if(!i)iOb(h);h=ySa(c)|0;e=f[h+4>>2]|0;h=f[h+8>>2]|0;i=(h|0)==0;if(!i)gOb(h);if(e|0){D=$Cb(+n[e+152>>2]*255.0)|0;z=$Cb(+n[e+156>>2]*255.0)|0;J=$Cb(+n[e+160>>2]*255.0)|0;J=z<<8&65280|D&255|J<<16&16711680|(~~+iQb(+(+n[e+164>>2]*255.0))&255)<<24;f[q>>2]=J}if(!i)iOb(h);J=R+16|0;f[R>>2]=4e4;f[R+4>>2]=j;f[R+8>>2]=I;f[J>>2]=R;D=P+16|0;f[P>>2]=40044;f[P+4>>2]=k;f[P+8>>2]=j;f[P+12>>2]=I;f[D>>2]=P;f[l>>2]=a;f[O>>2]=0;z=O+4|0;f[z>>2]=0;f[O+8>>2]=0;f[M>>2]=0;y=M+4|0;f[y>>2]=0;f[M+8>>2]=0;f[m>>2]=I;f[m+4>>2]=a;f[m+8>>2]=l;f[m+12>>2]=O;f[m+16>>2]=M;f[o>>2]=H;f[o+4>>2]=a;f[o+8>>2]=m;t=o;x=N+16|0;f[N>>2]=40088;f[N+4>>2]=t;f[x>>2]=N;w=L+16|0;f[L>>2]=40132;f[L+4>>2]=t;f[L+8>>2]=q;f[w>>2]=L;t=K+16|0;f[K>>2]=40176;f[t>>2]=K;v=hjb(c)|0;e=f[g>>2]|0;a=f[g+4>>2]|0;if((e|0)!=(a|0)){l=E+8|0;m=E+16|0;o=E+24|0;q=I+12|0;g=I+4|0;r=I+8|0;s=I+13|0;do{Vib(E,c,G,f[e>>2]|0,0);W=+p[C>>3]+(+p[H>>3]*+p[E>>3]+(+p[A>>3]*+p[l>>3]+ +p[B>>3]*+p[m>>3]));b[q>>0]=(W<0.0?1:W*W<+p[o>>3])&1;k=f[e>>2]|0;i=f[k+96>>2]|0;k=f[(f[(f[k+4>>2]|0)+44>>2]|0)+52>>2]|0;if(!(k&4)){j=i+120|0;h=b[j>>0]|0;if(h&8){BIa(i);h=b[j>>0]|0}if(!(h&1))h=v;else h=ijb(v)|0}else h=0;f[I>>2]=h;h=k&3;f[g>>2]=h;i=f[e>>2]|0;j=f[i+196>>2]|0;if(j&1048576){h=lJa(i)|0;i=f[e>>2]|0;h=f[(f[(f[h>>2]|0)+44>>2]|0)+52>>2]&3;j=f[i+196>>2]|0}f[r>>2]=h;b[s>>0]=j>>>1&1;Qlb(d,i,E,F,R,N,K,P,L)|0;e=e+8|0}while((e|0)!=(a|0))}e=f[t>>2]|0;if((K|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[w>>2]|0;if((L|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[x>>2]|0;if((N|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[M>>2]|0;if(e|0){h=f[y>>2]|0;if((h|0)!=(e|0))f[y>>2]=h+(~(((h+-48-e|0)>>>0)/48|0)*48|0);sOb(e)}e=f[O>>2]|0;if(e|0){h=f[z>>2]|0;if((h|0)!=(e|0))f[z>>2]=h+(~(((h+-48-e|0)>>>0)/48|0)*48|0);sOb(e)}e=f[D>>2]|0;if((P|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[J>>2]|0;if((R|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[Q>>2]|0;if(e|0){h=f[S>>2]|0;if((h|0)!=(e|0))f[S>>2]=h+(~(((h+-72-e|0)>>>0)/72|0)*72|0);sOb(e)}e=f[T>>2]|0;if(!e){u=V;return}h=f[U>>2]|0;if((h|0)!=(e|0))f[U>>2]=h+(~(((h+-72-e|0)>>>0)/72|0)*72|0);sOb(e);u=V;return}function E5a(a){a=a|0;return}function F5a(a){a=a|0;sOb(a);return}function G5a(a){a=a|0;a=pOb(8)|0;f[a>>2]=40176;return a|0}function H5a(a,b){a=a|0;b=b|0;f[b>>2]=40176;return}function I5a(a){a=a|0;return}function J5a(a){a=a|0;sOb(a);return}function K5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function L5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==194869?a+4|0:0)|0}function M5a(a){a=a|0;return 15368}function N5a(a){a=a|0;return}function O5a(a){a=a|0;sOb(a);return}function P5a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=40132;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function Q5a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=40132;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function R5a(a){a=a|0;return}function S5a(a){a=a|0;sOb(a);return}function T5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0;d=u;u=u+16|0;e=d;g=f[a+4>>2]|0;a=f[a+8>>2]|0;b=f[b>>2]|0;j=c+116|0;i=f[j+4>>2]|0;c=e;f[c>>2]=f[j>>2];f[c+4>>2]=i;f[e+8>>2]=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;W5a(g,b,e,1);u=d;return}function U5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==195461?a+4|0:0)|0}function V5a(a){a=a|0;return 15400}function W5a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0;P=u;u=u+192|0;N=P+96|0;O=P+48|0;w=P;h=f[a+4>>2]|0;m=+p[c>>3];o=+p[c+24>>3];g=c+8|0;if(m==o){k=+p[g>>3];l=+p[c+32>>3];if(k==l)if(+p[c+16>>3]==+p[c+40>>3]){u=P;return}}else{k=+p[g>>3];l=+p[c+32>>3]}p[w>>3]=m;t=w+8|0;p[t>>3]=k;V=+p[c+16>>3];v=w+16|0;p[v>>3]=V;s=w+24|0;p[s>>3]=o;x=w+32|0;p[x>>3]=l;Q=+p[c+40>>3];y=w+40|0;p[y>>3]=Q;c=f[a>>2]|0;T=+p[c>>3];S=+p[c+8>>3];R=+p[c+16>>3];U=+p[c+24>>3];j=w+24|0;g=U+(T*m+(S*k+R*V))>=0.0;if(g^U+(T*o+(S*l+R*Q))>=0.0){cCa(N,c,w,j);i=(g^1)&1;V=+p[N>>3];L=w+(i*24|0)|0;p[N>>3]=+p[L>>3];p[L>>3]=V;L=N+8|0;V=+p[L>>3];M=w+(i*24|0)+8|0;p[L>>3]=+p[M>>3];p[M>>3]=V;p[w+(i*24|0)+16>>3]=+p[N+16>>3];i=9}else if(g){d=h+2944|0;f[d>>2]=(f[d>>2]|0)+1}else i=9;a:do if((i|0)==9){M=f[a+8>>2]|0;g=f[M+4>>2]|0;if(!e)if(!(b[(f[M>>2]|0)+13>>0]|0)){q=g+2852|0;r=g+2856|0;if((f[q>>2]|0)!=(f[r>>2]|0)){L=M+12|0;g=f[L>>2]|0;h=f[g>>2]|0;c=g+4|0;a=f[c>>2]|0;if((a|0)==(h|0))n=g;else{f[c>>2]=a+(~(((a+-48-h|0)>>>0)/48|0)*48|0);h=f[L>>2]|0;n=h;h=f[h+4>>2]|0}k=+p[w>>3];p[N>>3]=k;j=N+8|0;p[j>>3]=+p[t>>3];e=N+16|0;p[e>>3]=+p[v>>3];i=N+24|0;p[i>>3]=+p[s>>3];a=N+32|0;p[a>>3]=+p[x>>3];c=N+40|0;p[c>>3]=+p[y>>3];g=n+4|0;if(h>>>0<(f[n+8>>2]|0)>>>0){f[h>>2]=f[N>>2];f[h+4>>2]=f[N+4>>2];f[h+8>>2]=f[N+8>>2];f[h+12>>2]=f[N+12>>2];f[h+16>>2]=f[N+16>>2];f[h+20>>2]=f[N+20>>2];p[h>>3]=k;p[h+8>>3]=+p[j>>3];p[h+16>>3]=+p[e>>3];K=h+24|0;f[K>>2]=f[i>>2];f[K+4>>2]=f[i+4>>2];f[K+8>>2]=f[i+8>>2];f[K+12>>2]=f[i+12>>2];f[K+16>>2]=f[i+16>>2];f[K+20>>2]=f[i+20>>2];p[K>>3]=+p[i>>3];p[h+32>>3]=+p[a>>3];p[h+40>>3]=+p[c>>3];f[g>>2]=(f[g>>2]|0)+48}else X5a(n,N);g=f[q>>2]|0;s=f[r>>2]|0;if((g|0)!=(s|0)){t=M+16|0;v=N+8|0;w=N+16|0;x=N+24|0;y=N+32|0;z=N+40|0;A=N+48|0;B=N+56|0;C=O+8|0;D=N+64|0;E=O+16|0;F=O+24|0;G=N+72|0;H=N+80|0;I=O+32|0;J=N+88|0;K=O+40|0;do{c=f[t>>2]|0;a=f[c>>2]|0;h=c+4|0;i=f[h>>2]|0;if((i|0)!=(a|0)){f[h>>2]=i+(~(((i+-48-a|0)>>>0)/48|0)*48|0);c=f[t>>2]|0}r=f[L>>2]|0;j=f[c>>2]|0;f[c>>2]=f[r>>2];f[r>>2]=j;j=c+4|0;q=r+4|0;n=f[j>>2]|0;f[j>>2]=f[q>>2];f[q>>2]=n;q=c+8|0;c=r+8|0;r=f[q>>2]|0;f[q>>2]=f[c>>2];f[c>>2]=r;c=f[g>>2]|0;r=f[g+4>>2]|0;if((c|0)!=(r|0))do{i=f[t>>2]|0;a=(f[i+4>>2]|0)-(f[i>>2]|0)|0;b:do if(a|0){a=(a|0)/48|0;h=0;while(1){i=f[i>>2]|0;e=i+(h*48|0)|0;switch((S6a(c,e,N,0.0)|0)<<24>>24){case 4:case 2:case 0:{h=h+1|0;break}case 1:{j=f[L>>2]|0;n=j+4|0;q=f[n>>2]|0;if((q|0)==(f[j+8>>2]|0))Y5a(j,e);else{p[q>>3]=+p[e>>3];p[q+8>>3]=+p[i+(h*48|0)+8>>3];p[q+16>>3]=+p[i+(h*48|0)+16>>3];p[q+24>>3]=+p[i+(h*48|0)+24>>3];p[q+32>>3]=+p[i+(h*48|0)+32>>3];p[q+40>>3]=+p[i+(h*48|0)+40>>3];f[n>>2]=q+48}j=f[t>>2]|0;i=(f[j>>2]|0)+(h*48|0)|0;e=i+48|0;j=j+4|0;n=f[j>>2]|0;if((e|0)!=(n|0))do{V=+p[e>>3];p[e>>3]=+p[i>>3];p[i>>3]=V;W=e+8|0;V=+p[W>>3];q=i+8|0;p[W>>3]=+p[q>>3];p[q>>3]=V;q=e+16|0;V=+p[q>>3];W=i+16|0;p[q>>3]=+p[W>>3];p[W>>3]=V;W=e+24|0;V=+p[W>>3];q=i+24|0;p[W>>3]=+p[q>>3];p[q>>3]=V;q=e+32|0;V=+p[q>>3];W=i+32|0;p[q>>3]=+p[W>>3];p[W>>3]=V;W=e+40|0;V=+p[W>>3];q=i+40|0;p[W>>3]=+p[q>>3];p[q>>3]=V;e=e+48|0;i=i+48|0}while((e|0)!=(n|0));if((n|0)!=(i|0))f[j>>2]=n+(~(((n+-48-i|0)>>>0)/48|0)*48|0);a=a+-1|0;break}case 3:{S=+p[v>>3];T=+p[w>>3];U=+p[x>>3];V=+p[y>>3];k=+p[z>>3];p[e>>3]=+p[N>>3];p[i+(h*48|0)+8>>3]=S;p[i+(h*48|0)+16>>3]=T;p[i+(h*48|0)+24>>3]=U;p[i+(h*48|0)+32>>3]=V;p[i+(h*48|0)+40>>3]=k;i=f[L>>2]|0;k=+p[A>>3];p[O>>3]=k;p[C>>3]=+p[B>>3];p[E>>3]=+p[D>>3];p[F>>3]=+p[G>>3];p[I>>3]=+p[H>>3];p[K>>3]=+p[J>>3];e=i+4|0;j=f[e>>2]|0;if(j>>>0<(f[i+8>>2]|0)>>>0){f[j>>2]=f[O>>2];f[j+4>>2]=f[O+4>>2];f[j+8>>2]=f[O+8>>2];f[j+12>>2]=f[O+12>>2];f[j+16>>2]=f[O+16>>2];f[j+20>>2]=f[O+20>>2];p[j>>3]=k;p[j+8>>3]=+p[C>>3];p[j+16>>3]=+p[E>>3];W=j+24|0;f[W>>2]=f[F>>2];f[W+4>>2]=f[F+4>>2];f[W+8>>2]=f[F+8>>2];f[W+12>>2]=f[F+12>>2];f[W+16>>2]=f[F+16>>2];f[W+20>>2]=f[F+20>>2];p[W>>3]=+p[F>>3];p[j+32>>3]=+p[I>>3];p[j+40>>3]=+p[K>>3];f[e>>2]=(f[e>>2]|0)+48}else Z5a(i,O);h=h+1|0;break}default:{}}if(h>>>0>=a>>>0)break b;i=f[t>>2]|0}}while(0);c=c+32|0}while((c|0)!=(r|0));g=g+12|0}while((g|0)!=(s|0))}j=f[L>>2]|0;g=f[j>>2]|0;j=f[j+4>>2]|0;if((g|0)==(j|0))break;e=M+8|0;while(1){c=f[f[e>>2]>>2]|0;a=g+24|0;h=c+2652|0;i=f[h>>2]|0;if(i>>>0<(f[c+2656>>2]|0)>>>0){p[i>>3]=+p[g>>3];p[i+8>>3]=+p[g+8>>3];p[i+16>>3]=+p[g+16>>3];p[i+24>>3]=+p[a>>3];p[i+32>>3]=+p[g+32>>3];p[i+40>>3]=+p[g+40>>3];W=i+48|0;f[W>>2]=f[d>>2];f[W+4>>2]=f[d+4>>2];f[W+8>>2]=f[d+8>>2];f[h>>2]=(f[h>>2]|0)+64}else b4a(c+2648|0,g,a,d);W=c+2940|0;f[W>>2]=(f[W>>2]|0)+1;g=g+48|0;if((g|0)==(j|0))break a}}}g=f[f[M+8>>2]>>2]|0;c=g+2652|0;a=f[c>>2]|0;if(a>>>0<(f[g+2656>>2]|0)>>>0){p[a>>3]=+p[w>>3];p[a+8>>3]=+p[t>>3];p[a+16>>3]=+p[v>>3];p[a+24>>3]=+p[j>>3];p[a+32>>3]=+p[x>>3];p[a+40>>3]=+p[y>>3];W=a+48|0;f[W>>2]=f[d>>2];f[W+4>>2]=f[d+4>>2];f[W+8>>2]=f[d+8>>2];f[c>>2]=(f[c>>2]|0)+64}else b4a(g+2648|0,w,j,d);W=g+2940|0;f[W>>2]=(f[W>>2]|0)+1}while(0);u=P;return}function X5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];e=g+(h*48|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{n=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function Y5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];p[g+(h*48|0)+24>>3]=+p[b+24>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{h=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[h+-40>>3];p[c+-32>>3]=+p[h+-32>>3];p[c+-24>>3]=+p[h+-24>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function Z5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];e=g+(h*48|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{n=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function _5a(a){a=a|0;return}function $5a(a){a=a|0;sOb(a);return}function a6a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=40088;f[b+4>>2]=f[a+4>>2];return b|0}function b6a(a,b){a=a|0;b=b|0;f[b>>2]=40088;f[b+4>>2]=f[a+4>>2];return}function c6a(a){a=a|0;return}function d6a(a){a=a|0;sOb(a);return}function e6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=u;u=u+32|0;l=e+16|0;g=e;a=f[a+4>>2]|0;b=f[b>>2]|0;yqb(l,c,f[d>>2]|0);i=$Cb(+n[l>>2]*255.0)|0;j=$Cb(+n[l+4>>2]*255.0)|0;h=$Cb(+n[l+8>>2]*255.0)|0;d=~~+iQb(+(+n[l+12>>2]*255.0))&255;l=c+116|0;k=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[g+8>>2]=j<<8&65280|i&255|h<<16&16711680|(d&255)<<24;W5a(a,b,g,0);u=e;return}function f6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==196051?a+4|0:0)|0}function g6a(a){a=a|0;return 15432}function h6a(a){a=a|0;sOb(a);return}function i6a(a){a=a|0;var b=0,c=0;b=pOb(16)|0;c=a+4|0;f[b>>2]=40044;a=b+4|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];return b|0}function j6a(a,b){a=a|0;b=b|0;a=a+4|0;f[b>>2]=40044;b=b+4|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return}function k6a(a){a=a|0;return}function l6a(a){a=a|0;sOb(a);return}function m6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;d=u;u=u+16|0;e=d;j=f[a+4>>2]|0;i=f[a+8>>2]|0;g=f[b>>2]|0;b=f[(f[a+12>>2]|0)+8>>2]|0;k=c+116|0;a=f[k+4>>2]|0;c=e;f[c>>2]=f[k>>2];f[c+4>>2]=a;f[e+8>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;p6a(i,g,e,b,1);u=d;return}function n6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==196641?a+4|0:0)|0}function o6a(a){a=a|0;return 15464}function p6a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0.0,n=0,o=0;o=u;u=u+224|0;k=o+144|0;n=o;l=f[a>>2]|0;m=+p[c>>3];j=+p[c+24>>3];if(m==j)if(+p[c+8>>3]==+p[c+32>>3]){if(!(+p[c+16>>3]==+p[c+40>>3]))h=4}else h=4;else h=4;do if((h|0)==4){i=+p[c+48>>3];if(m==i)if(+p[c+8>>3]==+p[c+56>>3])if(+p[c+16>>3]==+p[c+64>>3])break;if(j==i)if(+p[c+32>>3]==+p[c+56>>3])if(+p[c+40>>3]==+p[c+64>>3])break;if((e|0)==1){p[k>>3]=i;p[k+8>>3]=+p[c+56>>3];p[k+16>>3]=+p[c+64>>3];p[k+24>>3]=j;p[k+32>>3]=+p[c+32>>3];p[k+40>>3]=+p[c+40>>3];p[k+48>>3]=m;p[k+56>>3]=+p[c+8>>3];p[k+64>>3]=+p[c+16>>3];c=k}if(!(b[(f[a+4>>2]|0)+12>>0]|0))q6a(f[a+12>>2]|0,c,d,g);else{h=bCa(f[a+8>>2]|0,c,n)|0;if(h|0){c=a+12|0;q6a(f[c>>2]|0,n,d,g);if(h>>>0>3)q6a(f[c>>2]|0,n+72|0,d,g)}}u=o;return}while(0);n=l+2932|0;f[n>>2]=(f[n>>2]|0)+1;u=o;return}function q6a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0;r=u;u=u+1488|0;l=f[a+4>>2]|0;if(!e)if(!(b[(f[a>>2]|0)+13>>0]|0))if((f[(l+2852|0)>>2]|0)!=(f[(l+2856|0)>>2]|0)){e=f[(a+12|0)>>2]|0;h=f[e>>2]|0;g=f[(e+4|0)>>2]|0;if((g|0)!=(h|0)){f[(e+4|0)>>2]=g+(~(((g+-72-h|0)>>>0)/72|0)*72|0);h=f[(a+12|0)>>2]|0;e=h;h=f[h+4>>2]|0}j=+p[c>>3];p[(r+72|0)>>3]=j;p[((r+72|0)+8|0)>>3]=+p[c+8>>3];p[((r+72|0)+16|0)>>3]=+p[c+16>>3];i=(r+72|0)+24|0;p[i>>3]=+p[c+24>>3];p[((r+72|0)+32|0)>>3]=+p[c+32>>3];p[((r+72|0)+40|0)>>3]=+p[c+40>>3];k=(r+72|0)+48|0;p[k>>3]=+p[c+48>>3];p[((r+72|0)+56|0)>>3]=+p[c+56>>3];p[((r+72|0)+64|0)>>3]=+p[c+64>>3];g=e+4|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[(r+72|0)>>2];f[h+4>>2]=f[(r+72|0)+4>>2];f[h+8>>2]=f[(r+72|0)+8>>2];f[h+12>>2]=f[(r+72|0)+12>>2];f[h+16>>2]=f[(r+72|0)+16>>2];f[h+20>>2]=f[(r+72|0)+20>>2];p[h>>3]=j;p[h+8>>3]=+p[((r+72|0)+8|0)>>3];p[h+16>>3]=+p[((r+72|0)+16|0)>>3];q=h+24|0;f[q>>2]=f[i>>2];f[q+4>>2]=f[i+4>>2];f[q+8>>2]=f[i+8>>2];f[q+12>>2]=f[i+12>>2];f[q+16>>2]=f[i+16>>2];f[q+20>>2]=f[i+20>>2];p[q>>3]=+p[i>>3];p[h+32>>3]=+p[((r+72|0)+32|0)>>3];p[h+40>>3]=+p[((r+72|0)+40|0)>>3];q=h+48|0;f[q>>2]=f[k>>2];f[q+4>>2]=f[k+4>>2];f[q+8>>2]=f[k+8>>2];f[q+12>>2]=f[k+12>>2];f[q+16>>2]=f[k+16>>2];f[q+20>>2]=f[k+20>>2];p[q>>3]=+p[k>>3];p[h+56>>3]=+p[((r+72|0)+56|0)>>3];p[h+64>>3]=+p[((r+72|0)+64|0)>>3];f[g>>2]=(f[g>>2]|0)+72}else s6a(e,r+72|0);e=f[(l+2852|0)>>2]|0;q=f[(l+2856|0)>>2]|0;if((e|0)!=(q|0)){o=e;do{e=f[(a+16|0)>>2]|0;g=f[e>>2]|0;h=f[(e+4|0)>>2]|0;if((h|0)!=(g|0)){f[(e+4|0)>>2]=h+(~(((h+-72-g|0)>>>0)/72|0)*72|0);e=f[(a+16|0)>>2]|0}m=f[(a+12|0)>>2]|0;c=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=c;c=e+4|0;l=f[c>>2]|0;f[c>>2]=f[(m+4|0)>>2];f[(m+4|0)>>2]=l;l=e+8|0;e=f[l>>2]|0;f[l>>2]=f[(m+8|0)>>2];f[(m+8|0)>>2]=e;e=f[o>>2]|0;m=f[o+4>>2]|0;if((e|0)!=(m|0))do{h=f[(a+12|0)>>2]|0;l=(f[h+4>>2]|0)-(f[h>>2]|0)|0;a:do if(l|0){g=0;while(1){h=f[h>>2]|0;i=h+(g*72|0)|0;Q6a(r+288|0,e,i,r+72|0,0.0);if((b[(r+288|0)>>0]|0)==3){z=+p[((r+72|0)+8|0)>>3];y=+p[((r+72|0)+16|0)>>3];x=+p[((r+72|0)+24|0)>>3];w=+p[((r+72|0)+32|0)>>3];v=+p[((r+72|0)+40|0)>>3];t=+p[((r+72|0)+48|0)>>3];s=+p[((r+72|0)+56|0)>>3];j=+p[((r+72|0)+64|0)>>3];p[i>>3]=+p[(r+72|0)>>3];p[h+(g*72|0)+8>>3]=z;p[h+(g*72|0)+16>>3]=y;p[h+(g*72|0)+24>>3]=x;p[h+(g*72|0)+32>>3]=w;p[h+(g*72|0)+40>>3]=v;p[h+(g*72|0)+48>>3]=t;p[h+(g*72|0)+56>>3]=s;p[h+(g*72|0)+64>>3]=j;h=b[((r+288|0)+2|0)>>0]|0;if((h&255)>3){c=3;do{i=f[(a+12|0)>>2]|0;j=+p[(r+72|0)+(c*24|0)>>3];p[r>>3]=j;p[(r+8|0)>>3]=+p[(r+72|0)+(c*24|0)+8>>3];p[(r+16|0)>>3]=+p[(r+72|0)+(c*24|0)+16>>3];k=c+1|0;p[(r+24|0)>>3]=+p[(r+72|0)+(k*24|0)>>3];p[(r+32|0)>>3]=+p[(r+72|0)+(k*24|0)+8>>3];p[(r+40|0)>>3]=+p[(r+72|0)+(k*24|0)+16>>3];k=c+2|0;p[(r+48|0)>>3]=+p[(r+72|0)+(k*24|0)>>3];p[(r+56|0)>>3]=+p[(r+72|0)+(k*24|0)+8>>3];p[(r+64|0)>>3]=+p[(r+72|0)+(k*24|0)+16>>3];k=f[(i+4|0)>>2]|0;if(k>>>0<(f[i+8>>2]|0)>>>0){f[k>>2]=f[r>>2];f[k+4>>2]=f[r+4>>2];f[k+8>>2]=f[r+8>>2];f[k+12>>2]=f[r+12>>2];f[k+16>>2]=f[r+16>>2];f[k+20>>2]=f[r+20>>2];p[k>>3]=j;p[k+8>>3]=+p[(r+8|0)>>3];p[k+16>>3]=+p[(r+16|0)>>3];f[(k+24|0)>>2]=f[(r+24|0)>>2];f[(k+24|0)+4>>2]=f[(r+24|0)+4>>2];f[(k+24|0)+8>>2]=f[(r+24|0)+8>>2];f[(k+24|0)+12>>2]=f[(r+24|0)+12>>2];f[(k+24|0)+16>>2]=f[(r+24|0)+16>>2];f[(k+24|0)+20>>2]=f[(r+24|0)+20>>2];p[(k+24|0)>>3]=+p[(r+24|0)>>3];p[k+32>>3]=+p[(r+32|0)>>3];p[k+40>>3]=+p[(r+40|0)>>3];f[(k+48|0)>>2]=f[(r+48|0)>>2];f[(k+48|0)+4>>2]=f[(r+48|0)+4>>2];f[(k+48|0)+8>>2]=f[(r+48|0)+8>>2];f[(k+48|0)+12>>2]=f[(r+48|0)+12>>2];f[(k+48|0)+16>>2]=f[(r+48|0)+16>>2];f[(k+48|0)+20>>2]=f[(r+48|0)+20>>2];p[(k+48|0)>>3]=+p[(r+48|0)>>3];p[k+56>>3]=+p[(r+56|0)>>3];p[k+64>>3]=+p[(r+64|0)>>3];f[(i+4|0)>>2]=(f[(i+4|0)>>2]|0)+72}else{t6a(i,r);h=b[((r+288|0)+2|0)>>0]|0}c=c+3|0}while(c>>>0<(h&255)>>>0)}}g=g+1|0;if(g>>>0>=((l|0)/72|0)>>>0)break a;h=f[(a+12|0)>>2]|0}}while(0);i=f[(a+16|0)>>2]|0;g=(f[i+4>>2]|0)-(f[i>>2]|0)|0;b:do if(g|0){k=0;h=(g|0)/72|0;g=i;while(1){A=f[g>>2]|0;i=A+(k*72|0)|0;Q6a(r+288|0,e,i,r+72|0,0.0);c=1;l=b[(r+288|0)>>0]|0;f[r+320>>2]=a;f[r+400>>2]=k;f[r+408>>2]=h;f[r+808>>2]=A;f[r+816>>2]=g;f[r+824>>2]=i;f[r+1392>>2]=c;f[r+1400>>2]=l;f[r+1408>>2]=0;f[r+1412>>2]=0;L7a(r);k=f[r+400>>2]|0;h=f[r+408>>2]|0;g=f[r+816>>2]|0;G=f[r+1408>>2]|0;D=f[r+1412>>2]|0;H=+n[r+1412>>2];f[r+1408>>2]=0;f[r+1412>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break b}}}while(0);e=e+32|0}while((e|0)!=(m|0));o=o+12|0}while((o|0)!=(q|0))}g=f[(a+12|0)>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;if((e|0)==(g|0)){u=r;return}do{r6a(f[(a+8|0)>>2]|0,e,d);e=e+72|0}while((e|0)!=(g|0));u=r;return}r6a(f[a+8>>2]|0,c,d);u=r;return}function r6a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0;H=u;u=u+208|0;A=H+144|0;e=H+120|0;g=H+96|0;i=H+72|0;s=H+48|0;x=H+24|0;y=H;G=f[a>>2]|0;if(b[G+24>>0]|0){z=v6a(G+2948|0,d)|0;l=+p[c>>3];p[e>>3]=l;B=c+8|0;m=+p[B>>3];p[e+8>>3]=m;C=c+16|0;n=+p[C>>3];p[e+16>>3]=n;D=c+24|0;o=+p[D>>3];p[g>>3]=o;E=c+32|0;q=+p[E>>3];p[g+8>>3]=q;F=c+40|0;r=+p[F>>3];p[g+16>>3]=r;if(l!=o){j=o;k=l;h=5}else if(m!=q){j=q;k=m;h=5}else if(n<r)h=6;else h=7;if((h|0)==5)if(k<j)h=6;else h=7;if((h|0)==6){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(e,g)|0}else if((h|0)==7){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(g,e)|0}f[A+48>>2]=e;e=x6a(z,A)|0;t=c+48|0;v=c+56|0;w=c+64|0;g=e+144|0;h=f[g>>2]|0;if((h|0)!=2){r=+p[w>>3];q=+p[v>>3];o=+p[t>>3];n=+p[F>>3];m=+p[E>>3];l=+p[D>>3];k=+p[C>>3];j=+p[B>>3];I=+p[c>>3];f[g>>2]=h+1;p[e+(h*72|0)>>3]=I;p[e+(h*72|0)+8>>3]=j;p[e+(h*72|0)+16>>3]=k;p[e+(h*72|0)+24>>3]=l;p[e+(h*72|0)+32>>3]=m;p[e+(h*72|0)+40>>3]=n;p[e+(h*72|0)+48>>3]=o;p[e+(h*72|0)+56>>3]=q;p[e+(h*72|0)+64>>3]=r}l=+p[D>>3];p[i>>3]=l;m=+p[E>>3];p[i+8>>3]=m;n=+p[F>>3];p[i+16>>3]=n;o=+p[t>>3];p[s>>3]=o;q=+p[v>>3];p[s+8>>3]=q;r=+p[w>>3];p[s+16>>3]=r;if(l!=o){j=o;k=l;h=13}else if(m!=q){j=q;k=m;h=13}else if(n<r)h=14;else h=15;if((h|0)==13)if(k<j)h=14;else h=15;if((h|0)==14){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(i,s)|0}else if((h|0)==15){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(s,i)|0}f[A+48>>2]=e;h=x6a(z,A)|0;e=h+144|0;g=f[e>>2]|0;if((g|0)!=2){I=+p[w>>3];r=+p[v>>3];q=+p[t>>3];o=+p[F>>3];n=+p[E>>3];m=+p[D>>3];l=+p[C>>3];k=+p[B>>3];j=+p[c>>3];f[e>>2]=g+1;p[h+(g*72|0)>>3]=j;p[h+(g*72|0)+8>>3]=k;p[h+(g*72|0)+16>>3]=l;p[h+(g*72|0)+24>>3]=m;p[h+(g*72|0)+32>>3]=n;p[h+(g*72|0)+40>>3]=o;p[h+(g*72|0)+48>>3]=q;p[h+(g*72|0)+56>>3]=r;p[h+(g*72|0)+64>>3]=I}l=+p[t>>3];p[x>>3]=l;m=+p[v>>3];p[x+8>>3]=m;n=+p[w>>3];p[x+16>>3]=n;o=+p[c>>3];p[y>>3]=o;q=+p[B>>3];p[y+8>>3]=q;r=+p[C>>3];p[y+16>>3]=r;if(l!=o){j=o;k=l;h=21}else if(m!=q){j=q;k=m;h=21}else if(n<r)h=22;else h=23;if((h|0)==21)if(k<j)h=22;else h=23;if((h|0)==22){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(x,y)|0}else if((h|0)==23){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(y,x)|0}f[A+48>>2]=e;e=x6a(z,A)|0;g=e+144|0;h=f[g>>2]|0;if((h|0)!=2){I=+p[w>>3];r=+p[v>>3];q=+p[t>>3];o=+p[F>>3];n=+p[E>>3];m=+p[D>>3];l=+p[C>>3];k=+p[B>>3];j=+p[c>>3];f[g>>2]=h+1;p[e+(h*72|0)>>3]=j;p[e+(h*72|0)+8>>3]=k;p[e+(h*72|0)+16>>3]=l;p[e+(h*72|0)+24>>3]=m;p[e+(h*72|0)+32>>3]=n;p[e+(h*72|0)+40>>3]=o;p[e+(h*72|0)+48>>3]=q;p[e+(h*72|0)+56>>3]=r;p[e+(h*72|0)+64>>3]=I}}if(jjb(f[a+4>>2]|0,c,f[a+8>>2]|0,f[f[a+12>>2]>>2]|0,0)|0){d=G+2928|0;G=f[d>>2]|0;G=G+1|0;f[d>>2]=G;u=H;return}e=c+24|0;g=c+48|0;h=G+2640|0;i=f[h>>2]|0;if(i>>>0<(f[G+2644>>2]|0)>>>0){p[i>>3]=+p[c>>3];p[i+8>>3]=+p[c+8>>3];p[i+16>>3]=+p[c+16>>3];p[i+24>>3]=+p[e>>3];p[i+32>>3]=+p[c+32>>3];p[i+40>>3]=+p[c+40>>3];p[i+48>>3]=+p[g>>3];p[i+56>>3]=+p[c+56>>3];p[i+64>>3]=+p[c+64>>3];c=i+72|0;f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[h>>2]=(f[h>>2]|0)+88}else y6a(G+2636|0,c,e,g,d);d=G+2936|0;G=f[d>>2]|0;G=G+1|0;f[d>>2]=G;u=H;return}function s6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];e=g+(h*72|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];e=g+(h*72|0)+48|0;n=b+48|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{n=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[n+-64>>3];p[c+-56>>3]=+p[n+-56>>3];p[c+-48>>3]=+p[n+-48>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function t6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];e=g+(h*72|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];e=g+(h*72|0)+48|0;n=b+48|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{n=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[n+-64>>3];p[c+-56>>3]=+p[n+-56>>3];p[c+-48>>3]=+p[n+-48>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function u6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];p[g+(h*72|0)+24>>3]=+p[b+24>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];p[g+(h*72|0)+48>>3]=+p[b+48>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{h=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[h+-64>>3];p[c+-56>>3]=+p[h+-56>>3];p[c+-48>>3]=+p[h+-48>>3];p[c+-40>>3]=+p[h+-40>>3];p[c+-32>>3]=+p[h+-32>>3];p[c+-24>>3]=+p[h+-24>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function v6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(40)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];i=j+20|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[j+36>>2]=1.0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;B6a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function w6a(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0;c=+p[a>>3];if(c==0.0)e=0;else{p[s>>3]=c;d=X(f[s>>2]|0,1540483477)|0;e=X(f[s+4>>2]|0,1540483477)|0;e=(X((X(d>>>24^d,1540483477)|0)^-561034072,1540483477)|0)^(X(e>>>24^e,1540483477)|0);e=X(e>>>13^e,1540483477)|0;e=e>>>15^e}c=+p[a+8>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[a+16>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[b>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[b+8>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}d=(e>>>2)+(e<<6)+d^e;c=+p[b+16>>3];if(c==0.0){g=-1640531527;b=d<<6;a=d>>>2;b=a+b|0;g=b+g|0;g=g^d;return g|0}p[s>>3]=c;b=X(f[s>>2]|0,1540483477)|0;g=X(f[s+4>>2]|0,1540483477)|0;g=(X((X(b>>>24^b,1540483477)|0)^-561034072,1540483477)|0)^(X(g>>>24^g,1540483477)|0);g=X(g>>>13^g,1540483477)|0;g=(g>>>15^g)+-1640531527|0;b=d<<6;a=d>>>2;b=a+b|0;g=b+g|0;g=g^d;return g|0}function x6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0;t=f[b+48>>2]|0;r=a+4|0;h=f[r>>2]|0;s=(h|0)==0;a:do if(s)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)q=i&t;else if(t>>>0<h>>>0)q=t;else q=(t>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(q<<2)>>2]|0;if(!c)c=q;else{c=f[c>>2]|0;if(!c)c=q;else{j=b+8|0;k=b+16|0;l=b+24|0;m=b+32|0;o=b+40|0;if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(t|0)|(d&i|0)==(q|0))){c=q;break a}if((f[c+56>>2]|0)==(t|0))if(+p[c+8>>3]==+p[b>>3])if(+p[c+16>>3]==+p[j>>3])if(+p[c+24>>3]==+p[k>>3])if(+p[c+32>>3]==+p[l>>3])if(+p[c+40>>3]==+p[m>>3])if(+p[c+48>>3]==+p[o>>3])break;c=f[c>>2]|0;if(!c){c=q;break a}}a=c+64|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(q|0)){c=q;break a}}if((f[c+56>>2]|0)==(t|0))if(+p[c+8>>3]==+p[b>>3])if(+p[c+16>>3]==+p[j>>3])if(+p[c+24>>3]==+p[k>>3])if(+p[c+32>>3]==+p[l>>3])if(+p[c+40>>3]==+p[m>>3])if(+p[c+48>>3]==+p[o>>3])break;c=f[c>>2]|0;if(!c){c=q;break a}}a=c+64|0;return a|0}}}while(0);j=pOb(216)|0;p[j+8>>3]=+p[b>>3];p[j+16>>3]=+p[b+8>>3];p[j+24>>3]=+p[b+16>>3];p[j+32>>3]=+p[b+24>>3];p[j+40>>3]=+p[b+32>>3];p[j+48>>3]=+p[b+40>>3];f[j+56>>2]=t;dQb(j+64|0,0,152)|0;f[j+4>>2]=t;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(s|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;z6a(a,c>>>0<d>>>0?d:c);c=f[r>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&t;break}if(t>>>0<c>>>0){h=c;c=t}else{h=c;c=(t>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;u=43}}else{f[j>>2]=f[c>>2];u=43}if((u|0)==43)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+64|0;return a|0}function y6a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function z6a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){A6a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;A6a(a,b);return}function A6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();t=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=t;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;s=b+-1|0;t=(s&b|0)==0;if(t)c=c&s;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){r=d;b:while(1){c:do if(t){d=e;while(1){q=f[d+4>>2]&s;if((q|0)==(c|0))break c;e=(f[a>>2]|0)+(q<<2)|0;if(!(f[e>>2]|0)){c=q;break b}k=d+16|0;l=d+24|0;m=d+32|0;n=d+40|0;o=d+48|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+56>>2]|0;j=d+8|0;e=d;while(1){if((i|0)!=(f[h+56>>2]|0))break d;if(!(+p[j>>3]==+p[h+8>>3]))break d;if(!(+p[k>>3]==+p[h+16>>3]))break d;if(!(+p[l>>3]==+p[h+24>>3]))break d;if(!(+p[m>>3]==+p[h+32>>3]))break d;if(!(+p[n>>3]==+p[h+40>>3]))break d;if(!(+p[o>>3]==+p[h+48>>3]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{u=h;h=e;e=u}}}while(0);f[r>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(q<<2)>>2]>>2];f[f[(f[a>>2]|0)+(q<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=49;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)q=e;else q=(e>>>0)%(b>>>0)|0;if((q|0)==(c|0))break c;e=(f[a>>2]|0)+(q<<2)|0;if(!(f[e>>2]|0)){c=q;break b}k=d+16|0;l=d+24|0;m=d+32|0;n=d+40|0;o=d+48|0;h=f[d>>2]|0;e:do if(!h)e=d;else{i=f[d+56>>2]|0;j=d+8|0;e=d;while(1){if((i|0)!=(f[h+56>>2]|0))break e;if(!(+p[j>>3]==+p[h+8>>3]))break e;if(!(+p[k>>3]==+p[h+16>>3]))break e;if(!(+p[l>>3]==+p[h+24>>3]))break e;if(!(+p[m>>3]==+p[h+32>>3]))break e;if(!(+p[n>>3]==+p[h+40>>3]))break e;if(!(+p[o>>3]==+p[h+48>>3]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{u=h;h=e;e=u}}}while(0);f[r>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(q<<2)>>2]>>2];f[f[(f[a>>2]|0)+(q<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=49;break a}}}while(0);e=f[d>>2]|0;if(!e){c=49;break a}else{g=d;r=d}}f[e>>2]=r;e=f[d>>2]|0;if(!e){c=49;break}else g=d}if((c|0)==49)return}function B6a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){C6a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;C6a(a,b);return}function C6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function D6a(a){a=a|0;sOb(a);return}function E6a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=4e4;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function F6a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=4e4;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function G6a(a){a=a|0;return}function H6a(a){a=a|0;sOb(a);return}function I6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=u;u=u+32|0;l=e+16|0;g=e;b=f[b>>2]|0;yqb(l,c,f[d>>2]|0);i=$Cb(+n[l>>2]*255.0)|0;j=$Cb(+n[l+4>>2]*255.0)|0;h=$Cb(+n[l+8>>2]*255.0)|0;d=~~+iQb(+(+n[l+12>>2]*255.0))&255;l=c+116|0;k=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[g+8>>2]=j<<8&65280|i&255|h<<16&16711680|(d&255)<<24;p6a(f[a+4>>2]|0,b,g,f[(f[a+8>>2]|0)+4>>2]|0,0);u=e;return}function J6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==197140?a+4|0:0)|0}function K6a(a){a=a|0;return 15488}function L6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;e=f[n>>2]|0;g=f[a>>2]|0;j=e-g>>3;c=j+1|0;k=g;if(c>>>0>536870911)AMb(a);m=a+8|0;l=(f[m>>2]|0)-g|0;h=l>>2;h=l>>3>>>0<268435455?(h>>>0<c>>>0?c:h):536870911;do if(!h)i=0;else if(h>>>0>536870911)vd();else{i=pOb(h<<3)|0;break}while(0);d=i+(j<<3)|0;c=d;l=i+(h<<3)|0;f[d>>2]=f[b>>2];h=b+4|0;f[i+(j<<3)+4>>2]=f[h>>2];f[b>>2]=0;f[h>>2]=0;h=d+8|0;if((e|0)!=(k|0)){do{j=e;e=e+-8|0;f[d+-8>>2]=f[e>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[e>>2]=0;f[j>>2]=0;d=c+-8|0;c=d}while((e|0)!=(k|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=l;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function M6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/88|0)>>>0>=b>>>0){do{d=c+88|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=(f[k>>2]|0)+88|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/88|0;c=e+b|0;if(c>>>0>48806446)AMb(a);g=(g-d|0)/88|0;i=g<<1;c=g>>>0<24403223?(i>>>0<c>>>0?c:i):48806446;do if(!c)h=0;else if(c>>>0>48806446)vd();else{h=pOb(c*88|0)|0;break}while(0);i=h+(e*88|0)|0;g=i;e=h+(c*88|0)|0;c=i;h=g;do{d=c+88|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=h+88|0;h=c;b=b+-1|0}while((b|0)!=0);c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=d;d=d+-88|0;p[b+-88>>3]=+p[d>>3];p[b+-80>>3]=+p[i+-80>>3];p[b+-72>>3]=+p[i+-72>>3];p[b+-64>>3]=+p[i+-64>>3];p[b+-56>>3]=+p[i+-56>>3];p[b+-48>>3]=+p[i+-48>>3];p[b+-40>>3]=+p[i+-40>>3];p[b+-32>>3]=+p[i+-32>>3];p[b+-24>>3]=+p[i+-24>>3];p[b+-16>>3]=+p[i+-16>>3];p[b+-8>>3]=+p[i+-8>>3];b=b+-88|0}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function N6a(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0;d=f[a>>2]|0;b=(f[a+4>>2]|0)-d|0;c=(b|0)/88|0;b=(b|0)==0;if(b)return;else a=0;do{j=d+(a*88|0)+24|0;p[j>>3]=-+p[j>>3];h=+p[d+(a*88|0)>>3];g=+K(+h);p[d+(a*88|0)+32>>3]=g;g=+p[d+(a*88|0)+8>>3];e=+K(+g);p[d+(a*88|0)+40>>3]=e;e=+p[d+(a*88|0)+16>>3];i=+K(+e);p[d+(a*88|0)+48>>3]=i;p[d+(a*88|0)+56>>3]=h>=0.0?1.0:-1.0;p[d+(a*88|0)+64>>3]=g>=0.0?1.0:-1.0;p[d+(a*88|0)+72>>3]=e>=0.0?1.0:-1.0;a=a+1|0}while(a>>>0<c>>>0);if(b)return;else a=0;do{g=+p[d+(a*88|0)>>3];h=+p[d+(a*88|0)+8>>3];i=+p[d+(a*88|0)+16>>3];i=g*g+(h*h+i*i);p[d+(a*88|0)+80>>3]=i==0.0?0.0:1.0/i;a=a+1|0}while(a>>>0<c>>>0);return}function O6a(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+2624|0;i=s;b[i>>0]=b[c>>0]|0;q=i+4|0;xOb(q,c+4|0);l=i+16|0;r=c+16|0;f[l>>2]=f[r>>2];f[l+4>>2]=f[r+4>>2];f[l+8>>2]=f[r+8>>2];f[l+12>>2]=f[r+12>>2];r=i+32|0;xOb(r,c+32|0);g=i+48|0;m=c+48|0;f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[g+12>>2]=f[m+12>>2];f[g+16>>2]=f[m+16>>2];f[g+20>>2]=f[m+20>>2];f[g+24>>2]=f[m+24>>2];f[g+28>>2]=f[m+28>>2];m=i+80|0;xOb(m,c+80|0);o=i+92|0;xOb(o,c+92|0);h=i+104|0;c=c+104|0;f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];d[h+8>>1]=d[c+8>>1]|0;f[i+120>>2]=5489;c=1;e=5489;do{e=(X(e>>>30^e,1812433253)|0)+c|0;f[i+120+(c<<2)>>2]=e;c=c+1|0}while((c|0)!=624);f[i+2616>>2]=0;j=pOb(2968)|0;f[j>>2]=39820;b[j+8>>0]=b[i>>0]|0;k=j+12|0;f[k>>2]=f[q>>2];f[k+4>>2]=f[q+4>>2];f[k+8>>2]=f[q+8>>2];f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;k=j+24|0;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];f[k+12>>2]=f[l+12>>2];e=j+40|0;f[e>>2]=f[r>>2];f[e+4>>2]=f[r+4>>2];f[e+8>>2]=f[r+8>>2];f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;e=j+56|0;f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[e+12>>2]=f[g+12>>2];f[e+16>>2]=f[g+16>>2];f[e+20>>2]=f[g+20>>2];f[e+24>>2]=f[g+24>>2];f[e+28>>2]=f[g+28>>2];e=j+88|0;f[e>>2]=f[m>>2];f[e+4>>2]=f[m+4>>2];f[e+8>>2]=f[m+8>>2];f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;e=j+100|0;f[e>>2]=f[o>>2];f[e+4>>2]=f[o+4>>2];f[e+8>>2]=f[o+8>>2];f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;e=j+112|0;f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];d[e+8>>1]=d[h+8>>1]|0;bQb(j+128|0,i+120|0,2500)|0;e=j+2632|0;f[j+2852>>2]=0;f[j+2856>>2]=0;f[j+2860>>2]=0;p[j+2912>>3]=0.0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;e=gDb()|0;c=j+2920|0;f[c>>2]=e;f[c+4>>2]=I;c=j+2964|0;e=j+2928|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[c>>2]=1.0;if(!(b[j+25>>0]|0))b[k>>0]=0;f[a>>2]=j;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);if((b[m+11>>0]|0)<0)sOb(f[m>>2]|0);if((b[r+11>>0]|0)<0)sOb(f[r>>2]|0);if((b[q+11>>0]|0)>=0){u=s;return}sOb(f[q>>2]|0);u=s;return}function P6a(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=+f;var g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0,A=0.0,B=0.0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0;C=u;u=u+16|0;v=C;A=+p[c>>3];B=+p[c+8>>3];l=+p[c+16>>3];k=+p[c+24>>3];y=k+(+p[d>>3]*A+(+p[d+8>>3]*B+ +p[d+16>>3]*l));w=!(+K(+y)<=f);g=!(y>0.0)&1;c=w?g:2;b[v>>0]=c;y=k+(A*+p[d+24>>3]+(B*+p[d+32>>3]+l*+p[d+40>>3]));t=!(+K(+y)<=f);h=t?!(y>0.0)&1:2;b[v+1>>0]=h;y=k+(A*+p[d+48>>3]+(B*+p[d+56>>3]+l*+p[d+64>>3]));z=!(+K(+y)<=f);i=z?!(y>0.0)&1:2;b[v+2>>0]=i;switch((t?(w^1)&1:w?1:2)+((z^1)&1)&7){case 3:{d=0;z=0;e=2;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 2:{if(c<<24>>24!=2){d=0;z=0;e=g;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}d=0;z=0;e=b[v+(h<<24>>24==2?2:1)>>0]|0;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 1:{m=c<<24>>24==2?0:h<<24>>24==2?1:2;g=((m+1|0)>>>0)%3|0;c=((m+2|0)>>>0)%3|0;z=b[v+g>>0]|0;if(z<<24>>24==(b[v+c>>0]|0)){d=0;w=0;e=z;b[a>>0]=e;e=a+1|0;b[e>>0]=w;e=a+2|0;b[e>>0]=d;u=C;return}s=d+(c*24|0)|0;t=d+(g*24|0)|0;D=+p[t>>3];o=+p[s>>3]-D;v=d+(c*24|0)+8|0;w=d+(g*24|0)+8|0;q=+p[w>>3];r=+p[v>>3]-q;n=d+(c*24|0)+16|0;j=d+(g*24|0)+16|0;x=+p[j>>3];f=+p[n>>3]-x;y=+L(+(o*o+(r*r+f*f)));o=o/y;r=r/y;y=f/y;f=-(k+(A*D+(B*q+l*x)))/(A*o+(B*r+l*y));k=D+o*f;l=q+r*f;f=x+y*f;h=d+(m*24|0)|0;p[e>>3]=+p[h>>3];i=d+(m*24|0)+8|0;p[e+8>>3]=+p[i>>3];c=d+(m*24|0)+16|0;p[e+16>>3]=+p[c>>3];g=e+24|0;if(!(z<<24>>24)){p[g>>3]=+p[t>>3];p[e+32>>3]=+p[w>>3];p[e+40>>3]=+p[j>>3];p[e+48>>3]=k;p[e+56>>3]=l;p[e+64>>3]=f;p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[i>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=k;p[e+104>>3]=l;p[e+112>>3]=f;p[e+120>>3]=+p[s>>3];p[e+128>>3]=+p[v>>3];f=+p[n>>3]}else{p[g>>3]=k;p[e+32>>3]=l;p[e+40>>3]=f;p[e+48>>3]=+p[s>>3];p[e+56>>3]=+p[v>>3];p[e+64>>3]=+p[n>>3];p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[i>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=+p[t>>3];p[e+104>>3]=+p[w>>3];p[e+112>>3]=+p[j>>3];p[e+120>>3]=k;p[e+128>>3]=l}p[e+136>>3]=f;d=6;z=3;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 0:{j=c<<24>>24==0;h=h<<24>>24==0;c=i<<24>>24==0;g=j^h;if(!(g|j^c)){d=0;z=0;e=(j^1)&1;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}z=g?(h^c)&1:2;s=((z+1|0)>>>0)%3|0;c=((z+2|0)>>>0)%3|0;i=d+(s*24|0)|0;j=d+(z*24|0)|0;x=+p[i>>3];y=+p[j>>3];o=x-y;m=d+(s*24|0)+8|0;n=d+(z*24|0)+8|0;F=+p[n>>3];q=+p[m>>3]-F;s=d+(s*24|0)+16|0;t=d+(z*24|0)+16|0;E=+p[t>>3];G=+p[s>>3]-E;f=+L(+(o*o+(q*q+G*G)));o=o/f;q=q/f;f=G/f;G=-(k+(A*y+(B*F+l*E)));r=G/(A*o+(B*q+l*f));o=y+o*r;q=F+q*r;r=E+f*r;g=d+(c*24|0)|0;f=+p[g>>3]-y;h=d+(c*24|0)+8|0;k=+p[h>>3]-F;c=d+(c*24|0)+16|0;H=+p[c>>3]-E;D=+L(+(f*f+(k*k+H*H)));f=f/D;k=k/D;D=H/D;l=G/(A*f+(B*k+l*D));f=y+f*l;k=F+k*l;l=E+D*l;if(!(b[v+z>>0]|0)){p[e>>3]=y;p[e+8>>3]=+p[n>>3];p[e+16>>3]=+p[t>>3];p[e+24>>3]=o;p[e+32>>3]=q;p[e+40>>3]=r;p[e+48>>3]=f;p[e+56>>3]=k;p[e+64>>3]=l;p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[m>>3];p[e+88>>3]=+p[s>>3];p[e+96>>3]=+p[g>>3];p[e+104>>3]=+p[h>>3];p[e+112>>3]=+p[c>>3];p[e+120>>3]=o;p[e+128>>3]=q;p[e+136>>3]=r;p[e+144>>3]=+p[g>>3];p[e+152>>3]=+p[h>>3];p[e+160>>3]=+p[c>>3];p[e+168>>3]=f;p[e+176>>3]=k;p[e+184>>3]=l;p[e+192>>3]=o;p[e+200>>3]=q;p[e+208>>3]=r;d=9;z=3;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}else{p[e>>3]=x;p[e+8>>3]=+p[m>>3];p[e+16>>3]=+p[s>>3];p[e+24>>3]=+p[g>>3];p[e+32>>3]=+p[h>>3];p[e+40>>3]=+p[c>>3];p[e+48>>3]=o;p[e+56>>3]=q;p[e+64>>3]=r;p[e+72>>3]=+p[g>>3];p[e+80>>3]=+p[h>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=f;p[e+104>>3]=k;p[e+112>>3]=l;p[e+120>>3]=o;p[e+128>>3]=q;p[e+136>>3]=r;p[e+144>>3]=+p[j>>3];p[e+152>>3]=+p[n>>3];p[e+160>>3]=+p[t>>3];p[e+168>>3]=o;p[e+176>>3]=q;p[e+184>>3]=r;p[e+192>>3]=f;p[e+200>>3]=k;p[e+208>>3]=l;d=9;z=6;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}}default:{d=0;z=0;e=4;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}}}function Q6a(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=+f;var g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+64|0;w=y+48|0;x=y+24|0;s=y;l=+p[c>>3];m=+p[c+8>>3];n=+p[c+16>>3];k=+p[c+24>>3];j=k+(+p[d>>3]*l+(+p[d+8>>3]*m+ +p[d+16>>3]*n));t=!(+K(+j)<=f);g=!(j>0.0)&1;h=t?g:2;b[w>>0]=h;j=k+(l*+p[d+24>>3]+(m*+p[d+32>>3]+n*+p[d+40>>3]));r=!(+K(+j)<=f);i=r?!(j>0.0)&1:2;b[w+1>>0]=i;n=k+(l*+p[d+48>>3]+(m*+p[d+56>>3]+n*+p[d+64>>3]));v=!(+K(+n)<=f);o=v?!(n>0.0)&1:2;b[w+2>>0]=o;switch((r?(t^1)&1:t?1:2)+((v^1)&1)&7){case 3:{b[a>>0]=2;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}case 2:{if(h<<24>>24==2)g=b[w+(i<<24>>24==2?2:1)>>0]|0;b[a>>0]=g;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}case 1:{g=h<<24>>24==2?0:i<<24>>24==2?1:2;s=((g+1|0)>>>0)%3|0;v=((g+2|0)>>>0)%3|0;t=b[w+s>>0]|0;if(t<<24>>24==(b[w+v>>0]|0)){b[a>>0]=t;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}q=d+(s*24|0)|0;r=d+(v*24|0)|0;R6a(x,q,r,c);i=d+(g*24|0)|0;p[e>>3]=+p[i>>3];o=d+(g*24|0)+8|0;p[e+8>>3]=+p[o>>3];g=d+(g*24|0)+16|0;p[e+16>>3]=+p[g>>3];h=e+24|0;if(!(t<<24>>24)){p[h>>3]=+p[q>>3];p[e+32>>3]=+p[d+(s*24|0)+8>>3];p[e+40>>3]=+p[d+(s*24|0)+16>>3];m=+p[x>>3];p[e+48>>3]=m;n=+p[x+8>>3];p[e+56>>3]=n;f=+p[x+16>>3];p[e+64>>3]=f;p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[o>>3];p[e+88>>3]=+p[g>>3];p[e+96>>3]=m;p[e+104>>3]=n;p[e+112>>3]=f;p[e+120>>3]=+p[r>>3];g=d+(v*24|0)+16|0;f=+p[d+(v*24|0)+8>>3]}else{n=+p[x>>3];p[h>>3]=n;f=+p[x+8>>3];p[e+32>>3]=f;x=x+16|0;p[e+40>>3]=+p[x>>3];p[e+48>>3]=+p[r>>3];p[e+56>>3]=+p[d+(v*24|0)+8>>3];p[e+64>>3]=+p[d+(v*24|0)+16>>3];p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[o>>3];p[e+88>>3]=+p[g>>3];p[e+96>>3]=+p[q>>3];p[e+104>>3]=+p[d+(s*24|0)+8>>3];p[e+112>>3]=+p[d+(s*24|0)+16>>3];p[e+120>>3]=n;g=x}p[e+128>>3]=f;p[e+136>>3]=+p[g>>3];b[a>>0]=3;b[a+1>>0]=3;b[a+2>>0]=6;u=y;return}case 0:{q=h<<24>>24==0;i=i<<24>>24==0;g=o<<24>>24==0;h=q^i;if(!(h|q^g)){b[a>>0]=(q^1)&1;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}r=h?(i^g)&1:2;o=d+(r*24|0)|0;g=((r+1|0)>>>0)%3|0;h=d+(g*24|0)|0;i=((r+2|0)>>>0)%3|0;q=d+(i*24|0)|0;R6a(x,o,h,c);R6a(s,o,q,c);if(!(b[w+r>>0]|0)){p[e>>3]=+p[o>>3];p[e+8>>3]=+p[d+(r*24|0)+8>>3];p[e+16>>3]=+p[d+(r*24|0)+16>>3];l=+p[x>>3];p[e+24>>3]=l;m=+p[x+8>>3];p[e+32>>3]=m;n=+p[x+16>>3];p[e+40>>3]=n;f=+p[s>>3];p[e+48>>3]=f;j=+p[s+8>>3];p[e+56>>3]=j;k=+p[s+16>>3];p[e+64>>3]=k;p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[d+(g*24|0)+8>>3];p[e+88>>3]=+p[d+(g*24|0)+16>>3];p[e+96>>3]=+p[q>>3];g=d+(i*24|0)+8|0;p[e+104>>3]=+p[g>>3];i=d+(i*24|0)+16|0;p[e+112>>3]=+p[i>>3];p[e+120>>3]=l;p[e+128>>3]=m;p[e+136>>3]=n;s=3;h=q}else{p[e>>3]=+p[h>>3];p[e+8>>3]=+p[d+(g*24|0)+8>>3];p[e+16>>3]=+p[d+(g*24|0)+16>>3];p[e+24>>3]=+p[q>>3];g=d+(i*24|0)+8|0;p[e+32>>3]=+p[g>>3];h=d+(i*24|0)+16|0;p[e+40>>3]=+p[h>>3];f=+p[x>>3];p[e+48>>3]=f;j=+p[x+8>>3];p[e+56>>3]=j;k=+p[x+16>>3];p[e+64>>3]=k;p[e+72>>3]=+p[q>>3];p[e+80>>3]=+p[g>>3];p[e+88>>3]=+p[h>>3];l=+p[s>>3];p[e+96>>3]=l;m=+p[s+8>>3];p[e+104>>3]=m;n=+p[s+16>>3];p[e+112>>3]=n;p[e+120>>3]=f;p[e+128>>3]=j;p[e+136>>3]=k;s=6;h=o;i=d+(r*24|0)+16|0;g=d+(r*24|0)+8|0}p[e+144>>3]=+p[h>>3];p[e+152>>3]=+p[g>>3];p[e+160>>3]=+p[i>>3];p[e+168>>3]=f;p[e+176>>3]=j;p[e+184>>3]=k;p[e+192>>3]=l;p[e+200>>3]=m;p[e+208>>3]=n;b[a>>0]=3;b[a+1>>0]=s;b[a+2>>0]=9;u=y;return}default:{b[a>>0]=4;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}}}function R6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0;j=+p[b>>3];k=+p[c>>3];if(j!=k){f=k;e=j;i=4}else{e=+p[b+8>>3];h=+p[c+8>>3];if(e!=h){f=h;i=4}else{g=+p[b+16>>3];f=+p[c+16>>3];if(g<f)i=7;else i=8}}do if((i|0)==4)if(e<f){e=+p[b+8>>3];h=+p[c+8>>3];g=+p[b+16>>3];f=+p[c+16>>3];i=7;break}else{h=+p[c+8>>3];e=+p[b+8>>3];f=+p[c+16>>3];g=+p[b+16>>3];i=8;break}while(0);if((i|0)==7){l=k-j;m=h-e;n=f-g;h=+L(+(l*l+(m*m+n*n)));l=l/h;f=m/h;h=n/h;n=+p[d>>3];m=+p[d+8>>3];k=+p[d+16>>3];k=-(+p[d+24>>3]+(j*n+(e*m+g*k)))/(l*n+(f*m+h*k));p[a>>3]=j+l*k;p[a+8>>3]=e+f*k;j=h*k;k=g;k=j+k;d=a+16|0;p[d>>3]=k;return}else if((i|0)==8){j=j-k;l=e-h;e=g-f;n=+L(+(j*j+(l*l+e*e)));j=j/n;l=l/n;n=e/n;e=+p[d>>3];g=+p[d+8>>3];m=+p[d+16>>3];m=-(+p[d+24>>3]+(k*e+(h*g+f*m)))/(j*e+(l*g+n*m));p[a>>3]=k+j*m;p[a+8>>3]=h+l*m;m=n*m;n=f;n=m+n;d=a+16|0;p[d>>3]=n;return}}function S6a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var f=0.0,g=0.0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0.0,s=0,t=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0;y=u;u=u+16|0;j=y;m=+p[a>>3];w=+p[c>>3];x=c+8|0;k=+p[a+8>>3];n=+p[x>>3];v=c+16|0;l=+p[a+16>>3];o=+p[v>>3];B=+p[a+24>>3];f=B+(m*w+(k*n+l*o));z=!(+K(+f)<=e);a=z?!(f>0.0)&1:2;b[j>>0]=a;q=c+24|0;r=+p[q>>3];s=c+32|0;g=+p[s>>3];t=c+40|0;i=+p[t>>3];B=B+(m*r+(k*g+l*i));A=!(+K(+B)<=e);h=A?!(B>0.0)&1:2;b[j+1>>0]=h;switch((A?(z^1)&1:z?1:2)&3){case 1:{A=b[j+(a<<24>>24==2&1)>>0]|0;u=y;return A|0}case 0:{a=a<<24>>24==0;if(!(h<<24>>24==0^a)){A=(a^1)&1;u=y;return A|0}D=r-w;C=g-n;e=i-o;B=+L(+(D*D+(C*C+e*e)));g=D/B;i=C/B;B=e/B;e=-f/(g*m+(i*k+B*l));g=w+g*e;f=n+i*e;e=o+B*e;if(a){p[d>>3]=w;p[d+8>>3]=+p[x>>3];p[d+16>>3]=+p[v>>3];p[d+24>>3]=g;p[d+32>>3]=f;p[d+40>>3]=e;p[d+48>>3]=g;p[d+56>>3]=f;p[d+64>>3]=e;p[d+72>>3]=+p[q>>3];p[d+80>>3]=+p[s>>3];p[d+88>>3]=+p[t>>3];A=3;u=y;return A|0}else{p[d>>3]=r;p[d+8>>3]=+p[s>>3];p[d+16>>3]=+p[t>>3];p[d+24>>3]=g;p[d+32>>3]=f;p[d+40>>3]=e;p[d+48>>3]=g;p[d+56>>3]=f;p[d+64>>3]=e;p[d+72>>3]=+p[c>>3];p[d+80>>3]=+p[x>>3];p[d+88>>3]=+p[v>>3];A=3;u=y;return A|0}}case 2:{A=2;u=y;return A|0}default:{A=4;u=y;return A|0}}return 0}function T6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function U6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0;e=u;u=u+16|0;c=e;f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;i=f[b>>2]|0;g=ZCb(+p[i>>3])|0;i=_Cb(+p[i+8>>3])|0;f[c>>2]=g;f[c+4>>2]=i;T6a(a,c);i=f[b>>2]|0;j=+p[i+32>>3];b=f[d>>2]|0;g=f[a+8>>2]|0;i=ZCb(+p[i+24>>3])|0;h=_Cb(j)|0;f[c>>2]=i;f[c+4>>2]=h;if((b|0)==(g|0)){T6a(a,c);u=e;return}else{g=c;h=f[g+4>>2]|0;i=b;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[d>>2]=(f[d>>2]|0)+8;u=e;return}}function V6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0;d=+p[c+248>>3]*1.0e-06*+p[b+104>>3];c=pOb(256)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=b+120;p[c+32>>3]=d;f[a>>2]=c;return}function W6a(a){a=a|0;X6a(a);return}function X6a(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;f[a>>2]=0;if(!d)return;X6a(d+48|0);X6a(d+44|0);a=f[d+32>>2]|0;if(a|0){b=d+36|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~(((c+-88-a|0)>>>0)/88|0)*88|0);sOb(a)}sOb(d);return}function Y6a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0.0;h=0;m=u;u=u+1072|0;if(b[(c+128|0)>>0]|0){l=1;u=m;return l|0}f[(m+40|0)>>2]=0;l=(m+40|0)+4|0;f[l>>2]=0;f[(m+40|0)+8>>2]=0;f[(m+28|0)>>2]=0;k=(m+28|0)+4|0;f[k>>2]=0;f[(m+28|0)+8>>2]=0;f[(m+16|0)>>2]=0;i=(m+16|0)+4|0;f[i>>2]=0;f[(m+16|0)+8>>2]=0;f[(m+8|0)>>2]=a;f[(m+8|0)+4>>2]=m+40|0;do if(!(f[(c+36|0)>>2]|0)){if((f[(c+24|0)>>2]|0)==(f[(c+28|0)>>2]|0)){b[(c+128|0)>>0]=1;j=1;break}Z6a(m,m+8|0,c+24|0);h=f[m>>2]|0;f[m>>2]=0;e=f[a>>2]|0;f[a>>2]=h;if(e|0){X6a(e+48|0);X6a(e+44|0);g=f[e+32>>2]|0;if(g|0){h=f[(e+36|0)>>2]|0;if((h|0)!=(g|0))f[(e+36|0)>>2]=h+(~(((h+-88-g|0)>>>0)/88|0)*88|0);sOb(g)}sOb(e)}X6a(m);f[a+24>>2]=((f[(c+28|0)>>2]|0)-(f[(c+24|0)>>2]|0)|0)/88|0;f[(c+36|0)>>2]=f[a>>2];g=(m+40|0)+8|0;h=13}else{_6a(m+40|0,c+40|0);g=(m+40|0)+8|0;h=13}while(0);do if((h|0)==13){e=(m+16|0)+8|0;a:while(1){o=f[(c+24|0)>>2]|0;j=f[(c+28|0)>>2]|0;f[m+80>>2]=a;f[m+88>>2]=c;f[m+96>>2]=d;f[m+144>>2]=g;f[m+168>>2]=l;f[m+176>>2]=k;f[m+200>>2]=i;f[m+872>>2]=e;f[m+880>>2]=o;f[m+888>>2]=j;f[m+976>>2]=h;f[m+1008>>2]=0;f[m+1012>>2]=0;M7a(m);h=f[m+976>>2]|0;G=f[m+1008>>2]|0;D=f[m+1012>>2]|0;H=+n[m+1012>>2];f[m+1008>>2]=0;f[m+1012>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 3:break a}}if((h|0)==69){e=f[(c+24|0)>>2]|0;g=f[(c+28|0)>>2]|0;if((g|0)!=(e|0))f[(c+28|0)>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);f[(c+36|0)>>2]=0}else if((h|0)==90)if(f[(c+36|0)>>2]|0){j=f[(m+40|0)>>2]|0;q=+p[j>>3];p[j>>3]=+p[(c+40|0)>>3];p[(c+40|0)>>3]=q;q=+p[(j+8|0)>>3];p[(j+8|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=q;q=+p[(j+16|0)>>3];p[(j+16|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=q;q=+p[(j+24|0)>>3];p[(j+24|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=q;q=+p[(j+32|0)>>3];p[(j+32|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=q;q=+p[(j+40|0)>>3];p[(j+40|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=q;q=+p[(j+48|0)>>3];p[(j+48|0)>>3]=+p[(c+88|0)>>3];p[(c+88|0)>>3]=q;q=+p[(j+56|0)>>3];p[(j+56|0)>>3]=+p[(c+96|0)>>3];p[(c+96|0)>>3]=q;q=+p[(j+64|0)>>3];p[(j+64|0)>>3]=+p[(c+104|0)>>3];p[(c+104|0)>>3]=q;f[(c+112|0)>>2]=f[(j+72|0)>>2];f[(c+112|0)+4>>2]=f[(j+72|0)+4>>2];f[(c+112|0)+8>>2]=f[(j+72|0)+8>>2];j=0;break}b[(c+128|0)>>0]=1;f[(c+36|0)>>2]=0;j=1}while(0);e=f[(m+16|0)>>2]|0;if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}e=f[(m+28|0)>>2]|0;if(e|0){g=f[k>>2]|0;if((g|0)!=(e|0))f[k>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}e=f[(m+40|0)>>2]|0;if(e|0){g=f[l>>2]|0;if((g|0)!=(e|0))f[l>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}o=j;u=m;return o|0}function Z6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0,D=0,E=0,F=0.0;m=u;u=u+32|0;j=m;k=f[b>>2]|0;l=e7a(c,f[k+28>>2]|0,+p[k+32>>3])|0;i=b+4|0;b=f[i>>2]|0;d=f[c>>2]|0;e=d+(l*88|0)|0;g=b+4|0;h=f[g>>2]|0;if((h|0)==(f[b+8>>2]|0))V4a(b,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[d+(l*88|0)+8>>3];p[h+16>>3]=+p[d+(l*88|0)+16>>3];p[h+24>>3]=+p[d+(l*88|0)+24>>3];p[h+32>>3]=+p[d+(l*88|0)+32>>3];p[h+40>>3]=+p[d+(l*88|0)+40>>3];p[h+48>>3]=+p[d+(l*88|0)+48>>3];p[h+56>>3]=+p[d+(l*88|0)+56>>3];p[h+64>>3]=+p[d+(l*88|0)+64>>3];h=h+72|0;e=d+(l*88|0)+72|0;f[h>>2]=f[e>>2];f[h+4>>2]=f[e+4>>2];f[h+8>>2]=f[e+8>>2];f[g>>2]=(f[g>>2]|0)+88}C=f[c>>2]|0;c=c+4|0;D=f[c>>2]|0;y=C+(l*88|0)|0;w=C+(l*88|0)+8|0;t=C+(l*88|0)+16|0;B=+p[y>>3];z=+p[w>>3];x=+p[t>>3];b=C+(l*88|0)+24|0;d=C+(l*88|0)+32|0;e=C+(l*88|0)+40|0;v=+p[b>>3];s=+p[d>>3];r=+p[e>>3];g=C+(l*88|0)+48|0;h=C+(l*88|0)+56|0;E=C+(l*88|0)+64|0;q=+p[g>>3];o=+p[h>>3];n=+p[E>>3];C=C+(l*88|0)+72|0;f[j>>2]=f[C>>2];f[j+4>>2]=f[C+4>>2];f[j+8>>2]=f[C+8>>2];A=D+-88|0;F=+p[A>>3];p[A>>3]=B;p[y>>3]=F;y=D+-80|0;F=+p[y>>3];p[y>>3]=+p[w>>3];p[w>>3]=F;w=D+-72|0;F=+p[w>>3];p[w>>3]=+p[t>>3];p[t>>3]=F;t=D+-64|0;F=+p[t>>3];p[t>>3]=+p[b>>3];p[b>>3]=F;b=D+-56|0;F=+p[b>>3];p[b>>3]=+p[d>>3];p[d>>3]=F;d=D+-48|0;F=+p[d>>3];p[d>>3]=+p[e>>3];p[e>>3]=F;e=D+-40|0;p[g>>3]=+p[e>>3];g=D+-32|0;p[h>>3]=+p[g>>3];h=D+-24|0;p[E>>3]=+p[h>>3];l=D+-16|0;f[C>>2]=f[l>>2];f[C+4>>2]=f[l+4>>2];f[C+8>>2]=f[l+8>>2];p[A>>3]=B;p[y>>3]=z;p[w>>3]=x;p[t>>3]=v;p[b>>3]=s;p[d>>3]=r;p[e>>3]=q;p[g>>3]=o;p[h>>3]=n;f[l>>2]=f[j>>2];f[l+4>>2]=f[j+4>>2];f[l+8>>2]=f[j+8>>2];f[c>>2]=(f[c>>2]|0)+-88;l=f[f[i>>2]>>2]|0;f7a(j,l,l+24|0,l+48|0);l=k+4|0;f[l>>2]=(f[l>>2]|0)+1;l=pOb(56)|0;p[l>>3]=+p[j>>3];p[l+8>>3]=+p[j+8>>3];p[l+16>>3]=+p[j+16>>3];p[l+24>>3]=+p[j+24>>3];k=l+32|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;f[a>>2]=l;u=m;return}function _6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=(c-d|0)/88|0;g=i+1|0;l=d;e=c;if(g>>>0>48806446)AMb(a);m=a+8|0;j=((f[m>>2]|0)-d|0)/88|0;k=j<<1;g=j>>>0<24403223?(k>>>0<g>>>0?g:k):48806446;do if(!g)h=0;else if(g>>>0>48806446)vd();else{h=pOb(g*88|0)|0;break}while(0);j=h+(i*88|0)|0;d=j;k=h+(g*88|0)|0;f[j>>2]=f[b>>2];f[j+4>>2]=f[b+4>>2];f[j+8>>2]=f[b+8>>2];f[j+12>>2]=f[b+12>>2];f[j+16>>2]=f[b+16>>2];f[j+20>>2]=f[b+20>>2];p[j>>3]=+p[b>>3];p[h+(i*88|0)+8>>3]=+p[b+8>>3];p[h+(i*88|0)+16>>3]=+p[b+16>>3];g=h+(i*88|0)+24|0;o=b+24|0;f[g>>2]=f[o>>2];f[g+4>>2]=f[o+4>>2];f[g+8>>2]=f[o+8>>2];f[g+12>>2]=f[o+12>>2];f[g+16>>2]=f[o+16>>2];f[g+20>>2]=f[o+20>>2];p[g>>3]=+p[o>>3];p[h+(i*88|0)+32>>3]=+p[b+32>>3];p[h+(i*88|0)+40>>3]=+p[b+40>>3];g=h+(i*88|0)+48|0;o=b+48|0;f[g>>2]=f[o>>2];f[g+4>>2]=f[o+4>>2];f[g+8>>2]=f[o+8>>2];f[g+12>>2]=f[o+12>>2];f[g+16>>2]=f[o+16>>2];f[g+20>>2]=f[o+20>>2];p[g>>3]=+p[o>>3];p[h+(i*88|0)+56>>3]=+p[b+56>>3];p[h+(i*88|0)+64>>3]=+p[b+64>>3];g=h+(i*88|0)+72|0;i=b+72|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];g=j+88|0;if((e|0)!=(l|0)){c=j;do{j=e;e=e+-88|0;p[c+-88>>3]=+p[e>>3];p[c+-80>>3]=+p[j+-80>>3];p[c+-72>>3]=+p[j+-72>>3];p[c+-64>>3]=+p[j+-64>>3];p[c+-56>>3]=+p[j+-56>>3];p[c+-48>>3]=+p[j+-48>>3];p[c+-40>>3]=+p[j+-40>>3];p[c+-32>>3]=+p[j+-32>>3];p[c+-24>>3]=+p[j+-24>>3];o=c+-16|0;j=j+-16|0;f[o>>2]=f[j>>2];f[o+4>>2]=f[j+4>>2];f[o+8>>2]=f[j+8>>2];c=d+-88|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function $6a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function a7a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>255){f[b>>2]=c+-256;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;b7a(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;c7a(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;d7a(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function b7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function c7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function d7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function e7a(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0.0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+48|0;o=r;p=r+32|0;q=(f[a+4>>2]|0)-(f[a>>2]|0)|0;j=(q|0)/88|0;if((q|0)==88){q=0;u=r;return q|0}n=j>>>0<50?j:50;f[p>>2]=0;q=p+4|0;f[q>>2]=0;f[p+8>>2]=0;e=p+8|0;a:do if(!n){f[o>>2]=0;h=1}else{g=pOb(n<<2)|0;h=g+(n<<2)|0;f[p>>2]=g;f[q>>2]=g;f[e>>2]=h;f[o>>2]=0;d=0;while(1){if(g>>>0<h>>>0){f[g>>2]=d;f[q>>2]=g+4}else q7a(p,o);d=(f[o>>2]|0)+1|0;f[o>>2]=d;if(d>>>0>=n>>>0){h=0;break a}g=f[q>>2]|0;h=f[e>>2]|0}}while(0);if(j>>>0>50){e=o+4|0;d=n;do{f[o>>2]=0;f[e>>2]=d;g=s7a(o,b,o)|0;if(g>>>0<n>>>0)f[(f[p>>2]|0)+(g<<2)>>2]=d;d=d+1|0}while(d>>>0<j>>>0)}d=f[p>>2]|0;e=f[d>>2]|0;b:do if(h)g=e;else{g=e;k=-1;m=0;l=0.0;d=e;while(1){h=f[a>>2]|0;f7a(o,h+(d*88|0)|0,h+(d*88|0)+24|0,h+(d*88|0)+48|0);d=0;h=0;b=0;e=0;while(1){c:do if((m|0)==(b|0))j=d;else switch((r7a(o,(f[a>>2]|0)+((f[(f[p>>2]|0)+(b<<2)>>2]|0)*88|0)|0,c)|0)<<24>>24){case 2:{j=d;h=h+1|0;break c}case 1:{j=d+1|0;break c}case 0:{j=d;h=h+1|0;break c}case 3:{j=d;e=e+1|0;break c}default:{j=d;break c}}while(0);b=b+1|0;if(b>>>0>=n>>>0)break;else d=j}if(e>>>0>k>>>0){e=k;i=l}else{if(!h)i=0.0;else{d=h>>>0<j>>>0;if(!j)i=0.0;else i=+((d?h:j)>>>0)/+((d?j:h)>>>0)}if(!(i>=l)){e=k;i=l}else{d=f[p>>2]|0;g=f[d+(m<<2)>>2]|0;if((e|0)==0&i>.95)break}}h=m+1|0;d=f[p>>2]|0;if(h>>>0>=n>>>0)break b;k=e;m=h;l=i;d=f[d+(h<<2)>>2]|0}}while(0);if(d|0){e=f[q>>2]|0;if((e|0)!=(d|0))f[q>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}q=g;u=r;return q|0}function f7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0,s=0,t=0.0,v=0,w=0,x=0.0,y=0.0,z=0;z=u;u=u+512|0;v=z+464|0;w=z;x=+p[c>>3];y=+p[e>>3]-x;o=c+8|0;q=+p[o>>3];r=+p[e+8>>3]-q;s=c+16|0;t=+p[s>>3];l=+p[e+16>>3]-t;m=+p[d>>3]-x;n=+p[d+8>>3]-q;g=+p[d+16>>3]-t;h=r*g-l*n;i=l*m-y*g;j=y*n-r*m;p[a>>3]=h;e=a+8|0;p[e>>3]=i;d=a+16|0;p[d>>3]=j;k=+L(+(h*h+(j*j+i*i)));if(!(k<=+L(+(y*y+(r*r+l*l)))*+L(+(m*m+(n*n+g*g)))*2.220446049250313e-16)){m=h/k;p[a>>3]=m;n=i/k;p[e>>3]=n;y=j/k;p[d>>3]=y;r=t;x=x*m;t=q*n;y=r*y;y=t+y;y=x+y;y=-y;w=a+24|0;p[w>>3]=y;u=z;return}else{p[v>>3]=y;p[v+16>>3]=r;p[v+32>>3]=l;p[v+8>>3]=m;p[v+24>>3]=n;p[v+40>>3]=g;b[w+152>>0]=0;b[w+153>>0]=0;b[w+154>>0]=0;f[w+160>>2]=0;f[w+168>>2]=-1;f[w+172>>2]=-1;b[w+304>>0]=0;b[w+305>>0]=0;g7a(w,v,16)|0;x=+p[w+80>>3];p[a>>3]=x;t=+p[w+88>>3];p[e>>3]=t;y=+p[w+96>>3];p[d>>3]=y;n=+p[c>>3];q=+p[o>>3];r=+p[s>>3];x=n*x;t=q*t;y=r*y;y=t+y;y=x+y;y=-y;w=a+24|0;p[w>>3]=y;u=z;return}}function g7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0,J=0,L=0,M=0.0,N=0.0;L=u;u=u+32|0;B=L+16|0;C=L;g=a+153|0;e=a+168|0;if(!(b[g>>0]|0))J=5;else if((f[e>>2]|0)==2)if((f[a+172>>2]|0)==3){if((f[a+160>>2]|0)!=(d|0))J=5}else J=5;else J=5;if((J|0)==5){f[e>>2]=2;f[a+172>>2]=3;b[a+152>>0]=0;b[g>>0]=1;f[a+160>>2]=d;b[a+155>>0]=d>>>2&1;b[a+156>>0]=d>>>3&1;b[a+157>>0]=d>>>4&1;b[a+158>>0]=d>>>5&1;f[a+176>>2]=2}h=+p[c>>3];I=+K(+h);H=c+8|0;j=+K(+(+p[H>>3]));y=c+16|0;i=+K(+(+p[y>>3]));j=j<i?i:j;I=I<j?j:I;G=c+24|0;j=+K(+(+p[G>>3]));F=c+32|0;i=+K(+(+p[F>>3]));E=c+40|0;M=+K(+(+p[E>>3]));i=i<M?M:i;j=j<i?i:j;I=I<j?j:I;I=I==0.0?1.0:I;D=a+416|0;p[D>>3]=h/I;p[a+424>>3]=+p[H>>3]/I;p[a+432>>3]=+p[y>>3]/I;p[a+440>>3]=+p[G>>3]/I;p[a+448>>3]=+p[F>>3]/I;p[a+456>>3]=+p[E>>3]/I;h7a(a+192|0,a,D)|0;D=a+155|0;E=a+156|0;F=a+157|0;G=a+158|0;y=a+120|0;h=+K(+(+p[a+120>>3]));j=+K(+(+p[a+144>>3]));H=a+176|0;z=B+8|0;A=C+8|0;h=h<j?j:h;e=1;c=1;a:while(1){d=f[H>>2]|0;while(1){if((e|0)<(d|0))break;if(!(c&1)){e=1;c=1}else break a}if((e|0)>0){m=a+120+(e<<3)|0;n=e<<1;o=a+120+(n<<3)|0;r=e*3|0;q=a+120+(r<<3)|0;r=a+32+(r<<3)|0;s=r+8|0;t=r+16|0;v=o+8|0;w=a+(n<<3)|0;x=w+8|0;l=m+16|0;k=0;do{i=h*4.440892098500626e-16;i=i>1.0e-323?i:1.0e-323;g=k<<1;if(+K(+(+p[a+120+(g+e<<3)>>3]))>i)J=17;else if(+K(+(+p[a+120+(k+n<<3)>>3]))>i)J=17;if((J|0)==17){J=0;i7a(y,e,k,B,C);c=a+120+(k<<3)|0;i=+p[B>>3];j=+p[z>>3];d=i==1.0&j==0.0;if(!d){M=+p[m>>3];N=+p[c>>3];p[m>>3]=i*M+j*N;p[c>>3]=i*N-j*M;c=c+16|0;M=+p[l>>3];N=+p[c>>3];p[l>>3]=i*M+j*N;p[c>>3]=i*N-j*M}if(!(b[D>>0]|0)){if(b[E>>0]|0)J=21}else J=21;if((J|0)==21){J=0;c=a+(g<<3)|0;if(!d){N=+p[w>>3];M=+p[c>>3];p[w>>3]=i*N+j*M;p[c>>3]=i*M-j*N;d=c+8|0;N=+p[x>>3];M=+p[d>>3];p[x>>3]=i*N+j*M;p[d>>3]=i*M-j*N}}c=a+120+(g<<3)|0;N=+p[A>>3];i=-N;j=+p[C>>3];g=N==-0.0&j==1.0;if(!g){N=+p[o>>3];M=+p[c>>3];p[o>>3]=j*N+M*i;p[c>>3]=j*M-N*i;d=c+8|0;N=+p[v>>3];M=+p[d>>3];p[v>>3]=j*N+M*i;p[d>>3]=j*M-N*i}if(!(b[F>>0]|0))if(!(b[G>>0]|0))c=k*3|0;else J=28;else J=28;if((J|0)==28){J=0;c=k*3|0;d=a+32+(c<<3)|0;if(!g){N=+p[r>>3];M=+p[d>>3];p[r>>3]=j*N+M*i;p[d>>3]=j*M-N*i;g=d+8|0;N=+p[s>>3];M=+p[g>>3];p[s>>3]=j*N+M*i;p[g>>3]=j*M-N*i;g=d+16|0;N=+p[t>>3];M=+p[g>>3];p[t>>3]=j*N+M*i;p[g>>3]=j*M-N*i}}N=+K(+(+p[q>>3]));M=+K(+(+p[a+120+(c<<3)>>3]));N=N<M?M:N;h=h<N?N:h;c=0}k=k+1|0}while((k|0)!=(e|0))}e=e+1|0}if((d|0)>0)d=0;else{f[a+164>>2]=d;J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}do{e=a+120+(d*3<<3)|0;h=+p[e>>3];i=+K(+h);p[a+104+(d<<3)>>3]=i;if(!(b[D>>0]|0))c=(b[E>>0]|0)!=0;else c=1;if(h!=0.0&c){N=+p[e>>3]/i;C=a+(d<<1<<3)|0;p[C>>3]=N*+p[C>>3];C=C+8|0;p[C>>3]=N*+p[C>>3]}d=d+1|0;e=f[H>>2]|0}while((d|0)<(e|0));m=a+164|0;f[m>>2]=e;if((e|0)>0){l=0;c=e}else{J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}while(1){g=c-l|0;k=a+104+(2-g<<3)|0;i=+p[k>>3];if((g|0)>1){d=1;e=0;h=i;j=i;while(1){i=+p[k+(d<<3)>>3];c=i>j;h=c?i:h;e=c?d:e;d=d+1|0;if((d|0)==(g|0))break;else j=c?i:j}}else{e=0;h=i}if(h==0.0)break;do if(e|0){e=e+l|0;B=a+104+(l<<3)|0;C=a+104+(e<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;if(!(b[D>>0]|0)){if(b[E>>0]|0)J=45}else J=45;if((J|0)==45){J=0;B=a+(e<<1<<3)|0;C=a+(l<<1<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;B=B+8|0;N=+p[B>>3];C=C+8|0;p[B>>3]=+p[C>>3];p[C>>3]=N}if(!(b[F>>0]|0))if(!(b[G>>0]|0))break;B=a+32+(e*3<<3)|0;C=a+32+(l*3<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;z=B+8|0;N=+p[z>>3];A=C+8|0;p[z>>3]=+p[A>>3];p[A>>3]=N;B=B+16|0;N=+p[B>>3];C=C+16|0;p[B>>3]=+p[C>>3];p[C>>3]=N}while(0);e=l+1|0;c=f[H>>2]|0;if((c|0)<=(e|0)){J=50;break}else l=e}if((J|0)==50){J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}f[m>>2]=l;J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}function h7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;h=u;u=u+48|0;e=h+20|0;g=h;i=a+144|0;p[i>>3]=+p[d>>3];p[a+152>>3]=+p[d+16>>3];p[a+160>>3]=+p[d+32>>3];p[a+168>>3]=+p[d+8>>3];p[a+176>>3]=+p[d+24>>3];p[a+184>>3]=+p[d+40>>3];j7a(a,i)|0;p[c+120>>3]=+p[a>>3];p[c+128>>3]=+p[a+24>>3];p[c+136>>3]=0.0;p[c+144>>3]=+p[a+32>>3];if(!(b[c+157>>0]|0)){if(b[c+158>>0]|0){n=c+32|0;p[n>>3]=1.0;q=c+40|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;p[c+64>>3]=1.0;o=c+72|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;p[c+96>>3]=1.0;o=e+4|0;m=e+12|0;l=e+16|0;k=g+4|0;j=g+12|0;d=g+16|0;i=a+192|0;f[e>>2]=q;f[o>>2]=2;f[m>>2]=n;f[l>>2]=3;f[g>>2]=a+40;f[k>>2]=1;f[j>>2]=a;f[d>>2]=3;l7a(e,g,a+56|0,i);f[e>>2]=c+32;f[o>>2]=3;f[m>>2]=n;f[l>>2]=3;f[g>>2]=a+8;f[k>>2]=2;f[j>>2]=a;f[d>>2]=3;l7a(e,g,a+48|0,i)}}else{f[e>>2]=a;f[e+4>>2]=a+48;b[e+8>>0]=0;f[e+12>>2]=2;f[e+16>>2]=0;k7a(e,c+32|0,a+192|0)}if(!(b[c+155>>0]|0))if(!(b[c+156>>0]|0)){u=h;return 1};f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[c+(f[a+64>>2]<<3)>>3]=1.0;p[c+((f[a+68>>2]|0)+2<<3)>>3]=1.0;u=h;return 1}function i7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;m=+p[a+(b*3<<3)>>3];k=+p[a+((c<<1)+b<<3)>>3];l=+p[a+((b<<1)+c<<3)>>3];g=+p[a+(c*3<<3)>>3];j=l-k;f=(g+m)/j;if(j==0.0){i=1.0;j=0.0}else{j=+L(+(f*f+1.0));i=f/j;j=1.0/j}if(i==1.0&j==0.0){h=k;f=m}else{h=i*k+j*g;g=i*g-j*k;f=i*m+j*l}if(h==0.0){g=1.0;f=0.0}else{m=+K(+h);l=(f-g)/(m*2.0);f=+L(+(l*l+1.0));f=1.0/(l+(l>0.0?f:-f));l=1.0/+L(+(f*f+1.0));g=l;f=l*(+K(+f)*(h/m*(f>0.0?-1.0:1.0)))}p[e+8>>3]=f;p[e>>3]=g;m=-f;p[d>>3]=i*g-j*m;p[d+8>>3]=i*m+j*g;return}function j7a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,M=0.0;J=u;u=u+64|0;H=J+32|0;I=J;M=+p[c>>3];p[a>>3]=M;i=+p[c+8>>3];p[a+8>>3]=i;h=+p[c+16>>3];p[a+16>>3]=h;k=+p[c+24>>3];p[a+24>>3]=k;l=+p[c+32>>3];p[a+32>>3]=l;t=+p[c+40>>3];p[a+40>>3]=t;h=M*M+(i*i+h*h);p[a+96>>3]=h;t=k*k+(l*l+t*t);p[a+104>>3]=t;t=(h<t?t:h)*4.930380657631324e-32/3.0;v=a+136|0;f[v>>2]=2;w=a+128|0;p[w>>3]=0.0;x=a;y=H+4|0;z=H+8|0;A=H+12|0;B=H+16|0;C=I+4|0;D=I+12|0;E=I+20|0;F=I+28|0;s=0;n=0;while(1){r=2-s|0;m=a+96+(s<<3)|0;G=(r|0)>1;if(G){e=1;c=0;while(1){i=+p[m+(e<<3)>>3];d=i>h;c=d?e:c;e=e+1|0;if((e|0)==(r|0))break;else h=d?i:h}}else c=0;g=c+s|0;j=a+(g*3<<3)|0;q=3-s|0;e=j+(s<<3)|0;h=+p[e>>3];d=1;h=h*h;do{M=+p[e+(d<<3)>>3];h=h+M*M;d=d+1|0}while((d|0)!=(q|0));d=a+96+(g<<3)|0;p[d>>3]=h;if((f[v>>2]|0)==2)if(h<t*+(q|0))f[v>>2]=s;f[a+72+(s<<2)>>2]=g;o=a+(s*3<<3)|0;if(c){M=+p[o>>3];p[o>>3]=+p[j>>3];p[j>>3]=M;e=o+8|0;M=+p[e>>3];g=j+8|0;p[e>>3]=+p[g>>3];p[g>>3]=M;g=o+16|0;M=+p[g>>3];j=j+16|0;p[g>>3]=+p[j>>3];p[j>>3]=M;M=+p[m>>3];p[m>>3]=+p[d>>3];p[d>>3]=M;n=n+1|0}d=o+(s<<3)|0;j=a+48+(s<<3)|0;g=q+-1|0;e=d+8|0;l=+p[e>>3];h=l*l;if((q|0)>2){c=1;do{M=+p[e+(c<<3)>>3];h=h+M*M;c=c+1|0}while((c|0)!=(g|0));i=h}else i=h;h=+p[d>>3];if(!(i<=2.2250738585072014e-308)){k=+L(+(i+h*h));k=!(h>=0.0)?k:-k;i=h-k;p[e>>3]=l/i;if((g|0)!=1){c=1;do{p[e+(c<<3)>>3]=+p[e+(c<<3)>>3]/i;c=c+1|0}while((c|0)!=(g|0))}p[j>>3]=(k-h)/k;h=k}else{p[j>>3]=0.0;dQb(e|0,0,g<<3|0)|0}p[a+(s<<2<<3)>>3]=h;h=+K(+h);if(h>+p[w>>3])p[w>>3]=h;d=r+-1|0;r=3-r|0;e=r*3|0;f[H>>2]=a+(e+s<<3);f[y>>2]=q;f[z>>2]=d;f[A>>2]=a;f[B>>2]=3;f[I>>2]=o+(4-q<<3);f[C>>2]=g;f[D>>2]=o;c=E;f[c>>2]=x;f[c+4>>2]=3;f[F>>2]=3;c=s+1|0;p7a(H,I,j,a+80+(c<<3)|0);e=a+(s<<3)+(e<<3)|0;g=a+96+(r<<3)|0;if(G){M=+p[e>>3];p[g>>3]=+p[g>>3]-M*M;if((d|0)!=1){c=1;d=25;break}}if((c|0)==2){d=2;break}s=c;h=+p[a+96+(c<<3)>>3]}if((d|0)==2){H=a+64|0;f[H>>2]=0;G=a+68|0;f[G>>2]=1;I=a+64+(f[a+72>>2]<<2)|0;f[H>>2]=f[I>>2];f[I>>2]=0;I=a+64+(f[a+76>>2]<<2)|0;H=f[G>>2]|0;f[G>>2]=f[I>>2];f[I>>2]=H;f[a+140>>2]=(n<<1&2^2)+-1;b[a+112>>0]=1;u=J;return a|0}else if((d|0)==25)while(1){d=g+(c<<3)|0;M=+p[e+(c*3<<3)>>3];p[d>>3]=+p[d>>3]-M*M;c=c+1|0;d=25}return 0}function k7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+48|0;C=E+20|0;D=E;e=f[a+12>>2]|0;p[c>>3]=1.0;B=c+8|0;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[B+12>>2]=0;f[B+16>>2]=0;f[B+20>>2]=0;p[c+32>>3]=1.0;B=c+40|0;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[B+12>>2]=0;f[B+16>>2]=0;f[B+20>>2]=0;p[c+64>>3]=1.0;if((e|0)<=0){u=E;return}j=a+16|0;k=a+8|0;l=C+4|0;m=C+8|0;n=C+12|0;o=C+16|0;q=D+4|0;r=D+12|0;s=D+16|0;t=a+4|0;v=C+4|0;w=C+8|0;x=C+12|0;y=C+16|0;z=D+4|0;A=D+12|0;B=D+16|0;do{g=e;e=e+-1|0;h=f[j>>2]|0;i=4-g-h|0;if(!(b[k>>0]|0)){f[C>>2]=c+(3-i<<2<<3);f[l>>2]=i;f[m>>2]=i;f[n>>2]=c;f[o>>2]=3;h=h+g|0;i=f[a>>2]|0;f[D>>2]=i+(h+(e*3|0)<<3);f[q>>2]=3-h;f[r>>2]=i;f[s>>2]=3;o7a(C,D,(f[t>>2]|0)+(e<<3)|0,d)}else{f[C>>2]=c+(3-i<<2<<3);f[v>>2]=i;f[w>>2]=i;f[x>>2]=c;f[y>>2]=3;h=h+g|0;i=f[a>>2]|0;f[D>>2]=i+(h+(e*3|0)<<3);f[z>>2]=3-h;f[A>>2]=i;f[B>>2]=3;n7a(C,D,(f[t>>2]|0)+(e<<3)|0,d)}}while((g|0)>1);u=E;return}function l7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0;n=u;u=u+96|0;e=n+80|0;g=n;i=f[a+4>>2]|0;if((i|0)==1){h=1.0-+p[c>>3];l=f[a>>2]|0;p[l>>3]=h*+p[l>>3];m=f[a+16>>2]|0;k=l+(m<<3)|0;p[k>>3]=h*+p[k>>3];m=l+(m<<1<<3)|0;p[m>>3]=h*+p[m>>3];u=n;return}f[e>>2]=d;m=i+-1|0;l=(f[a>>2]|0)+8|0;j=a;s=f[j>>2]|0;j=f[j+4>>2]|0;o=a+12|0;k=o;r=f[k>>2]|0;k=f[k+4>>2]|0;x=b;w=f[x+4>>2]|0;t=b+12|0;v=f[t>>2]|0;t=f[t+4>>2]|0;d=g;f[d>>2]=f[x>>2];f[d+4>>2]=w;d=g+12|0;f[d>>2]=v;f[d+4>>2]=t;f[g+20>>2]=l;f[g+24>>2]=m;d=g+32|0;f[d>>2]=s;f[d+4>>2]=j;d=g+44|0;f[d>>2]=r;f[d+4>>2]=k;f[g+52>>2]=k;m7a(e,g)|0;d=f[a>>2]|0;r=f[o+4>>2]|0;a=f[e>>2]|0;q=+p[a>>3]+ +p[d>>3];p[a>>3]=q;g=a+8|0;p[g>>3]=+p[g>>3]+ +p[d+(r<<3)>>3];j=a+16|0;e=_Pb(r|0,0,1)|0;p[j>>3]=+p[j>>3]+ +p[d+(e<<3)>>3];h=+p[c>>3];e=f[o+4>>2]|0;p[d>>3]=+p[d>>3]-h*q;o=d+(e<<3)|0;p[o>>3]=+p[o>>3]-h*+p[g>>3];e=_Pb(e|0,0,1)|0;e=d+(e<<3)|0;p[e>>3]=+p[e>>3]-h*+p[j>>3];h=+p[c>>3];if((i|0)>1){e=f[b>>2]|0;p[l>>3]=+p[l>>3]-h*+p[e>>3]*+p[a>>3];if((m|0)==1)d=0;else{d=1;do{x=l+(d<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[a>>3];d=d+1|0}while((d|0)!=(m|0));d=0}do{x=l+(d+k<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[g>>3];d=d+1|0}while((d|0)!=(m|0));a=_Pb(k|0,0,1)|0;d=0;do{x=l+(d+a<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[j>>3];d=d+1|0}while((d|0)!=(m|0))}u=n;return}function m7a(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[b>>2]|0;e=f[b+20>>2]|0;g=f[b+52>>2]|0;i=f[b+24>>2]|0;h=f[a>>2]|0;if(!i){f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;return a|0}c=+p[j>>3]*+p[e>>3];if((i|0)>1)b=1;else{p[h>>3]=c;p[h+8>>3]=+p[j>>3]*+p[e+(g<<3)>>3];p[h+16>>3]=+p[j>>3]*+p[e+(g<<1<<3)>>3];return a|0}do{c=c+ +p[j+(b<<3)>>3]*+p[e+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h>>3]=c;d=e+(g<<3)|0;b=1;c=+p[j>>3]*+p[d>>3];do{c=c+ +p[j+(b<<3)>>3]*+p[d+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h+8>>3]=c;d=e+(g<<1<<3)|0;b=1;c=+p[j>>3]*+p[d>>3];do{c=c+ +p[j+(b<<3)>>3]*+p[d+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h+16>>3]=c;return a|0}function n7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+272|0;v=w+136|0;m=w;o=f[a+8>>2]|0;if((o|0)==1){h=1.0-+p[c>>3];i=f[a+4>>2]|0;if((i|0)<=0){u=w;return}g=f[a>>2]|0;e=0;do{v=g+(e<<3)|0;p[v>>3]=h*+p[v>>3];e=e+1|0}while((e|0)!=(i|0));u=w;return}l=a+4|0;q=f[l>>2]|0;r=o+-1|0;e=f[a>>2]|0;s=f[a+16>>2]|0;t=e+(s<<3)|0;k=f[b>>2]|0;j=f[b+4>>2]|0;n=(q|0)>0;g=(j|0)>1;do if(n){if(!j){dQb(d|0,0,q<<3|0)|0;e=f[a>>2]|0}else{if(g){g=0;do{a=t+(g<<3)|0;i=1;h=+p[a>>3]*+p[k>>3];do{x=a+((X(i,s)|0)<<3)|0;h=h+ +p[x>>3]*+p[k+(i<<3)>>3];i=i+1|0}while((i|0)!=(j|0));p[d+(g<<3)>>3]=h;g=g+1|0}while((g|0)!=(q|0))}else{g=0;do{p[d+(g<<3)>>3]=+p[t+(g<<3)>>3]*+p[k>>3];g=g+1|0}while((g|0)!=(q|0))}if(!n)break}p[d>>3]=+p[d>>3]+ +p[e>>3];if((q|0)!=1){g=1;do{x=d+(g<<3)|0;p[x>>3]=+p[x>>3]+ +p[e+(g<<3)>>3];g=g+1|0}while((g|0)!=(q|0))}}while(0);h=+p[c>>3];g=f[l>>2]|0;if((g|0)>0){p[e>>3]=+p[e>>3]-h*+p[d>>3];if((g|0)!=1){i=1;do{x=e+(i<<3)|0;p[x>>3]=+p[x>>3]-h*+p[d+(i<<3)>>3];i=i+1|0}while((i|0)!=(g|0))}}h=+p[c>>3];k=b;j=f[k>>2]|0;k=f[k+4>>2]|0;a=b+12|0;i=f[a>>2]|0;a=f[a+4>>2]|0;g=m+24|0;f[g>>2]=q;if(n){e=0;do{p[m+(e<<3)>>3]=h*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(q|0));e=f[g>>2]|0}else e=q;x=m+32|0;f[x>>2]=j;f[x+4>>2]=k;x=m+44|0;f[x>>2]=i;f[x+4>>2]=a;f[m+128>>2]=0;f[m+132>>2]=0;f[v+24>>2]=e;if((e|0)>0)bQb(v|0,m|0,e<<3|0)|0;x=v+32|0;f[x>>2]=j;f[x+4>>2]=k;x=v+44|0;f[x>>2]=i;f[x+4>>2]=a;f[v+128>>2]=0;f[v+132>>2]=0;if(n&(o|0)>1){e=0;do{i=j+(e<<3)|0;a=X(e,s)|0;g=0;do{x=t+(g+a<<3)|0;p[x>>3]=+p[x>>3]-+p[v+(g<<3)>>3]*+p[i>>3];g=g+1|0}while((g|0)!=(q|0));e=e+1|0}while((e|0)!=(r|0))}u=w;return}function o7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+256|0;w=x+128|0;o=x;q=f[a+4>>2]|0;if((q|0)==1){g=1.0-+p[c>>3];h=f[a+8>>2]|0;if((h|0)<=0){u=x;return}i=f[a>>2]|0;e=f[a+16>>2]|0;a=0;do{w=i+((X(a,e)|0)<<3)|0;p[w>>3]=g*+p[w>>3];a=a+1|0}while((a|0)!=(h|0));u=x;return}k=a+8|0;s=f[k>>2]|0;n=d;t=q+-1|0;l=f[a>>2]|0;v=l+8|0;j=a+16|0;r=f[j>>2]|0;m=(s|0)>0;i=f[b>>2]|0;if(m){if((q|0)>2){a=0;do{h=v+((X(a,r)|0)<<3)|0;e=1;g=+p[i>>3]*+p[h>>3];do{g=g+ +p[i+(e<<3)>>3]*+p[h+(e<<3)>>3];e=e+1|0}while((e|0)!=(t|0));p[d+(a<<3)>>3]=g;a=a+1|0}while((a|0)!=(s|0))}else{a=0;do{h=v+((X(a,r)|0)<<3)|0;p[d+(a<<3)>>3]=+p[i>>3]*+p[h>>3];a=a+1|0}while((a|0)!=(s|0))}a=f[j>>2]|0;if(m){p[d>>3]=+p[d>>3]+ +p[l>>3];if((s|0)!=1){e=1;do{i=d+(e<<3)|0;h=l+((X(e,a)|0)<<3)|0;p[i>>3]=+p[i>>3]+ +p[h>>3];e=e+1|0}while((e|0)!=(s|0))}}}g=+p[c>>3];h=f[k>>2]|0;a=f[j>>2]|0;if((h|0)>0){p[l>>3]=+p[l>>3]-g*+p[d>>3];if((h|0)!=1){e=1;do{k=l+((X(e,a)|0)<<3)|0;p[k>>3]=+p[k>>3]-g*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(h|0))}}g=+p[c>>3];i=f[b>>2]|0;a=f[b+4>>2]|0;h=o+24|0;f[h>>2]=a;if((a|0)>0){e=0;do{p[o+(e<<3)>>3]=g*+p[i+(e<<3)>>3];e=e+1|0}while((e|0)!=(a|0));a=f[h>>2]|0}f[o+32>>2]=n;f[o+40>>2]=s;f[o+120>>2]=0;f[o+124>>2]=0;f[w+24>>2]=a;if((a|0)>0)bQb(w|0,o|0,a<<3|0)|0;f[w+32>>2]=n;f[w+40>>2]=s;f[w+120>>2]=0;f[w+124>>2]=0;if(m&(q|0)>1){a=0;do{h=d+(a<<3)|0;i=X(a,r)|0;e=0;do{q=v+(e+i<<3)|0;p[q>>3]=+p[q>>3]-+p[w+(e<<3)>>3]*+p[h>>3];e=e+1|0}while((e|0)!=(t|0));a=a+1|0}while((a|0)!=(s|0))}u=x;return}function p7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+208|0;w=x+104|0;o=x;q=f[a+4>>2]|0;if((q|0)==1){g=1.0-+p[c>>3];h=f[a+8>>2]|0;if((h|0)<=0){u=x;return}i=f[a>>2]|0;e=f[a+16>>2]|0;a=0;do{w=i+((X(a,e)|0)<<3)|0;p[w>>3]=g*+p[w>>3];a=a+1|0}while((a|0)!=(h|0));u=x;return}k=a+8|0;s=f[k>>2]|0;n=d;t=q+-1|0;l=f[a>>2]|0;v=l+8|0;j=a+16|0;r=f[j>>2]|0;m=(s|0)>0;i=f[b>>2]|0;if(m){if((q|0)>2){a=0;do{h=v+((X(a,r)|0)<<3)|0;e=1;g=+p[i>>3]*+p[h>>3];do{g=g+ +p[i+(e<<3)>>3]*+p[h+(e<<3)>>3];e=e+1|0}while((e|0)!=(t|0));p[d+(a<<3)>>3]=g;a=a+1|0}while((a|0)!=(s|0))}else{a=0;do{h=v+((X(a,r)|0)<<3)|0;p[d+(a<<3)>>3]=+p[i>>3]*+p[h>>3];a=a+1|0}while((a|0)!=(s|0))}a=f[j>>2]|0;if(m){p[d>>3]=+p[d>>3]+ +p[l>>3];if((s|0)!=1){e=1;do{i=d+(e<<3)|0;h=l+((X(e,a)|0)<<3)|0;p[i>>3]=+p[i>>3]+ +p[h>>3];e=e+1|0}while((e|0)!=(s|0))}}}g=+p[c>>3];h=f[k>>2]|0;a=f[j>>2]|0;if((h|0)>0){p[l>>3]=+p[l>>3]-g*+p[d>>3];if((h|0)!=1){e=1;do{k=l+((X(e,a)|0)<<3)|0;p[k>>3]=+p[k>>3]-g*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(h|0))}}g=+p[c>>3];i=f[b>>2]|0;a=f[b+4>>2]|0;h=o+24|0;f[h>>2]=a;if((a|0)>0){e=0;do{p[o+(e<<3)>>3]=g*+p[i+(e<<3)>>3];e=e+1|0}while((e|0)!=(a|0));a=f[h>>2]|0}f[o+32>>2]=n;f[o+40>>2]=s;f[o+96>>2]=0;f[o+100>>2]=0;f[w+24>>2]=a;if((a|0)>0)bQb(w|0,o|0,a<<3|0)|0;f[w+32>>2]=n;f[w+40>>2]=s;f[w+96>>2]=0;f[w+100>>2]=0;if(m&(q|0)>1){a=0;do{h=d+(a<<3)|0;i=X(a,r)|0;e=0;do{q=v+(e+i<<3)|0;p[q>>3]=+p[q>>3]-+p[w+(e<<3)>>3]*+p[h>>3];e=e+1|0}while((e|0)!=(t|0));a=a+1|0}while((a|0)!=(s|0))}u=x;return}function q7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function r7a(a,c,d){a=a|0;c=c|0;d=+d;var e=0,f=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;j=u;u=u+16|0;i=j;q=+p[a>>3];o=+p[a+8>>3];l=+p[a+16>>3];r=+p[a+24>>3];n=r+(q*+p[c>>3]+(o*+p[c+8>>3]+l*+p[c+16>>3]));m=r+(q*+p[c+24>>3]+(o*+p[c+32>>3]+l*+p[c+40>>3]));l=r+(q*+p[c+48>>3]+(o*+p[c+56>>3]+l*+p[c+64>>3]));f=+K(+n)<d;g=!(n>0.0)&1;e=f?2:g;b[i>>0]=e;h=+K(+m)<d;c=h?2:!(m>0.0)&1;b[i+1>>0]=c;k=+K(+l)<d;a=k?2:!(l>0.0)&1;b[i+2>>0]=a;switch((h?(f?2:1):f&1)+(k&1)&7){case 2:{if(!f){k=g;u=j;return k|0}k=b[i+(h?2:1)>>0]|0;u=j;return k|0}case 1:{h=f?0:h?1:2;k=b[i+(((h+1|0)>>>0)%3|0)>>0]|0;k=k<<24>>24==(b[i+(((h+2|0)>>>0)%3|0)>>0]|0)?k:3;u=j;return k|0}case 0:{k=e<<24>>24==0;k=a<<24>>24==0^k|k^c<<24>>24==0?3:(k^1)&1;u=j;return k|0}case 3:{k=2;u=j;return k|0}default:{k=4;u=j;return k|0}}return 0}function s7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;a=f[c>>2]|0;g=(f[c+4>>2]|0)-a|0;h=g+1|0;if(!g){c=a;return c|0}if(!h){h=b+2496|0;d=f[h>>2]|0;g=((d+1|0)>>>0)%624|0;c=b+(d<<2)|0;e=f[b+(g<<2)>>2]|0;f[c>>2]=0-(e&1)&-1727483681^f[b+((((d+397|0)>>>0)%624|0)<<2)>>2]^(e&2147483646|f[c>>2]&-2147483648)>>>1;c=f[b+(f[h>>2]<<2)>>2]|0;c=c>>>11^c;f[h>>2]=g;c=c<<7&-1658038656^c;c=c<<15&-272236544^c;c=c>>>18^c;return c|0}d=32-(_(h|0)|0)|0;d=d+(((-1>>>(33-d|0)&h|0)==0)<<31>>31)|0;a=(d>>>5)+((d&31|0)!=0&1)|0;a=a>>>0>d>>>0?0:-1>>>(32-((d>>>0)/(a>>>0)|0)|0);d=b+2496|0;e=f[d>>2]|0;do{j=e;e=((e+1|0)>>>0)%624|0;g=b+(j<<2)|0;i=f[b+(e<<2)>>2]|0;f[g>>2]=0-(i&1)&-1727483681^f[b+((((j+397|0)>>>0)%624|0)<<2)>>2]^(i&2147483646|f[g>>2]&-2147483648)>>>1;g=f[b+(f[d>>2]<<2)>>2]|0;g=g>>>11^g;f[d>>2]=e;g=g<<7&-1658038656^g;g=g<<15&-272236544^g;g=(g>>>18^g)&a}while(g>>>0>=h>>>0);j=(f[c>>2]|0)+g|0;return j|0}function t7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;e=l;c=f[b>>2]|0;g=c;if(((f[b+4>>2]|0)-c|0)!=12){k=0;u=l;return k|0}b=f[a>>2]|0;if(((f[a+4>>2]|0)-b|0)!=32){k=0;u=l;return k|0}d=g+4|0;if(((f[d>>2]|0)-(f[c>>2]|0)|0)!=32){k=0;u=l;return k|0}k=pOb(32)|0;i=k+32|0;j=b;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];f[k+16>>2]=f[j+16>>2];f[k+20>>2]=f[j+20>>2];f[k+24>>2]=f[j+24>>2];f[k+28>>2]=f[j+28>>2];f[e>>2]=0;j=e+4|0;f[j>>2]=0;f[e+8>>2]=0;b=(f[d>>2]|0)-(f[c>>2]|0)|0;a=b>>3;if(!a){d=0;e=0;b=0;a=0;c=0}else{if(a>>>0>536870911)AMb(e);h=pOb(b)|0;f[j>>2]=h;f[e>>2]=h;f[e+8>>2]=h+(a<<3);a=f[g>>2]|0;b=(f[d>>2]|0)-a|0;c=h;if((b|0)>0){g=h+(b>>>3<<3)|0;bQb(h|0,a|0,b|0)|0;f[j>>2]=g;d=h;e=g;b=c;a=g;c=h}else{d=h;e=h;b=c;a=c;c=h}}u7a(k,i);u7a(d,e);if((a-b|0)==32)if((f[k>>2]|0)==(f[b>>2]|0))if((f[k+4>>2]|0)==(f[b+4>>2]|0))if((f[k+8>>2]|0)==(f[b+8>>2]|0))if((f[k+12>>2]|0)==(f[b+12>>2]|0))if((f[k+16>>2]|0)==(f[b+16>>2]|0))if((f[k+20>>2]|0)==(f[b+20>>2]|0))if((f[k+24>>2]|0)==(f[b+24>>2]|0))b=(f[k+28>>2]|0)==(f[b+28>>2]|0)?1:0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;if(d|0){if((e|0)!=(d|0))f[j>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(c)}sOb(k);k=b;u=l;return k|0}function u7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+1632|0;k=0;a:while(1){d=b;i=b+-8|0;e=b+-16|0;j=b+-4|0;c=a;while(1){l=c;f[m+32>>2]=c;f[m+136>>2]=b;f[m+168>>2]=l;f[m+288>>2]=g;f[m+504>>2]=d;f[m+704>>2]=i;f[m+920>>2]=e;f[m+1096>>2]=j;f[m+1464>>2]=h;f[m+1560>>2]=k;f[m+1576>>2]=0;f[m+1580>>2]=0;N7a(m);c=f[m+32>>2]|0;l=f[m+168>>2]|0;g=f[m+288>>2]|0;h=f[m+1464>>2]|0;k=f[m+1560>>2]|0;G=f[m+1576>>2]|0;D=f[m+1580>>2]|0;H=+n[m+1580>>2];f[m+1576>>2]=0;f[m+1580>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((k|0)==133){k=0;u7a(g+8|0,b);a=l;b=g;continue}else if((k|0)==134){k=0;if(h){k=135;break}else{a=l;b=g;continue}}}a=1;if(a)if((k|0)==5){b=f[i>>2]|0;a=f[l>>2]|0;if((b|0)==(a|0)){if((f[j>>2]|0)>=(f[l+4>>2]|0)){u=m;return}}else if((b|0)>=(a|0)){u=m;return}k=l;j=f[k>>2]|0;k=f[k+4>>2]|0;h=f[i+4>>2]|0;f[l>>2]=f[i>>2];f[l+4>>2]=h;f[i>>2]=j;f[i+4>>2]=k;u=m;return}else if((k|0)==9){d=l+8|0;c=f[d>>2]|0;a=f[l>>2]|0;if((c|0)==(a|0))b=(f[l+12>>2]|0)<(f[l+4>>2]|0);else b=(c|0)<(a|0);a=f[i>>2]|0;if((a|0)==(c|0))a=(f[j>>2]|0)<(f[l+12>>2]|0);else a=(a|0)<(c|0);if(!b){if(!a){u=m;return}b=f[d>>2]|0;a=f[d+4>>2]|0;k=f[i+4>>2]|0;f[d>>2]=f[i>>2];f[d+4>>2]=k;f[i>>2]=b;f[i+4>>2]=a;a=f[d>>2]|0;b=f[l>>2]|0;if((a|0)==(b|0)){if((f[l+12>>2]|0)>=(f[l+4>>2]|0)){u=m;return}}else if((a|0)>=(b|0)){u=m;return}k=l;j=f[k>>2]|0;k=f[k+4>>2]|0;i=f[d+4>>2]|0;f[l>>2]=f[d>>2];f[l+4>>2]=i;f[d>>2]=j;f[d+4>>2]=k;u=m;return}c=l;b=f[c>>2]|0;c=f[c+4>>2]|0;if(a){k=f[i+4>>2]|0;f[l>>2]=f[i>>2];f[l+4>>2]=k;f[i>>2]=b;f[i+4>>2]=c;u=m;return}k=f[d+4>>2]|0;a=l;f[a>>2]=f[d>>2];f[a+4>>2]=k;f[d>>2]=b;f[d+4>>2]=c;a=f[i>>2]|0;if((a|0)==(b|0)){if((f[j>>2]|0)>=(c|0)){u=m;return}}else if((a|0)>=(b|0)){u=m;return}l=f[i+4>>2]|0;f[d>>2]=f[i>>2];f[d+4>>2]=l;f[i>>2]=b;f[i+4>>2]=c;u=m;return}else if((k|0)==27){v7a(l,l+8|0,l+16|0,i)|0;u=m;return}else if((k|0)==28){w7a(l,l+8|0,l+16|0,l+24|0,i)|0;u=m;return}else a=1;if(a)if((k|0)==30){i=l+16|0;h=l+8|0;a=f[h>>2]|0;g=f[l>>2]|0;if((a|0)==(g|0))c=(f[l+12>>2]|0)<(f[l+4>>2]|0);else c=(a|0)<(g|0);d=f[i>>2]|0;if((d|0)==(a|0))e=(f[l+20>>2]|0)<(f[l+12>>2]|0);else e=(d|0)<(a|0);do if(c){c=l;a=f[c>>2]|0;c=f[c+4>>2]|0;if(e){j=f[i+4>>2]|0;d=l;f[d>>2]=f[i>>2];f[d+4>>2]=j;f[i>>2]=a;f[i+4>>2]=c;d=a;break}g=f[h+4>>2]|0;j=l;f[j>>2]=f[h>>2];f[j+4>>2]=g;f[h>>2]=a;f[h+4>>2]=c;if((d|0)==(a|0)){if((f[l+20>>2]|0)>=(c|0))break}else if((d|0)>=(a|0))break;d=f[i+4>>2]|0;f[h>>2]=f[i>>2];f[h+4>>2]=d;f[i>>2]=a;f[i+4>>2]=c;d=a}else if(e){d=f[h>>2]|0;j=f[h+4>>2]|0;a=f[i>>2]|0;c=f[i+4>>2]|0;f[h>>2]=a;f[h+4>>2]=c;f[i>>2]=d;f[i+4>>2]=j;if((g|0)==(a|0)){if((f[l+4>>2]|0)<=(c|0))break}else if((g|0)<=(a|0))break;j=l;g=f[j>>2]|0;j=f[j+4>>2]|0;e=l;f[e>>2]=a;f[e+4>>2]=c;f[h>>2]=g;f[h+4>>2]=j}while(0);a=l+24|0;if((a|0)==(b|0)){u=m;return}else{h=a;a=i}while(1){c=f[h>>2]|0;if((c|0)==(d|0)){if((f[h+4>>2]|0)<(f[a+4>>2]|0))k=52}else if((c|0)<(d|0))k=52;if((k|0)==52){k=0;g=h;e=f[g>>2]|0;g=f[g+4>>2]|0;d=a;i=f[d+4>>2]|0;j=h;f[j>>2]=f[d>>2];f[j+4>>2]=i;b:do if((a|0)!=(l|0))while(1){c=a+-8|0;d=f[c>>2]|0;if((d|0)==(e|0)){if((f[a+-4>>2]|0)<=(g|0))break b}else if((d|0)<=(e|0))break b;i=f[c+4>>2]|0;j=a;f[j>>2]=f[c>>2];f[j+4>>2]=i;if((c|0)==(l|0)){a=c;break}else a=c}while(0);j=a;f[j>>2]=e;f[j+4>>2]=g}a=h+8|0;if((a|0)==(b|0))break;d=f[h>>2]|0;j=h;h=a;a=j}u=m;return}else if((k|0)==135)if(1){u=m;return}u=m}function v7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if((h|0)==(e|0))e=(f[b+4>>2]|0)<(f[a+4>>2]|0);else e=(h|0)<(e|0);g=f[c>>2]|0;if((g|0)==(h|0))h=(f[c+4>>2]|0)<(f[b+4>>2]|0);else h=(g|0)<(h|0);do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if((g|0)==(i|0)){if((f[c+4>>2]|0)>=(e|0)){j=1;break}}else if((g|0)>=(i|0)){j=1;break}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if((e|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){j=1;break}}else if((e|0)>=(h|0)){j=1;break}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if((e|0)==(g|0)){if((f[d+4>>2]|0)>=(f[c+4>>2]|0)){b=j;return b|0}}else if((e|0)>=(g|0)){b=j;return b|0}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if((g|0)==(h|0)){if((f[c+4>>2]|0)>=(f[b+4>>2]|0)){k=e;return k|0}}else if((g|0)>=(h|0)){k=e;return k|0}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if((g|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){k=e;return k|0}}else if((g|0)>=(h|0)){k=e;return k|0}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function w7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;i=v7a(a,b,c,d)|0;g=f[e>>2]|0;h=f[d>>2]|0;if((g|0)==(h|0)){if((f[e+4>>2]|0)>=(f[d+4>>2]|0))return i|0}else if((g|0)>=(h|0))return i|0;g=d;h=f[g>>2]|0;g=f[g+4>>2]|0;l=e;k=f[l+4>>2]|0;j=d;f[j>>2]=f[l>>2];f[j+4>>2]=k;f[e>>2]=h;f[e+4>>2]=g;e=i+1|0;g=f[d>>2]|0;h=f[c>>2]|0;if((g|0)==(h|0)){if((f[d+4>>2]|0)>=(f[c+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;l=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=l;e=d;f[e>>2]=h;f[e+4>>2]=g;e=i+2|0;g=f[c>>2]|0;h=f[b>>2]|0;if((g|0)==(h|0)){if((f[c+4>>2]|0)>=(f[b+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;k=c;l=f[k+4>>2]|0;e=b;f[e>>2]=f[k>>2];f[e+4>>2]=l;e=c;f[e>>2]=h;f[e+4>>2]=g;e=i+3|0;g=f[b>>2]|0;h=f[a>>2]|0;if((g|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function x7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if((d|0)==(e|0)){if((f[b+-4>>2]|0)>=(f[a+4>>2]|0)){b=1;return b|0}}else if((d|0)>=(e|0)){b=1;return b|0}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if((e|0)==(c|0))d=(f[a+12>>2]|0)<(f[a+4>>2]|0);else d=(e|0)<(c|0);c=f[g>>2]|0;if((c|0)==(e|0))c=(f[b+-4>>2]|0)<(f[a+12>>2]|0);else c=(c|0)<(e|0);if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if((c|0)==(d|0)){if((f[a+12>>2]|0)>=(f[a+4>>2]|0)){b=1;return b|0}}else if((c|0)>=(d|0)){b=1;return b|0}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if((c|0)==(d|0)){if((f[b+-4>>2]|0)>=(e|0)){b=1;return b|0}}else if((c|0)>=(d|0)){b=1;return b|0}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{v7a(a,a+8|0,a+16|0,b+-8|0)|0;b=1;return b|0}case 5:{w7a(a,a+8|0,a+16|0,a+24|0,b+-8|0)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if((c|0)==(i|0))e=(f[a+12>>2]|0)<(f[a+4>>2]|0);else e=(c|0)<(i|0);g=f[d>>2]|0;if((g|0)==(c|0))h=(f[a+20>>2]|0)<(f[a+12>>2]|0);else h=(g|0)<(c|0);do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if((g|0)==(c|0)){if((f[a+20>>2]|0)>=(e|0))break}else if((g|0)>=(c|0))break;i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if((i|0)==(c|0)){if((f[a+4>>2]|0)<=(e|0))break}else if((i|0)<=(c|0))break;i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if((e|0)==(g|0)){if((f[k+4>>2]|0)<(f[d+4>>2]|0))l=48}else if((e|0)<(g|0))l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if((e|0)==(i|0)){if((f[h+-4>>2]|0)<=(j|0)){d=g;break b}}else if((e|0)<=(i|0)){d=g;break b}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function y7a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0.0,J=0.0;H=u;u=u+512|0;F=H+464|0;G=H;l=pOb(48)|0;f[l>>2]=f[c>>2];f[l+4>>2]=f[c+4>>2];f[l+8>>2]=f[c+8>>2];f[l+12>>2]=f[c+12>>2];h=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;b[h+16>>0]=0;h=f[64687]|0;f[64687]=h+1;f[l+44>>2]=h;f[a>>2]=l;h=pOb(12)|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[l+24>>2]=h;h=pOb(12)|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;l=l+28|0;n=f[l>>2]|0;f[l>>2]=h;if(n|0){d=f[n>>2]|0;if(d|0){l=n+4|0;e=f[l>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[l>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h);e=f[l>>2]|0}}while((e|0)!=(d|0));d=f[n>>2]|0}sOb(d)}sOb(n)}l=f[a>>2]|0;n=pOb(12)|0;rqb(n,c);c=l+20|0;d=f[c>>2]|0;f[c>>2]=n;if(d|0){e=f[d>>2]|0;if(e|0){g=d+4|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-8-e|0)>>>3)<<3);sOb(e)}sOb(d)}B=+(f[l>>2]|0);C=+(f[l+4>>2]|0);D=+(f[l+8>>2]|0);E=+(f[l+12>>2]|0);i=B-B;j=C-E;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));z=i*i;A=j*j;if(!(q<=+L(+(z+(A+1.0)))*+L(+(z+(A+0.0)))*2.220446049250313e-16)){A=k/q;z=m/q;y=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;A=+p[G+80>>3];z=+p[G+88>>3];y=+p[G+96>>3]}i=D-D;j=E-C;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));w=i*i;x=j*j;if(!(q<=+L(+(w+(x+1.0)))*+L(+(w+(x+0.0)))*2.220446049250313e-16)){x=k/q;w=m/q;v=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;x=+p[G+80>>3];w=+p[G+88>>3];v=+p[G+96>>3]}i=D-B;j=C-C;k=j+j*0.0;m=-i-i*0.0;o=j*i;o=o-o;q=+L(+(k*k+(o*o+m*m)));s=i*i;t=j*j;if(!(q<=+L(+(s+(t+1.0)))*+L(+(s+(t+0.0)))*2.220446049250313e-16)){t=k/q;s=m/q;r=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;t=+p[G+80>>3];s=+p[G+88>>3];r=+p[G+96>>3]}i=B-D;j=E-E;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));J=i*i;I=j*j;if(!(q<=+L(+(J+(I+1.0)))*+L(+(J+(I+0.0)))*2.220446049250313e-16)){k=k/q;j=m/q;i=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;k=+p[G+80>>3];j=+p[G+88>>3];i=+p[G+96>>3]}F=pOb(12)|0;d=pOb(128)|0;f[F>>2]=d;G=d+128|0;f[F+8>>2]=G;p[d>>3]=A;p[d+8>>3]=z;p[d+16>>3]=y;p[d+24>>3]=-(A*B+(y*0.0+z*E));p[d+32>>3]=x;p[d+40>>3]=w;p[d+48>>3]=v;p[d+56>>3]=-(x*D+(v*0.0+w*C));p[d+64>>3]=t;p[d+72>>3]=s;p[d+80>>3]=r;p[d+88>>3]=-(t*B+(r*0.0+s*C));p[d+96>>3]=k;p[d+104>>3]=j;p[d+112>>3]=i;p[d+120>>3]=-(k*D+(i*0.0+j*E));f[F+4>>2]=G;G=l+16|0;d=f[G>>2]|0;f[G>>2]=F;if(!d){u=H;return}e=f[d>>2]|0;if(e|0){g=d+4|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-32-e|0)>>>5)<<5);sOb(e)}sOb(d);u=H;return}function z7a(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(48)|0;f[d>>2]=f[a+4>>2];f[d+4>>2]=f[a+8>>2];f[d+8>>2]=f[a+12>>2];f[d+12>>2]=f[a+16>>2];e=d+16|0;f[d+36>>2]=0;f[d+40>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=f[64687]|0;f[64687]=e+1;f[d+44>>2]=e;e=f[a>>2]|0;f[a>>2]=d;if(e){l4a(e);sOb(e);d=f[a>>2]|0}f[a+20>>2]=c;c=a+24|0;f[c>>2]=(f[c>>2]|0)+1;A7a(a,d,0);return}function A7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+48|0;i=r+24|0;k=r+8|0;l=r;j=f[c>>2]|0;e=f[c+4>>2]|0;f[i>>2]=j;f[i+4>>2]=e;m=f[c+8>>2]|0;n=f[c+12>>2]|0;f[k+8>>2]=m;f[k+12>>2]=n;if(!(d&1)){o=((m-j|0)/2|0)+j|0;g=o;h=n;p=e}else{p=((n-e|0)/2|0)+e|0;g=m;h=p;o=j}f[i+8>>2]=g;f[i+12>>2]=h;f[k>>2]=o;f[k+4>>2]=p;q=d+1|0;if((q|0)==(f[a+20>>2]|0)){y7a(l,i);q=c+36|0;p=f[l>>2]|0;f[l>>2]=0;d=f[q>>2]|0;f[q>>2]=p;if(d|0){l4a(d);sOb(d)}y7a(l,k);q=c+40|0;c=f[l>>2]|0;f[l>>2]=0;d=f[q>>2]|0;f[q>>2]=c;if(d|0){l4a(d);sOb(d)}a=a+24|0;f[a>>2]=(f[a>>2]|0)+2;u=r;return}else{l=pOb(48)|0;f[l>>2]=j;f[l+4>>2]=e;f[l+8>>2]=g;f[l+12>>2]=h;g=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;b[g+16>>0]=0;g=f[64687]|0;d=g+1|0;f[64687]=d;f[l+44>>2]=g;g=c+36|0;e=f[g>>2]|0;f[g>>2]=l;if(e){l4a(e);sOb(e);d=f[64687]|0}l=pOb(48)|0;f[l>>2]=o;f[l+4>>2]=p;f[l+8>>2]=m;f[l+12>>2]=n;e=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;f[64687]=d+1;f[l+44>>2]=d;d=c+40|0;e=f[d>>2]|0;f[d>>2]=l;if(e|0){l4a(e);sOb(e)}c=a+24|0;f[c>>2]=(f[c>>2]|0)+2;A7a(a,f[g>>2]|0,q);A7a(a,f[d>>2]|0,q);u=r;return}}function B7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+176|0;d=e+16|0;g=e;Xmb(d,0);pqb(g,b);a=C7a(a,f[a>>2]|0,b,g,d)|0;if(a){q4a(d,40996);g=d+76|0;Tlb(g);u=e;return a|0}Ymb(d,1,c,1,1)|0;gnb(c,1);q4a(d,40996);g=d+76|0;Tlb(g);u=e;return a|0}function C7a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0;v=u;u=u+192|0;q=v+36|0;t=v+24|0;s=v+12|0;n=v;l=f[c+36>>2]|0;if(l|0){if(!(b[l+32>>0]|0))if((f[e+8>>2]|0)<(f[l>>2]|0))k=0;else if((f[e>>2]|0)>(f[l+8>>2]|0))k=0;else if((f[e+12>>2]|0)<(f[l+4>>2]|0))k=0;else k=(f[e+4>>2]|0)<=(f[l+12>>2]|0);else if(!(b[(f[c+40>>2]|0)+32>>0]|0))k=0;else{h=c+32|0;if(b[h>>0]|0){t=1;u=v;return t|0}b[h>>0]=1;t=1;u=v;return t|0}j=c+40|0;h=f[j>>2]|0;if(!(b[h+32>>0]|0))if((f[e+8>>2]|0)<(f[h>>2]|0))i=0;else if((f[e>>2]|0)>(f[h+8>>2]|0))i=0;else if((f[e+12>>2]|0)<(f[h+4>>2]|0))i=0;else i=(f[e+4>>2]|0)<=(f[h+12>>2]|0);else i=0;if(k)h=C7a(a,l,d,e,g)|0;else h=1;if(!i){t=h;u=v;return t|0}t=h&(C7a(a,f[j>>2]|0,d,e,g)|0);u=v;return t|0}zqb(t,d);f[s>>2]=0;r=s+4|0;f[r>>2]=0;f[s+8>>2]=0;o=c+20|0;l=f[o>>2]|0;Xmb(q,0);h=q+76|0;Vlb(h,l,1,1)|0;Vlb(h,t,0,1)|0;f[n>>2]=0;l=n+4|0;f[l>>2]=0;f[n+8>>2]=0;Ymb(q,0,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(h);h=f[s>>2]|0;if(!h)h=s+8|0;else{i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h);h=s+8|0;f[h>>2]=0;f[r>>2]=0;f[s>>2]=0}f[s>>2]=f[n>>2];f[r>>2]=f[l>>2];f[h>>2]=f[n+8>>2];m=c+24|0;l=f[m>>2]|0;Xmb(q,0);h=q+76|0;Wmb(h,l,1,1)|0;Wmb(h,s,0,1)|0;f[n>>2]=0;l=n+4|0;f[l>>2]=0;f[n+8>>2]=0;Ymb(q,2,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(h);h=f[s>>2]|0;if(!h)h=s+8|0;else{i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h);h=s+8|0;f[h>>2]=0;f[r>>2]=0;f[s>>2]=0}a=f[n>>2]|0;f[s>>2]=a;e=f[l>>2]|0;f[r>>2]=e;f[h>>2]=f[n+8>>2];h=a;if((h|0)==(e|0))l=1;else{a=f[m>>2]|0;Xmb(q,0);e=q+76|0;Wmb(e,a,0,1)|0;Wmb(e,s,0,1)|0;f[n>>2]=0;a=n+4|0;f[a>>2]=0;f[n+8>>2]=0;Ymb(q,1,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(e);e=f[m>>2]|0;i=f[e>>2]|0;if(!i){h=e+4|0;i=e+8|0}else{h=e+4|0;j=f[h>>2]|0;if((j|0)!=(i|0)){do{k=j+-12|0;f[h>>2]=k;l=f[k>>2]|0;if(!l)j=k;else{j=j+-8|0;k=f[j>>2]|0;if((k|0)!=(l|0))f[j>>2]=k+(~((k+-8-l|0)>>>3)<<3);sOb(l);j=f[h>>2]|0}}while((j|0)!=(i|0));i=f[e>>2]|0}sOb(i);i=e+8|0;f[i>>2]=0;f[h>>2]=0;f[e>>2]=0}f[e>>2]=f[n>>2];f[h>>2]=f[a>>2];f[i>>2]=f[n+8>>2];Wmb(g+76|0,s,0,1)|0;e=f[d>>2]|0;E=+(f[e>>2]|0);D=+(f[e+4>>2]|0);C=+(f[e+8>>2]|0);B=+(f[e+12>>2]|0);A=+(f[e+16>>2]|0);z=+(f[e+20>>2]|0);y=+(f[e+24>>2]|0);x=+(f[e+28>>2]|0);w=+(f[e+32>>2]|0);e=q+4|0;a=pOb(72)|0;f[q>>2]=a;h=a+72|0;f[q+8>>2]=h;p[a>>3]=E;p[a+8>>3]=D;p[a+16>>3]=C;p[a+24>>3]=B;p[a+32>>3]=A;p[a+40>>3]=z;p[a+48>>3]=y;p[a+56>>3]=x;p[a+64>>3]=w;f[e>>2]=h;h=f[c+28>>2]|0;a=h+4|0;k=f[a>>2]|0;if((k|0)==(f[h+8>>2]|0))D7a(h,q);else{f[k>>2]=0;l=k+4|0;f[l>>2]=0;f[k+8>>2]=0;h=(f[e>>2]|0)-(f[q>>2]|0)|0;j=(h|0)/24|0;if(h|0){if(j>>>0>178956970)AMb(k);i=pOb(h)|0;f[l>>2]=i;f[k>>2]=i;f[k+8>>2]=i+(j*24|0);h=f[q>>2]|0;j=f[e>>2]|0;if((h|0)!=(j|0)){do{p[i>>3]=+p[h>>3];p[i+8>>3]=+p[h+8>>3];p[i+16>>3]=+p[h+16>>3];h=h+24|0;i=i+24|0}while((h|0)!=(j|0));f[l>>2]=i}}f[a>>2]=(f[a>>2]|0)+12}if(t7a(f[o>>2]|0,f[m>>2]|0)|0)b[c+32>>0]=1;h=f[q>>2]|0;if(h|0){i=f[e>>2]|0;if((i|0)!=(h|0))f[e>>2]=i+(~(((i+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}l=0;h=f[s>>2]|0}if(h|0){i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h)}j=f[t>>2]|0;if(j|0){h=t+4|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-8-j|0)>>>3)<<3);sOb(j)}t=l;u=v;return t|0}function D7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;e=f[r>>2]|0;h=f[a>>2]|0;m=(e-h|0)/12|0;c=m+1|0;n=h;if(c>>>0>357913941)AMb(a);q=a+8|0;o=((f[q>>2]|0)-h|0)/12|0;g=o<<1;g=o>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)k=0;else if(g>>>0>357913941)vd();else{k=pOb(g*12|0)|0;break}while(0);d=k+(m*12|0)|0;c=d;o=k+(g*12|0)|0;f[d>>2]=0;l=k+(m*12|0)+4|0;f[l>>2]=0;f[k+(m*12|0)+8>>2]=0;j=f[b+4>>2]|0;b=f[b>>2]|0;g=j-b|0;i=(g|0)/24|0;if(g|0){if(i>>>0>178956970)AMb(d);g=pOb(g)|0;f[l>>2]=g;f[d>>2]=g;f[k+(m*12|0)+8>>2]=g+(i*24|0);if((b|0)!=(j|0)){do{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[b+8>>3];p[g+16>>3]=+p[b+16>>3];b=b+24|0;g=g+24|0}while((b|0)!=(j|0));f[l>>2]=g}}g=d+12|0;if((e|0)!=(n|0)){do{m=d+-12|0;l=e;e=e+-12|0;f[m>>2]=0;k=d+-8|0;f[k>>2]=0;f[d+-4>>2]=0;f[m>>2]=f[e>>2];m=l+-8|0;f[k>>2]=f[m>>2];l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[e>>2]=0;d=c+-12|0;c=d}while((e|0)!=(n|0));h=f[a>>2]|0}f[a>>2]=c;c=f[r>>2]|0;f[r>>2]=g;f[q>>2]=o;b=h;if((c|0)!=(b|0)){e=c;do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~(((d+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}}while((e|0)!=(b|0))}if(!h)return;sOb(h);return}function E7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;pqb(e,b);c=F7a(a,f[a>>2]|0,b,e,c)|0;u=d;return c|0}function F7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0;L=u;u=u+320|0;C=L+208|0;s=L+312|0;r=L+300|0;g=L+288|0;h=L+176|0;K=L+276|0;H=L+264|0;E=L+252|0;t=L+32|0;v=L;w=L+248|0;x=L+244|0;y=L+240|0;k=f[a+84>>2]|0;z=+p[k+48>>3];A=+p[k+56>>3];k=f[b+36>>2]|0;if(k|0){h=f[d+8>>2]|0;if((h|0)<(f[k>>2]|0))j=0;else if((f[d>>2]|0)>(f[k+8>>2]|0))j=0;else if((f[d+12>>2]|0)<(f[k+4>>2]|0))j=0;else j=(f[d+4>>2]|0)<=(f[k+12>>2]|0);i=b+40|0;g=f[i>>2]|0;if((h|0)<(f[g>>2]|0))h=0;else if((f[d>>2]|0)>(f[g+8>>2]|0))h=0;else if((f[d+12>>2]|0)<(f[g+4>>2]|0))h=0;else h=(f[d+4>>2]|0)<=(f[g+12>>2]|0);if(j)g=F7a(a,k,c,d,e)|0;else g=1;if(!h){K=g;u=L;return K|0}K=g&(F7a(a,f[i>>2]|0,c,d,e)|0);u=L;return K|0}I=f[c>>2]|0;R=+(f[I>>2]|0);Q=+(f[I+4>>2]|0);P=+(f[I+8>>2]|0);M=+(f[I+12>>2]|0);N=+(f[I+16>>2]|0);O=+(f[I+20>>2]|0);I=g+4|0;J=pOb(48)|0;f[g>>2]=J;G=J+48|0;f[g+8>>2]=G;p[J>>3]=R;p[J+8>>3]=Q;p[J+16>>3]=P;p[J+24>>3]=M;p[J+32>>3]=N;p[J+40>>3]=O;f[I>>2]=G;O=+(f[b+4>>2]|0);N=+(f[b+8>>2]|0);M=+(f[b+12>>2]|0);p[h>>3]=+(f[b>>2]|0);p[h+8>>3]=O;p[h+16>>3]=N;p[h+24>>3]=M;f[K>>2]=0;G=K+4|0;f[G>>2]=0;f[K+8>>2]=0;if(vqb(J,f[b+16>>2]|0,h,K)|0)i=1;else{f[H>>2]=0;F=H+4|0;f[F>>2]=0;f[H+8>>2]=0;D7a(H,K);f[E>>2]=0;D=E+4|0;f[D>>2]=0;f[E+8>>2]=0;m=f[b+28>>2]|0;g=f[m>>2]|0;m=f[m+4>>2]|0;a:do if((g|0)==(m|0)){g=f[H>>2]|0;n=f[F>>2]|0;B=42}else{n=r+4|0;o=r+8|0;q=E+8|0;l=g;b:while(1){qqb(v,f[l>>2]|0,3);g=f[F>>2]|0;h=f[H>>2]|0;if((g|0)!=(h|0)){j=0;do{b=h+(j*12|0)|0;qqb(C,f[b>>2]|0,2);if(Bqb(f[l>>2]|0,v,f[b>>2]|0,C,t,s,A,z)|0){if(f[s>>2]&2147483647|0){b=0;do{M=+p[t+(b*24|0)>>3];N=+p[t+(b*24|0)+8>>3];O=+p[t+(b*24|0)+16>>3];d=b|1;P=+p[t+(d*24|0)>>3];Q=+p[t+(d*24|0)+8>>3];R=+p[t+(d*24|0)+16>>3];d=pOb(48)|0;f[r>>2]=d;h=d+48|0;f[o>>2]=h;p[d>>3]=M;p[d+8>>3]=N;p[d+16>>3]=O;p[d+24>>3]=P;p[d+32>>3]=Q;p[d+40>>3]=R;f[n>>2]=h;h=f[D>>2]|0;if((h|0)==(f[q>>2]|0)){D7a(E,r);g=f[r>>2]|0}else{f[h>>2]=0;d=h+4|0;f[d>>2]=0;f[h+8>>2]=0;g=f[r>>2]|0;k=(f[n>>2]|0)-g|0;a=(k|0)/24|0;if(k){if(a>>>0>178956970)break b;c=pOb(k)|0;f[d>>2]=c;f[h>>2]=c;f[h+8>>2]=c+(a*24|0);g=f[r>>2]|0;a=f[n>>2]|0;if((g|0)!=(a|0)){k=g;h=c;do{p[h>>3]=+p[k>>3];p[h+8>>3]=+p[k+8>>3];p[h+16>>3]=+p[k+16>>3];k=k+24|0;h=h+24|0}while((k|0)!=(a|0));f[d>>2]=h;h=f[D>>2]|0}}f[D>>2]=h+12}if(g|0){h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}b=b+2|0}while(b>>>0<f[s>>2]<<1>>>0)}b=f[H>>2]|0;d=b+(j*12|0)|0;h=f[F>>2]|0;c=h+-12|0;a=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=a;c=b+(j*12|0)+4|0;a=h+-8|0;d=f[c>>2]|0;f[c>>2]=f[a>>2];f[a>>2]=d;b=b+(j*12|0)+8|0;h=h+-4|0;a=f[b>>2]|0;f[b>>2]=f[h>>2];f[h>>2]=a;h=f[F>>2]|0;a=h+-12|0;while(1){g=h+-12|0;f[F>>2]=g;k=f[g>>2]|0;if(k){g=h+-8|0;h=f[g>>2]|0;if((h|0)!=(k|0))f[g>>2]=h+(~(((h+-24-k|0)>>>0)/24|0)*24|0);sOb(k);g=f[F>>2]|0}if((g|0)==(a|0))break;else h=g}}else{j=j+1|0;g=f[F>>2]|0}h=f[H>>2]|0}while(j>>>0<((g-h|0)/12|0)>>>0)}h=f[E>>2]|0;j=f[D>>2]|0;if((h|0)!=(j|0)){f[w>>2]=g;f[x>>2]=h;f[y>>2]=j;f[r>>2]=f[w>>2];f[s>>2]=f[x>>2];f[C>>2]=f[y>>2];G7a(H,r,s,C)|0;k=f[E>>2]|0;g=f[D>>2]|0;if((g|0)!=(k|0))do{h=g+-12|0;f[D>>2]=h;j=f[h>>2]|0;if(!j)g=h;else{g=g+-8|0;h=f[g>>2]|0;if((h|0)!=(j|0))f[g>>2]=h+(~(((h+-24-j|0)>>>0)/24|0)*24|0);sOb(j);g=f[D>>2]|0}}while((g|0)!=(k|0))}g=f[H>>2]|0;h=f[F>>2]|0;l=l+12|0;if((g|0)==(h|0)){i=1;break a}if((l|0)==(m|0)){n=h;B=42;break a}}AMb(h)}while(0);c:do if((B|0)==42)if((g|0)==(n|0))i=0;else{b=e+4|0;l=e+8|0;m=C+4|0;d=g;while(1){U6a(C,d);j=f[b>>2]|0;if((j|0)==(f[l>>2]|0)){H7a(e,C);g=f[C>>2]|0}else{f[j>>2]=0;c=j+4|0;f[c>>2]=0;f[j+8>>2]=0;g=f[C>>2]|0;h=(f[m>>2]|0)-g|0;k=h>>3;if(k){if(k>>>0>536870911)break;a=pOb(h)|0;f[c>>2]=a;f[j>>2]=a;f[j+8>>2]=a+(k<<3);g=f[C>>2]|0;h=(f[m>>2]|0)-g|0;if((h|0)>0){bQb(a|0,g|0,h|0)|0;f[c>>2]=a+(h>>>3<<3)}}f[b>>2]=(f[b>>2]|0)+12}if(g|0){h=f[m>>2]|0;if((h|0)!=(g|0))f[m>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}d=d+12|0;if((d|0)==(n|0)){i=0;break c}}AMb(j)}while(0);g=f[E>>2]|0;if(g|0){h=f[D>>2]|0;if((h|0)!=(g|0)){do{j=h+-12|0;f[D>>2]=j;k=f[j>>2]|0;if(!k)h=j;else{h=h+-8|0;j=f[h>>2]|0;if((j|0)!=(k|0))f[h>>2]=j+(~(((j+-24-k|0)>>>0)/24|0)*24|0);sOb(k);h=f[D>>2]|0}}while((h|0)!=(g|0));g=f[E>>2]|0}sOb(g)}g=f[H>>2]|0;if(g|0){h=f[F>>2]|0;if((h|0)!=(g|0)){do{j=h+-12|0;f[F>>2]=j;k=f[j>>2]|0;if(!k)h=j;else{h=h+-8|0;j=f[h>>2]|0;if((j|0)!=(k|0))f[h>>2]=j+(~(((j+-24-k|0)>>>0)/24|0)*24|0);sOb(k);h=f[F>>2]|0}}while((h|0)!=(g|0));g=f[H>>2]|0}sOb(g)}}g=f[K>>2]|0;if(g|0){h=f[G>>2]|0;if((h|0)!=(g|0))f[G>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}g=f[I>>2]|0;if((g|0)!=(J|0))f[I>>2]=g+(~(((g+-24-J|0)>>>0)/24|0)*24|0);sOb(J);K=i;u=L;return K|0}function G7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0;l=f[a>>2]|0;h=l;i=(f[b>>2]|0)-h|0;b=l+(((i|0)/12|0)*12|0)|0;m=f[c>>2]|0;g=f[d>>2]|0;v=g-m|0;o=(v|0)/12|0;t=g;if((v|0)<=0){v=b;return v|0}u=a+8|0;e=f[u>>2]|0;v=a+4|0;q=f[v>>2]|0;d=q;if((o|0)<=((e-d|0)/12|0|0)){n=d-b|0;d=(n|0)/12|0;if((o|0)>(d|0)){d=m+(d*12|0)|0;g=d;a:do if((d|0)==(t|0))k=q;else{e=q;while(1){f[e>>2]=0;m=e+4|0;f[m>>2]=0;f[e+8>>2]=0;j=d+4|0;h=(f[j>>2]|0)-(f[d>>2]|0)|0;i=(h|0)/24|0;if(h|0){if(i>>>0>178956970)break;l=pOb(h)|0;f[m>>2]=l;f[e>>2]=l;f[e+8>>2]=l+(i*24|0);h=f[d>>2]|0;i=f[j>>2]|0;if((h|0)!=(i|0)){e=l;do{p[e>>3]=+p[h>>3];p[e+8>>3]=+p[h+8>>3];p[e+16>>3]=+p[h+16>>3];h=h+24|0;e=e+24|0}while((h|0)!=(i|0));f[m>>2]=e}}d=d+12|0;e=(f[v>>2]|0)+12|0;f[v>>2]=e;if((d|0)==(t|0)){k=e;break a}}AMb(e)}while(0);if((n|0)<=0){v=b;return v|0}}else k=q;e=k-(b+(o*12|0))|0;h=b+(((e|0)/12|0)*12|0)|0;if(h>>>0<q>>>0){d=h;i=k;do{f[i>>2]=0;u=i+4|0;f[u>>2]=0;f[i+8>>2]=0;f[i>>2]=f[d>>2];a=d+4|0;f[u>>2]=f[a>>2];u=d+8|0;f[i+8>>2]=f[u>>2];f[u>>2]=0;f[a>>2]=0;f[d>>2]=0;d=d+12|0;i=(f[v>>2]|0)+12|0;f[v>>2]=i}while(d>>>0<q>>>0)}if(e|0)do{j=h;h=h+-12|0;d=k;k=k+-12|0;e=f[k>>2]|0;l=d+-8|0;if(!e)d=d+-4|0;else{i=f[l>>2]|0;if((i|0)!=(e|0))f[l>>2]=i+(~(((i+-24-e|0)>>>0)/24|0)*24|0);sOb(e);d=d+-4|0;f[d>>2]=0;f[l>>2]=0;f[k>>2]=0}f[k>>2]=f[h>>2];v=j+-8|0;f[l>>2]=f[v>>2];a=j+-4|0;f[d>>2]=f[a>>2];f[a>>2]=0;f[v>>2]=0;f[h>>2]=0}while((h|0)!=(b|0));d=f[c>>2]|0;if((d|0)==(g|0)){v=b;return v|0}else e=b;while(1){if((e|0)!=(d|0))I7a(e,f[d>>2]|0,f[d+4>>2]|0);d=d+12|0;if((d|0)==(g|0))break;else e=e+12|0}return b|0}d=((d-h|0)/12|0)+o|0;if(d>>>0>357913941)AMb(a);c=(e-h|0)/12|0;g=c<<1;g=c>>>0<178956970?(g>>>0<d>>>0?d:g):357913941;d=(i|0)/12|0;do if(!g)j=0;else if(g>>>0>357913941)vd();else{j=pOb(g*12|0)|0;break}while(0);o=j+(d*12|0)|0;e=o;n=j+(g*12|0)|0;do if((m|0)==(t|0)){s=e;r=l}else{l=e;i=o;k=m;while(1){f[i>>2]=0;j=i+4|0;f[j>>2]=0;f[i+8>>2]=0;h=k+4|0;d=(f[h>>2]|0)-(f[k>>2]|0)|0;g=(d|0)/24|0;if(d|0){if(g>>>0>178956970){d=35;break}d=pOb(d)|0;f[j>>2]=d;f[i>>2]=d;f[i+8>>2]=d+(g*24|0);g=f[k>>2]|0;h=f[h>>2]|0;if((g|0)!=(h|0)){do{p[d>>3]=+p[g>>3];p[d+8>>3]=+p[g+8>>3];p[d+16>>3]=+p[g+16>>3];g=g+24|0;d=d+24|0}while((g|0)!=(h|0));f[j>>2]=d}}d=l+12|0;l=d;k=k+12|0;if((k|0)==(t|0)){d=40;break}else i=d}if((d|0)==35)AMb(i);else if((d|0)==40){s=l;r=f[a>>2]|0;break}}while(0);if((r|0)==(b|0)){d=o;h=e}else{g=b;d=o;do{t=d+-12|0;c=g;g=g+-12|0;f[t>>2]=0;q=d+-8|0;f[q>>2]=0;f[d+-4>>2]=0;f[t>>2]=f[g>>2];t=c+-8|0;f[q>>2]=f[t>>2];c=c+-4|0;f[d+-4>>2]=f[c>>2];f[c>>2]=0;f[t>>2]=0;f[g>>2]=0;d=e+-12|0;e=d}while((g|0)!=(r|0));h=e}g=f[v>>2]|0;if((g|0)==(b|0))e=s;else{e=s;d=s;do{f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;f[d>>2]=f[b>>2];t=b+4|0;f[c>>2]=f[t>>2];c=b+8|0;f[d+8>>2]=f[c>>2];f[c>>2]=0;f[t>>2]=0;f[b>>2]=0;b=b+12|0;d=e+12|0;e=d}while((b|0)!=(g|0));d=h;b=f[v>>2]|0}h=f[a>>2]|0;f[a>>2]=d;f[v>>2]=e;f[u>>2]=n;if((b|0)!=(h|0))do{d=b;b=b+-12|0;g=f[b>>2]|0;if(g|0){d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}}while((b|0)!=(h|0));if(!h){v=o;return v|0}sOb(h);v=o;return v|0}function H7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=a+4|0;g=f[q>>2]|0;i=f[a>>2]|0;n=(g-i|0)/12|0;c=n+1|0;e=i;if(c>>>0>357913941)AMb(a);p=a+8|0;o=((f[p>>2]|0)-i|0)/12|0;h=o<<1;h=o>>>0<178956970?(h>>>0<c>>>0?c:h):357913941;do if(!h)m=0;else if(h>>>0>357913941)vd();else{m=pOb(h*12|0)|0;break}while(0);c=m+(n*12|0)|0;d=c;o=m+(h*12|0)|0;f[c>>2]=0;k=m+(n*12|0)+4|0;f[k>>2]=0;f[m+(n*12|0)+8>>2]=0;l=f[b>>2]|0;h=(f[b+4>>2]|0)-l|0;b=h>>3;if(b|0){if(b>>>0>536870911)AMb(c);j=pOb(h)|0;f[k>>2]=j;f[c>>2]=j;f[m+(n*12|0)+8>>2]=j+(b<<3);if((h|0)>0){bQb(j|0,l|0,h|0)|0;f[k>>2]=j+(h>>>3<<3)}}h=c+12|0;if((g|0)!=(e|0)){do{n=c+-12|0;m=g;g=g+-12|0;f[n>>2]=0;l=c+-8|0;f[l>>2]=0;f[c+-4>>2]=0;f[n>>2]=f[g>>2];n=m+-8|0;f[l>>2]=f[n>>2];m=m+-4|0;f[c+-4>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[g>>2]=0;c=d+-12|0;d=c}while((g|0)!=(e|0));i=f[a>>2]|0;e=f[q>>2]|0}f[a>>2]=d;f[q>>2]=h;f[p>>2]=o;h=i;if((e|0)!=(h|0))do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}}while((e|0)!=(h|0));if(!i)return;sOb(i);return}function I7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=(c-b|0)/24|0;k=a+8|0;d=f[k>>2]|0;i=f[a>>2]|0;e=i;if(j>>>0>((d-i|0)/24|0)>>>0){h=i;if(i){d=a+4|0;g=f[d>>2]|0;if((g|0)!=(e|0))f[d>>2]=g+(~(((g+-24-i|0)>>>0)/24|0)*24|0);sOb(h);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(j>>>0>178956970)AMb(a);i=(d|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<j>>>0?j:e):178956970;if(e>>>0>178956970)AMb(a);d=pOb(e*24|0)|0;g=a+4|0;f[g>>2]=d;f[a>>2]=d;f[k>>2]=d+(e*24|0);if((b|0)==(c|0))return;do{p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];b=b+24|0;d=d+24|0}while((b|0)!=(c|0));f[g>>2]=d;return}else{a=a+4|0;k=f[a>>2]|0;d=(k-i|0)/24|0;h=j>>>0>d>>>0;d=b+(d*24|0)|0;g=h?d:c;i=k;if((g|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(g|0));b=e}if(!h){if((b|0)==(i|0))return;f[a>>2]=i+(~(((i+-24-b|0)>>>0)/24|0)*24|0);return}if((g|0)==(c|0))return;b=f[a>>2]|0;do{p[b>>3]=+p[d>>3];p[b+8>>3]=+p[d+8>>3];p[b+16>>3]=+p[d+16>>3];d=d+24|0;b=b+24|0}while((d|0)!=(c|0));f[a>>2]=b;return}}function J7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=f[d>>2]|0;if((i|0)<3){h=0;return h|0}if((d+(i<<2)+4|0)==(e|0)){if((i|0)==3){k=f[d+4>>2]|0;l=f[d+8>>2]|0;d=f[d+12>>2]|0;$h[g&3](h,0,b+(k*12|0)|0,b+(l*12|0)|0,b+(d*12|0)|0,k,l,d,0,0,0);h=1;return h|0}if(!((K7a(b,d,e)|0)&1)){a=f[d>>2]|0;j=d+8|0;i=f[d+4>>2]|0;c=f[j>>2]|0;e=a+-2|0;if((a|0)>3){k=a+-4|0;l=k>>>1;a=j;while(1){j=i;i=f[a+(e<<2)>>2]|0;n=b+(c*12|0)|0;m=b+(i*12|0)|0;$h[g&3](h,1,b+(j*12|0)|0,n,m,j,c,i,0,0,0);a=a+4|0;j=c;c=f[a>>2]|0;$h[g&3](h,1,n,b+(c*12|0)|0,m,j,c,i,0,0,0);if((e|0)<=3)break;else e=e+-2|0}e=k&1;a=l+3|0}else a=2;if(!e){n=1;return n|0}n=f[d+(a<<2)+4>>2]|0;$h[g&3](h,1,b+(i*12|0)|0,b+(c*12|0)|0,b+(n*12|0)|0,i,c,n,0,0,0);n=1;return n|0}}n=O7a(a,b,c,d,e,g,h)|0;return n|0}function K7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0;y=u;u=u+80|0;p=y+36|0;q=p;i=y;d=f[b>>2]|0;if((d|0)!=((c-b>>2)+-1|0)){x=1;u=y;return x|0}if((d|0)==3){x=0;u=y;return x|0}d=b+4|0;l=f[c+-8>>2]|0;o=f[c+-4>>2]|0;b=a+(o*12|0)|0;m=+n[b>>2];k=m-+n[a+(l*12|0)>>2];g=+n[a+(o*12|0)+4>>2]-+n[a+(l*12|0)+4>>2];e=+n[a+(o*12|0)+8>>2]-+n[a+(l*12|0)+8>>2];n[p>>2]=k;l=p+4|0;n[l>>2]=g;o=p+8|0;n[o>>2]=e;a:do if(k==0.0){while(1){if(!(e==0.0&g==0.0))break a;h=f[d>>2]|0;j=a+(h*12|0)|0;d=d+4|0;if((d|0)==(c|0)){b=0;break}k=m;m=+n[j>>2];k=m-k;g=+n[a+(h*12|0)+4>>2]-+n[b+4>>2];e=+n[a+(h*12|0)+8>>2]-+n[b+8>>2];n[p>>2]=k;n[l>>2]=g;n[o>>2]=e;if(!(k==0.0)){b=j;break a}else b=j}u=y;return b|0}while(0);f[p+12>>2]=k==0.0?0:k<0.0?-1:1;f[p+16>>2]=g==0.0?0:g<0.0?-1:1;f[p+20>>2]=e==0.0?0:e<0.0?-1:1;n[p+24>>2]=0.0;n[p+28>>2]=0.0;n[p+32>>2]=0.0;w=b;v=d;h=0;t=q;r=0;q=0;while(1){b=f[v>>2]|0;s=w;w=a+(b*12|0)|0;k=+n[a+(b*12|0)+4>>2]-+n[s+4>>2];m=+n[a+(b*12|0)+8>>2]-+n[s+8>>2];b=i;p=i;n[p>>2]=+n[w>>2]-+n[s>>2];n[b+4>>2]=k;n[b+8>>2]=m;m=+n[p>>2];p=m==0.0;b=m<0.0?-1:1;s=i;d=s+12|0;f[d>>2]=p?0:b;if(p){b=f[t+12>>2]|0;f[d>>2]=b}m=+n[s+4>>2];p=m==0.0;d=m<0.0?-1:1;j=s+16|0;f[j>>2]=p?0:d;if(p){d=f[t+16>>2]|0;f[j>>2]=d}g=+n[s+8>>2];o=g==0.0;j=g<0.0?-1:1;l=s+20|0;f[l>>2]=o?0:j;if(o){j=f[t+20>>2]|0;f[l>>2]=j}e=+n[s>>2];if(e!=0.0|p^1|o^1){l=t;h=h+((b|0)!=(f[l+12>>2]|0)&1)|0;b=q+((d|0)!=(f[l+16>>2]|0)&1)|0;d=r+((j|0)!=(f[l+20>>2]|0)&1)|0;z=+n[l+4>>2];B=+n[l+8>>2];k=g*z-m*B;A=+n[l>>2];g=e*B-g*A;e=m*A-e*z;n[s+24>>2]=k;n[s+28>>2]=g;n[s+32>>2]=e;if(e==0.0&(k==0.0&g==0.0))j=t;else if(k*+n[l+24>>2]+g*+n[l+28>>2]+e*+n[l+32>>2]<0.0){b=1;x=19;break}else{j=i;i=t}}else{j=t;d=r;b=q}v=v+4|0;if((v|0)==(c|0))break;else{t=j;r=d;q=b}}if((x|0)==19){u=y;return b|0}x=((d|0)>2|((b|0)>2|(h|0)>2))&1;u=y;return x|0}function L7a(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0;n=f[a+320>>2]|0;l=f[a+400>>2]|0;m=f[a+408>>2]|0;i=f[a+808>>2]|0;o=f[a+816>>2]|0;j=f[a+824>>2]|0;q=f[a+1392>>2]|0;r=f[a+1400>>2]|0;a:{if(q){q=0;switch(r|0){case 4:case 2:case 0:{c=l+1|0;d=m;break}case 1:{c=f[(n+12|0)>>2]|0;d=f[(c+4|0)>>2]|0;if((d|0)==(f[c+8>>2]|0))u6a(c,j);else{p[d>>3]=+p[j>>3];p[d+8>>3]=+p[i+(l*72|0)+8>>3];p[d+16>>3]=+p[i+(l*72|0)+16>>3];p[d+24>>3]=+p[i+(l*72|0)+24>>3];p[d+32>>3]=+p[i+(l*72|0)+32>>3];p[d+40>>3]=+p[i+(l*72|0)+40>>3];p[d+48>>3]=+p[i+(l*72|0)+48>>3];p[d+56>>3]=+p[i+(l*72|0)+56>>3];p[d+64>>3]=+p[i+(l*72|0)+64>>3];f[(c+4|0)>>2]=d+72}e=f[(n+16|0)>>2]|0;c=(f[e>>2]|0)+(l*72|0)|0;h=f[(e+4|0)>>2]|0;if((c+72|0|0)!=(h|0)){d=c+72|0;do{g=+p[d>>3];p[d>>3]=+p[c>>3];p[c>>3]=g;k=d+8|0;g=+p[k>>3];s=c+8|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+16|0;g=+p[s>>3];k=c+16|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+24|0;g=+p[k>>3];s=c+24|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+32|0;g=+p[s>>3];k=c+32|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+40|0;g=+p[k>>3];s=c+40|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+48|0;g=+p[s>>3];k=c+48|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+56|0;g=+p[k>>3];s=c+56|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+64|0;g=+p[s>>3];k=c+64|0;p[s>>3]=+p[k>>3];p[k>>3]=g;d=d+72|0;c=c+72|0}while((d|0)!=(h|0))}if((h|0)!=(c|0))f[(e+4|0)>>2]=h+(~(((h+-72-c|0)>>>0)/72|0)*72|0);c=l;d=m+-1|0;break}default:q=1}}if(q){q=0;switch(r|0){case 3:{k=l+1|0;z=+p[((a+72|0)+8|0)>>3];y=+p[((a+72|0)+16|0)>>3];x=+p[((a+72|0)+24|0)>>3];w=+p[((a+72|0)+32|0)>>3];v=+p[((a+72|0)+40|0)>>3];u=+p[((a+72|0)+48|0)>>3];t=+p[((a+72|0)+56|0)>>3];g=+p[((a+72|0)+64|0)>>3];p[j>>3]=+p[(a+72|0)>>3];p[i+(l*72|0)+8>>3]=z;p[i+(l*72|0)+16>>3]=y;p[i+(l*72|0)+24>>3]=x;p[i+(l*72|0)+32>>3]=w;p[i+(l*72|0)+40>>3]=v;p[i+(l*72|0)+48>>3]=u;p[i+(l*72|0)+56>>3]=t;p[i+(l*72|0)+64>>3]=g;d=b[((a+288|0)+1|0)>>0]|0;if((d&255)>3){c=3;do{e=f[(n+16|0)>>2]|0;g=+p[(a+72|0)+(c*24|0)>>3];p[a>>3]=g;p[(a+8|0)>>3]=+p[(a+72|0)+(c*24|0)+8>>3];p[(a+16|0)>>3]=+p[(a+72|0)+(c*24|0)+16>>3];h=c+1|0;p[(a+24|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+32|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+40|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=c+2|0;p[(a+48|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+56|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+64|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=f[(e+4|0)>>2]|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[h+16>>2]=f[a+16>>2];f[h+20>>2]=f[a+20>>2];p[h>>3]=g;p[h+8>>3]=+p[(a+8|0)>>3];p[h+16>>3]=+p[(a+16|0)>>3];f[(h+24|0)>>2]=f[(a+24|0)>>2];f[(h+24|0)+4>>2]=f[(a+24|0)+4>>2];f[(h+24|0)+8>>2]=f[(a+24|0)+8>>2];f[(h+24|0)+12>>2]=f[(a+24|0)+12>>2];f[(h+24|0)+16>>2]=f[(a+24|0)+16>>2];f[(h+24|0)+20>>2]=f[(a+24|0)+20>>2];p[(h+24|0)>>3]=+p[(a+24|0)>>3];p[h+32>>3]=+p[(a+32|0)>>3];p[h+40>>3]=+p[(a+40|0)>>3];f[(h+48|0)>>2]=f[(a+48|0)>>2];f[(h+48|0)+4>>2]=f[(a+48|0)+4>>2];f[(h+48|0)+8>>2]=f[(a+48|0)+8>>2];f[(h+48|0)+12>>2]=f[(a+48|0)+12>>2];f[(h+48|0)+16>>2]=f[(a+48|0)+16>>2];f[(h+48|0)+20>>2]=f[(a+48|0)+20>>2];p[(h+48|0)>>3]=+p[(a+48|0)>>3];p[h+56>>3]=+p[(a+56|0)>>3];p[h+64>>3]=+p[(a+64|0)>>3];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+72}else{t6a(e,a);d=b[((a+288|0)+1|0)>>0]|0}c=c+3|0}while(c>>>0<(d&255)>>>0)}else c=3;d=b[((a+288|0)+2|0)>>0]|0;if(c>>>0<(d&255)>>>0){do{e=f[(n+12|0)>>2]|0;g=+p[(a+72|0)+(c*24|0)>>3];p[a>>3]=g;p[(a+8|0)>>3]=+p[(a+72|0)+(c*24|0)+8>>3];p[(a+16|0)>>3]=+p[(a+72|0)+(c*24|0)+16>>3];h=c+1|0;p[(a+24|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+32|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+40|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=c+2|0;p[(a+48|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+56|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+64|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=f[(e+4|0)>>2]|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[h+16>>2]=f[a+16>>2];f[h+20>>2]=f[a+20>>2];p[h>>3]=g;p[h+8>>3]=+p[(a+8|0)>>3];p[h+16>>3]=+p[(a+16|0)>>3];f[(h+24|0)>>2]=f[(a+24|0)>>2];f[(h+24|0)+4>>2]=f[(a+24|0)+4>>2];f[(h+24|0)+8>>2]=f[(a+24|0)+8>>2];f[(h+24|0)+12>>2]=f[(a+24|0)+12>>2];f[(h+24|0)+16>>2]=f[(a+24|0)+16>>2];f[(h+24|0)+20>>2]=f[(a+24|0)+20>>2];p[(h+24|0)>>3]=+p[(a+24|0)>>3];p[h+32>>3]=+p[(a+32|0)>>3];p[h+40>>3]=+p[(a+40|0)>>3];f[(h+48|0)>>2]=f[(a+48|0)>>2];f[(h+48|0)+4>>2]=f[(a+48|0)+4>>2];f[(h+48|0)+8>>2]=f[(a+48|0)+8>>2];f[(h+48|0)+12>>2]=f[(a+48|0)+12>>2];f[(h+48|0)+16>>2]=f[(a+48|0)+16>>2];f[(h+48|0)+20>>2]=f[(a+48|0)+20>>2];p[(h+48|0)>>3]=+p[(a+48|0)>>3];p[h+56>>3]=+p[(a+56|0)>>3];p[h+64>>3]=+p[(a+64|0)>>3];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+72}else{t6a(e,a);d=b[((a+288|0)+2|0)>>0]|0}c=c+3|0}while(c>>>0<(d&255)>>>0);c=k;d=m}else{c=k;d=m}break}default:q=1}}if(q){q=0;switch(r|0){default:{c=l;d=m}}}if(c>>>0>=d>>>0){f[a+1408>>2]=2;f[a+1412>>2]=1;break a}l=c;m=d;o=f[(n+16|0)>>2]|0}f[a+400>>2]=l;f[a+408>>2]=m;f[a+816>>2]=o;f[a+1392>>2]=q}function M7a(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;o=f[a+80>>2]|0;v=f[a+88>>2]|0;w=f[a+96>>2]|0;q=f[a+144>>2]|0;r=f[a+168>>2]|0;u=f[a+176>>2]|0;s=f[a+200>>2]|0;t=f[a+872>>2]|0;c=f[a+880>>2]|0;n=f[a+888>>2]|0;x=f[a+976>>2]|0;a:{b:do if((c|0)!=(n|0))while(1){P6a(a,f[(v+36|0)>>2]|0,c,o+40|0,+p[(o+32|0)>>3]);c:{d=1;e=b[a>>0]|0;if(d)switch(e|0){case 0:{d=f[u>>2]|0;if((d|0)==(f[((a+28|0)+8|0)>>2]|0)){V4a(a+28|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[u>>2]=d+88;break c}}case 1:{d=f[s>>2]|0;if((d|0)==(f[t>>2]|0)){V4a(a+16|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[s>>2]=d+88;break c}}case 2:{f[(o+16|0)>>2]=(f[(o+16|0)>>2]|0)+1;d=f[r>>2]|0;if((d|0)==(f[q>>2]|0)){V4a(a+40|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[r>>2]=d+88;break c}}default:d=1}if(d)switch(e|0){case 3:{f[(o+12|0)>>2]=(f[(o+12|0)>>2]|0)+1;d=b[(a+2|0)>>0]|0;f[(o+24|0)>>2]=(f[(o+24|0)>>2]|0)+-1+(((d&255)/3|0)&255);if(d<<24>>24){m=c+72|0;l=0;do{e=(l|0)<(h[(a+1|0)>>0]|0)?a+28|0:a+16|0;g=o+40+(l*24|0)|0;i=l+1|0;j=l+2|0;k=f[(e+4|0)>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){p[k>>3]=+p[g>>3];p[k+8>>3]=+p[o+40+(l*24|0)+8>>3];p[k+16>>3]=+p[o+40+(l*24|0)+16>>3];p[k+24>>3]=+p[(o+40+(i*24|0)|0)>>3];p[k+32>>3]=+p[o+40+(i*24|0)+8>>3];p[k+40>>3]=+p[o+40+(i*24|0)+16>>3];p[k+48>>3]=+p[(o+40+(j*24|0)|0)>>3];p[k+56>>3]=+p[o+40+(j*24|0)+8>>3];p[k+64>>3]=+p[o+40+(j*24|0)+16>>3];f[(k+72|0)>>2]=f[m>>2];f[(k+72|0)+4>>2]=f[m+4>>2];f[(k+72|0)+8>>2]=f[m+8>>2];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+88}else{$6a(e,g,o+40+(i*24|0)|0,o+40+(j*24|0)|0,m);d=b[(a+2|0)>>0]|0}l=l+3|0}while((l|0)<(d&255|0))}break}case 4:{f[(o+20|0)>>2]=(f[(o+20|0)>>2]|0)+1;break}default:{}}}c=c+88|0;if((c|0)==(n|0))break b}while(0);c=f[r>>2]|0;g=f[(a+40|0)>>2]|0;f[(o+8|0)>>2]=((c-g|0)/88|0)+(f[(o+8|0)>>2]|0);i=f[(v+36|0)>>2]|0;d=f[(i+32|0)>>2]|0;if(!d){e=i+40|0;d=g}else{c=f[(i+36|0)>>2]|0;if((c|0)!=(d|0))f[(i+36|0)>>2]=c+(~(((c+-88-d|0)>>>0)/88|0)*88|0);sOb(d);f[(i+40|0)>>2]=0;f[(i+36|0)>>2]=0;f[(i+32|0)>>2]=0;e=i+40|0;d=f[(a+40|0)>>2]|0;c=f[r>>2]|0}f[(i+32|0)>>2]=d;f[(i+36|0)>>2]=c;f[e>>2]=f[q>>2];f[q>>2]=0;f[r>>2]=0;f[(a+40|0)>>2]=0;l=f[(a+16|0)>>2]|0;m=f[s>>2]|0;do{k=1;if(k){k=0;if((f[(a+28|0)>>2]|0)==(f[u>>2]|0)){if((l|0)!=(m|0)){Z6a(a,a+8|0,a+16|0);u=(f[(v+36|0)>>2]|0)+48|0;r=f[a>>2]|0;f[a>>2]=0;c=f[u>>2]|0;f[u>>2]=r;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(v+36|0)>>2]|0)+48>>2];c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(a+16|0)>>2];f[(v+28|0)>>2]=f[s>>2];f[(v+32|0)>>2]=f[t>>2];f[t>>2]=0;f[s>>2]=0;f[(a+16|0)>>2]=0;break}c=f[(v+20|0)>>2]|0;if(!c){x=69;f[a+1008>>2]=2;f[a+1012>>2]=3;break a}g=c+-1+(f[(v+16|0)>>2]|0)|0;i=f[(f[(v+4|0)>>2]|0)+(g>>>8<<2)>>2]|0;c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(i+((g&255)<<4)+4|0)>>2];f[(v+28|0)>>2]=f[(i+((g&255)<<4)+8|0)>>2];f[(v+32|0)>>2]=f[(i+((g&255)<<4)+12|0)>>2];f[(i+((g&255)<<4)+12|0)>>2]=0;f[(i+((g&255)<<4)+8|0)>>2]=0;f[(i+((g&255)<<4)+4|0)>>2]=0;Z6a(a,a+8|0,v+24|0);r=(f[(i+((g&255)<<4)|0)>>2]|0)+48|0;q=f[a>>2]|0;f[a>>2]=0;c=f[r>>2]|0;f[r>>2]=q;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(i+((g&255)<<4)|0)>>2]|0)+48>>2];g=f[(v+20|0)>>2]|0;d=f[(v+16|0)>>2]|0;e=f[(v+4|0)>>2]|0;i=f[e+((g+-1+d|0)>>>8<<2)>>2]|0;j=f[i+(((g+-1+d|0)&255)<<4)+4>>2]|0;if(j){c=f[(i+(((g+-1+d|0)&255)<<4)+8|0)>>2]|0;if((c|0)!=(j|0))f[(i+(((g+-1+d|0)&255)<<4)+8|0)>>2]=c+(~(((c+-88-j|0)>>>0)/88|0)*88|0);sOb(j);g=f[(v+20|0)>>2]|0;e=f[(v+4|0)>>2]|0;d=f[(v+16|0)>>2]|0}f[(v+20|0)>>2]=g+-1;c=f[(v+8|0)>>2]|0;r=c-e|0;if((1-d-g+((r|0)==0?0:(r<<6)+-1|0)|0)>>>0>511){sOb(f[c+-4>>2]|0);f[(v+8|0)>>2]=(f[(v+8|0)>>2]|0)+-4}}else k=1}if(k)if(1){if((l|0)!=(m|0)){i=f[(v+36|0)>>2]|0;j=f[t>>2]|0;f[t>>2]=0;f[s>>2]=0;f[(a+16|0)>>2]=0;g=f[(v+8|0)>>2]|0;e=f[(v+4|0)>>2]|0;c=f[(v+16|0)>>2]|0;d=f[(v+20|0)>>2]|0;if((((g-e|0|0)==0?0:((g-e|0)<<6)+-1|0)|0)==(d+c|0)){a7a(v);c=f[(v+16|0)>>2]|0;d=f[(v+20|0)>>2]|0;g=f[(v+8|0)>>2]|0;e=f[(v+4|0)>>2]|0}c=d+c|0;if((g|0)==(e|0))c=0;else c=(f[e+(c>>>8<<2)>>2]|0)+((c&255)<<4)|0;f[c>>2]=i;f[c+4>>2]=l;f[c+8>>2]=m;f[c+12>>2]=j;f[(v+20|0)>>2]=d+1}Z6a(a,a+8|0,a+28|0);t=(f[(v+36|0)>>2]|0)+44|0;s=f[a>>2]|0;f[a>>2]=0;c=f[t>>2]|0;f[t>>2]=s;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(v+36|0)>>2]|0)+44>>2];c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(a+28|0)>>2];f[(v+28|0)>>2]=f[u>>2];f[(v+32|0)>>2]=f[((a+28|0)+8|0)>>2];f[((a+28|0)+8|0)>>2]=0;f[u>>2]=0;f[(a+28|0)>>2]=0}}while(0);v=gDb()|0;t=I;u=f[w+4>>2]|0;if(!((t|0)<(u|0)|((t|0)==(u|0)?v>>>0<(f[w>>2]|0)>>>0:0))){x=90;f[a+1008>>2]=1;break a}}f[a+976>>2]=x}function N7a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;v=f[a+32>>2]|0;w=f[a+136>>2]|0;u=f[a+168>>2]|0;t=f[a+288>>2]|0;x=f[a+504>>2]|0;o=f[a+704>>2]|0;p=f[a+920>>2]|0;q=f[a+1096>>2]|0;y=f[a+1464>>2]|0;z=f[a+1560>>2]|0;a:{b:while(1){s=u;switch((x-s|0)>>3|0){case 2:{z=5;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 3:{z=9;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 4:{z=27;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 5:{z=28;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 1:case 0:{z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}default:{}}if((x-s|0|0)<248){z=30;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}k=((x-s|0)>>3|0)/2|0;j=u+(k<<3)|0;do if((x-s|0|0)>7992){i=w7a(u,u+((((x-s|0)>>3|0)/4|0)<<3)|0,j,j+((((x-s|0)>>3|0)/4|0)<<3)|0,o)|0;c=j;m=u}else{g=f[j>>2]|0;c=f[u>>2]|0;if((g|0)==(c|0))d=(f[u+(k<<3)+4>>2]|0)<(f[u+4>>2]|0);else d=(g|0)<(c|0);c=f[o>>2]|0;if((c|0)==(g|0))c=(f[q>>2]|0)<(f[u+(k<<3)+4>>2]|0);else c=(c|0)<(g|0);if(!d){if(!c){i=0;c=j;m=u;break}d=f[j>>2]|0;c=f[j+4>>2]|0;m=f[o+4>>2]|0;f[j>>2]=f[o>>2];f[j+4>>2]=m;f[o>>2]=d;f[o+4>>2]=c;c=f[j>>2]|0;d=f[u>>2]|0;if((c|0)==(d|0)){if((f[u+(k<<3)+4>>2]|0)>=(f[u+4>>2]|0)){i=1;c=j;m=u;break}}else if((c|0)>=(d|0)){i=1;c=j;m=u;break}i=u;c=f[i>>2]|0;i=f[i+4>>2]|0;l=f[j+4>>2]|0;m=u;f[m>>2]=f[j>>2];f[m+4>>2]=l;f[j>>2]=c;f[j+4>>2]=i;i=2;c=j;m=u;break}g=u;d=f[g>>2]|0;g=f[g+4>>2]|0;if(c){c=f[o+4>>2]|0;i=u;f[i>>2]=f[o>>2];f[i+4>>2]=c;f[o>>2]=d;f[o+4>>2]=g;i=1;c=j;m=u;break}m=f[j+4>>2]|0;c=u;f[c>>2]=f[j>>2];f[c+4>>2]=m;f[j>>2]=d;f[j+4>>2]=g;c=f[o>>2]|0;if((c|0)==(d|0)){if((f[q>>2]|0)>=(g|0)){i=1;c=j;m=u;break}}else if((c|0)>=(d|0)){i=1;c=j;m=u;break}i=f[o+4>>2]|0;f[j>>2]=f[o>>2];f[j+4>>2]=i;f[o>>2]=d;f[o+4>>2]=g;i=2;c=j;m=u}while(0);l=f[m>>2]|0;h=f[c>>2]|0;if((l|0)==(h|0)){if((f[u+4>>2]|0)<(f[u+(k<<3)+4>>2]|0)){e=o;b=i;break}}else if((l|0)<(h|0)){e=o;b=i;break}if((u|0)!=(p|0)){g=u+(k<<3)+4|0;c=o;r=p;while(1){d=f[r>>2]|0;if((d|0)==(h|0)){if((f[c+-4>>2]|0)<(f[g>>2]|0)){z=111;break b}}else if((d|0)<(h|0)){z=111;break b}c=r+-8|0;if((u|0)==(c|0))break;else{k=r;r=c;c=k}}}c=u+8|0;d=f[o>>2]|0;if((l|0)==(d|0))if((f[u+4>>2]|0)<(f[q>>2]|0))n=c;else z=88;else if((l|0)<(d|0))n=c;else z=88;if((z|0)==88){z=0;if((c|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}g=u+4|0;while(1){d=f[c>>2]|0;if((l|0)==(d|0)){if((f[g>>2]|0)<(f[c+4>>2]|0))break}else if((l|0)<(d|0))break;c=c+8|0;if((c|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}}n=c;s=f[n>>2]|0;n=f[n+4>>2]|0;k=f[o+4>>2]|0;l=c;f[l>>2]=f[o>>2];f[l+4>>2]=k;f[o>>2]=s;f[o+4>>2]=n;n=c+8|0}if((n|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}i=u+4|0;g=o;c=n;while(1){j=f[m>>2]|0;while(1){d=f[c>>2]|0;if((j|0)==(d|0)){if((f[i>>2]|0)<(f[c+4>>2]|0))break}else if((j|0)<(d|0))break;c=c+8|0}while(1){d=g+-8|0;h=f[d>>2]|0;if((j|0)==(h|0))if((f[i>>2]|0)<(f[g+-4>>2]|0)){g=d;continue}else break;else if((j|0)<(h|0)){g=d;continue}else break}if(c>>>0>=d>>>0){u=c;continue b}g=c;u=f[g>>2]|0;g=f[g+4>>2]|0;l=f[d+4>>2]|0;s=c;f[s>>2]=f[d>>2];f[s+4>>2]=l;f[d>>2]=u;f[d+4>>2]=g;g=d;c=c+8|0}}if((z|0)==111){z=0;b=u;t=f[b>>2]|0;b=f[b+4>>2]|0;p=r;q=f[p+4>>2]|0;e=u;f[e>>2]=f[p>>2];f[e+4>>2]=q;e=r;f[e>>2]=t;f[e+4>>2]=b;e=r;b=i+1|0}c=u+8|0;c:do if(c>>>0<e>>>0)while(1){h=f[j>>2]|0;i=j+4|0;while(1){d=f[c>>2]|0;if((d|0)==(h|0)){if((f[c+4>>2]|0)>=(f[i>>2]|0)){d=e;break}}else if((d|0)>=(h|0)){d=e;break}c=c+8|0}while(1){e=d+-8|0;g=f[e>>2]|0;if((g|0)==(h|0))if((f[d+-4>>2]|0)<(f[i>>2]|0))break;else{d=e;continue}else if((g|0)<(h|0))break;else{d=e;continue}}if(c>>>0>e>>>0){e=j;t=c;break c}t=c;r=f[t>>2]|0;t=f[t+4>>2]|0;p=f[e+4>>2]|0;q=c;f[q>>2]=f[e>>2];f[q+4>>2]=p;f[e>>2]=r;f[e+4>>2]=t;j=(j|0)==(c|0)?e:j;c=c+8|0;b=b+1|0}else{e=j;t=c}while(0);do if((t|0)!=(e|0)){c=f[e>>2]|0;d=f[t>>2]|0;if((c|0)==(d|0)){if((f[e+4>>2]|0)>=(f[t+4>>2]|0))break}else if((c|0)>=(d|0))break;q=t;p=f[q>>2]|0;q=f[q+4>>2]|0;n=e;o=f[n+4>>2]|0;r=t;f[r>>2]=f[n>>2];f[r+4>>2]=o;r=e;f[r>>2]=p;f[r+4>>2]=q;b=b+1|0}while(0);if(!b){y=x7a(u,t)|0;b=t+8|0;if(x7a(b,w)|0){z=134;f[a+1576>>2]=1;break a}if(y){v=b;f[a+1576>>2]=3;break a}}w=t;if((w-s|0)>=(x-w|0)){z=133;f[a+1576>>2]=1;break a}u7a(u,t);v=t+8|0}f[a+32>>2]=v;f[a+168>>2]=u;f[a+288>>2]=t;f[a+1464>>2]=y;f[a+1560>>2]=z}
+function IKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){d=XFb(d,262632)|0;if(c){oh[f[(f[d>>2]|0)+44>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+32>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}else{oh[f[(f[d>>2]|0)+40>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+28>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}a=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;f[g>>2]=a;a=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;f[h>>2]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](n,d);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[d>>2]|0)+24>>2]&1023](n,d);a=j+8+3|0;if((b[a>>0]|0)<0){i=f[j>>2]|0;f[m>>2]=0;JFb(i,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0}else{d=XFb(d,262624)|0;if(c){oh[f[(f[d>>2]|0)+44>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+32>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}else{oh[f[(f[d>>2]|0)+40>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+28>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}a=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;f[g>>2]=a;a=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;f[h>>2]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](n,d);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[d>>2]|0)+24>>2]&1023](n,d);a=j+8+3|0;if((b[a>>0]|0)<0){i=f[j>>2]|0;f[m>>2]=0;JFb(i,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0}f[l>>2]=a;u=o;return}function JKb(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;f[d>>2]=a;z=p+8+3|0;G=p+4|0;A=o+8+3|0;B=o+4|0;C=(e&512|0)==0;D=(q|0)>0;E=n+11|0;F=n+4|0;y=0;while(1){if((y|0)==4)break;a:do switch(b[k+y>>0]|0){case 0:{f[c>>2]=f[d>>2];break}case 1:{f[c>>2]=f[d>>2];w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,32)|0;x=f[d>>2]|0;f[d>>2]=x+4;f[x>>2]=w;break}case 3:{x=b[z>>0]|0;r=x<<24>>24<0;if((r?f[G>>2]|0:x&255)|0){w=f[(r?f[p>>2]|0:p)>>2]|0;x=f[d>>2]|0;f[d>>2]=x+4;f[x>>2]=w}break}case 2:{v=b[A>>0]|0;r=v<<24>>24<0;v=r?f[B>>2]|0:v&255;if(!(C|(v|0)==0)){u=r?f[o>>2]|0:o;s=u+(v<<2)|0;t=f[d>>2]|0;r=t;while(1){if((u|0)==(s|0))break;f[r>>2]=f[u>>2];r=r+4|0;u=u+4|0}f[d>>2]=t+(v<<2)}break}case 4:{s=f[d>>2]|0;g=j?g+4|0:g;r=g;while(1){if(r>>>0>=h>>>0)break;if(!(Sg[f[(f[i>>2]|0)+12>>2]&255](i,2048,f[r>>2]|0)|0))break;r=r+4|0}if(D){u=q;while(1){t=(u|0)>0;if(!(r>>>0>g>>>0&t))break;x=r+-4|0;v=f[x>>2]|0;w=f[d>>2]|0;f[d>>2]=w+4;f[w>>2]=v;u=u+-1|0;r=x}if(t)w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,48)|0;else w=0;v=f[d>>2]|0;while(1){t=v+4|0;if((u|0)<=0)break;f[v>>2]=w;u=u+-1|0;v=t}f[d>>2]=t;f[v>>2]=l}if((r|0)==(g|0)){w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,48)|0;x=f[d>>2]|0;r=x+4|0;f[d>>2]=r;f[x>>2]=w}else{x=b[E>>0]|0;t=x<<24>>24<0;if(!((t?f[F>>2]|0:x&255)|0)){v=-1;u=0;w=0}else{v=b[(t?f[n>>2]|0:n)>>0]|0;u=0;w=0}while(1){if((r|0)==(g|0))break;t=f[d>>2]|0;if((w|0)==(v|0)){x=t+4|0;f[d>>2]=x;f[t>>2]=m;u=u+1|0;v=b[E>>0]|0;t=v<<24>>24<0;if(u>>>0<(t?f[F>>2]|0:v&255)>>>0){v=b[(t?f[n>>2]|0:n)+u>>0]|0;v=v<<24>>24==127?-1:v<<24>>24;w=0;t=x}else{v=w;w=0;t=x}}x=r+-4|0;H=f[x>>2]|0;f[d>>2]=t+4;f[t>>2]=H;w=w+1|0;r=x}r=f[d>>2]|0}if((s|0)!=(r|0))while(1){r=r+-4|0;if(s>>>0>=r>>>0)break a;H=f[s>>2]|0;f[s>>2]=f[r>>2];f[r>>2]=H;s=s+4|0}break}default:{}}while(0);y=y+1|0}r=b[z>>0]|0;g=r<<24>>24<0;r=g?f[G>>2]|0:r&255;if(r>>>0>1){s=f[p>>2]|0;u=g?s+4|0:G;r=(g?s:p)+(r<<2)|0;s=f[d>>2]|0;t=r-u|0;g=s;while(1){if((u|0)==(r|0))break;f[g>>2]=f[u>>2];g=g+4|0;u=u+4|0}f[d>>2]=s+(t>>>2<<2)}switch((e&176)<<24>>24){case 32:{f[c>>2]=f[d>>2];break}case 16:break;default:f[c>>2]=a}return}function KKb(a){a=a|0;DFb(a);return}function LKb(a){a=a|0;DFb(a);sOb(a);return}function MKb(a,c,d){a=a|0;c=c|0;d=d|0;d=PAb((b[c+11>>0]|0)<0?f[c>>2]|0:c,1)|0;return d>>>((d|0)!=(-1|0)&1)|0}function NKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[i+(c<<2)>>2]=0;c=c+1|0}k=b[h+11>>0]|0;l=k<<24>>24<0;c=l?f[h>>2]|0:h;h=c+(l?f[h+4>>2]|0:k&255)|0;while(1){if(c>>>0>=h>>>0)break;LOb(i,b[c>>0]|0);c=c+1|0}c=(b[i+11>>0]|0)<0?f[i>>2]|0:i;d=WAb((d|0)==-1?-1:d<<1,e,g,c)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=0;while(1){if((h|0)==3)break;f[a+(h<<2)>>2]=0;h=h+1|0}h=c+(pAb(d)|0)|0;while(1){if(c>>>0>=h>>>0)break;LOb(a,b[c>>0]|0);c=c+1|0}zOb(i);u=j;return}function OKb(a,b){a=a|0;b=b|0;return}function PKb(a){a=a|0;DFb(a);return}function QKb(a){a=a|0;DFb(a);sOb(a);return}function RKb(a,c,d){a=a|0;c=c|0;d=d|0;d=PAb((b[c+11>>0]|0)<0?f[c>>2]|0:c,1)|0;return d>>>((d|0)!=(-1|0)&1)|0}function SKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+176|0;p=t+168|0;q=t+40|0;r=t+36|0;s=t+32|0;n=t;l=t+24|0;o=t+16|0;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[n+(c<<2)>>2]=0;c=c+1|0}f[l+4>>2]=0;f[l>>2]=50332;j=b[h+8+3>>0]|0;k=j<<24>>24<0;c=k?f[h>>2]|0:h;j=c+((k?f[h+4>>2]|0:j&255)<<2)|0;k=q+32|0;h=c;c=0;while(1){if(!((c|0)!=2&h>>>0<j>>>0))break;f[s>>2]=h;i=_g[f[(f[l>>2]|0)+12>>2]&15](l,p,h,j,s,q,k,r)|0;if((i|0)==2?1:(f[s>>2]|0)==(h|0)){m=7;break}else c=q;while(1){if(c>>>0>=(f[r>>2]|0)>>>0)break;LOb(n,b[c>>0]|0);c=c+1|0}h=f[s>>2]|0;c=i}if((m|0)==7)kJb(0);DFb(l);i=(b[n+11>>0]|0)<0?f[n>>2]|0:n;h=WAb((d|0)==-1?-1:d<<1,e,g,i)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[a+(c<<2)>>2]=0;c=c+1|0}f[o+4>>2]=0;f[o>>2]=50380;j=i+(pAb(h)|0)|0;k=j;l=q+128|0;h=i;c=0;while(1){if(!((c|0)!=2&h>>>0<j>>>0)){m=21;break}f[s>>2]=h;i=_g[f[(f[o>>2]|0)+16>>2]&15](o,p,h,(k-h|0)>32?h+32|0:j,s,q,l,r)|0;if((i|0)==2?1:(f[s>>2]|0)==(h|0)){m=17;break}else c=q;while(1){if(c>>>0>=(f[r>>2]|0)>>>0)break;VOb(a,f[c>>2]|0);c=c+4|0}h=f[s>>2]|0;c=i}if((m|0)==17)kJb(0);else if((m|0)==21){DFb(o);zOb(n);u=t;return}}function TKb(a,b){a=a|0;b=b|0;return}function UKb(a){a=a|0;DFb(a);sOb(a);return}function VKb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;b=u;u=u+16|0;j=b+4|0;a=b;f[j>>2]=c;f[a>>2]=g;h=cLb(c,d,j,g,h,a,1114111,0)|0;f[e>>2]=f[j>>2];f[i>>2]=f[a>>2];u=b;return h|0}function WKb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;b=u;u=u+16|0;j=b+4|0;a=b;f[j>>2]=c;f[a>>2]=g;h=bLb(c,d,j,g,h,a,1114111,0)|0;f[e>>2]=f[j>>2];f[i>>2]=f[a>>2];u=b;return h|0}function XKb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f[e>>2]=c;return 3}function YKb(a){a=a|0;return 0}function ZKb(a){a=a|0;return 0}function _Kb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return aLb(c,d,e,1114111,0)|0}function $Kb(a){a=a|0;return 4}function aLb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=c;if(!(f&4)){n=0;f=a}else if((o-a|0)>2)if((b[a>>0]|0)==-17)if((b[a+1>>0]|0)==-69){n=0;f=(b[a+2>>0]|0)==-65?a+3|0:a}else{n=0;f=a}else{n=0;f=a}else{n=0;f=a}a:while(1){if(!(n>>>0<d>>>0&f>>>0<c>>>0)){p=34;break}l=b[f>>0]|0;m=l&255;do if(l<<24>>24>-1){if(m>>>0>e>>>0){p=34;break a}f=f+1|0}else{if((l&255)<194){p=34;break a}if((l&255)<224){if((o-f|0)<2){p=34;break a}g=h[f+1>>0]|0;if((g&192|0)!=128){p=34;break a}if((g&63|m<<6&1984)>>>0>e>>>0){p=34;break a}f=f+2|0;break}if((l&255)<240){g=f;if((o-g|0)<3){p=34;break a}j=b[f+1>>0]|0;i=b[f+2>>0]|0;switch(l<<24>>24){case -32:{if((j&-32)<<24>>24!=-96){f=g;break a}break}case -19:{if((j&-32)<<24>>24!=-128){f=g;break a}break}default:if((j&-64)<<24>>24!=-128){f=g;break a}}g=i&255;if((g&192|0)!=128){p=34;break a}if(((j&63)<<6|m<<12&61440|g&63)>>>0>e>>>0){p=34;break a}else{f=f+3|0;break}}if((l&255)>=245){p=34;break a}g=f;if((o-g|0)<4){p=34;break a}k=b[f+1>>0]|0;i=b[f+2>>0]|0;j=b[f+3>>0]|0;switch(l<<24>>24){case -16:{if((k+112&255)>=48){f=g;break a}break}case -12:{if((k&-16)<<24>>24!=-128){f=g;break a}break}default:if((k&-64)<<24>>24!=-128){f=g;break a}}i=i&255;if((i&192|0)!=128){p=34;break a}g=j&255;if((g&192|0)!=128){p=34;break a}if(((k&63)<<12|m<<18&1835008|i<<6&4032|g&63)>>>0>e>>>0){p=34;break a}else f=f+4|0}while(0);n=n+1|0}return f-a|0}function bLb(a,c,d,e,g,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0;f[d>>2]=a;f[i>>2]=e;if(!(k&4))e=c;else{a=f[d>>2]|0;e=c;if((e-a|0)>2)if((b[a>>0]|0)==-17)if((b[a+1>>0]|0)==-69)if((b[a+2>>0]|0)==-65)f[d>>2]=a+3}a:while(1){p=f[d>>2]|0;a=p>>>0<c>>>0;if(!a){r=36;break}q=f[i>>2]|0;if(q>>>0>=g>>>0){r=36;break}n=b[p>>0]|0;a=n&255;do if(n<<24>>24>-1)if(a>>>0>j>>>0){a=2;break a}else k=1;else{if((n&255)<194){a=2;break a}if((n&255)<224){if((e-p|0)<2){a=1;break a}k=h[p+1>>0]|0;if((k&192|0)!=128){a=2;break a}a=k&63|a<<6&1984;if(a>>>0>j>>>0){a=2;break a}else{k=2;break}}if((n&255)<240){if((e-p|0)<3){a=1;break a}l=b[p+1>>0]|0;k=b[p+2>>0]|0;switch(n<<24>>24){case -32:{if((l&-32)<<24>>24!=-96){a=2;break a}break}case -19:{if((l&-32)<<24>>24!=-128){a=2;break a}break}default:if((l&-64)<<24>>24!=-128){a=2;break a}}k=k&255;if((k&192|0)!=128){a=2;break a}a=(l&63)<<6|a<<12&61440|k&63;if(a>>>0>j>>>0){a=2;break a}else{k=3;break}}if((n&255)>=245){a=2;break a}if((e-p|0)<4){a=1;break a}o=b[p+1>>0]|0;k=b[p+2>>0]|0;m=b[p+3>>0]|0;switch(n<<24>>24){case -16:{if((o+112&255)>=48){a=2;break a}break}case -12:{if((o&-16)<<24>>24!=-128){a=2;break a}break}default:if((o&-64)<<24>>24!=-128){a=2;break a}}l=k&255;if((l&192|0)!=128){a=2;break a}k=m&255;if((k&192|0)!=128){a=2;break a}a=(o&63)<<12|a<<18&1835008|l<<6&4032|k&63;if(a>>>0>j>>>0){a=2;break a}else k=4}while(0);f[q>>2]=a;f[d>>2]=p+k;f[i>>2]=(f[i>>2]|0)+4}if((r|0)==36)a=a&1;return a|0}function cLb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0;f[d>>2]=a;f[h>>2]=e;l=g;if(!(j&2))k=4;else if((l-e|0)<3)a=1;else{f[h>>2]=e+1;b[e>>0]=-17;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=-69;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=-65;k=4}a:do if((k|0)==4){a=f[d>>2]|0;while(1){if(a>>>0>=c>>>0){a=0;break a}e=f[a>>2]|0;if(e>>>0>i>>>0|(e&-2048|0)==55296){a=2;break a}do if(e>>>0<128){a=f[h>>2]|0;if((l-a|0)<1){a=1;break a}f[h>>2]=a+1;b[a>>0]=e}else{if(e>>>0<2048){a=f[h>>2]|0;if((l-a|0)<2){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>6|192;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}a=f[h>>2]|0;g=l-a|0;if(e>>>0<65536){if((g|0)<3){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>12|224;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>6&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}else{if((g|0)<4){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>18|240;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>12&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>6&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}}while(0);a=(f[d>>2]|0)+4|0;f[d>>2]=a}}while(0);return a|0}function dLb(a){a=a|0;DFb(a);sOb(a);return}function eLb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;f[e>>2]=c;f[i>>2]=g;return 3}function fLb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;f[e>>2]=c;f[i>>2]=g;return 3}function gLb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f[e>>2]=c;return 3}function hLb(a){a=a|0;return 1}function iLb(a){a=a|0;return 1}function jLb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;d=d-c|0;return (d>>>0<e>>>0?d:e)|0}function kLb(a){a=a|0;return 1}function lLb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;p=q;n=q+8|0;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(f[k>>2]|0))break;k=k+4|0}f[j>>2]=h;f[g>>2]=d;m=i;o=a+8|0;a:while(1){if((h|0)==(i|0)|(d|0)==(e|0)){k=35;break}r=c;l=f[r+4>>2]|0;a=p;f[a>>2]=f[r>>2];f[a+4>>2]=l;a=UAb(f[o>>2]|0)|0;l=YCb(h,g,k-d>>2,m-h|0,c)|0;if(a|0)UAb(a)|0;switch(l|0){case -1:{k=10;break a}case 0:{d=1;k=32;break 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k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;p=q;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(b[k>>0]|0))break;k=k+1|0}f[j>>2]=h;f[g>>2]=d;n=i;o=a+8|0;a=h;while(1){if((a|0)==(i|0)|(d|0)==(e|0)){a=32;break}l=c;h=f[l+4>>2]|0;m=p;f[m>>2]=f[l>>2];f[m+4>>2]=h;m=k;h=UAb(f[o>>2]|0)|0;l=GBb(a,g,m-d|0,n-a>>2,c)|0;if(h|0)UAb(h)|0;if((l|0)==-1){k=a;a=10;break}a=(f[j>>2]|0)+(l<<2)|0;f[j>>2]=a;if((a|0)==(i|0)){a=29;break}d=f[g>>2]|0;if((k|0)==(e|0))k=e;else{k=UAb(f[o>>2]|0)|0;d=xBb(a,d,1,c)|0;if(k|0)UAb(k)|0;if(d|0){d=2;a=28;break}f[j>>2]=(f[j>>2]|0)+4;d=(f[g>>2]|0)+1|0;f[g>>2]=d;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(b[k>>0]|0))break;k=k+1|0}a=f[j>>2]|0}}do if((a|0)==10){a:while(1){f[j>>2]=k;if((d|0)==(f[g>>2]|0)){a=18;break}a=UAb(f[o>>2]|0)|0;k=xBb(k,d,m-d|0,p)|0;if(a|0)UAb(a)|0;switch(k|0){case -1:{a=15;break a}case -2:{a=16;break a}case 0:{k=1;break}default:{}}d=d+k|0;k=(f[j>>2]|0)+4|0;a=10}if((a|0)==15){f[g>>2]=d;d=2;a=28;break}else if((a|0)==16){f[g>>2]=d;d=1;a=28;break}else 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yOb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+16|0;i=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=b[c+11>>0]|0;g=h<<24>>24<0;h=g?f[c+4>>2]|0:h&255;if(h>>>0<d>>>0)wOb(a);c=(g?f[c>>2]|0:c)+d|0;g=h-d|0;g=g>>>0<e>>>0?g:e;if(g>>>0>4294967279)vOb(a);if(g>>>0<11)b[a+11>>0]=g;else{d=g+16&-16;e=pOb(d)|0;f[a>>2]=e;f[a+8>>2]=d|-2147483648;f[a+4>>2]=g;a=e}EDb(a,c,g)|0;b[i>>0]=0;rEb(a+g|0,i);u=j;return}function zOb(a){a=a|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);return}function AOb(a,c){a=a|0;c=c|0;var d=0,e=0;if((a|0)!=(c|0)){d=b[c+11>>0]|0;e=d<<24>>24<0;BOb(a,e?f[c>>2]|0:c,e?f[c+4>>2]|0:d&255)|0}return a|0}function BOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=a+11|0;e=b[j>>0]|0;g=e<<24>>24<0;if(g)h=(f[a+8>>2]&2147483647)+-1|0;else h=10;do if(h>>>0<d>>>0){if(g)e=f[a+4>>2]|0;else e=e&255;DOb(a,h,d-h|0,e,0,e,d,c)}else{if(g)e=f[a>>2]|0;else e=a;COb(e,c,d)|0;b[i>>0]=0;rEb(e+d|0,i);if((b[j>>0]|0)<0){f[a+4>>2]=d;break}else{b[j>>0]=d;break}}while(0);u=k;return 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if(c){c=f[a>>2]|0;if(h){g=0;d=c;e=a;h=13}else{EDb(a,c,(g&255)+1|0)|0;sOb(c);h=16}}else{d=i+1|0;e=pOb(d)|0;if(h){g=1;d=f[a>>2]|0;h=13;break}else{EDb(e,a,(g&255)+1|0)|0;c=a+4|0;h=15;break}}while(0);if((h|0)==13){c=a+4|0;EDb(e,d,(f[c>>2]|0)+1|0)|0;sOb(d);if(g){d=i+1|0;h=15}else h=16}if((h|0)==15){f[a+8>>2]=d|-2147483648;f[c>>2]=k;f[a>>2]=e;break}else if((h|0)==16){b[j>>0]=k;break}}while(0);return}function FOb(a,b){a=a|0;b=b|0;return BOb(a,b,qEb(b)|0)|0}function GOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j;h=a+11|0;e=b[h>>0]|0;i=e<<24>>24<0;if(i)e=f[a+4>>2]|0;else e=e&255;do if(e>>>0<c>>>0)HOb(a,c-e|0,d)|0;else if(i){i=(f[a>>2]|0)+c|0;b[g>>0]=0;rEb(i,g);f[a+4>>2]=c;break}else{b[g>>0]=0;rEb(a+c|0,g);b[h>>0]=c;break}while(0);u=j;return}function HOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;if(c|0){j=a+11|0;e=b[j>>0]|0;if(e<<24>>24<0){h=f[a+4>>2]|0;g=(f[a+8>>2]&2147483647)+-1|0}else{h=e&255;g=10}if((g-h|0)>>>0<c>>>0){IOb(a,g,c-g+h|0,h,h,0,0);e=b[j>>0]|0}if(e<<24>>24<0)g=f[a>>2]|0;else g=a;wJb(g+h|0,c,d)|0;e=h+c|0;if((b[j>>0]|0)<0)f[a+4>>2]=e;else b[j>>0]=e;b[i>>0]=0;rEb(g+e|0,i)}u=k;return a|0}function IOb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;if((-17-c|0)>>>0<d>>>0)vOb(a);if((b[a+11>>0]|0)<0)l=f[a>>2]|0;else l=a;if(c>>>0<2147483623){j=d+c|0;k=c<<1;j=j>>>0<k>>>0?k:j;j=j>>>0<11?11:j+16&-16}else j=-17;k=pOb(j)|0;if(g|0)EDb(k,l,g)|0;d=e-h-g|0;if(d|0)EDb(k+g+i|0,l+g+h|0,d)|0;if((c|0)!=10)sOb(l);f[a>>2]=k;f[a+8>>2]=j|-2147483648;return}function JOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=a+11|0;e=b[j>>0]|0;g=e<<24>>24<0;if(g){h=f[a+4>>2]|0;e=(f[a+8>>2]&2147483647)+-1|0}else{h=e&255;e=10}if((e-h|0)>>>0<d>>>0)DOb(a,e,d-e+h|0,h,h,0,d,c);else if(d|0){if(g)g=f[a>>2]|0;else g=a;EDb(g+h|0,c,d)|0;e=h+d|0;if((b[j>>0]|0)<0)f[a+4>>2]=e;else b[j>>0]=e;b[i>>0]=0;rEb(g+e|0,i)}u=k;return a|0}function KOb(a,b){a=a|0;b=b|0;return JOb(a,b,qEb(b)|0)|0}function LOb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;i=j+1|0;b[h>>0]=c;g=a+11|0;c=b[g>>0]|0;d=c<<24>>24<0;if(d){e=f[a+4>>2]|0;c=(f[a+8>>2]&2147483647)+-1|0}else{e=c&255;c=10}if((e|0)==(c|0)){IOb(a,c,1,c,c,0,0);if((b[g>>0]|0)<0)d=8;else d=7}else if(d)d=8;else d=7;if((d|0)==7){b[g>>0]=e+1;c=a}else if((d|0)==8){c=f[a>>2]|0;f[a+4>>2]=e+1}a=c+e|0;rEb(a,h);b[i>>0]=0;rEb(a+1|0,i);u=j;return}function MOb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=b[a+11>>0]|0;i=h<<24>>24<0;if(i)h=f[a+4>>2]|0;else h=h&255;if((g|0)==-1|h>>>0<c>>>0)wOb(a);h=h-c|0;d=h>>>0<d>>>0?h:d;if(i)a=f[a>>2]|0;h=d>>>0>g>>>0;a=$Nb(a+c|0,e,h?g:d)|0;if(!a)return (d>>>0<g>>>0?-1:h&1)|0;else return a|0;return 0}function NOb(a){a=a|0;if((b[a+8+3>>0]|0)<0)sOb(f[a>>2]|0);return}function OOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;e=a+8|0;k=e+3|0;h=b[k>>0]|0;i=h<<24>>24<0;if(i)g=(f[e>>2]&2147483647)+-1|0;else g=1;do if(g>>>0<d>>>0){if(i)e=f[a+4>>2]|0;else e=h&255;QOb(a,g,d-g|0,e,0,e,d,c)}else{if(i)e=f[a>>2]|0;else e=a;POb(e,c,d)|0;f[j>>2]=0;JFb(e+(d<<2)|0,j);if((b[k>>0]|0)<0){f[a+4>>2]=d;break}else{b[k>>0]=d;break}}while(0);u=l;return a|0}function POb(a,b,c){a=a|0;b=b|0;c=c|0;if(c)HCb(a,b,c)|0;return a|0}function QOb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;o=p;if((1073741806-c|0)>>>0<d>>>0)vOb(a);l=a+8|0;if((b[l+3>>0]|0)<0)n=f[a>>2]|0;else n=a;if(c>>>0<536870887){d=d+c|0;k=c<<1;d=d>>>0<k>>>0?k:d;d=d>>>0<2?2:d+4&-4;if(d>>>0>1073741823)vd();else m=d}else m=1073741807;k=pOb(m<<2)|0;if(g|0)WDb(k,n,g)|0;if(i|0)WDb(k+(g<<2)|0,j,i)|0;d=e-h|0;e=d-g|0;if(e|0)WDb(k+(g<<2)+(i<<2)|0,n+(g<<2)+(h<<2)|0,e)|0;if((c|0)!=1)sOb(n);f[a>>2]=k;f[l>>2]=m|-2147483648;i=d+i|0;f[a+4>>2]=i;f[o>>2]=0;JFb(k+(i<<2)|0,o);u=p;return}function ROb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(c>>>0>1073741807)vOb(a);l=a+8|0;j=l+3|0;g=b[j>>0]|0;h=g<<24>>24<0;if(h){k=f[a+4>>2]|0;d=(f[l>>2]&2147483647)+-1|0}else{k=g&255;d=1}i=k>>>0>c>>>0?k:c;c=i>>>0<2;i=c?1:(i+4&-4)+-1|0;do if((i|0)!=(d|0)){do if(c){c=f[a>>2]|0;if(h){g=0;d=c;e=a;h=15}else{WDb(a,c,(g&255)+1|0)|0;sOb(c);h=18}}else{d=i+1|0;if(d>>>0>1073741823)vd();e=pOb(d<<2)|0;if(h){g=1;d=f[a>>2]|0;h=15;break}else{WDb(e,a,(g&255)+1|0)|0;c=a+4|0;h=17;break}}while(0);if((h|0)==15){c=a+4|0;WDb(e,d,(f[c>>2]|0)+1|0)|0;sOb(d);if(g){d=i+1|0;h=17}else h=18}if((h|0)==17){f[l>>2]=d|-2147483648;f[c>>2]=k;f[a>>2]=e;break}else if((h|0)==18){b[j>>0]=k;break}}while(0);return}function SOb(a,b){a=a|0;b=b|0;return OOb(a,b,GIb(b)|0)|0}function TOb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;if((1073741807-c|0)>>>0<d>>>0)vOb(a);m=a+8|0;if((b[m+3>>0]|0)<0)l=f[a>>2]|0;else l=a;if(c>>>0<536870887){d=d+c|0;j=c<<1;d=d>>>0<j>>>0?j:d;d=d>>>0<2?2:d+4&-4;if(d>>>0>1073741823)vd();else k=d}else k=1073741807;j=pOb(k<<2)|0;if(g|0)WDb(j,l,g)|0;d=e-h-g|0;if(d|0)WDb(j+(g<<2)+(i<<2)|0,l+(g<<2)+(h<<2)|0,d)|0;if((c|0)!=1)sOb(l);f[a>>2]=j;f[m>>2]=k|-2147483648;return}function UOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;g=a+8|0;k=g+3|0;e=b[k>>0]|0;i=e<<24>>24<0;if(i){h=f[a+4>>2]|0;e=(f[g>>2]&2147483647)+-1|0}else{h=e&255;e=1}if((e-h|0)>>>0<d>>>0)QOb(a,e,d-e+h|0,h,h,0,d,c);else if(d|0){if(i)g=f[a>>2]|0;else g=a;WDb(g+(h<<2)|0,c,d)|0;e=h+d|0;if((b[k>>0]|0)<0)f[a+4>>2]=e;else b[k>>0]=e;f[j>>2]=0;JFb(g+(e<<2)|0,j)}u=l;return a|0}function VOb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=k+4|0;f[i>>2]=c;d=a+8|0;h=d+3|0;c=b[h>>0]|0;e=c<<24>>24<0;if(e){g=f[a+4>>2]|0;c=(f[d>>2]&2147483647)+-1|0}else{g=c&255;c=1}if((g|0)==(c|0)){TOb(a,c,1,c,c,0,0);if((b[h>>0]|0)<0)d=8;else d=7}else if(e)d=8;else d=7;if((d|0)==7){b[h>>0]=g+1;c=a}else if((d|0)==8){c=f[a>>2]|0;f[a+4>>2]=g+1}a=c+(g<<2)|0;JFb(a,i);f[j>>2]=0;JFb(a+4|0,j);u=k;return}function WOb(a){a=a|0;var b=0;b=u;u=u+16|0;YOb(b,a,255192);_Ob(b)}function XOb(a){a=a|0;var b=0;b=u;u=u+16|0;YOb(b,a,255172);ZOb(b)}function YOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;e=0;while(1){if((e|0)==3)break;f[a+(e<<2)>>2]=0;e=e+1|0}e=c+11|0;g=b[e>>0]|0;g=g<<24>>24<0?f[c+4>>2]|0:g&255;h=qEb(d)|0;c=(b[e>>0]|0)<0?f[c>>2]|0:c;e=g+h|0;if(e>>>0>4294967279)vOb(a);if(e>>>0<11){b[a+11>>0]=g;e=a}else{k=e+16&-16;e=pOb(k)|0;f[a>>2]=e;f[a+8>>2]=k|-2147483648;f[a+4>>2]=g}EDb(e,c,g)|0;b[i>>0]=0;rEb(e+g|0,i);JOb(a,d,h)|0;u=j;return}function ZOb(a){a=a|0;var c=0,d=0;c=u;u=u+16|0;d=f[10768]|0;f[c>>2]=(b[a+11>>0]|0)<0?f[a>>2]|0:a;fCb(d,255188,c)|0;vd()}function _Ob(a){a=a|0;var c=0,d=0;c=u;u=u+16|0;d=f[10768]|0;f[c>>2]=(b[a+11>>0]|0)<0?f[a>>2]|0:a;fCb(d,255188,c)|0;vd()}function $Ob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j+12|0;h=j;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;i=qEb(255207)|0;if(i>>>0>4294967279)vOb(h);if(i>>>0<11){b[h+11>>0]=i;e=h}else{k=i+16&-16;e=pOb(k)|0;f[h>>2]=e;f[h+8>>2]=k|-2147483648;f[h+4>>2]=i}EDb(e,255207,i)|0;b[g>>0]=0;rEb(e+i|0,g);k=aPb(h,a,c,d)|0;zOb(h);u=j;return k|0}function aPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return bPb(a,b,c,d)|0}function bPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;f[g>>2]=0;h=(b[c+11>>0]|0)<0?f[c>>2]|0:c;k=hAb()|0;k=f[k>>2]|0;j=hAb()|0;f[j>>2]=0;e=vAb(h,g,e)|0;j=hAb()|0;c=f[j>>2]|0;f[j>>2]=k;if((c|0)==34)WOb(a);c=f[g>>2]|0;if((c|0)==(h|0))XOb(a);if(d|0)f[d>>2]=c-h;u=i;return e|0}function cPb(a,b){a=a|0;b=b|0;vd()}function dPb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=u;u=u+16|0;c=d;b=a;a=f[b>>2]|0;b=f[b+4>>2]|0;if((b|0)>0|(b|0)==0&a>>>0>0){g=XPb(a|0,b|0,1e9,0)|0;e=b>>>0<499999999|(b|0)==499999999&a>>>0<3294967296;h=WPb(g|0,I|0,-1e9,-1)|0;b=QPb(a|0,b|0,h|0,I|0)|0;f[c>>2]=e?g:2147483647;f[c+4>>2]=e?b:999999999;do{if((zf(c|0,c|0)|0)!=-1)break;h=hAb()|0}while((f[h>>2]|0)==4)}u=d;return}function ePb(a){a=a|0;return}function fPb(a){a=a|0;ePb(a);sOb(a);return}function gPb(a){a=a|0;return}function hPb(a){a=a|0;return}function iPb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+64|0;g=h;if(mPb(a,b,0)|0)b=1;else if(!b)b=0;else{b=qPb(b,17584,17568,0)|0;if(!b)b=0;else{d=g+4|0;e=d+52|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));f[g>>2]=b;f[g+8>>2]=a;f[g+12>>2]=-1;f[g+48>>2]=1;Fh[f[(f[b>>2]|0)+28>>2]&255](b,g,f[c>>2]|0,1);if((f[g+24>>2]|0)==1){f[c>>2]=f[g+16>>2];b=1}else b=0}}u=h;return b|0}function jPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;if(mPb(a,f[b+8>>2]|0,g)|0)pPb(0,b,c,d,e);return}function kPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else if(mPb(a,f[c>>2]|0,g)|0){if((f[c+16>>2]|0)!=(d|0)){a=c+20|0;if((f[a>>2]|0)!=(d|0)){f[c+32>>2]=e;f[a>>2]=d;e=c+40|0;f[e>>2]=(f[e>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[c+24>>2]|0)==2)b[c+54>>0]=1;f[c+44>>2]=4;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function lPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(mPb(a,f[b+8>>2]|0,0)|0)nPb(0,b,c,d);return}function mPb(a,b,c){a=a|0;b=b|0;c=c|0;return (a|0)==(b|0)|0}function nPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0;a=c+16|0;g=f[a>>2]|0;do if(!g){f[a>>2]=d;f[c+24>>2]=e;f[c+36>>2]=1}else{if((g|0)!=(d|0)){e=c+36|0;f[e>>2]=(f[e>>2]|0)+1;f[c+24>>2]=2;b[c+54>>0]=1;break}a=c+24|0;if((f[a>>2]|0)==2)f[a>>2]=e}while(0);return}function oPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if((f[b+4>>2]|0)==(c|0)){a=b+28|0;if((f[a>>2]|0)!=1)f[a>>2]=d}return}function pPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;b[c+53>>0]=1;do if((f[c+4>>2]|0)==(e|0)){b[c+52>>0]=1;a=c+16|0;e=f[a>>2]|0;if(!e){f[a>>2]=d;f[c+24>>2]=g;f[c+36>>2]=1;if(!((g|0)==1?(f[c+48>>2]|0)==1:0))break;b[c+54>>0]=1;break}if((e|0)!=(d|0)){g=c+36|0;f[g>>2]=(f[g>>2]|0)+1;b[c+54>>0]=1;break}e=c+24|0;a=f[e>>2]|0;if((a|0)==2){f[e>>2]=g;a=g}if((a|0)==1?(f[c+48>>2]|0)==1:0)b[c+54>>0]=1}while(0);return}function qPb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+64|0;n=p;m=f[a>>2]|0;o=a+(f[m+-8>>2]|0)|0;m=f[m+-4>>2]|0;f[n>>2]=e;f[n+4>>2]=a;f[n+8>>2]=c;f[n+12>>2]=g;a=n+16|0;c=n+20|0;g=n+24|0;h=n+28|0;i=n+32|0;j=n+40|0;k=a;l=k+36|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(l|0));d[a+36>>1]=0;b[a+38>>0]=0;a:do if(mPb(m,e,0)|0){f[n+48>>2]=1;Th[f[(f[m>>2]|0)+20>>2]&127](m,n,o,o,1,0);a=(f[g>>2]|0)==1?o:0}else{Lh[f[(f[m>>2]|0)+24>>2]&255](m,n,o,1,0);switch(f[n+36>>2]|0){case 0:{a=(f[j>>2]|0)==1&(f[h>>2]|0)==1&(f[i>>2]|0)==1?f[c>>2]|0:0;break a}case 1:break;default:{a=0;break a}}if((f[g>>2]|0)!=1)if(!((f[j>>2]|0)==0&(f[h>>2]|0)==1&(f[i>>2]|0)==1)){a=0;break}a=f[a>>2]|0}while(0);u=p;return a|0}function rPb(a){a=a|0;ePb(a);sOb(a);return}function sPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;if(mPb(a,f[b+8>>2]|0,g)|0)pPb(0,b,c,d,e);else{a=f[a+8>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,b,c,d,e,g)}return}function tPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else{if(!(mPb(a,f[c>>2]|0,g)|0)){j=f[a+8>>2]|0;Lh[f[(f[j>>2]|0)+24>>2]&255](j,c,d,e,g);break}if((f[c+16>>2]|0)!=(d|0)){h=c+20|0;if((f[h>>2]|0)!=(d|0)){f[c+32>>2]=e;i=c+44|0;if((f[i>>2]|0)==4)break;e=c+52|0;b[e>>0]=0;k=c+53|0;b[k>>0]=0;a=f[a+8>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,c,d,d,1,g);if(!(b[k>>0]|0)){e=4;j=11}else if(!(b[e>>0]|0)){e=3;j=11}else e=3;if((j|0)==11){f[h>>2]=d;k=c+40|0;f[k>>2]=(f[k>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[c+24>>2]|0)==2)b[c+54>>0]=1}f[i>>2]=e;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function uPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(mPb(a,f[b+8>>2]|0,0)|0)nPb(0,b,c,d);else{a=f[a+8>>2]|0;Fh[f[(f[a>>2]|0)+28>>2]&255](a,b,c,d)}return}function vPb(a){a=a|0;return}function wPb(a){a=a|0;ePb(a);sOb(a);return}function xPb(a,b,c){a=a|0;b=b|0;c=c|0;return mPb(a,b,0)|0}function yPb(a){a=a|0;ePb(a);sOb(a);return}function zPb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+64|0;g=h;f[c>>2]=f[f[c>>2]>>2];if(APb(a,b,0)|0)b=1;else if(!b)b=0;else{d=qPb(b,17584,17640,0)|0;if(!d)b=0;else if(!(f[d+8>>2]&~f[a+8>>2])){b=a+12|0;a=d+12|0;if(mPb(f[b>>2]|0,f[a>>2]|0,0)|0)b=1;else if(mPb(f[b>>2]|0,17672,0)|0)b=1;else{b=f[b>>2]|0;if(!b)b=0;else{e=qPb(b,17584,17568,0)|0;if(!e)b=0;else{b=f[a>>2]|0;if(!b)b=0;else{b=qPb(b,17584,17568,0)|0;if(!b)b=0;else{a=g+4|0;d=a+52|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(d|0));f[g>>2]=b;f[g+8>>2]=e;f[g+12>>2]=-1;f[g+48>>2]=1;Fh[f[(f[b>>2]|0)+28>>2]&255](b,g,f[c>>2]|0,1);if((f[g+24>>2]|0)==1){f[c>>2]=f[g+16>>2];b=1}else b=0}}}}}}else b=0}u=h;return b|0}function APb(a,b,c){a=a|0;b=b|0;c=c|0;if(mPb(a,b,0)|0)a=1;else a=mPb(b,17680,0)|0;return a|0}function BPb(a){a=a|0;ePb(a);sOb(a);return}function CPb(a,b,c){a=a|0;b=b|0;c=c|0;return 0}function DPb(a){a=a|0;ePb(a);sOb(a);return}function EPb(a,b,c){a=a|0;b=b|0;c=c|0;return mPb(a,b,0)|0}function FPb(a){a=a|0;ePb(a);sOb(a);return}function GPb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;if(mPb(a,f[c+8>>2]|0,h)|0)pPb(0,c,d,e,g);else{p=c+52|0;i=b[p>>0]|0;j=c+53|0;k=b[j>>0]|0;o=f[a+12>>2]|0;l=a+16+(o<<3)|0;b[p>>0]=0;b[j>>0]=0;KPb(a+16|0,c,d,e,g,h);a:do if((o|0)>1){m=c+24|0;n=a+8|0;o=c+54|0;a=a+24|0;do{if(b[o>>0]|0)break a;if(!(b[p>>0]|0)){if(b[j>>0]|0)if(!(f[n>>2]&1))break a}else{if((f[m>>2]|0)==1)break a;if(!(f[n>>2]&2))break a}b[p>>0]=0;b[j>>0]=0;KPb(a,c,d,e,g,h);a=a+8|0}while(a>>>0<l>>>0)}while(0);b[p>>0]=i;b[j>>0]=k}return}function HPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a:do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else{if(!(mPb(a,f[c>>2]|0,g)|0)){q=f[a+12>>2]|0;k=a+16+(q<<3)|0;LPb(a+16|0,c,d,e,g);h=a+24|0;if((q|0)<=1)break;a=f[a+8>>2]|0;if(!(a&2)){j=c+36|0;if((f[j>>2]|0)!=1){if(!(a&1)){a=c+54|0;while(1){if(b[a>>0]|0)break a;if((f[j>>2]|0)==1)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}a=c+24|0;i=c+54|0;while(1){if(b[i>>0]|0)break a;if((f[j>>2]|0)==1)if((f[a>>2]|0)==1)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}}a=c+54|0;while(1){if(b[a>>0]|0)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}if((f[c+16>>2]|0)!=(d|0)){p=c+20|0;if((f[p>>2]|0)!=(d|0)){f[c+32>>2]=e;q=c+44|0;if((f[q>>2]|0)==4)break;k=a+16+(f[a+12>>2]<<3)|0;e=c+52|0;l=c+53|0;n=c+54|0;m=a+8|0;o=c+24|0;h=0;i=a+16|0;j=0;b:while(1){if(i>>>0>=k>>>0){a=18;break}b[e>>0]=0;b[l>>0]=0;KPb(i,c,d,d,1,g);if(b[n>>0]|0){a=18;break}do if(!(b[l>>0]|0))a=j;else{if(!(b[e>>0]|0))if(!(f[m>>2]&1)){h=1;a=18;break b}else{h=1;a=j;break}if((f[o>>2]|0)==1){a=23;break b}if(!(f[m>>2]&2)){a=23;break b}else{h=1;a=1}}while(0);i=i+8|0;j=a}do if((a|0)==18){if(!j){f[p>>2]=d;d=c+40|0;f[d>>2]=(f[d>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[o>>2]|0)==2){b[n>>0]=1;if(h){a=23;break}else{h=4;break}}}if(h)a=23;else h=4}while(0);if((a|0)==23)h=3;f[q>>2]=h;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function IPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;a:do if(mPb(a,f[c+8>>2]|0,0)|0)nPb(0,c,d,e);else{h=f[a+12>>2]|0;g=a+16+(h<<3)|0;JPb(a+16|0,c,d,e);if((h|0)>1){h=c+54|0;a=a+24|0;do{JPb(a,c,d,e);if(b[h>>0]|0)break a;a=a+8|0}while(a>>>0<g>>>0)}}while(0);return}function JPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[a+4>>2]|0;e=g>>8;if(g&1)e=f[(f[c>>2]|0)+e>>2]|0;a=f[a>>2]|0;Fh[f[(f[a>>2]|0)+28>>2]&255](a,b,c+e|0,g&2|0?d:2);return}function KPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=f[a+4>>2]|0;h=i>>8;if(i&1)h=f[(f[d>>2]|0)+h>>2]|0;a=f[a>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,b,c,d+h|0,i&2|0?e:2,g);return}function LPb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=f[a+4>>2]|0;g=h>>8;if(h&1)g=f[(f[c>>2]|0)+g>>2]|0;a=f[a>>2]|0;Lh[f[(f[a>>2]|0)+24>>2]&255](a,b,c+g|0,h&2|0?d:2,e);return}function MPb(a){a=a|0;if((b[a>>0]|0)==1)a=0;else{b[a>>0]=1;a=1}return a|0}function NPb(a){a=a|0;return}function OPb(){var a=0;a=f[65703]|0;f[65703]=a+0;return a|0}function PPb(){}function QPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;c=a+c>>>0;return (I=b+d+(c>>>0<a>>>0|0)>>>0,c|0)|0}function RPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=b-d-(c>>>0>a>>>0|0)>>>0;return (I=d,a-c>>>0|0)|0}function SPb(a){a=a|0;var c=0;c=b[w+(a&255)>>0]|0;if((c|0)<8)return c|0;c=b[w+(a>>8&255)>>0]|0;if((c|0)<8)return c+8|0;c=b[w+(a>>16&255)>>0]|0;if((c|0)<8)return c+16|0;return (b[w+(a>>>24)>>0]|0)+24|0}function TPb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=a;j=b;k=j;h=c;n=d;i=n;if(!k){g=(e|0)!=0;if(!i){if(g){f[e>>2]=(l>>>0)%(h>>>0);f[e+4>>2]=0}n=0;e=(l>>>0)/(h>>>0)>>>0;return (I=n,e)|0}else{if(!g){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=b&0;n=0;e=0;return (I=n,e)|0}}g=(i|0)==0;do if(!h){if(g){if(e|0){f[e>>2]=(k>>>0)%(h>>>0);f[e+4>>2]=0}n=0;e=(k>>>0)/(h>>>0)>>>0;return (I=n,e)|0}if(!l){if(e|0){f[e>>2]=0;f[e+4>>2]=(k>>>0)%(i>>>0)}n=0;e=(k>>>0)/(i>>>0)>>>0;return (I=n,e)|0}g=i-1|0;if(!(g&i)){if(e|0){f[e>>2]=a|0;f[e+4>>2]=g&k|b&0}n=0;e=k>>>((SPb(i|0)|0)>>>0);return (I=n,e)|0}g=(_(i|0)|0)-(_(k|0)|0)|0;if(g>>>0<=30){b=g+1|0;i=31-g|0;h=b;a=k<<i|l>>>(b>>>0);b=k>>>(b>>>0);g=0;i=l<<i;break}if(!e){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=j|b&0;n=0;e=0;return (I=n,e)|0}else{if(!g){g=(_(i|0)|0)-(_(k|0)|0)|0;if(g>>>0<=31){m=g+1|0;i=31-g|0;b=g-31>>31;h=m;a=l>>>(m>>>0)&b|k<<i;b=k>>>(m>>>0)&b;g=0;i=l<<i;break}if(!e){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=j|b&0;n=0;e=0;return (I=n,e)|0}g=h-1|0;if(g&h|0){i=(_(h|0)|0)+33-(_(k|0)|0)|0;p=64-i|0;m=32-i|0;j=m>>31;o=i-32|0;b=o>>31;h=i;a=m-1>>31&k>>>(o>>>0)|(k<<m|l>>>(i>>>0))&b;b=b&k>>>(i>>>0);g=l<<p&j;i=(k<<p|l>>>(o>>>0))&j|l<<m&i-33>>31;break}if(e|0){f[e>>2]=g&l;f[e+4>>2]=0}if((h|0)==1){o=j|b&0;p=a|0|0;return (I=o,p)|0}else{p=SPb(h|0)|0;o=k>>>(p>>>0)|0;p=k<<32-p|l>>>(p>>>0)|0;return (I=o,p)|0}}while(0);if(!h){k=i;j=0;i=0}else{m=c|0|0;l=n|d&0;k=QPb(m|0,l|0,-1,-1)|0;c=I;j=i;i=0;do{d=j;j=g>>>31|j<<1;g=i|g<<1;d=a<<1|d>>>31|0;n=a>>>31|b<<1|0;RPb(k|0,c|0,d|0,n|0)|0;p=I;o=p>>31|((p|0)<0?-1:0)<<1;i=o&1;a=RPb(d|0,n|0,o&m|0,(((p|0)<0?-1:0)>>31|((p|0)<0?-1:0)<<1)&l|0)|0;b=I;h=h-1|0}while((h|0)!=0);k=j;j=0}h=0;if(e|0){f[e>>2]=a;f[e+4>>2]=b}o=(g|0)>>>31|(k|h)<<1|(h<<1|g>>>31)&0|j;p=(g<<1|0>>>31)&-2|i;return (I=o,p)|0}function UPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0,i=0,j=0;j=b>>31|((b|0)<0?-1:0)<<1;i=((b|0)<0?-1:0)>>31|((b|0)<0?-1:0)<<1;f=d>>31|((d|0)<0?-1:0)<<1;e=((d|0)<0?-1:0)>>31|((d|0)<0?-1:0)<<1;h=RPb(j^a|0,i^b|0,j|0,i|0)|0;g=I;a=f^j;b=e^i;return RPb((TPb(h,g,RPb(f^c|0,e^d|0,f|0,e|0)|0,I,0)|0)^a|0,I^b|0,a|0,b|0)|0}function VPb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,f=0;f=a&65535;e=b&65535;c=X(e,f)|0;d=a>>>16;a=(c>>>16)+(X(e,d)|0)|0;e=b>>>16;b=X(e,f)|0;return (I=(a>>>16)+(X(e,d)|0)+(((a&65535)+b|0)>>>16)|0,a+b<<16|c&65535|0)|0}function WPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0;e=a;f=c;c=VPb(e,f)|0;a=I;return (I=(X(b,f)|0)+(X(d,e)|0)+a|a&0,c|0|0)|0}function XPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return TPb(a,b,c,d,0)|0}function YPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g|0;TPb(a,b,c,d,e)|0;u=g;return (I=f[e+4>>2]|0,f[e>>2]|0)|0}function ZPb(a,b,c){a=a|0;b=b|0;c=c|0;if((c|0)<32){I=b>>>c;return a>>>c|(b&(1<<c)-1)<<32-c}I=0;return b>>>c-32|0}function _Pb(a,b,c){a=a|0;b=b|0;c=c|0;if((c|0)<32){I=b<<c|(a&(1<<c)-1<<32-c)>>>32-c;return a<<c}I=a<<c-32;return 0}function $Pb(a){a=a|0;return (a&255)<<24|(a>>8&255)<<16|(a>>16&255)<<8|a>>>24|0}function aQb(a){a=+a;return a>=0.0?+J(a+.5):+W(a-.5)}function bQb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;if((d|0)>=8192)return Dd(a|0,c|0,d|0)|0;h=a|0;g=a+d|0;if((a&3)==(c&3)){while(a&3){if(!d)return h|0;b[a>>0]=b[c>>0]|0;a=a+1|0;c=c+1|0;d=d-1|0}d=g&-4|0;e=d-64|0;while((a|0)<=(e|0)){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];a=a+64|0;c=c+64|0}while((a|0)<(d|0)){f[a>>2]=f[c>>2];a=a+4|0;c=c+4|0}}else{d=g-4|0;while((a|0)<(d|0)){b[a>>0]=b[c>>0]|0;b[a+1>>0]=b[c+1>>0]|0;b[a+2>>0]=b[c+2>>0]|0;b[a+3>>0]=b[c+3>>0]|0;a=a+4|0;c=c+4|0}}while((a|0)<(g|0)){b[a>>0]=b[c>>0]|0;a=a+1|0;c=c+1|0}return h|0}function cQb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((c|0)<(a|0)&(a|0)<(c+d|0)){e=a;c=c+d|0;a=a+d|0;while((d|0)>0){a=a-1|0;c=c-1|0;d=d-1|0;b[a>>0]=b[c>>0]|0}a=e}else bQb(a,c,d)|0;return a|0}function dQb(a,c,d){a=a|0;c=c|0;d=d|0;var 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bRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;k=+k;l=l|0;Dh[a&1](b|0,c|0,d|0,+e,f|0,+g,h|0,+i,j|0,+k,l|0)}function cRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;Eh[a&1](b|0,c|0,d|0,+e,f|0,g|0)}function dRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b|0,c|0,d|0,e|0)}function eRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;Gh[a&3](b|0,c|0,d|0,e|0,+f)}function fRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=+h;i=i|0;j=j|0;k=k|0;l=l|0;Hh[a&3](b|0,c|0,d|0,e|0,+f,+g,+h,i|0,j|0,k|0,l|0)}function gRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;Ih[a&7](b|0,c|0,d|0,e|0,+f,g|0)}function hRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;Jh[a&3](b|0,c|0,d|0,e|0,+f,g|0,h|0)}function iRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;j=j|0;Kh[a&1](b|0,c|0,d|0,e|0,+f,g|0,h|0,i|0,j|0)}function jRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;Lh[a&255](b|0,c|0,d|0,e|0,f|0)}function kRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;Mh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h)}function lRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;Nh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h,+i)}function mRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=i|0;Oh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h,i|0)}function nRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;Ph[a&3](b|0,c|0,d|0,e|0,f|0,+g,h|0)}function oRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;Qh[a&1](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0)}function pRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;Rh[a&3](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0,j|0)}function qRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;k=k|0;Sh[a&1](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0,j|0,k|0)}function rRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;Th[a&127](b|0,c|0,d|0,e|0,f|0,g|0)}function sRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=+i;Uh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,+i)}function tRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=+i;j=+j;Vh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,+i,+j)}function uRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=i|0;j=j|0;k=k|0;Wh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,i|0,j|0,k|0)}function vRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;Xh[a&63](b|0,c|0,d|0,e|0,f|0,g|0,h|0)}function wRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;Yh[a&15](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0)}function xRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;Zh[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0)}function yRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;_h[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0)}function zRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;$h[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0)}function ARb(a,b,c,d,e,f,g,h,i,j,k,l,m){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;ai[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0)}function BRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;bi[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0)}function CRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=+o;p=+p;q=+q;r=+r;s=+s;t=t|0;ci[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,+o,+p,+q,+r,+s,t|0)}function DRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;di[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0)}function ERb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;ei[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0)}function FRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;fi[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0,q|0)}function GRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;gi[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0,q|0,r|0)}function HRb(a){a=a|0;$(0);return 0.0}function IRb(a,b){a=a|0;b=b|0;$(1);return 0.0}function JRb(){$(2);return 0}function KRb(a){a=a|0;$(3);return 0}function LRb(a,b){a=a|0;b=+b;$(4);return 0}function MRb(a,b){a=a|0;b=b|0;$(5);return 0}function NRb(a,b,c){a=a|0;b=b|0;c=c|0;$(6);return 0}function ORb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;$(7);return 0}function PRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;$(8);return 0}function QRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;$(9);return 0}function RRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;$(10);return 0}function SRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;$(11);return 0}function TRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;$(12);return 0}function URb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;$(13);return 0}function VRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;$(14);return 0}function WRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=+o;$(15);return 0}function XRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=+p;$(16);return 0}function YRb(){$(17)}function ZRb(){vc()}function _Rb(a){a=+a;$(18)}function $Rb(a,b){a=+a;b=+b;$(19)}function aSb(a,b,c){a=+a;b=+b;c=c|0;$(20)}function bSb(a,b){a=+a;b=b|0;$(21)}function cSb(a){a=a|0;$(22)}function dSb(a,b){a=a|0;b=+b;$(23)}function eSb(a,b,c){a=a|0;b=+b;c=+c;$(24)}function fSb(a,b,c,d){a=a|0;b=+b;c=+c;d=+d;$(25)}function gSb(a,b,c,d,e,f,g){a=a|0;b=+b;c=+c;d=+d;e=e|0;f=f|0;g=g|0;$(26)}function hSb(a,b,c,d){a=a|0;b=+b;c=+c;d=d|0;$(27)}function iSb(a,b,c){a=a|0;b=+b;c=c|0;$(28)}function jSb(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;$(29)}function kSb(a,b){a=a|0;b=b|0;$(30)}function lSb(a,b,c){a=a|0;b=b|0;c=+c;$(31)}function mSb(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;$(32)}function nSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=+e;$(33)}function oSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=e|0;$(34)}function pSb(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;$(35)}function qSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=+c;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;$(36)}function rSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;$(37)}function sSb(a,b,c,d,e,f){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;f=f|0;$(38)}function tSb(a,b,c){a=a|0;b=b|0;c=c|0;$(39)}function uSb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;$(40)}function vSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;$(41)}function wSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=+d;e=+e;f=+f;g=+g;h=h|0;$(42)}function xSb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=+d;e=+e;f=f|0;$(43)}function ySb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;$(44)}function zSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;f=+f;g=g|0;h=+h;i=i|0;j=+j;k=k|0;$(45)}function ASb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;f=f|0;$(46)}function BSb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;$(47)}function CSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;$(48)}function DSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=+f;g=+g;h=h|0;i=i|0;j=j|0;k=k|0;$(49)}function ESb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;$(50)}function FSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;$(51)}function GSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;h=h|0;i=i|0;$(52)}function HSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;$(53)}function ISb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;$(54)}function JSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=+h;$(55)}function KSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=h|0;$(56)}function LSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;$(57)}function MSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;$(58)}function NSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;$(59)}function OSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;j=j|0;$(60)}function PSb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;$(61)}function QSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;$(62)}function RSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;$(63)}function SSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;$(64)}function TSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;$(65)}function USb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;$(66)}function VSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;$(67)}function WSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;$(68)}function XSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;$(69)}function YSb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;$(70)}function ZSb(a,b,c,d,e,f,g,h,i,j,k,l,m){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;$(71)}function _Sb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=+n;o=+o;p=+p;q=+q;r=+r;s=s|0;$(72)}function $Sb(a,b,c,d,e,f,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;$(73)}function aTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;$(74)}function bTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;$(75)}function cTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;$(76)}
+
+// EMSCRIPTEN_END_FUNCS
+var Mg=[HRb,Wcb,Xcb,Ycb,Fcb,Hcb,qi,si,ui,wi,yi,Ai,Ci,Ei,Gi,Ii,Ki,Mi,Oi,Qi,Si,Ui,Wi,Yi,_i,aj,cj,ej,gj,ij,kj,mj,oj,qj,sj,uj,wj,yj,Aj,Cj,Ej,Gj,tl,vl,wl,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb];var Ng=[IRb,uYa,UVa,$jb,akb,tkb,ukb,alb,olb,Blb,w2,A2,E2,I2,M2,Q2,U2,Y2,G4,O4,S4,a5,e5,t5,IRb,IRb,IRb,IRb,IRb,IRb,IRb,IRb];var Og=[JRb,u2,y2,C2,G2,K2,O2,S2,W2,_2,c3,g3,k3,o3,s3,w3,A3,E3,I3,M3,Q3,U3,Y3,a4,e4,i4,m4,q4,s4,w4,A4,E4,I4,M4,Q4,U4,Y4,c5,Jl,_la,$la,psa,Fha,ksa,Hr,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb];var Pg=[KRb,Gz,Mz,Qz,Uz,_z,cA,gA,mA,qA,uA,AA,EA,IA,OA,TA,WA,$A,fB,kB,qB,xB,DB,IB,QB,WB,$B,fC,iC,lC,rC,xC,CC,HC,NC,TC,YC,bD,hD,nD,rD,wD,CD,ID,MD,RD,XD,bE,fE,kE,qE,wE,BE,FE,LE,RE,WE,_E,eF,kF,pF,uF,BF,HF,MF,QF,WF,aG,fG,jG,qG,wG,AG,FG,LG,RG,WG,_G,eH,kH,pH,tH,zH,FH,KH,OH,UH,_H,cI,hI,nI,tI,yI,GI,MI,RI,WI,aJ,gJ,lJ,tJ,zJ,EJ,JJ,OJ,UJ,ZJ,fK,lK,qK,vK,AK,GK,KK,OK,UK,ZK,fL,lL,pL,tL,zL,EL,LL,RL,WL,bM,hM,mM,sM,wM,CM,IM,NM,UM,_M,dN,kN,qN,vN,CN,IN,MN,RN,XN,aO,hO,mO,rO,wO,CO,IO,MO,QO,WO,_O,cP,iP,mP,qP,wP,AP,EP,KP,PP,WP,aQ,eQ,kQ,qQ,uQ,yQ,EQ,JQ,PQ,TQ,YQ,$Q,eR,kR,oR,sR,yR,CR,GR,MR,QR,UR,_R,dS,jS,pS,xS,DS,IS,OS,SS,WS,aT,eT,iT,oT,tT,zT,DT,HT,NT,RT,VT,$T,eU,kU,oU,sU,yU,DU,JU,NU,RU,XU,bV,hV,lV,pV,vV,zV,DV,JV,NV,RV,XV,aW,gW,lW,rW,vW,zW,FW,KW,QW,UW,YW,cX,gX,kX,qX,vX,BX,GX,MX,RX,XX,aY,gY,kY,oY,uY,zY,FY,JY,NY,TY,XY,$Y,fZ,jZ,nZ,tZ,xZ,BZ,HZ,LZ,PZ,VZ,ZZ,b_,h_,l_,p_,v_,z_,D_,J_,N_,R_,X_,a$,g$,m$,s$,x$,F$,K$,N$,Q$,X$,b0,k0,p0,u0,z0,H0,N0,R0,V0,$0,e1,k1,p1,v1,z1,D1,J1,N1,R1,X1,a2,g2,o2,R5,Y5,d6,j6,t6,X6,f7,n7,u7,B7,H7,O7,U7,$7,g8,r8,g9,E9,L9,R9,X9,baa,yaa,Eaa,Kaa,Saa,Yaa,dba,kba,rba,zba,Mba,Yba,pca,Bca,Hca,Oca,wda,Nda,Yda,xea,Eea,Kea,Nfa,oga,wga,Oga,Uga,tla,zla,lla,rla,cla,ila,Wka,ala,Oka,Uka,Gka,Mka,yka,Eka,qka,wka,ika,oka,$ja,fka,Tja,Zja,Lja,Rja,Dja,Jja,uja,Aja,lja,rja,cja,ija,Via,$ia,Mia,Sia,Dia,Jia,uia,Aia,lia,ria,cia,iia,Nla,Hma,Bma,tma,Jma,Sma,_ma,gna,ona,Wna,voa,epa,pqa,jqa,Ura,Ora,Ata,rva,zva,Lva,Bwa,$wa,bxa,hxa,Txa,Xya,bza,lGa,mGa,nGa,oGa,pGa,qGa,rGa,sGa,tGa,uGa,vGa,wGa,xGa,yGa,zGa,AGa,BGa,CGa,DGa,EGa,FGa,GGa,VGa,WGa,XGa,YGa,dHa,eHa,fHa,gHa,nHa,oHa,pHa,qHa,rHa,sHa,AHa,BHa,CHa,DHa,EHa,FHa,MHa,NHa,JLa,KLa,MLa,NLa,QLa,SLa,TLa,aMa,eMa,gMa,hMa,LSa,hYa,MSa,NSa,QSa,TSa,JTa,KTa,LTa,MTa,EUa,eVa,gVa,rWa,xWa,JWa,QWa,RWa,jXa,_Wa,eXa,uDb,vDb,s3a,yDb,D3a,J3a,S3a,n5a,t5a,L4a,R4a,E6a,K6a,i6a,o6a,a6a,g6a,P5a,V5a,G5a,M5a,zcb,Acb,Vcb,Zcb,Dcb,Sdb,Ydb,Oeb,Ueb,_kb,$kb,mlb,nlb,zlb,Alb,emb,gxb,nxb,dAb,xDb,MDb,NDb,PDb,QDb,_Eb,fFb,mFb,nFb,tFb,uFb,KHb,RHb,SHb,THb,UHb,VHb,WHb,XHb,sIb,zIb,AIb,BIb,CIb,DIb,EIb,FIb,nJb,oJb,tJb,zJb,AJb,FJb,KJb,LJb,QJb,VJb,WJb,$Jb,YKb,ZKb,$Kb,oLb,pLb,rLb,WLb,XLb,bMb,cMb,hLb,iLb,kLb,xLb,yLb,ALb,Ij,Kj,Mj,Oj,Qj,Sj,Uj,Wj,Yj,_j,ak,ck,ek,gk,ik,kk,mk,ok,qk,sk,uk,wk,yk,Ak,Ck,Ek,Gk,Ik,Kk,Mk,Ok,Qk,Sk,Uk,Wk,Yk,_k,al,i5,il,jl,kl,nl,pl,rl,A5,Kl,Cla,G5,K5,Vga,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb];var Qg=[LRb,JGa,KGa,LGa,OGa,_Ga,$Ga,iHa,vHa,LRb,LRb,LRb,LRb,LRb,LRb,LRb];var Rg=[MRb,Lz,Zz,lA,zA,NA,eB,CB,VB,wC,SC,mD,HD,aE,vE,QE,jF,GF,$F,vG,QG,jH,EH,ZH,sI,LI,fJ,yJ,TJ,kK,FK,TK,kL,yL,QL,gM,HM,ZM,pN,HN,WN,HO,VO,hP,vP,JP,$P,pQ,DQ,OQ,jR,xR,LR,ZR,CS,NS,$S,nT,yT,MT,_T,jU,xU,IU,WU,gV,uV,IV,WV,fW,qW,EW,PW,bX,pX,AX,LX,WX,fY,tY,EY,SY,eZ,sZ,GZ,UZ,g_,u_,I_,W_,f$,r$,M0,_0,j1,u1,I1,W1,f2,yla,qla,hla,$ka,Tka,Lka,Dka,vka,nka,eka,Yja,Qja,Ija,zja,qja,hja,_ia,Ria,Iia,zia,qia,hia,gxa,eza,aza,bOb,IGa,MGa,NGa,PGa,QGa,RGa,SGa,jHa,uHa,wHa,HHa,IHa,JHa,OHa,jKa,RLa,bMa,jMa,hPa,wWa,dXa,t3a,u3a,I3a,Y3a,s5a,Q4a,J6a,n6a,f6a,U5a,L5a,f8a,Jcb,hdb,Xdb,Teb,Zjb,_jb,rkb,skb,blb,clb,dlb,plb,qlb,rlb,Clb,Dlb,Elb,oxb,pxb,zDb,BDb,RDb,TDb,aFb,hFb,oFb,vFb,JLb,LLb,NLb,mMb,oMb,qMb,a3,e3,i3,m3,q3,u3,y3,C3,G3,K3,O3,S3,W3,_3,c4,g4,k4,o4,u4,y4,C4,K4,W4,_4,g5,o5,p5,r5,B5,E5,Jmb,nnb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb];var Sg=[NRb,Pz,bA,pA,DA,SA,VA,jB,nB,HB,_B,eC,hC,kC,BC,GC,XC,aD,qD,uD,LD,PD,eE,iE,AE,DE,VE,YE,oF,tF,LF,OF,eG,hG,zG,DG,VG,YG,oH,rH,JH,MH,bI,fI,xI,QI,VI,kJ,DJ,IJ,YJ,pK,uK,JK,YK,oL,DL,VL,lM,rM,uM,MM,cN,uN,LN,$N,gO,lO,qO,vO,LO,ZO,lP,zP,OP,dQ,tQ,SQ,XQ,_Q,nR,BR,PR,cS,iS,oS,RS,dT,CT,QT,nU,MU,kV,yV,MV,uW,TW,fX,jY,IY,WY,iZ,wZ,KZ,YZ,k_,y_,M_,w$,E$,J$,M$,P$,W$,a0,j0,o0,t0,y0,Q0,y1,M1,LLa,iMa,HWa,rDb,wDb,ADb,elb,flb,slb,tlb,Flb,Glb,kxb,eAb,fAb,jAb,kAb,uBb,JDb,ODb,SDb,$Eb,gFb,CFb,IFb,MKb,RKb,KLb,MLb,PLb,iMb,nMb,pMb,sMb,iPb,xPb,zPb,CPb,EPb,z5,exb,qCb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb];var Tg=[ORb,Wdb,Seb,Vlb,OLb,jMb,kMb,lMb,rMb,J5,Pwb,ORb,ORb,ORb,ORb,ORb];var Ug=[PRb,kHb,lHb,BHb,CHb,PRb,PRb,PRb];var Vg=[QRb,vUa,dYa,n2a,AFb,GFb,fHb,gHb,iHb,mHb,wHb,xHb,zHb,DHb,XKb,_Kb,nLb,qLb,QLb,tMb,gLb,jLb,wLb,zLb,QRb,QRb,QRb,QRb,QRb,QRb,QRb,QRb];var Wg=[RRb,yKb,EKb,RRb];var Xg=[SRb,I5];var Yg=[TRb,MFb,NFb,OFb,PFb,QFb,RFb,SFb,TFb,UFb,VFb,WFb,GGb,HGb,IGb,JGb,KGb,LGb,MGb,NGb,OGb,PGb,QGb,hHb,jHb,yHb,AHb,LHb,MHb,NHb,OHb,PHb,tIb,uIb,vIb,wIb,xIb,zKb,FKb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb];var Zg=[URb,bJb,hJb,eKb,fKb,pKb,qKb,URb];var _g=[VRb,QHb,yIb,VKb,WKb,lLb,mLb,eLb,fLb,uLb,vLb,VRb,VRb,VRb,VRb,VRb];var $g=[WRb,Ola];var ah=[XRb,F5];var bh=[YRb,ZRb,Mha,Ala,Qla,Zl,am,cm,Lm,Nm,Pm,Ym,_m,$m,hp,jp,kp,lp,mp,np,op,Vr,Yr,_r,Hs,Js,Ls,Us,Ws,Xs,ev,gv,hv,iv,jv,kv,lv,Ix,Nha,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb];var ch=[_Rb,em,cn,dn,fn,gn,jn,ln,mn,wn,yn,zn,Gn,Hn,In,Nn,On,Rn,Sn,eo,oo,to,uo,Co,Do,Eo,Ho,Io,Jo,Oo,Po,Qo,Vo,Yo,as,_s,$s,bt,ct,et,gt,ht,rt,tt,ut,Bt,Ct,Dt,It,Jt,Mt,Nt,_t,iu,nu,ou,wu,xu,yu,Eu,Fu,Gu,Lu,Mu,Nu,Su,Vu,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb];var dh=[$Rb,Fn,Mr,At,Fx,$Rb,$Rb,$Rb];var eh=[aSb,Ko,Hu,aSb];var fh=[bSb,wo,Lo,qu,Iu,bSb,bSb,bSb];var gh=[cSb,oG,Fz,Iz,Jz,mS,Oz,Tz,Wz,Xz,aA,fA,iA,jA,oA,tA,wA,xA,CA,HA,KA,LA,QA,RA,UA,_A,bB,cB,hB,iB,lB,mB,pB,wB,zB,AB,FB,GB,JB,KB,PB,SB,TB,YB,ZB,aC,bC,cC,dC,gC,jC,qC,tC,uC,zC,AC,DC,EC,FC,MC,PC,QC,VC,WC,ZC,_C,$C,gD,jD,kD,sD,pD,tD,vD,BD,ED,FD,ND,KD,OD,QD,WD,ZD,_D,gE,dE,hE,jE,pE,sE,tE,yE,zE,CE,EE,KE,NE,OE,TE,UE,XE,ZE,dF,gF,hF,mF,nF,qF,rF,sF,AF,DF,EF,JF,KF,NF,PF,VF,YF,ZF,cG,dG,gG,iG,pG,sG,tG,BG,yG,CG,EG,KG,NG,OG,TG,UG,XG,ZG,dH,gH,hH,mH,nH,qH,sH,yH,BH,CH,HH,IH,LH,NH,TH,WH,XH,dI,aI,eI,gI,mI,pI,qI,vI,wI,zI,AI,FI,II,JI,OI,PI,SI,TI,UI,$I,cJ,dJ,iJ,jJ,mJ,nJ,sJ,vJ,wJ,BJ,CJ,FJ,GJ,HJ,NJ,QJ,RJ,WJ,XJ,_J,$J,eK,hK,iK,nK,oK,rK,sK,tK,zK,CK,DK,IK,NK,QK,RK,WK,XK,_K,$K,eL,hL,iL,nL,sL,vL,wL,BL,CL,FL,GL,KL,NL,OL,TL,UL,XL,YL,aM,dM,eM,jM,kM,nM,oM,pM,qM,tM,vM,BM,EM,FM,KM,LM,OM,PM,TM,WM,XM,aN,bN,eN,fN,jN,mN,nN,sN,tN,wN,xN,BN,EN,FN,KN,QN,TN,UN,ZN,_N,bO,cO,eO,fO,iO,jO,kO,oO,pO,sO,tO,uO,BO,EO,FO,KO,PO,SO,TO,YO,bP,eP,fP,kP,pP,sP,tP,yP,DP,GP,HP,MP,NP,QP,RP,VP,YP,ZP,cQ,jQ,mQ,nQ,sQ,xQ,AQ,BQ,IQ,LQ,MQ,RQ,UQ,WQ,ZQ,dR,gR,hR,mR,rR,uR,vR,AR,FR,IR,JR,OR,TR,WR,XR,aS,bS,eS,fS,gS,hS,kS,lS,nS,wS,zS,AS,HS,KS,LS,QS,VS,YS,ZS,cT,hT,kT,lT,sT,vT,wT,BT,GT,JT,KT,PT,UT,XT,YT,dU,gU,hU,mU,rU,uU,vU,CU,FU,GU,LU,QU,TU,UU,aV,dV,eV,jV,oV,rV,sV,xV,CV,FV,GV,LV,QV,TV,UV,$V,cW,dW,kW,nW,oW,tW,yW,BW,CW,JW,MW,NW,SW,XW,_W,$W,eX,jX,mX,nX,uX,xX,yX,FX,IX,JX,QX,TX,UX,$X,cY,dY,iY,nY,qY,rY,yY,BY,CY,HY,MY,PY,QY,VY,_Y,bZ,cZ,hZ,mZ,pZ,qZ,vZ,AZ,DZ,EZ,JZ,OZ,RZ,SZ,XZ,a_,d_,e_,j_,o_,r_,s_,x_,C_,F_,G_,L_,Q_,T_,U_,$_,c$,d$,l$,o$,p$,u$,v$,y$,z$,C$,D$,G$,H$,I$,L$,O$,U$,V$,Y$,Z$,_$,$$,c0,d0,h0,i0,l0,m0,n0,r0,s0,v0,w0,x0,G0,J0,K0,P0,U0,X0,Y0,d1,g1,h1,o1,r1,s1,x1,C1,F1,G1,L1,Q1,T1,U1,$1,c2,d2,j2,k2,p2,q2,t2,s2,M5,N5,T5,U5,_5,$5,e6,f6,o6,p6,v6,w6,B6,C6,H6,I6,N6,O6,S6,T6,a7,b7,i7,j7,p7,q7,w7,x7,C7,D7,J7,K7,P7,Q7,W7,X7,b8,c8,h8,i8,m8,n8,t8,u8,y8,z8,Y8,Z8,b9,c9,n9,o9,t9,u9,z9,A9,G9,H9,M9,N9,S9,T9,Y9,Z9,caa,daa,haa,iaa,naa,oaa,taa,uaa,zaa,Aaa,Faa,Gaa,Naa,Oaa,Taa,Uaa,_aa,$aa,fba,gba,mba,nba,uba,vba,Bba,Cba,Hba,Iba,Oba,Pba,Tba,Uba,_ba,$ba,eca,fca,kca,lca,rca,sca,wca,xca,Cca,Dca,Jca,Kca,Pca,Qca,Uca,Vca,Zca,_ca,cda,dda,hda,ida,mda,nda,rda,sda,xda,yda,Cda,Dda,Ida,Jda,Oda,Pda,Tda,Uda,_da,$da,dea,eea,iea,jea,nea,oea,sea,tea,zea,Aea,Fea,Gea,Lea,Mea,Qea,Rea,Vea,Wea,_ea,$ea,dfa,efa,ifa,jfa,nfa,ofa,sfa,tfa,yfa,zfa,Dfa,Efa,Ifa,Jfa,Ofa,Pfa,Ufa,Vfa,_fa,$fa,jga,kga,rga,sga,Bga,Cga,Jga,Kga,Pga,Qga,gka,sla,vla,wla,jla,kla,nla,ola,jia,bla,ela,fla,gla,Vka,Yka,Zka,_ka,Nka,Qka,Rka,Ska,Fka,Ika,Jka,Kka,xka,Aka,Bka,pka,ska,tka,hka,kka,lka,_ja,bka,cka,dka,Sja,Vja,Wja,Xja,sia,Kja,Nja,Oja,Bja,Cja,Fja,Gja,sja,tja,wja,xja,jja,kja,nja,oja,aja,bja,eja,fja,Tia,Uia,Xia,Yia,Kia,Lia,Oia,Pia,Bia,Cia,Fia,Gia,tia,wia,xia,kia,nia,oia,pia,aia,bia,eia,fia,_ha,Ila,Jla,Cma,Dma,wma,xma,oma,pma,Ima,Lma,Nma,Oma,Tma,Vma,Wma,$ma,bna,cna,hna,jna,kna,pna,rna,sna,wna,Yna,Zna,doa,foa,goa,koa,toa,$oa,apa,kqa,lqa,eqa,fqa,rqa,sqa,yqa,zqa,Dqa,Fqa,Gqa,Kqa,Lqa,Nqa,Oqa,Vqa,ara,bra,hra,ira,nra,pra,qra,vra,xra,Ara,Dra,Pra,Qra,Jra,Kra,Xra,Yra,bsa,dsa,esa,jsa,rsa,ssa,ysa,Asa,Bsa,Gsa,Isa,Jsa,Nsa,Psa,Qsa,Vsa,Xsa,Ysa,ata,eta,fta,Gta,Hta,Bta,Cta,vta,wta,qta,rta,kta,lta,Ita,Rta,Uta,Xta,$ta,dua,hua,lua,pua,uua,yua,Cua,Gua,Kua,Oua,Sua,Wua,$ua,ava,fva,hva,iva,mva,nva,sva,tva,vva,Gva,Hva,Bva,Cva,Mva,Nva,Rva,Sva,Wva,Xva,Zva,_va,cwa,ewa,iwa,jwa,nwa,qwa,twa,xwa,Ewa,Wwa,Xwa,Rwa,Swa,axa,dxa,exa,fxa,ixa,jxa,zxa,Axa,Exa,Gxa,Oxa,Pxa,Jxa,Kxa,Uxa,tya,uya,zya,Eya,Fya,Kya,Qya,aOb,cza,dza,fza,Vya,Wya,Zya,_ya,$ya,tFa,uFa,vFa,wFa,rFa,sFa,AFa,BFa,CFa,DFa,yFa,zFa,iGa,jGa,TGa,aHa,bHa,kHa,lHa,xHa,yHa,LHa,QHa,RHa,SHa,THa,EIa,FIa,GIa,HIa,VIa,WIa,XIa,YIa,hKa,iKa,kKa,GLa,HLa,OLa,PLa,VLa,WLa,XLa,YLa,_La,$La,cMa,dMa,vMa,wMa,xMa,yMa,BMa,CMa,DMa,EMa,ANa,BNa,CNa,DNa,MNa,NNa,ONa,PNa,ZOa,_Oa,$Oa,aPa,fPa,gPa,iPa,eYa,ISa,JSa,gYa,pYa,PSa,rYa,RSa,XSa,dTa,BTa,FTa,GTa,HTa,NTa,OTa,$Ua,aVa,bVa,fVa,kVa,sVa,QVa,qWa,tWa,uWa,FWa,GWa,MWa,NWa,OWa,UWa,VWa,fXa,gXa,hXa,nXa,vXa,TXa,ZWa,aXa,bXa,F1a,cYa,fYa,qYa,G1a,S2a,T2a,U2a,M2a,N2a,O2a,P2a,_2a,$2a,a3a,b3a,gEb,hEb,iEb,jEb,v3a,w3a,x3a,y3a,o3a,p3a,C3a,F3a,G3a,H3a,O3a,P3a,R3a,V3a,W3a,X3a,J4a,m5a,p5a,q5a,K4a,N4a,O4a,s4a,I4a,G4a,H4a,_5a,D6a,G6a,H6a,N5a,h6a,k6a,l6a,$5a,c6a,d6a,O5a,R5a,S5a,E5a,F5a,I5a,J5a,j8a,k8a,l8a,m8a,ycb,Ucb,fdb,Kcb,Lcb,Mcb,Ncb,Ocb,Pcb,Qcb,Qdb,Rdb,Udb,Vdb,Meb,Neb,Qeb,Reb,crb,Yjb,qkb,Ykb,Zkb,klb,llb,xlb,ylb,Tlb,Ulb,Wlb,Xlb,fmb,gmb,hmb,imb,kob,lob,Spb,Tpb,Upb,Vpb,kqb,lqb,mqb,nqb,Pqb,Qqb,Rqb,Sqb,drb,jub,kub,lub,mub,pub,qub,rub,sub,yub,zub,Aub,Bub,YDb,ZDb,_Db,$Db,Sub,Tub,Uub,Vub,pvb,qvb,rvb,svb,Avb,Bvb,Cvb,Dvb,Vwb,Wwb,Xwb,Ywb,qxb,rxb,sxb,txb,hxb,ixb,uxb,vxb,Bxb,Cxb,kDb,mDb,oDb,pDb,GDb,HDb,bEb,cEb,dEb,eEb,lEb,mEb,nEb,oEb,XEb,YEb,cFb,dFb,jFb,kFb,qFb,rFb,xFb,yFb,zFb,EFb,FFb,KFb,LFb,EGb,FGb,dHb,eHb,uHb,vHb,IHb,JHb,qIb,rIb,$Ib,aJb,fJb,gJb,lJb,mJb,xJb,yJb,IJb,JJb,TJb,UJb,cKb,dKb,nKb,oKb,wKb,xKb,CKb,DKb,KKb,LKb,PKb,QKb,DFb,dLb,UKb,sLb,tLb,ELb,FLb,HLb,ILb,ULb,VLb,$Lb,aMb,gMb,hMb,uMb,vMb,wMb,ePb,fPb,gPb,hPb,rPb,wPb,yPb,BPb,DPb,FPb,Rz,dA,rA,FA,XA,tB,MB,nC,JC,dD,yD,TD,mE,HE,aF,xF,SF,lG,HG,aH,vH,QH,jI,CI,YI,pJ,LJ,bK,wK,LK,aL,qL,HL,ZL,yM,QM,gN,yN,NN,yO,NO,$O,nP,BP,SP,fQ,vQ,GQ,aR,pR,DR,RR,tS,FS,TS,fT,qT,ET,ST,bU,pU,AU,OU,ZU,mV,AV,OV,ZV,iW,wW,HW,VW,hX,sX,DX,OX,ZX,lY,wY,KY,YY,kZ,yZ,MZ,_Z,m_,A_,O_,Z_,i$,D0,S0,b1,m1,A1,O1,Z1,i2,v2,z2,D2,H2,L2,P2,T2,X2,$2,d3,h3,l3,p3,t3,x3,B3,F3,J3,N3,R3,V3,Z3,b4,f4,j4,n4,r4,t4,x4,B4,F4,J4,N4,R4,V4,Z4,d5,j5,k5,cl,fl,Nl,loa,L5,dm,Hm,Rm,bn,en,hn,kn,nn,on,pn,qn,un,xn,An,Cn,En,Jn,Kn,Ln,Mn,Pn,Qn,Tn,Un,Vn,Wn,Xn,Zn,_n,$n,ao,bo,co,fo,go,ho,io,jo,ko,lo,mo,no,po,qo,ro,so,vo,xo,zo,Ao,Bo,Fo,Go,Mo,No,Ro,So,To,Uo,Wo,Xo,_o,$o,ap,ep,Dr,Ir,Wga,$r,Ds,Ns,Zs,at,dt,ft,it,jt,kt,lt,pt,st,vt,xt,zt,Et,Ft,Gt,Ht,Kt,Lt,Ot,Pt,Qt,Rt,St,Ut,Vt,Wt,Xt,Yt,Zt,$t,au,bu,cu,du,eu,fu,gu,hu,ju,ku,lu,mu,pu,ru,tu,uu,vu,zu,Du,Ju,Ku,Ou,Pu,Qu,Ru,Tu,Uu,Xu,Yu,Zu,bv,Ax,Ex,GFa,cGb,eGb,gKb,$zb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb];var hh=[dSb,eTa,gTa,tVa,vVa,wXa,yXa,adb,bdb,cdb,ddb,Gcb,ri,ti,vi,xi,zi,Bi,Di,Fi,Hi,Ji,Li,Ni,Pi,Ri,Ti,Vi,Xi,Zi,$i,bj,dj,fj,hj,jj,lj,nj,pj,rj,tj,vj,xj,zj,Bj,Dj,Fj,Hj,ul,xl,zl,Dl,El,Z6,vn,U8,dp,qt,av,dSb,dSb,dSb,dSb,dSb];var ih=[eSb,KSa,ITa,PWa,gdb,yl,Al,Cl,Fl,P8,eSb,eSb,eSb,eSb,eSb,eSb];var jh=[fSb,Bl];var kh=[gSb,TTa,L1a,gSb];var lh=[hSb,W8];var mh=[iSb,sn,V8,X8,nt,iSb,iSb,iSb];var nh=[jSb,Yl,Ur,jSb];var oh=[kSb,Hz,Kz,Vz,Yz,hA,kA,vA,yA,JA,MA,aB,dB,yB,BB,RB,UB,sC,vC,OC,RC,iD,lD,DD,GD,YD,$D,rE,uE,ME,PE,fF,iF,CF,FF,XF,_F,rG,uG,MG,PG,fH,iH,AH,DH,VH,YH,oI,rI,HI,KI,bJ,eJ,uJ,xJ,PJ,SJ,gK,jK,BK,EK,PK,SK,gL,jL,uL,xL,ML,PL,cM,fM,DM,GM,VM,YM,lN,oN,DN,GN,SN,VN,DO,GO,RO,UO,dP,gP,rP,uP,FP,IP,XP,_P,lQ,oQ,zQ,CQ,KQ,NQ,fR,iR,tR,wR,HR,KR,VR,YR,yS,BS,JS,MS,XS,_S,jT,mT,uT,xT,IT,LT,WT,ZT,fU,iU,tU,wU,EU,HU,SU,VU,cV,fV,qV,tV,EV,HV,SV,VV,bW,eW,mW,pW,AW,DW,LW,OW,ZW,aX,lX,oX,wX,zX,HX,KX,SX,VX,bY,eY,pY,sY,AY,DY,OY,RY,aZ,dZ,oZ,rZ,CZ,FZ,QZ,TZ,c_,f_,q_,t_,E_,H_,S_,V_,b$,e$,n$,q$,I0,L0,W0,Z0,f1,i1,q1,t1,E1,H1,S1,V1,b2,e2,l2,m2,n2,O5,P5,Q5,V5,W5,X5,a6,b6,c6,g6,h6,i6,q6,r6,s6,x6,y6,z6,D6,E6,F6,J6,K6,L6,P6,Q6,R6,U6,V6,W6,c7,d7,e7,k7,l7,m7,r7,s7,t7,y7,z7,A7,E7,F7,G7,L7,M7,N7,R7,S7,T7,Y7,Z7,_7,d8,e8,f8,j8,k8,l8,o8,p8,q8,v8,w8,x8,A8,B8,C8,_8,$8,a9,d9,e9,f9,p9,q9,r9,v9,w9,x9,B9,C9,D9,I9,J9,K9,O9,P9,Q9,U9,V9,W9,_9,$9,aaa,eaa,faa,gaa,jaa,kaa,laa,paa,qaa,raa,vaa,waa,xaa,Baa,Caa,Daa,Haa,Iaa,Jaa,Paa,Qaa,Raa,Vaa,Waa,Xaa,aba,bba,cba,hba,iba,jba,oba,pba,qba,wba,xba,yba,Dba,Eba,Fba,Jba,Kba,Lba,Qba,Rba,Sba,Vba,Wba,Xba,aca,bca,cca,gca,hca,ica,mca,nca,oca,tca,uca,vca,yca,zca,Aca,Eca,Fca,Gca,Lca,Mca,Nca,Rca,Sca,Tca,Wca,Xca,Yca,$ca,ada,bda,eda,fda,gda,jda,kda,lda,oda,pda,qda,tda,uda,vda,zda,Ada,Bda,Eda,Fda,Gda,Kda,Lda,Mda,Qda,Rda,Sda,Vda,Wda,Xda,aea,bea,cea,fea,gea,hea,kea,lea,mea,pea,qea,rea,uea,vea,wea,Bea,Cea,Dea,Hea,Iea,Jea,Nea,Oea,Pea,Sea,Tea,Uea,Xea,Yea,Zea,afa,bfa,cfa,ffa,gfa,hfa,kfa,lfa,mfa,pfa,qfa,rfa,ufa,vfa,wfa,Afa,Bfa,Cfa,Ffa,Gfa,Hfa,Kfa,Lfa,Mfa,Qfa,Rfa,Sfa,Wfa,Xfa,Yfa,aga,bga,cga,lga,mga,nga,tga,uga,vga,Dga,Ega,Fga,Lga,Mga,Nga,Rga,Sga,Tga,ula,xla,mla,pla,dla,Xka,Pka,Hka,zka,Cka,rka,uka,jka,mka,aka,Uja,Mja,Pja,Eja,vja,mja,dja,Wia,Nia,Eia,via,yia,mia,dia,Kla,Lla,Mla,Ema,Fma,Gma,yma,zma,Ama,qma,rma,sma,Pma,Qma,Rma,Xma,Yma,Zma,dna,ena,fna,lna,mna,nna,tna,una,vna,_na,$na,aoa,hoa,ioa,joa,uoa,bpa,cpa,dpa,mqa,nqa,oqa,gqa,hqa,iqa,tqa,uqa,vqa,Aqa,Bqa,Cqa,Hqa,Iqa,Jqa,Pqa,Qqa,Rqa,Wqa,cra,dra,era,jra,kra,lra,rra,sra,tra,yra,Bra,Era,Rra,Sra,Tra,Lra,Mra,Nra,Zra,_ra,$ra,fsa,gsa,hsa,tsa,usa,vsa,Csa,Dsa,Esa,Ksa,Lsa,Msa,Rsa,Ssa,Tsa,Zsa,_sa,$sa,gta,hta,ita,Dta,Eta,Fta,xta,yta,zta,sta,tta,uta,mta,nta,ota,Sta,Vta,Yta,aua,eua,iua,mua,qua,vua,zua,Dua,Hua,Lua,Pua,Tua,Xua,bva,cva,dva,jva,kva,lva,ova,pva,qva,wva,xva,yva,Iva,Jva,Kva,Dva,Eva,Fva,Tva,Uva,Vva,$va,awa,bwa,fwa,kwa,lwa,mwa,rwa,uwa,ywa,zwa,Awa,Fwa,Ywa,Zwa,_wa,Twa,Uwa,Vwa,cxa,Bxa,Cxa,Dxa,Hxa,Qxa,Rxa,Sxa,Lxa,Mxa,Nxa,vya,wya,xya,Gya,Hya,Iya,Rya,Yya,kGa,HGa,UGa,ZGa,cHa,hHa,mHa,tHa,zHa,GHa,ILa,fMa,sYa,SSa,YSa,$Sa,fTa,hTa,iTa,CTa,DTa,ETa,QTa,CUa,DUa,cVa,lVa,oVa,uVa,wVa,xVa,RVa,SVa,TVa,sWa,vWa,XWa,iXa,oXa,rXa,xXa,zXa,AXa,UXa,VXa,WXa,$Wa,cXa,I1a,u2a,v2a,qDb,E3a,Q3a,T3a,Z3a,o5a,r5a,M4a,P4a,F6a,j6a,b6a,Q5a,H5a,g8a,Bcb,Ccb,_cb,$cb,edb,Ecb,Icb,Tdb,Peb,jxb,IDb,ZEb,eFb,lFb,sFb,pJb,qJb,rJb,sJb,uJb,vJb,BJb,CJb,DJb,EJb,GJb,HJb,MJb,NJb,OJb,PJb,RJb,SJb,XJb,YJb,ZJb,_Jb,aKb,bKb,OKb,TKb,YLb,ZLb,_Lb,dMb,eMb,fMb,Jj,Lj,Nj,Pj,Rj,Tj,Vj,Xj,Zj,$j,bk,dk,fk,hk,jk,lk,nk,pk,rk,tk,vk,xk,zk,Bk,Dk,Fk,Hk,Jk,Lk,Nk,Pk,Rk,Tk,Vk,Xk,Zk,$k,bl,l5,ll,ml,ol,ql,sl,gm,hm,im,jm,km,mm,nm,om,pm,qm,rm,sm,tm,um,vm,wm,xm,ym,zm,Am,Bm,Cm,Dm,Em,Fm,Gm,o7,Mm,G8,H8,I8,rn,tn,Q8,R8,S8,Yn,yo,Zo,bp,pp,rp,vp,yp,Gp,Er,Gr,cs,ds,es,fs,gs,is,js,ks,ls,ms,ns,os,ps,qs,rs,ss,ts,us,vs,ws,xs,ys,zs,As,Bs,Cs,Is,mt,ot,Tt,su,Wu,_u,mv,ov,sv,vv,Dv,Bx,Dx,Ela,Fla,HBa,pWa,YWa,v$a,_3a,c4a,e4a,f4a,h4a,i4a,k4a,m4a,n4a,p4a,u4a,v4a,w4a,y4a,z4a,Rcb,Tcb,onb,mpb,Swb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb];var ph=[lSb,x2,B2,F2,J2,N2,R2,V2,Z2,H4,P4,T4,b5,f5,u5,Gl,M8,i9,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb];var qh=[mSb,v5,Hl,Jr,Gx,mSb,mSb,mSb];var rh=[nSb,w5];var sh=[oSb,Tq,Qw,oSb];var th=[pSb,K8];var uh=[qSb,Fr,Cx,qSb];var vh=[rSb,bm,Zr,rSb];var wh=[sSb,M6];var xh=[tSb,Hja,yja,gja,Hia,gia,tYa,kTa,qTa,rTa,sTa,tTa,yTa,ATa,RTa,eUa,zUa,AUa,dVa,zVa,FVa,GVa,HVa,IVa,NVa,PVa,IWa,CXa,IXa,JXa,KXa,LXa,QXa,SXa,J1a,Y1a,r2a,s2a,m6a,T5a,b3,f3,j3,n3,r3,v3,z3,D3,H3,L3,P3,T3,X3,$3,d4,h4,l4,p4,v4,z4,D4,L4,X4,$4,h5,q5,s5,Il,Ml,Ol,_l,fm,h7,Om,J8,L8,Bn,Dn,T8,gp,l9,up,Fp,Mp,Qp,Rp,ur,wr,xr,zr,Hga,Wr,bs,Ks,wt,yt,dv,rv,Cv,Jv,Nv,Ov,rx,tx,ux,wx,Ysb,Qwb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb];var yh=[uSb,x5];var zh=[vSb,y5,Iga,vSb];var Ah=[wSb,pUa,h2a,wSb];var Bh=[xSb,fga];var Ch=[ySb,jr,gx,ySb];var Dh=[zSb,Gga];var Eh=[ASb,Y6];var Fh=[BSb,L3a,pja,Zia,USa,VSa,ZSa,_Sa,aTa,cTa,mTa,oTa,pTa,uTa,zTa,WTa,ZTa,_Ta,hUa,jUa,kUa,yUa,hVa,iVa,mVa,nVa,pVa,rVa,BVa,DVa,EVa,JVa,OVa,WWa,kXa,lXa,pXa,qXa,sXa,uXa,EXa,GXa,HXa,MXa,RXa,O1a,R1a,S1a,$1a,b2a,c2a,q2a,r3a,I6a,e6a,K5a,mxb,tDb,LDb,BFb,HFb,lPb,uPb,IPb,D5,H5,Ql,Rl,Tl,$l,g7,lm,Km,I7,Qm,Vm,N8,O8,fp,k9,ip,sp,tp,y9,xp,zp,Ap,Bp,Cp,saa,Hp,Ip,Lp,Zaa,Np,Sp,Tp,Up,Vp,lq,Pq,Uq,Vq,Wq,Xq,Yq,Zq,_q,cr,dr,er,gr,ir,kr,lr,mr,nr,or,pr,qr,tr,zga,vr,Br,Cr,Kr,Lr,Nr,Pr,Xr,hs,Gs,Ms,Rs,cv,fv,pv,qv,uv,wv,xv,yv,zv,Ev,Fv,Iv,Kv,Pv,Qv,Rv,Sv,iw,Mw,Rw,Sw,Tw,Uw,Vw,Ww,Xw,$w,ax,bx,dx,fx,hx,ix,jx,kx,lx,mx,nx,qx,sx,yx,zx,Hx,oi,yxb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb];var Gh=[CSb,WSa,jVa,mXa];var Hh=[DSb,lUa,d2a,DSb];var Ih=[ESb,jTa,yVa,BXa,Sq,qga,Pw,ESb];var Jh=[FSb,fr,cx,FSb];var Kh=[GSb,Ll];var Lh=[HSb,r2,Qia,$ha,bTa,nTa,xTa,PTa,UTa,VTa,XTa,YTa,$Ta,aUa,bUa,cUa,dUa,fUa,gUa,uUa,BUa,qVa,CVa,MVa,tXa,FXa,PXa,H1a,M1a,N1a,P1a,Q1a,T1a,U1a,V1a,W1a,X1a,Z1a,_1a,m2a,t2a,kPb,tPb,HPb,S5,Im,Jm,Sm,Tm,Um,cp,j9,qp,s9,Dp,Ep,Jp,eba,Op,tba,Aba,Xp,Yp,aq,bq,cq,eq,fq,gq,hq,iq,jq,kq,sq,tq,uq,vq,wq,xq,zq,Aq,Cq,Dq,Eq,Fq,Gq,Hq,Iq,Kq,Mq,Oq,Zfa,Rq,sr,Es,Fs,Os,Ps,Qs,$u,nv,Av,Bv,Gv,Lv,Uv,Vv,Zv,_v,$v,bw,cw,dw,ew,fw,gw,hw,pw,qw,rw,sw,tw,uw,ww,xw,zw,Aw,Bw,Cw,Dw,Ew,Fw,Hw,Jw,Lw,Ow,px,Bha,YDa,ZDa,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb];var Mh=[ISb,el,gl,ISb];var Nh=[JSb,dl,hl,JSb];var Oh=[KSb,STa,K1a,KSb];var Ph=[LSb,Pl,ega,LSb];var Qh=[MSb,iga];var Rh=[NSb,Ul,Qr,NSb];var Sh=[OSb,C5];var Th=[PSb,lTa,wTa,rUa,wUa,w2a,x2a,AVa,LVa,DXa,OXa,j2a,o2a,q3a,lxb,sDb,KDb,NKb,SKb,jPb,sPb,GPb,Sl,Vl,Wl,v7,V7,a8,Wm,Xm,Zm,h9,m9,maa,Laa,lba,Wp,Nba,qca,dq,mq,oq,Zda,yq,Bq,Lq,Nq,Qq,dga,yga,yr,Ar,Or,Rr,Sr,Ss,Ts,Vs,Tv,aw,jw,lw,vw,yw,Iw,Kw,Nw,vx,xx,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb];var Uh=[QSb,n5];var Vh=[RSb,m5];var Wh=[SSb,k6];var Xh=[TSb,vTa,iUa,KVa,NXa,a2a,Z5,u6,A6,Xl,s8,D8,an,Gba,$p,Ica,nq,pq,qq,rq,yea,Jq,Tfa,$q,ar,br,hr,Aga,Tr,Ys,Yv,kw,mw,nw,ow,Gw,Yw,Zw,_w,ex,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb];var Yh=[USb,G6,F8,_p,jca,Hda,xfa,gga,hga,pga,Xv,USb,USb,USb,USb,USb];var Zh=[VSb,xUa,p2a,Zp,dca,Wv,VSb,VSb];var _h=[WSb,Zba];var $h=[XSb,Sna,nBa,Ppb];var ai=[YSb,oUa,g2a,wp,tv,YSb,YSb,YSb];var bi=[ZSb,qUa,tUa,i2a,l2a,F9,rr,ox];var ci=[_Sb,mUa,e2a,_Sb];var di=[$Sb,Kp,xga,Hv];var ei=[aTb,Maa];var fi=[bTb,nUa,sUa,f2a,k2a,Pp,Mv,bTb];var gi=[cTb,sba];return{__GLOBAL__I_000101:PEb,__GLOBAL__sub_I_bind_cpp:vyb,__GLOBAL__sub_I_binding_cpp:Rla,__GLOBAL__sub_I_capping_geom_cpp:VAa,__GLOBAL__sub_I_clip_cpp:yib,__GLOBAL__sub_I_context_cpp:tjb,__GLOBAL__sub_I_create_cpp:CDa,__GLOBAL__sub_I_element_cpp:$tb,__GLOBAL__sub_I_embind_cpp:Cha,__GLOBAL__sub_I_geom_query_cpp:PDa,__GLOBAL__sub_I_glbuffermanager_cpp:_db,__GLOBAL__sub_I_group_cpp:KEa,__GLOBAL__sub_I_infos_cpp:kjb,__GLOBAL__sub_I_instance_cpp:Plb,__GLOBAL__sub_I_instance_cpp_3162:Jsb,__GLOBAL__sub_I_iostream_cpp:QEb,__GLOBAL__sub_I_net_command_cpp:Exb,__GLOBAL__sub_I_scene_iterator_cpp:erb,__GLOBAL__sub_I_state_cpp:Rvb,__GLOBAL__sub_I_svg_common_cpp:oqb,__GLOBAL__sub_I_traverse_cpp:Wjb,__GLOBAL__sub_I_web_client_cpp:Dha,___divdi3:UPb,___errno_location:hAb,___getTypeName:Zzb,___muldi3:WPb,___udivdi3:XPb,___uremdi3:YPb,_bitshift64Lshr:ZPb,_bitshift64Shl:_Pb,_emscripten_replace_memory:Lg,_free:$zb,_i64Add:QPb,_i64Subtract:RPb,_llvm_bswap_i32:$Pb,_llvm_round_f64:aQb,_main:Lha,_malloc:_zb,_memcpy:bQb,_memmove:cQb,_memset:dQb,_pthread_cond_broadcast:eQb,_pthread_mutex_lock:fQb,_pthread_mutex_unlock:gQb,_round:hQb,_roundf:iQb,_sbrk:jQb,dynCall_di:kQb,dynCall_dii:lQb,dynCall_i:mQb,dynCall_ii:nQb,dynCall_iid:oQb,dynCall_iii:pQb,dynCall_iiii:qQb,dynCall_iiiii:rQb,dynCall_iiiiid:sQb,dynCall_iiiiii:tQb,dynCall_iiiiiid:uQb,dynCall_iiiiiidi:vQb,dynCall_iiiiiii:wQb,dynCall_iiiiiiii:xQb,dynCall_iiiiiiiii:yQb,dynCall_iiiiiiiiiiiiiiid:zQb,dynCall_iiiiiiiiiiiiiiiid:AQb,dynCall_v:BQb,dynCall_vd:CQb,dynCall_vdd:DQb,dynCall_vddi:EQb,dynCall_vdi:FQb,dynCall_vi:GQb,dynCall_vid:HQb,dynCall_vidd:IQb,dynCall_viddd:JQb,dynCall_vidddiii:KQb,dynCall_viddi:LQb,dynCall_vidi:MQb,dynCall_vidiii:NQb,dynCall_vii:OQb,dynCall_viid:PQb,dynCall_viidd:QQb,dynCall_viiddd:RQb,dynCall_viiddi:SQb,dynCall_viidi:TQb,dynCall_viididididi:UQb,dynCall_viidii:VQb,dynCall_viidiii:WQb,dynCall_viii:XQb,dynCall_viiid:YQb,dynCall_viiidd:ZQb,dynCall_viiiddddi:_Qb,dynCall_viiiddi:$Qb,dynCall_viiidi:aRb,dynCall_viiididididi:bRb,dynCall_viiidii:cRb,dynCall_viiii:dRb,dynCall_viiiid:eRb,dynCall_viiiidddiiii:fRb,dynCall_viiiidi:gRb,dynCall_viiiidii:hRb,dynCall_viiiidiiii:iRb,dynCall_viiiii:jRb,dynCall_viiiiidd:kRb,dynCall_viiiiiddd:lRb,dynCall_viiiiiddi:mRb,dynCall_viiiiidi:nRb,dynCall_viiiiidii:oRb,dynCall_viiiiidiii:pRb,dynCall_viiiiidiiii:qRb,dynCall_viiiiii:rRb,dynCall_viiiiiidd:sRb,dynCall_viiiiiiddd:tRb,dynCall_viiiiiidiii:uRb,dynCall_viiiiiii:vRb,dynCall_viiiiiiii:wRb,dynCall_viiiiiiiii:xRb,dynCall_viiiiiiiiii:yRb,dynCall_viiiiiiiiiii:zRb,dynCall_viiiiiiiiiiii:ARb,dynCall_viiiiiiiiiiiii:BRb,dynCall_viiiiiiiiiiiiidddddi:CRb,dynCall_viiiiiiiiiiiiii:DRb,dynCall_viiiiiiiiiiiiiii:ERb,dynCall_viiiiiiiiiiiiiiii:FRb,dynCall_viiiiiiiiiiiiiiiii:GRb,establishStackSpace:ki,getTempRet0:ni,runPostSets:PPb,setTempRet0:mi,setThrew:li,stackAlloc:hi,stackRestore:ji,stackSave:ii}})
+
+
+// EMSCRIPTEN_END_ASM
+(e.Yb,e.Zb,buffer),Eb=e.__GLOBAL__I_000101=Y.__GLOBAL__I_000101,Hb=e.__GLOBAL__sub_I_bind_cpp=Y.__GLOBAL__sub_I_bind_cpp,Yb=e.__GLOBAL__sub_I_binding_cpp=Y.__GLOBAL__sub_I_binding_cpp,Xb=e.__GLOBAL__sub_I_capping_geom_cpp=Y.__GLOBAL__sub_I_capping_geom_cpp,Sb=e.__GLOBAL__sub_I_clip_cpp=Y.__GLOBAL__sub_I_clip_cpp,Qb=e.__GLOBAL__sub_I_context_cpp=Y.__GLOBAL__sub_I_context_cpp,Wb=e.__GLOBAL__sub_I_create_cpp=Y.__GLOBAL__sub_I_create_cpp,Kb=e.__GLOBAL__sub_I_element_cpp=
+Y.__GLOBAL__sub_I_element_cpp,Pb=e.__GLOBAL__sub_I_embind_cpp=Y.__GLOBAL__sub_I_embind_cpp,Vb=e.__GLOBAL__sub_I_geom_query_cpp=Y.__GLOBAL__sub_I_geom_query_cpp,Tb=e.__GLOBAL__sub_I_glbuffermanager_cpp=Y.__GLOBAL__sub_I_glbuffermanager_cpp,Ub=e.__GLOBAL__sub_I_group_cpp=Y.__GLOBAL__sub_I_group_cpp,Rb=e.__GLOBAL__sub_I_infos_cpp=Y.__GLOBAL__sub_I_infos_cpp,Ob=e.__GLOBAL__sub_I_instance_cpp=Y.__GLOBAL__sub_I_instance_cpp,Lb=e.__GLOBAL__sub_I_instance_cpp_3162=Y.__GLOBAL__sub_I_instance_cpp_3162,Gb=e.__GLOBAL__sub_I_iostream_cpp=
+Y.__GLOBAL__sub_I_iostream_cpp,Ib=e.__GLOBAL__sub_I_net_command_cpp=Y.__GLOBAL__sub_I_net_command_cpp,Mb=e.__GLOBAL__sub_I_scene_iterator_cpp=Y.__GLOBAL__sub_I_scene_iterator_cpp,Jb=e.__GLOBAL__sub_I_state_cpp=Y.__GLOBAL__sub_I_state_cpp,Nb=e.__GLOBAL__sub_I_svg_common_cpp=Y.__GLOBAL__sub_I_svg_common_cpp,Fb=e.__GLOBAL__sub_I_traverse_cpp=Y.__GLOBAL__sub_I_traverse_cpp,Zb=e.__GLOBAL__sub_I_web_client_cpp=Y.__GLOBAL__sub_I_web_client_cpp;e.___divdi3=Y.___divdi3;e.___errno_location=Y.___errno_location;
+var Ne=e.___getTypeName=Y.___getTypeName;e.___muldi3=Y.___muldi3;e.___udivdi3=Y.___udivdi3;e.___uremdi3=Y.___uremdi3;e._bitshift64Lshr=Y._bitshift64Lshr;e._bitshift64Shl=Y._bitshift64Shl;var eb=e._emscripten_replace_memory=Y._emscripten_replace_memory,Oe=e._free=Y._free;e._i64Add=Y._i64Add;e._i64Subtract=Y._i64Subtract;e._llvm_bswap_i32=Y._llvm_bswap_i32;e._llvm_round_f64=Y._llvm_round_f64;e._main=Y._main;var La=e._malloc=Y._malloc;e._memcpy=Y._memcpy;e._memmove=Y._memmove;e._memset=Y._memset;
+e._pthread_cond_broadcast=Y._pthread_cond_broadcast;e._pthread_mutex_lock=Y._pthread_mutex_lock;e._pthread_mutex_unlock=Y._pthread_mutex_unlock;e._round=Y._round;e._roundf=Y._roundf;e._sbrk=Y._sbrk;e.establishStackSpace=Y.establishStackSpace;e.getTempRet0=Y.getTempRet0;e.runPostSets=Y.runPostSets;e.setTempRet0=Y.setTempRet0;e.setThrew=Y.setThrew;var ea=e.stackAlloc=Y.stackAlloc,fa=e.stackRestore=Y.stackRestore,ca=e.stackSave=Y.stackSave;e.dynCall_di=Y.dynCall_di;e.dynCall_dii=Y.dynCall_dii;
+e.dynCall_i=Y.dynCall_i;e.dynCall_ii=Y.dynCall_ii;e.dynCall_iid=Y.dynCall_iid;e.dynCall_iii=Y.dynCall_iii;e.dynCall_iiii=Y.dynCall_iiii;e.dynCall_iiiii=Y.dynCall_iiiii;e.dynCall_iiiiid=Y.dynCall_iiiiid;e.dynCall_iiiiii=Y.dynCall_iiiiii;e.dynCall_iiiiiid=Y.dynCall_iiiiiid;e.dynCall_iiiiiidi=Y.dynCall_iiiiiidi;e.dynCall_iiiiiii=Y.dynCall_iiiiiii;e.dynCall_iiiiiiii=Y.dynCall_iiiiiiii;e.dynCall_iiiiiiiii=Y.dynCall_iiiiiiiii;e.dynCall_iiiiiiiiiiiiiiid=Y.dynCall_iiiiiiiiiiiiiiid;
+e.dynCall_iiiiiiiiiiiiiiiid=Y.dynCall_iiiiiiiiiiiiiiiid;e.dynCall_v=Y.dynCall_v;e.dynCall_vd=Y.dynCall_vd;e.dynCall_vdd=Y.dynCall_vdd;e.dynCall_vddi=Y.dynCall_vddi;e.dynCall_vdi=Y.dynCall_vdi;e.dynCall_vi=Y.dynCall_vi;e.dynCall_vid=Y.dynCall_vid;e.dynCall_vidd=Y.dynCall_vidd;e.dynCall_viddd=Y.dynCall_viddd;e.dynCall_vidddiii=Y.dynCall_vidddiii;e.dynCall_viddi=Y.dynCall_viddi;e.dynCall_vidi=Y.dynCall_vidi;e.dynCall_vidiii=Y.dynCall_vidiii;e.dynCall_vii=Y.dynCall_vii;e.dynCall_viid=Y.dynCall_viid;
+e.dynCall_viidd=Y.dynCall_viidd;e.dynCall_viiddd=Y.dynCall_viiddd;e.dynCall_viiddi=Y.dynCall_viiddi;e.dynCall_viidi=Y.dynCall_viidi;e.dynCall_viididididi=Y.dynCall_viididididi;e.dynCall_viidii=Y.dynCall_viidii;e.dynCall_viidiii=Y.dynCall_viidiii;e.dynCall_viii=Y.dynCall_viii;e.dynCall_viiid=Y.dynCall_viiid;e.dynCall_viiidd=Y.dynCall_viiidd;e.dynCall_viiiddddi=Y.dynCall_viiiddddi;e.dynCall_viiiddi=Y.dynCall_viiiddi;e.dynCall_viiidi=Y.dynCall_viiidi;e.dynCall_viiididididi=Y.dynCall_viiididididi;
+e.dynCall_viiidii=Y.dynCall_viiidii;e.dynCall_viiii=Y.dynCall_viiii;e.dynCall_viiiid=Y.dynCall_viiiid;e.dynCall_viiiidddiiii=Y.dynCall_viiiidddiiii;e.dynCall_viiiidi=Y.dynCall_viiiidi;e.dynCall_viiiidii=Y.dynCall_viiiidii;e.dynCall_viiiidiiii=Y.dynCall_viiiidiiii;e.dynCall_viiiii=Y.dynCall_viiiii;e.dynCall_viiiiidd=Y.dynCall_viiiiidd;e.dynCall_viiiiiddd=Y.dynCall_viiiiiddd;e.dynCall_viiiiiddi=Y.dynCall_viiiiiddi;e.dynCall_viiiiidi=Y.dynCall_viiiiidi;e.dynCall_viiiiidii=Y.dynCall_viiiiidii;
+e.dynCall_viiiiidiii=Y.dynCall_viiiiidiii;e.dynCall_viiiiidiiii=Y.dynCall_viiiiidiiii;e.dynCall_viiiiii=Y.dynCall_viiiiii;e.dynCall_viiiiiidd=Y.dynCall_viiiiiidd;e.dynCall_viiiiiiddd=Y.dynCall_viiiiiiddd;e.dynCall_viiiiiidiii=Y.dynCall_viiiiiidiii;e.dynCall_viiiiiii=Y.dynCall_viiiiiii;e.dynCall_viiiiiiii=Y.dynCall_viiiiiiii;e.dynCall_viiiiiiiii=Y.dynCall_viiiiiiiii;e.dynCall_viiiiiiiiii=Y.dynCall_viiiiiiiiii;e.dynCall_viiiiiiiiiii=Y.dynCall_viiiiiiiiiii;e.dynCall_viiiiiiiiiiii=Y.dynCall_viiiiiiiiiiii;
+e.dynCall_viiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiidddddi=Y.dynCall_viiiiiiiiiiiiidddddi;e.dynCall_viiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiiiii;e.asm=Y;e.getMemory=function(a){return wa?pb?La(a):ya(a):ua(a)};e.addRunDependency=yb;e.removeRunDependency=zb;e.FS_createFolder=md;e.FS_createPath=nd;
+e.FS_createDataFile=pd;e.FS_createPreloadedFile=ud;e.FS_createLazyFile=td;e.FS_createLink=rd;e.FS_createDevice=qd;e.FS_unlink=cd;
+if(Ab)if((String.prototype.startsWith?Ab.startsWith(Cb):0===Ab.indexOf(Cb))||("function"===typeof e.locateFile?Ab=e.locateFile(Ab):e.memoryInitializerPrefixURL&&(Ab=e.memoryInitializerPrefixURL+Ab)),na||oa){var ch=e.readBinary(Ab);u.set(ch,8)}else{var eh=function(){e.readAsync(Ab,dh,function(){throw"could not load memory initializer "+Ab;})};yb();var dh=function(a){a.byteLength&&(a=new Uint8Array(a));u.set(a,8);e.memoryInitializerRequest&&delete e.memoryInitializerRequest.response;zb()},fh=ra(Ab);
+if(fh)dh(fh.buffer);else if(e.memoryInitializerRequest){var gh=function(){var a=e.memoryInitializerRequest,b=a.response;if(200!==a.status&&0!==a.status)if(b=ra(e.memoryInitializerRequestURL))b=b.buffer;else{console.warn("a problem seems to have happened with Module.memoryInitializerRequest, status: "+a.status+", retrying "+Ab);eh();return}dh(b)};e.memoryInitializerRequest.response?setTimeout(gh,0):e.memoryInitializerRequest.addEventListener("load",gh)}else eh()}
+function sa(a){this.name="ExitStatus";this.message="Program terminated with exit("+a+")";this.status=a}sa.prototype=Error();sa.prototype.constructor=sa;xb=function hh(){e.calledRun||ih();e.calledRun||(xb=hh)};
+e.callMain=function(a){a=a||[];pb||(pb=!0,hb(lb));var b=a.length+1,c=ea(4*(b+1));v[c>>2]=Qa(e.thisProgram);for(var d=1;d<b;d++)v[(c>>2)+d]=Qa(a[d-1]);v[(c>>2)+b]=0;try{var f=e._main(b,c,0);jh(f,!0)}catch(g){g instanceof sa||("SimulateInfiniteLoop"==g?e.noExitRuntime=!0:((a=g)&&"object"===typeof g&&g.stack&&(a=[g,g.stack]),e.printErr("exception thrown: "+a),e.quit(1,g)))}finally{}};
+function ih(a){function b(){if(!e.calledRun&&(e.calledRun=!0,!Ha)){pb||(pb=!0,hb(lb));hb(mb);if(e.onRuntimeInitialized)e.onRuntimeInitialized();e._main&&kh&&e.callMain(a);if(e.postRun)for("function"==typeof e.postRun&&(e.postRun=[e.postRun]);e.postRun.length;){var b=e.postRun.shift();ob.unshift(b)}hb(ob)}}a=a||e.arguments;if(!(0<vb)){if(e.preRun)for("function"==typeof e.preRun&&(e.preRun=[e.preRun]);e.preRun.length;)qb();hb(ib);0<vb||e.calledRun||(e.setStatus?(e.setStatus("Running..."),setTimeout(function(){setTimeout(function(){e.setStatus("")},
+1);b()},1)):b())}}e.run=ih;function jh(a,b){if(!b||!e.noExitRuntime||0!==a){if(!e.noExitRuntime&&(Ha=!0,bb=void 0,hb(nb),e.onExit))e.onExit(a);na&&process.exit(a);e.quit(a,new sa(a))}}e.exit=jh;function Ia(a){if(e.onAbort)e.onAbort(a);void 0!==a?(e.print(a),e.printErr(a),a=JSON.stringify(a)):a="";Ha=!0;throw"abort("+a+"). Build with -s ASSERTIONS=1 for more info.";}e.abort=Ia;if(e.preInit)for("function"==typeof e.preInit&&(e.preInit=[e.preInit]);0<e.preInit.length;)e.preInit.pop()();var kh=!0;
+e.noInitialRun&&(kh=!1);e.noExitRuntime=!0;ih();
+
+
+	};
+
+	var catchExceptions = function (name, func) {
+		return function () {
+			try {
+				func.apply(this, arguments);
+			} catch (e) {
+				console.log("Unhandled exception in " + name + "():");
+				console.log(e);
+			}
+		};
+	};
+
+	var getElement = function (id) {
+		if (typeof id !== "string")
+			return id;
+		return document.getElementById (id);
+	};
+
+	var core_pool = [];
+
+	var getAvailableCore = function () {
+		for (var i = 0; i < core_pool.length; ++i) {
+			if (core_pool[i].$$available) {
+				return core_pool[i];
+			}
+		}
+		return null;
+	};
+
+	var enginePath;
+	if (_SC) {
+		enginePath = _SC._enginePath;
+	}
+
+	// used by Emscripten to find .wasm file
+	var locateFile = function (path) {
+		if (enginePath) {
+			return enginePath + "/" + path;
+		}
+		return path;
+	};
+
+	var createInstance = function (args) {
+		var facade;
+		if (args.isWrapper) {
+			// populate same instance object returned from engine-loader.js
+			facade = args.base;
+			args = args.args;
+		} else {
+			facade = {};
+		}
+
+		var container = getElement (args.container);
+		if (! container)
+			throw new TypeError ("'container' argument is missing or invalid");
+		facade.container = container;
+
+		var core = getAvailableCore ();
+		var core_is_new = ! core;
+
+		// provides reference point for absolute position
+		var sub_container = document.createElement ("div");
+		sub_container.setAttribute ("style", "position: relative; overflow: hidden; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+		if (core_is_new) {
+			core = {
+				$$available: false,
+				locateFile: locateFile,
+			};
+			core_pool.push (core);
+
+			core.callAfterMap = {
+				index: 0,
+				indexedWrappers: {},
+			};
+
+			// wraps canvas and SSR elements
+			var wrapper = document.createElement ("div");
+			wrapper.setAttribute ("style", "position: absolute; overflow: hidden; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+			var canvas = document.createElement ("canvas");
+			canvas.setAttribute ("style", "position: absolute; top: 0; left: 0; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+			core.canvas = canvas;
+			core.$$wrapper = wrapper;
+		} else {
+			core.$$available = false;
+		}
+
+		core.canvas.style.display = "";
+		core.$$wrapper.appendChild (core.canvas);
+
+		// facade will only call core functions if it matches core.$$facade
+		core.$$facade = facade;
+		core.$$onReady = catchExceptions("onReady", function () {
+			var onReady = args.onReady ? args.onReady : args.on_ready;
+			if (typeof onReady === "function") {
+				onReady(facade);
+			}
+		});
+		if (typeof args.onError === "function") {
+			// XXX after abort() is called, this core cannot be reused
+			core.onAbort = catchExceptions("onError", function (message) {
+				// avoid presenting cryptic Emscripten errors as our own
+				args.onError("fatal error: see console");
+			});
+		}
+
+		// sits on top of wrapper, preventing wrapper and children from receiving input events
+		var event_blocker = document.createElement ("div");
+		event_blocker.setAttribute ("style", "position: absolute; top: 0; left: 0; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+		event_blocker.onmousedown = function (e) { e.preventDefault (); }; // prevent cursor change on drag
+		event_blocker.oncontextmenu = function (e) { e.preventDefault (); };
+
+		sub_container.appendChild (core.$$wrapper);
+		sub_container.appendChild (event_blocker);
+		container.innerHTML = "";
+		container.appendChild (sub_container);
+
+		if (core_is_new) {
+			createInstanceImpl.call (core);
+		} else {
+			setTimeout (function () { core.$$setReady (); });
+		}
+
+		return facade;
+	};
+
+	// process deferred calls to createInstance() from engine-loader.js
+	(function () {
+		if (typeof _SC !== "undefined" && Array.isArray (_SC._deferredInstances))
+			for (var i = 0; i < _SC._deferredInstances.length; i++)
+				createInstance (_SC._deferredInstances[i]);
+	})();
+
+	return {
+		createInstance: createInstance
+	};
+})();
+
+
+(function(m,r,R,S,E,L){function Ka(a,b,c,d,e){return ha(a,a,c,d,b,a.defaultView.pageXOffset,a.defaultView.pageYOffset).then(function(f){q("Document cloned");var g="data-html2canvas-node"+e,h="["+g+"='"+e+"']";a.querySelector(h).removeAttribute(g);var g=f.contentWindow,k=g.document.querySelector(h);return("function"===typeof b.onclone?Promise.resolve(b.onclone(g.document)):Promise.resolve(!0)).then(function(){return ia(k,f,b,c,d)})})}function ia(a,b,c,d,e){var f=b.contentWindow,g=new T(f.document),
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+this.options.allowTaint||this.isSVG(a)?new ba(a,!1):this.support.cors&&!this.options.allowTaint&&this.options.useCORS?new ba(a,!0):this.options.proxy?new kb(a,this.options.proxy):new M(a):new A(a)):"linear-gradient"===a.method?new V(a):"gradient"===a.method?new Fa(a):"svg"===a.method?new Ea(a.args[0],this.support.svg):"IFRAME"===a.method?new qa(a.args[0],this.isSameOrigin(a.args[0].src),this.options):new M(a)};u.prototype.isSVG=function(a){return"svg"===a.substring(a.length-3).toLowerCase()||A.prototype.isInline(a)};
+u.prototype.imageExists=function(a,b){return a.some(function(a){return a.src===b})};u.prototype.isSameOrigin=function(a){return this.getOrigin(a)===this.origin};u.prototype.getOrigin=function(a){var b=this.link||(this.link=r.createElement("a"));b.href=a;b.href=b.href;return b.protocol+b.hostname+b.port};u.prototype.getPromise=function(a){return this.timeout(a,this.options.imageTimeout)["catch"](function(){return(new M(a.src)).promise.then(function(b){a.image=b})})};u.prototype.get=function(a){var b=
+null;return this.images.some(function(c){return(b=c).src===a})?b:null};u.prototype.fetch=function(a){this.images=a.reduce(X(this.findBackgroundImage,this),this.findImages(a));this.images.forEach(function(a,c){a.promise.then(function(){q("Succesfully loaded image #"+(c+1),a)},function(d){q("Failed loading image #"+(c+1),a,d)})});this.ready=Promise.all(this.images.map(this.getPromise,this));q("Finished searching images");return this};u.prototype.timeout=function(a,b){var c,d=Promise.race([a.promise,
+new Promise(function(d,f){c=setTimeout(function(){q("Timed out loading image",a);f(a)},b)})]).then(function(a){clearTimeout(c);return a});d["catch"](function(){clearTimeout(c)});return d};V.prototype=Object.create(N.prototype);V.prototype.stepRegExp=/((?:rgb|rgba)\(\d{1,3},\s\d{1,3},\s\d{1,3}(?:,\s[0-9\.]+)?\))\s*(\d{1,3})?(%|px)?/;l.prototype.cloneTo=function(a){a.visible=this.visible;a.borders=this.borders;a.bounds=this.bounds;a.clip=this.clip;a.backgroundClip=this.backgroundClip;a.computedStyles=
+this.computedStyles;a.styles=this.styles;a.backgroundImages=this.backgroundImages;a.opacity=this.opacity};l.prototype.getOpacity=function(){return null===this.opacity?this.opacity=this.cssFloat("opacity"):this.opacity};l.prototype.assignStack=function(a){this.stack=a;a.children.push(this)};l.prototype.isElementVisible=function(){return this.node.nodeType===Node.TEXT_NODE?this.parent.visible:"none"!==this.css("display")&&"hidden"!==this.css("visibility")&&!this.node.hasAttribute("data-html2canvas-ignore")&&
+("INPUT"!==this.node.nodeName||"hidden"!==this.node.getAttribute("type"))};l.prototype.css=function(a){this.computedStyles||(this.computedStyles=this.isPseudoElement?this.parent.computedStyle(this.before?":before":":after"):this.computedStyle(null));return this.styles[a]||(this.styles[a]=this.computedStyles[a])};l.prototype.prefixedCss=function(a){var b=["webkit","moz","ms","o"],c=this.css(a);c===L&&b.some(function(b){c=this.css(b+a.substr(0,1).toUpperCase()+a.substr(1));return c!==L},this);return c===
+L?null:c};l.prototype.computedStyle=function(a){return this.node.ownerDocument.defaultView.getComputedStyle(this.node,a)};l.prototype.cssInt=function(a){a=parseInt(this.css(a),10);return isNaN(a)?0:a};l.prototype.color=function(a){return this.colors[a]||(this.colors[a]=new t(this.css(a)))};l.prototype.cssFloat=function(a){a=parseFloat(this.css(a));return isNaN(a)?0:a};l.prototype.fontWeight=function(){var a=this.css("fontWeight");switch(parseInt(a,10)){case 401:a="bold";break;case 400:a="normal"}return a};
+l.prototype.parseClip=function(){var a=this.css("clip").match(this.CLIP);return a?{top:parseInt(a[1],10),right:parseInt(a[2],10),bottom:parseInt(a[3],10),left:parseInt(a[4],10)}:null};l.prototype.parseBackgroundImages=function(){return this.backgroundImages||(this.backgroundImages=ra(this.css("backgroundImage")))};l.prototype.cssList=function(a,b){var c=(this.css(a)||"").split(","),c=c[b||0]||c[0]||"auto",c=c.trim().split(" ");1===c.length&&(c=[c[0],c[0]]);return c};l.prototype.parseBackgroundSize=
+function(a,b,c){c=this.cssList("backgroundSize",c);var d;if(W(c[0]))d=a.width*parseFloat(c[0])/100;else{if(/contain|cover/.test(c[0]))return b=b.width/b.height,a.width/a.height<b^"contain"===c[0]?{width:a.height*b,height:a.height}:{width:a.width,height:a.width/b};d=parseInt(c[0],10)}a="auto"===c[0]&&"auto"===c[1]?b.height:"auto"===c[1]?d/b.width*b.height:W(c[1])?a.height*parseFloat(c[1])/100:parseInt(c[1],10);"auto"===c[0]&&(d=a/b.height*b.width);return{width:d,height:a}};l.prototype.parseBackgroundPosition=
+function(a,b,c,d){c=this.cssList("backgroundPosition",c);var e;e=W(c[0])?(a.width-(d||b).width)*(parseFloat(c[0])/100):parseInt(c[0],10);a="auto"===c[1]?e/b.width*b.height:W(c[1])?(a.height-(d||b).height)*parseFloat(c[1])/100:parseInt(c[1],10);"auto"===c[0]&&(e=a/b.height*b.width);return{left:e,top:a}};l.prototype.parseBackgroundRepeat=function(a){return this.cssList("backgroundRepeat",a)[0]};l.prototype.parseTextShadows=function(){var a=this.css("textShadow"),b=[];if(a&&"none"!==a)for(var a=a.match(this.TEXT_SHADOW_PROPERTY),
+c=0;a&&c<a.length;c++){var d=a[c].match(this.TEXT_SHADOW_VALUES);b.push({color:new t(d[0]),offsetX:d[1]?parseFloat(d[1].replace("px","")):0,offsetY:d[2]?parseFloat(d[2].replace("px","")):0,blur:d[3]?d[3].replace("px",""):0})}return b};l.prototype.parseTransform=function(){if(!this.transformData)if(this.hasTransform()){var a=this.parseBounds(),b=this.prefixedCss("transformOrigin").split(" ").map(Wa).map(Xa);b[0]+=a.left;b[1]+=a.top;this.transformData={origin:b,matrix:this.parseTransformMatrix()}}else this.transformData=
+{origin:[0,0],matrix:[1,0,0,1,0,0]};return this.transformData};l.prototype.parseTransformMatrix=function(){if(!this.transformMatrix){var a=this.prefixedCss("transform");this.transformMatrix=(a=a?Va(a.match(this.MATRIX_PROPERTY)):null)?a:[1,0,0,1,0,0]}return this.transformMatrix};l.prototype.parseBounds=function(){return this.bounds||(this.bounds=this.hasTransform()?ca(this.node):U(this.node))};l.prototype.hasTransform=function(){return"1,0,0,1,0,0"!==this.parseTransformMatrix().join(",")||this.parent&&
+this.parent.hasTransform()};l.prototype.getValue=function(){var a=this.node.value||"";"SELECT"===this.node.tagName?(a=this.node,a=(a=a.options[a.selectedIndex||0])?a.text||"":""):"password"===this.node.type&&(a=Array(a.length+1).join("\u2022"));return 0===a.length?this.node.placeholder||"":a};l.prototype.MATRIX_PROPERTY=/(matrix)\((.+)\)/;l.prototype.TEXT_SHADOW_PROPERTY=/((rgba|rgb)\([^\)]+\)(\s-?\d+px){0,})/g;l.prototype.TEXT_SHADOW_VALUES=/(-?\d+px)|(#.+)|(rgb\(.+\))|(rgba\(.+\))/g;l.prototype.CLIP=
+/^rect\((\d+)px,? (\d+)px,? (\d+)px,? (\d+)px\)$/;n.prototype.calculateOverflowClips=function(){this.nodes.forEach(function(a){if(O(a)){!0===a.isPseudoElement&&a.appendToDOM();a.borders=this.parseBorders(a);var b="hidden"===a.css("overflow")?[a.borders.clip]:[],c=a.parseClip();c&&-1!==["absolute","fixed"].indexOf(a.css("position"))&&b.push([["rect",a.bounds.left+c.left,a.bounds.top+c.top,c.right-c.left,c.bottom-c.top]]);a.clip=a.parent&&a.parent.clip.length?a.parent.clip.concat(b):b;a.backgroundClip=
+"hidden"!==a.css("overflow")?a.clip.concat([a.borders.clip]):a.clip;!0===a.isPseudoElement&&a.cleanDOM()}else ea(a)&&(a.clip=a.parent&&a.parent.clip.length?a.parent.clip:[]);!0!==a.isPseudoElement&&(a.bounds=null)},this)};n.prototype.asyncRenderer=function(a,b,c){c=c||Date.now();this.paint(a[this.renderIndex++]);a.length===this.renderIndex?b():c+20>Date.now()?this.asyncRenderer(a,b,c):setTimeout(X(function(){this.asyncRenderer(a,b)},this),0)};n.prototype.createPseudoHideStyles=function(a){this.createStyles(a,
+"."+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE+':before { content: "" !important; display: none !important; }.'+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER+':after { content: "" !important; display: none !important; }')};n.prototype.disableAnimations=function(a){this.createStyles(a,"* { -webkit-animation: none !important; -moz-animation: none !important; -o-animation: none !important; animation: none !important; -webkit-transition: none !important; -moz-transition: none !important; -o-transition: none !important; transition: none !important;}")};
+n.prototype.createStyles=function(a,b){var c=a.createElement("style");c.innerHTML=b;a.body.appendChild(c)};n.prototype.getPseudoElements=function(a){var b=[[a]];if(a.node.nodeType===Node.ELEMENT_NODE){var c=this.getPseudoElement(a,":before");a=this.getPseudoElement(a,":after");c&&b.push(c);a&&b.push(a)}return[].concat.apply([],b)};n.prototype.getPseudoElement=function(a,b){var c=a.computedStyle(b);if(!c||!c.content||"none"===c.content||"-moz-alt-content"===c.content||"none"===c.display)return null;
+var d,e=c.content,f=e.substr(0,1);d=f===e.substr(e.length-1)&&f.match(/'|"/)?e.substr(1,e.length-2):e;for(var g="url"===d.substr(0,3),e=r.createElement(g?"img":"html2canvaspseudoelement"),f=new v(e,a,b),h=c.length-1;0<=h;h--){var k=Ya(c.item(h));e.style[k]=c[k]}e.className=v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE+" "+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER;if(g)return e.src=ra(d)[0].args[0],[f];c=r.createTextNode(d);e.appendChild(c);return[f,new I(c,f)]};n.prototype.getChildren=function(a){return[].concat.apply([],
+[].filter.call(a.node.childNodes,db).map(function(b){var c=[b.nodeType===Node.TEXT_NODE?new I(b,a):new l(b,a)].filter(gb);return b.nodeType===Node.ELEMENT_NODE&&c.length&&"TEXTAREA"!==b.tagName?c[0].isElementVisible()?c.concat(this.getChildren(c[0])):[]:c},this))};n.prototype.newStackingContext=function(a,b){var c=new G(b,a.getOpacity(),a.node,a.parent);a.cloneTo(c);(b?c.getParentStack(this):c.parent.stack).contexts.push(c);a.stack=c};n.prototype.createStackingContexts=function(){this.nodes.forEach(function(a){var b;
+if(b=O(a))(b=this.isRootElement(a)||1>a.getOpacity())||(b=a.css("position"),b="auto"!==(-1!==["absolute","relative","fixed"].indexOf(b)?a.css("zIndex"):"auto")),b=b||this.isBodyWithTransparentRoot(a)||a.hasTransform();b?this.newStackingContext(a,!0):O(a)&&(P(a)&&va(a)||-1!==["inline-block","inline-table"].indexOf(a.css("display"))||da(a))?this.newStackingContext(a,!1):a.assignStack(a.parent.stack)},this)};n.prototype.isBodyWithTransparentRoot=function(a){return"BODY"===a.node.nodeName&&a.parent.color("backgroundColor").isTransparent()};
+n.prototype.isRootElement=function(a){return null===a.parent};n.prototype.sortStackingContexts=function(a){a.contexts.sort(eb(a.contexts.slice(0)));a.contexts.forEach(this.sortStackingContexts,this)};n.prototype.parseTextBounds=function(a){return function(b,c,d){if("none"!==a.parent.css("textDecoration").substr(0,4)||0!==b.trim().length){if(this.support.rangeBounds&&!a.parent.hasTransform())return c=d.slice(0,c).join("").length,this.getRangeBounds(a.node,c,b.length);if(a.node&&"string"===typeof a.node.data)return b=
+a.node.splitText(b.length),c=this.getWrapperBounds(a.node,a.parent.hasTransform()),a.node=b,c}else if(!this.support.rangeBounds||a.parent.hasTransform())a.node=a.node.splitText(b.length);return{}}};n.prototype.getWrapperBounds=function(a,b){var c=a.ownerDocument.createElement("html2canvaswrapper"),d=a.parentNode,e=a.cloneNode(!0);c.appendChild(a.cloneNode(!0));d.replaceChild(c,a);var f=b?ca(c):U(c);d.replaceChild(e,c);return f};n.prototype.getRangeBounds=function(a,b,c){var d=this.range||(this.range=
+a.ownerDocument.createRange());d.setStart(a,b);d.setEnd(a,b+c);return d.getBoundingClientRect()};n.prototype.parse=function(a){var b=a.contexts.filter(Za),c=a.children.filter(O),d=c.filter(Q(da)),e=d.filter(Q(P)).filter(Q(wa)),c=c.filter(Q(P)).filter(da),f=d.filter(Q(P)).filter(wa),d=a.contexts.concat(d.filter(P)).filter(va),g=a.children.filter(ea).filter(ab);a=a.contexts.filter($a);b.concat(e).concat(c).concat(f).concat(d).concat(g).concat(a).forEach(function(a){this.renderQueue.push(a);a instanceof
+G&&(this.parse(a),this.renderQueue.push(new sa))},this)};n.prototype.paint=function(a){try{a instanceof sa?this.renderer.ctx.restore():ea(a)?(!0===a.parent.isPseudoElement&&a.parent.appendToDOM(),this.paintText(a),!0===a.parent.isPseudoElement&&a.parent.cleanDOM()):this.paintNode(a)}catch(b){if(q(b),this.options.strict)throw b;}};n.prototype.paintNode=function(a){a instanceof G&&(this.renderer.setOpacity(a.opacity),this.renderer.ctx.save(),a.hasTransform()&&this.renderer.setTransform(a.parseTransform()));
+"INPUT"===a.node.nodeName&&"checkbox"===a.node.type?this.paintCheckbox(a):"INPUT"===a.node.nodeName&&"radio"===a.node.type?this.paintRadio(a):this.paintElement(a)};n.prototype.paintElement=function(a){var b=a.parseBounds();this.renderer.clip(a.backgroundClip,function(){this.renderer.renderBackground(a,b,a.borders.borders.map(fb))},this);this.renderer.clip(a.clip,function(){this.renderer.renderBorders(a.borders.borders)},this);this.renderer.clip(a.backgroundClip,function(){switch(a.node.nodeName){case "svg":case "IFRAME":var c=
+this.images.get(a.node);c?this.renderer.renderImage(a,b,a.borders,c):q("Error loading <"+a.node.nodeName+">",a.node);break;case "IMG":(c=this.images.get(a.node.src))?this.renderer.renderImage(a,b,a.borders,c):q("Error loading <img>",a.node.src);break;case "CANVAS":this.renderer.renderImage(a,b,a.borders,{image:a.node});break;case "SELECT":case "INPUT":case "TEXTAREA":this.paintFormValue(a)}},this)};n.prototype.paintCheckbox=function(a){var b=a.parseBounds(),c=Math.min(b.width,b.height),d={width:c-
+1,height:c-1,top:b.top,left:b.left},b=[3,3],e=[b,b,b,b],f=[1,1,1,1].map(function(a){return{color:new t("#A5A5A5"),width:a}}),g=ua(d,e,f);this.renderer.clip(a.backgroundClip,function(){this.renderer.rectangle(d.left+1,d.top+1,d.width-2,d.height-2,new t("#DEDEDE"));this.renderer.renderBorders(ta(f,d,g,e));a.node.checked&&(this.renderer.font(new t("#424242"),"normal","normal","bold",c-3+"px","arial"),this.renderer.text("\u2714",d.left+c/6,d.top+c-1))},this)};n.prototype.paintRadio=function(a){var b=
+a.parseBounds(),c=Math.min(b.width,b.height)-2;this.renderer.clip(a.backgroundClip,function(){this.renderer.circleStroke(b.left+1,b.top+1,c,new t("#DEDEDE"),1,new t("#A5A5A5"));a.node.checked&&this.renderer.circle(Math.ceil(b.left+c/4)+1,Math.ceil(b.top+c/4)+1,Math.floor(c/2),new t("#424242"))},this)};n.prototype.paintFormValue=function(a){var b=a.getValue();if(0<b.length){var c=a.node.ownerDocument,d=c.createElement("html2canvaswrapper");"lineHeight textAlign fontFamily fontWeight fontSize color paddingLeft paddingTop paddingRight paddingBottom width height borderLeftStyle borderTopStyle borderLeftWidth borderTopWidth boxSizing whiteSpace wordWrap".split(" ").forEach(function(b){try{d.style[b]=
+a.css(b)}catch(c){q("html2canvas: Parse: Exception caught in renderFormValue: "+c.message)}});var e=a.parseBounds();d.style.position="fixed";d.style.left=e.left+"px";d.style.top=e.top+"px";d.textContent=b;c.body.appendChild(d);this.paintText(new I(d.firstChild,a));c.body.removeChild(d)}};n.prototype.paintText=function(a){a.applyTextTransform();var b=m.html2canvas.punycode.ucs2.decode(a.node.data),c=this.options.letterRendering&&!/^(normal|none|0px)$/.test(a.parent.css("letterSpacing"))||/[^\u0000-\u00ff]/.test(a.node.data)?
+b.map(function(a){return m.html2canvas.punycode.ucs2.encode([a])}):hb(b),b=a.parent.fontWeight(),d=a.parent.css("fontSize"),e=a.parent.css("fontFamily"),f=a.parent.parseTextShadows();this.renderer.font(a.parent.color("color"),a.parent.css("fontStyle"),a.parent.css("fontVariant"),b,d,e);f.length?this.renderer.fontShadow(f[0].color,f[0].offsetX,f[0].offsetY,f[0].blur):this.renderer.clearShadow();this.renderer.clip(a.parent.clip,function(){c.map(this.parseTextBounds(a),this).forEach(function(b,f){b&&
+(this.renderer.text(c[f],b.left,b.bottom),this.renderTextDecoration(a.parent,b,this.fontMetrics.getMetrics(e,d)))},this)},this)};n.prototype.renderTextDecoration=function(a,b,c){switch(a.css("textDecoration").split(" ")[0]){case "underline":this.renderer.rectangle(b.left,Math.round(b.top+c.baseline+c.lineWidth),b.width,1,a.color("color"));break;case "overline":this.renderer.rectangle(b.left,Math.round(b.top),b.width,1,a.color("color"));break;case "line-through":this.renderer.rectangle(b.left,Math.ceil(b.top+
+c.middle+c.lineWidth),b.width,1,a.color("color"))}};var Ja={inset:[["darken",.6],["darken",.1],["darken",.1],["darken",.6]]};n.prototype.parseBorders=function(a){var b=a.parseBounds(),c=bb(a),d=["Top","Right","Bottom","Left"].map(function(b,c){var d=a.css("border"+b+"Style"),e=a.color("border"+b+"Color");"inset"===d&&e.isBlack()&&(e=new t([255,255,255,e.a]));d=Ja[d]?Ja[d][c]:null;return{width:a.cssInt("border"+b+"Width"),color:d?e[d[0]](d[1]):e,args:null}}),e=ua(b,c,d);return{clip:this.parseBackgroundClip(a,
+e,d,c,b),borders:ta(d,b,e,c)}};n.prototype.parseBackgroundClip=function(a,b,c,d,e){var f=[];switch(a.css("backgroundClip")){case "content-box":case "padding-box":D(f,d[0],d[1],b.topLeftInner,b.topRightInner,e.left+c[3].width,e.top+c[0].width);D(f,d[1],d[2],b.topRightInner,b.bottomRightInner,e.left+e.width-c[1].width,e.top+c[0].width);D(f,d[2],d[3],b.bottomRightInner,b.bottomLeftInner,e.left+e.width-c[1].width,e.top+e.height-c[2].width);D(f,d[3],d[0],b.bottomLeftInner,b.topLeftInner,e.left+c[3].width,
+e.top+e.height-c[2].width);break;default:D(f,d[0],d[1],b.topLeftOuter,b.topRightOuter,e.left,e.top),D(f,d[1],d[2],b.topRightOuter,b.bottomRightOuter,e.left+e.width,e.top),D(f,d[2],d[3],b.bottomRightOuter,b.bottomLeftOuter,e.left+e.width,e.top+e.height),D(f,d[3],d[0],b.bottomLeftOuter,b.topLeftOuter,e.left,e.top+e.height)}return f};var jb=0,ya="withCredentials"in new XMLHttpRequest,Da="crossOrigin"in new Image;v.prototype.cloneTo=function(a){v.prototype.cloneTo.call(this,a);a.isPseudoElement=!0;a.before=
+this.before};v.prototype=Object.create(l.prototype);v.prototype.appendToDOM=function(){this.before?this.parent.node.insertBefore(this.node,this.parent.node.firstChild):this.parent.node.appendChild(this.node);this.parent.node.className+=" "+this.getHideClass()};v.prototype.cleanDOM=function(){this.node.parentNode.removeChild(this.node);this.parent.node.className=this.parent.node.className.replace(this.getHideClass(),"")};v.prototype.getHideClass=function(){return this["PSEUDO_HIDE_ELEMENT_CLASS_"+
+(this.before?"BEFORE":"AFTER")]};v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE="___html2canvas___pseudoelement_before";v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER="___html2canvas___pseudoelement_after";x.prototype.renderImage=function(a,b,c,d){var e=a.cssInt("paddingLeft"),f=a.cssInt("paddingTop"),g=a.cssInt("paddingRight");a=a.cssInt("paddingBottom");c=c.borders;g=b.width-(c[1].width+c[3].width+e+g);a=b.height-(c[0].width+c[2].width+f+a);this.drawImage(d,0,0,d.image.width||g,d.image.height||a,b.left+
+e+c[3].width,b.top+f+c[0].width,g,a)};x.prototype.renderBackground=function(a,b,c){0<b.height&&0<b.width&&(this.renderBackgroundColor(a,b),this.renderBackgroundImage(a,b,c))};x.prototype.renderBackgroundColor=function(a,b){var c=a.color("backgroundColor");c.isTransparent()||this.rectangle(b.left,b.top,b.width,b.height,c)};x.prototype.renderBorders=function(a){a.forEach(this.renderBorder,this)};x.prototype.renderBorder=function(a){a.color.isTransparent()||null===a.args||this.drawShape(a.args,a.color)};
+x.prototype.renderBackgroundImage=function(a,b,c){a.parseBackgroundImages().reverse().forEach(function(d,e,f){switch(d.method){case "url":var g=this.images.get(d.args[0]);g?this.renderBackgroundRepeating(a,b,g,f.length-(e+1),c):q("Error loading background-image",d.args[0]);break;case "linear-gradient":case "gradient":(e=this.images.get(d.value))?this.renderBackgroundGradient(e,b,c):q("Error loading background-image",d.args[0]);break;case "none":break;default:q("Unknown background-image type",d.args[0])}},
+this)};x.prototype.renderBackgroundRepeating=function(a,b,c,d,e){var f=a.parseBackgroundSize(b,c.image,d),g=a.parseBackgroundPosition(b,c.image,d,f);switch(a.parseBackgroundRepeat(d)){case "repeat-x":case "repeat no-repeat":this.backgroundRepeatShape(c,g,f,b,b.left+e[3],b.top+g.top+e[0],99999,f.height,e);break;case "repeat-y":case "no-repeat repeat":this.backgroundRepeatShape(c,g,f,b,b.left+g.left+e[3],b.top+e[0],f.width,99999,e);break;case "no-repeat":this.backgroundRepeatShape(c,g,f,b,b.left+g.left+
+e[3],b.top+g.top+e[0],f.width,f.height,e);break;default:this.renderBackgroundRepeat(c,g,f,{top:b.top,left:b.left},e[3],e[0])}};G.prototype=Object.create(l.prototype);G.prototype.getParentStack=function(a){var b=this.parent?this.parent.stack:null;return b?b.ownStacking?b:b.getParentStack(a):a.stack};T.prototype.testRangeBounds=function(a){var b,c,d=!1;a.createRange&&(b=a.createRange(),b.getBoundingClientRect&&(c=a.createElement("boundtest"),c.style.height="123px",c.style.display="block",a.body.appendChild(c),
+b.selectNode(c),b=b.getBoundingClientRect(),b=b.height,123===b&&(d=!0),a.body.removeChild(c)));return d};T.prototype.testCORS=function(){return"undefined"!==typeof(new Image).crossOrigin};T.prototype.testSVG=function(){var a=new Image,b=r.createElement("canvas"),c=b.getContext("2d");a.src="data:image/svg+xml,<svg xmlns='http://www.w3.org/2000/svg'></svg>";try{c.drawImage(a,0,0),b.toDataURL()}catch(d){return!1}return!0};A.prototype.hasFabric=function(){return html2canvas.fabric?Promise.resolve():Promise.reject(Error("html2canvas.svg.js is not loaded, cannot render svg"))};
+A.prototype.inlineFormatting=function(a){return/^data:image\/svg\+xml;base64,/.test(a)?this.decode64(this.removeContentType(a)):this.removeContentType(a)};A.prototype.removeContentType=function(a){return a.replace(/^data:image\/svg\+xml(;base64)?,/,"")};A.prototype.isInline=function(a){return/^data:image\/svg\+xml/i.test(a)};A.prototype.createCanvas=function(a){var b=this;return function(c,d){var e=new html2canvas.fabric.StaticCanvas("c");b.image=e.lowerCanvasEl;e.setWidth(d.width).setHeight(d.height).add(html2canvas.fabric.util.groupSVGElements(c,
+d)).renderAll();a(e.lowerCanvasEl)}};A.prototype.decode64=function(a){return"function"===typeof m.atob?m.atob(a):Ca(a)};Ea.prototype=Object.create(A.prototype);I.prototype=Object.create(l.prototype);I.prototype.applyTextTransform=function(){this.node.data=this.transform(this.parent.css("textTransform"))};I.prototype.transform=function(a){var b=this.node.data;switch(a){case "lowercase":return b.toLowerCase();case "capitalize":return b.replace(/(^|\s|:|-|\(|\))([a-z])/g,lb);case "uppercase":return b.toUpperCase();
+default:return b}};Fa.prototype=Object.create(N.prototype);p.prototype=Object.create(x.prototype);p.prototype.setFillStyle=function(a){this.ctx.fillStyle="object"===typeof a&&a.isColor?a.toString():a;return this.ctx};p.prototype.rectangle=function(a,b,c,d,e){this.setFillStyle(e).fillRect(a,b,c,d)};p.prototype.circle=function(a,b,c,d){this.setFillStyle(d);this.ctx.beginPath();this.ctx.arc(a+c/2,b+c/2,c/2,0,2*Math.PI,!0);this.ctx.closePath();this.ctx.fill()};p.prototype.circleStroke=function(a,b,c,
+d,e,f){this.circle(a,b,c,d);this.ctx.strokeStyle=f.toString();this.ctx.stroke()};p.prototype.drawShape=function(a,b){this.shape(a);this.setFillStyle(b).fill()};p.prototype.taints=function(a){if(null===a.tainted){this.taintCtx.drawImage(a.image,0,0);try{this.taintCtx.getImageData(0,0,1,1),a.tainted=!1}catch(b){this.taintCtx=r.createElement("canvas").getContext("2d"),a.tainted=!0}}return a.tainted};p.prototype.drawImage=function(a,b,c,d,e,f,g,h,k){this.taints(a)&&!this.options.allowTaint||this.ctx.drawImage(a.image,
+b,c,d,e,f,g,h,k)};p.prototype.clip=function(a,b,c){this.ctx.save();a.filter(mb).forEach(function(a){this.shape(a).clip()},this);b.call(c);this.ctx.restore()};p.prototype.shape=function(a){this.ctx.beginPath();a.forEach(function(a,c){"rect"===a[0]?this.ctx.rect.apply(this.ctx,a.slice(1)):this.ctx[0===c?"moveTo":a[0]+"To"].apply(this.ctx,a.slice(1))},this);this.ctx.closePath();return this.ctx};p.prototype.font=function(a,b,c,d,e,f){this.setFillStyle(a).font=[b,c,d,e,f].join(" ").split(",")[0]};p.prototype.fontShadow=
+function(a,b,c,d){this.setVariable("shadowColor",a.toString()).setVariable("shadowOffsetY",b).setVariable("shadowOffsetX",c).setVariable("shadowBlur",d)};p.prototype.clearShadow=function(){this.setVariable("shadowColor","rgba(0,0,0,0)")};p.prototype.setOpacity=function(a){this.ctx.globalAlpha=a};p.prototype.setTransform=function(a){this.ctx.translate(a.origin[0],a.origin[1]);this.ctx.transform.apply(this.ctx,a.matrix);this.ctx.translate(-a.origin[0],-a.origin[1])};p.prototype.setVariable=function(a,
+b){this.variables[a]!==b&&(this.variables[a]=this.ctx[a]=b);return this};p.prototype.text=function(a,b,c){this.ctx.fillText(a,b,c)};p.prototype.backgroundRepeatShape=function(a,b,c,d,e,f,g,h,k){this.clip([[["line",Math.round(e),Math.round(f)],["line",Math.round(e+g),Math.round(f)],["line",Math.round(e+g),Math.round(h+f)],["line",Math.round(e),Math.round(h+f)]]],function(){this.renderBackgroundRepeat(a,b,c,d,k[3],k[0])},this)};p.prototype.renderBackgroundRepeat=function(a,b,c,d,e,f){e=Math.round(d.left+
+b.left+e);b=Math.round(d.top+b.top+f);this.setFillStyle(this.ctx.createPattern(this.resizeImage(a,c),"repeat"));this.ctx.translate(e,b);this.ctx.fill();this.ctx.translate(-e,-b)};p.prototype.renderBackgroundGradient=function(a,b){if(a instanceof V){var c=this.ctx.createLinearGradient(b.left+b.width*a.x0,b.top+b.height*a.y0,b.left+b.width*a.x1,b.top+b.height*a.y1);a.colorStops.forEach(function(a){c.addColorStop(a.stop,a.color.toString())});this.rectangle(b.left,b.top,b.width,b.height,c)}};p.prototype.resizeImage=
+function(a,b){var c=a.image;if(c.width===b.width&&c.height===b.height)return c;var d=r.createElement("canvas");d.width=b.width;d.height=b.height;d.getContext("2d").drawImage(c,0,0,c.width,c.height,0,0,b.width,b.height);return d}}}).call({},"undefined"!==typeof window?window:void 0,"undefined"!==typeof document?document:void 0);
+
+/*
+ Use it if you like it
+*/
+(function(A){function E(K){this.ok=!1;"#"==K.charAt(0)&&(K=K.substr(1,6));K=K.replace(/ /g,"");K=K.toLowerCase();var A={aliceblue:"f0f8ff",antiquewhite:"faebd7",aqua:"00ffff",aquamarine:"7fffd4",azure:"f0ffff",beige:"f5f5dc",bisque:"ffe4c4",black:"000000",blanchedalmond:"ffebcd",blue:"0000ff",blueviolet:"8a2be2",brown:"a52a2a",burlywood:"deb887",cadetblue:"5f9ea0",chartreuse:"7fff00",chocolate:"d2691e",coral:"ff7f50",cornflowerblue:"6495ed",cornsilk:"fff8dc",crimson:"dc143c",cyan:"00ffff",darkblue:"00008b",
+darkcyan:"008b8b",darkgoldenrod:"b8860b",darkgray:"a9a9a9",darkgreen:"006400",darkkhaki:"bdb76b",darkmagenta:"8b008b",darkolivegreen:"556b2f",darkorange:"ff8c00",darkorchid:"9932cc",darkred:"8b0000",darksalmon:"e9967a",darkseagreen:"8fbc8f",darkslateblue:"483d8b",darkslategray:"2f4f4f",darkturquoise:"00ced1",darkviolet:"9400d3",deeppink:"ff1493",deepskyblue:"00bfff",dimgray:"696969",dodgerblue:"1e90ff",feldspar:"d19275",firebrick:"b22222",floralwhite:"fffaf0",forestgreen:"228b22",fuchsia:"ff00ff",
+gainsboro:"dcdcdc",ghostwhite:"f8f8ff",gold:"ffd700",goldenrod:"daa520",gray:"808080",green:"008000",greenyellow:"adff2f",honeydew:"f0fff0",hotpink:"ff69b4",indianred:"cd5c5c",indigo:"4b0082",ivory:"fffff0",khaki:"f0e68c",lavender:"e6e6fa",lavenderblush:"fff0f5",lawngreen:"7cfc00",lemonchiffon:"fffacd",lightblue:"add8e6",lightcoral:"f08080",lightcyan:"e0ffff",lightgoldenrodyellow:"fafad2",lightgrey:"d3d3d3",lightgreen:"90ee90",lightpink:"ffb6c1",lightsalmon:"ffa07a",lightseagreen:"20b2aa",lightskyblue:"87cefa",
+lightslateblue:"8470ff",lightslategray:"778899",lightsteelblue:"b0c4de",lightyellow:"ffffe0",lime:"00ff00",limegreen:"32cd32",linen:"faf0e6",magenta:"ff00ff",maroon:"800000",mediumaquamarine:"66cdaa",mediumblue:"0000cd",mediumorchid:"ba55d3",mediumpurple:"9370d8",mediumseagreen:"3cb371",mediumslateblue:"7b68ee",mediumspringgreen:"00fa9a",mediumturquoise:"48d1cc",mediumvioletred:"c71585",midnightblue:"191970",mintcream:"f5fffa",mistyrose:"ffe4e1",moccasin:"ffe4b5",navajowhite:"ffdead",navy:"000080",
+oldlace:"fdf5e6",olive:"808000",olivedrab:"6b8e23",orange:"ffa500",orangered:"ff4500",orchid:"da70d6",palegoldenrod:"eee8aa",palegreen:"98fb98",paleturquoise:"afeeee",palevioletred:"d87093",papayawhip:"ffefd5",peachpuff:"ffdab9",peru:"cd853f",pink:"ffc0cb",plum:"dda0dd",powderblue:"b0e0e6",purple:"800080",red:"ff0000",rosybrown:"bc8f8f",royalblue:"4169e1",saddlebrown:"8b4513",salmon:"fa8072",sandybrown:"f4a460",seagreen:"2e8b57",seashell:"fff5ee",sienna:"a0522d",silver:"c0c0c0",skyblue:"87ceeb",slateblue:"6a5acd",
+slategray:"708090",snow:"fffafa",springgreen:"00ff7f",steelblue:"4682b4",tan:"d2b48c",teal:"008080",thistle:"d8bfd8",tomato:"ff6347",turquoise:"40e0d0",violet:"ee82ee",violetred:"d02090",wheat:"f5deb3",white:"ffffff",whitesmoke:"f5f5f5",yellow:"ffff00",yellowgreen:"9acd32"},O;for(O in A)K==O&&(K=A[O]);var L=[{re:/^rgb\((\d{1,3}),\s*(\d{1,3}),\s*(\d{1,3})\)$/,example:["rgb(123, 234, 45)","rgb(255,234,245)"],process:function(u){return[parseInt(u[1]),parseInt(u[2]),parseInt(u[3])]}},{re:/^(\w{2})(\w{2})(\w{2})$/,
+example:["#00ff00","336699"],process:function(u){return[parseInt(u[1],16),parseInt(u[2],16),parseInt(u[3],16)]}},{re:/^(\w{1})(\w{1})(\w{1})$/,example:["#fb0","f0f"],process:function(u){return[parseInt(u[1]+u[1],16),parseInt(u[2]+u[2],16),parseInt(u[3]+u[3],16)]}}];for(O=0;O<L.length;O++){var W=L[O].process,M=L[O].re.exec(K);M&&(channels=W(M),this.r=channels[0],this.g=channels[1],this.b=channels[2],this.ok=!0)}this.r=0>this.r||isNaN(this.r)?0:255<this.r?255:this.r;this.g=0>this.g||isNaN(this.g)?0:
+255<this.g?255:this.g;this.b=0>this.b||isNaN(this.b)?0:255<this.b?255:this.b;this.toRGB=function(){return"rgb("+this.r+", "+this.g+", "+this.b+")"};this.toHex=function(){var u=this.r.toString(16),B=this.g.toString(16),p=this.b.toString(16);1==u.length&&(u="0"+u);1==B.length&&(B="0"+B);1==p.length&&(p="0"+p);return"#"+u+B+p};this.getHelpXML=function(){for(var u=[],B=0;B<L.length;B++)for(var p=L[B].example,C=0;C<p.length;C++)u[u.length]=p[C];for(var w in A)u[u.length]=w;p=document.createElement("ul");
+p.setAttribute("id","rgbcolor-examples");for(B=0;B<u.length;B++)try{var h=document.createElement("li"),a=new E(u[B]),l=document.createElement("div");l.style.cssText="margin: 3px; border: 1px solid black; background:"+a.toHex()+"; color:"+a.toHex();l.appendChild(document.createTextNode("test"));var c=document.createTextNode(" "+u[B]+" -> "+a.toRGB()+" -> "+a.toHex());h.appendChild(l);h.appendChild(c);p.appendChild(h)}catch(b){}return p}}"undefined"!==typeof define&&define.amd?define(function(){return E}):
+"undefined"!==typeof module&&module.exports&&(module.exports=E);A.RGBColor=E})("undefined"!==typeof window?window:this);
+(function(A){function E(M,u,B,p,C,w){if(!(isNaN(w)||1>w)){w|=0;M=document.getElementById(M).getContext("2d");var h;try{try{h=M.getImageData(u,B,p,C)}catch(A){try{netscape.security.PrivilegeManager.enablePrivilege("UniversalBrowserRead"),h=M.getImageData(u,B,p,C)}catch(K){throw alert("Cannot access local image"),Error("unable to access local image data: "+K);}}}catch(A){throw alert("Cannot access image"),Error("unable to access image data: "+A);}for(var a=h.data,l=h.width*h.height*4,c=0;c<l;c+=4){var b=
+a[c+3]/255;a[c]*=b;a[c+1]*=b;a[c+2]*=b}var a=h.data,e,d,k,f,g,n,m,v,z,H,q,F,r,G,D,N,P,S,y,I,J,t,E;e=w+w+1;var R=p-1,l=C-1,c=w+1,b=c*(c+1)/2,Q=new X,x=Q;for(k=1;k<e;k++)if(x=x.next=new X,k==c)var T=x;x.next=Q;n=g=0;var U=O[w],V=L[w];for(d=0;d<C;d++){D=N=P=S=m=v=z=H=0;q=c*(y=a[g]);F=c*(I=a[g+1]);r=c*(J=a[g+2]);G=c*(t=a[g+3]);m+=b*y;v+=b*I;z+=b*J;H+=b*t;x=Q;for(k=0;k<c;k++)x.r=y,x.g=I,x.b=J,x.a=t,x=x.next;for(k=1;k<c;k++)f=g+((R<k?R:k)<<2),m+=(x.r=y=a[f])*(E=c-k),v+=(x.g=I=a[f+1])*E,z+=(x.b=J=a[f+2])*
+E,H+=(x.a=t=a[f+3])*E,D+=y,N+=I,P+=J,S+=t,x=x.next;k=Q;x=T;for(e=0;e<p;e++)a[g]=m*U>>V,a[g+1]=v*U>>V,a[g+2]=z*U>>V,a[g+3]=H*U>>V,m-=q,v-=F,z-=r,H-=G,q-=k.r,F-=k.g,r-=k.b,G-=k.a,f=n+((f=e+w+1)<R?f:R)<<2,D+=k.r=a[f],N+=k.g=a[f+1],P+=k.b=a[f+2],S+=k.a=a[f+3],m+=D,v+=N,z+=P,H+=S,k=k.next,q+=y=x.r,F+=I=x.g,r+=J=x.b,G+=t=x.a,D-=y,N-=I,P-=J,S-=t,x=x.next,g+=4;n+=p}for(e=0;e<p;e++){N=P=S=D=v=z=H=m=0;g=e<<2;q=c*(y=a[g]);F=c*(I=a[g+1]);r=c*(J=a[g+2]);G=c*(t=a[g+3]);m+=b*y;v+=b*I;z+=b*J;H+=b*t;x=Q;for(k=0;k<
+c;k++)x.r=y,x.g=I,x.b=J,x.a=t,x=x.next;f=p;for(k=1;k<=w;k++)g=f+e<<2,m+=(x.r=y=a[g])*(E=c-k),v+=(x.g=I=a[g+1])*E,z+=(x.b=J=a[g+2])*E,H+=(x.a=t=a[g+3])*E,D+=y,N+=I,P+=J,S+=t,x=x.next,k<l&&(f+=p);g=e;k=Q;x=T;for(d=0;d<C;d++)f=g<<2,a[f]=m*U>>V,a[f+1]=v*U>>V,a[f+2]=z*U>>V,a[f+3]=H*U>>V,m-=q,v-=F,z-=r,H-=G,q-=k.r,F-=k.g,r-=k.b,G-=k.a,f=e+((f=d+c)<l?f:l)*p<<2,m+=D+=k.r=a[f],v+=N+=k.g=a[f+1],z+=P+=k.b=a[f+2],H+=S+=k.a=a[f+3],k=k.next,q+=y=x.r,F+=I=x.g,r+=J=x.b,G+=t=x.a,D-=y,N-=I,P-=J,S-=t,x=x.next,g+=p}p=
+h.data;C=h.width*h.height*4;for(w=0;w<C;w+=4)T=p[w+3],0!=T&&(T=255/T,p[w]*=T,p[w+1]*=T,p[w+2]*=T);M.putImageData(h,u,B)}}function K(M,u,B,p,C,w){if(!(isNaN(w)||1>w)){w|=0;M=document.getElementById(M).getContext("2d");var h;try{try{h=M.getImageData(u,B,p,C)}catch(x){try{netscape.security.PrivilegeManager.enablePrivilege("UniversalBrowserRead"),h=M.getImageData(u,B,p,C)}catch(E){throw alert("Cannot access local image"),Error("unable to access local image data: "+E);}}}catch(x){throw alert("Cannot access image"),
+Error("unable to access image data: "+x);}var a=h.data,l,c,b,e,d,k,f,g,n,m,v,z,H,q,F,r,G,D,N;l=w+w+1;var P=p-1,A=C-1,y=w+1,I=y*(y+1)/2,J=new X,t=J;for(b=1;b<l;b++)if(t=t.next=new X,b==y)var K=t;t.next=J;k=d=0;var R=O[w],Q=L[w];for(c=0;c<C;c++){H=q=F=f=g=n=0;m=y*(r=a[d]);v=y*(G=a[d+1]);z=y*(D=a[d+2]);f+=I*r;g+=I*G;n+=I*D;t=J;for(b=0;b<y;b++)t.r=r,t.g=G,t.b=D,t=t.next;for(b=1;b<y;b++)e=d+((P<b?P:b)<<2),f+=(t.r=r=a[e])*(N=y-b),g+=(t.g=G=a[e+1])*N,n+=(t.b=D=a[e+2])*N,H+=r,q+=G,F+=D,t=t.next;b=J;t=K;for(l=
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+a.EmptyProperty};this.render=function(a){if("none"!=this.style("display").value&&"hidden"!=this.style("visibility").value){a.save();if(this.style("mask").hasValue()){var b=this.style("mask").getDefinition();null!=b&&b.apply(a,this)}else this.style("filter").hasValue()?(b=this.style("filter").getDefinition(),null!=b&&b.apply(a,this)):(this.setContext(a),this.renderChildren(a),this.clearContext(a));a.restore()}};this.setContext=function(a){};this.clearContext=function(a){};this.renderChildren=function(a){for(var b=
+0;b<this.children.length;b++)this.children[b].render(a)};this.addChild=function(b,e){var d=b;e&&(d=a.CreateElement(b));d.parent=this;"title"!=d.type&&this.children.push(d)};this.addStylesFromStyleDefinition=function(){for(var b in a.Styles)if("@"!=b[0]&&L(c,b)){var e=a.Styles[b],d=a.StylesSpecificity[b];if(null!=e)for(var f in e){var k=this.stylesSpecificity[f];"undefined"==typeof k&&(k="000");d>k&&(this.styles[f]=e[f],this.stylesSpecificity[f]=d)}}};var b=/^[A-Z-]+$/,e=function(a){return b.test(a)?
+a.toLowerCase():a};if(null!=c&&1==c.nodeType){for(var d=0;d<c.attributes.length;d++){var k=c.attributes[d],f=e(k.nodeName);this.attributes[f]=new a.Property(f,k.value)}this.addStylesFromStyleDefinition();if(this.attribute("style").hasValue())for(e=this.attribute("style").value.split(";"),d=0;d<e.length;d++)""!=a.trim(e[d])&&(f=e[d].split(":"),k=a.trim(f[0]),f=a.trim(f[1]),this.styles[k]=new a.Property(k,f));this.attribute("id").hasValue()&&null==a.Definitions[this.attribute("id").value]&&(a.Definitions[this.attribute("id").value]=
+this);for(d=0;d<c.childNodes.length;d++)e=c.childNodes[d],1==e.nodeType&&this.addChild(e,!0),!this.captureTextNodes||3!=e.nodeType&&4!=e.nodeType||""!=a.compressSpaces(e.value||e.text||e.textContent||"")&&this.addChild(new a.Element.tspan(e),!1)}};a.Element.RenderedElementBase=function(c){this.base=a.Element.ElementBase;this.base(c);this.setContext=function(b){if(this.style("fill").isUrlDefinition()){var e=this.style("fill").getFillStyleDefinition(this,this.style("fill-opacity"));null!=e&&(b.fillStyle=
+e)}else this.style("fill").hasValue()&&(e=this.style("fill"),"currentColor"==e.value&&(e.value=this.style("color").value),"inherit"!=e.value&&(b.fillStyle="none"==e.value?"rgba(0,0,0,0)":e.value));this.style("fill-opacity").hasValue()&&(e=new a.Property("fill",b.fillStyle),e=e.addOpacity(this.style("fill-opacity")),b.fillStyle=e.value);this.style("stroke").isUrlDefinition()?(e=this.style("stroke").getFillStyleDefinition(this,this.style("stroke-opacity")),null!=e&&(b.strokeStyle=e)):this.style("stroke").hasValue()&&
+(e=this.style("stroke"),"currentColor"==e.value&&(e.value=this.style("color").value),"inherit"!=e.value&&(b.strokeStyle="none"==e.value?"rgba(0,0,0,0)":e.value));this.style("stroke-opacity").hasValue()&&(e=new a.Property("stroke",b.strokeStyle),e=e.addOpacity(this.style("stroke-opacity")),b.strokeStyle=e.value);this.style("stroke-width").hasValue()&&(e=this.style("stroke-width").toPixels(),b.lineWidth=0==e?.001:e);this.style("stroke-linecap").hasValue()&&(b.lineCap=this.style("stroke-linecap").value);
+this.style("stroke-linejoin").hasValue()&&(b.lineJoin=this.style("stroke-linejoin").value);this.style("stroke-miterlimit").hasValue()&&(b.miterLimit=this.style("stroke-miterlimit").value);this.style("stroke-dasharray").hasValue()&&"none"!=this.style("stroke-dasharray").value&&(e=a.ToNumberArray(this.style("stroke-dasharray").value),"undefined"!=typeof b.setLineDash?b.setLineDash(e):"undefined"!=typeof b.webkitLineDash?b.webkitLineDash=e:"undefined"==typeof b.mozDash||1==e.length&&0==e[0]||(b.mozDash=
+e),e=this.style("stroke-dashoffset").numValueOrDefault(1),"undefined"!=typeof b.lineDashOffset?b.lineDashOffset=e:"undefined"!=typeof b.webkitLineDashOffset?b.webkitLineDashOffset=e:"undefined"!=typeof b.mozDashOffset&&(b.mozDashOffset=e));"undefined"!=typeof b.font&&(b.font=a.Font.CreateFont(this.style("font-style").value,this.style("font-variant").value,this.style("font-weight").value,this.style("font-size").hasValue()?this.style("font-size").toPixels()+"px":"",this.style("font-family").value).toString());
+this.style("transform",!1,!0).hasValue()&&(new a.Transform(this.style("transform",!1,!0).value)).apply(b);this.style("clip-path",!1,!0).hasValue()&&(e=this.style("clip-path",!1,!0).getDefinition(),null!=e&&e.apply(b));this.style("opacity").hasValue()&&(b.globalAlpha=this.style("opacity").numValue())}};a.Element.RenderedElementBase.prototype=new a.Element.ElementBase;a.Element.PathElementBase=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.path=function(b){null!=b&&b.beginPath();
+return new a.BoundingBox};this.renderChildren=function(b){this.path(b);a.Mouse.checkPath(this,b);""!=b.fillStyle&&("inherit"!=this.style("fill-rule").valueOrDefault("inherit")?b.fill(this.style("fill-rule").value):b.fill());""!=b.strokeStyle&&b.stroke();var e=this.getMarkers();if(null!=e){if(this.style("marker-start").isUrlDefinition()){var d=this.style("marker-start").getDefinition();d.render(b,e[0][0],e[0][1])}if(this.style("marker-mid").isUrlDefinition())for(var d=this.style("marker-mid").getDefinition(),
+c=1;c<e.length-1;c++)d.render(b,e[c][0],e[c][1]);this.style("marker-end").isUrlDefinition()&&(d=this.style("marker-end").getDefinition(),d.render(b,e[e.length-1][0],e[e.length-1][1]))}};this.getBoundingBox=function(){return this.path()};this.getMarkers=function(){return null}};a.Element.PathElementBase.prototype=new a.Element.RenderedElementBase;a.Element.svg=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.baseClearContext=this.clearContext;this.clearContext=function(b){this.baseClearContext(b);
+a.ViewPort.RemoveCurrent()};this.baseSetContext=this.setContext;this.setContext=function(b){b.strokeStyle="rgba(0,0,0,0)";b.lineCap="butt";b.lineJoin="miter";b.miterLimit=4;"undefined"!=typeof b.font&&"undefined"!=typeof window.getComputedStyle&&(b.font=window.getComputedStyle(b.canvas).getPropertyValue("font"));this.baseSetContext(b);this.attribute("x").hasValue()||(this.attribute("x",!0).value=0);this.attribute("y").hasValue()||(this.attribute("y",!0).value=0);b.translate(this.attribute("x").toPixels("x"),
+this.attribute("y").toPixels("y"));var e=a.ViewPort.width(),d=a.ViewPort.height();this.attribute("width").hasValue()||(this.attribute("width",!0).value="100%");this.attribute("height").hasValue()||(this.attribute("height",!0).value="100%");if("undefined"==typeof this.root){var e=this.attribute("width").toPixels("x"),d=this.attribute("height").toPixels("y"),c=0,f=0;this.attribute("refX").hasValue()&&this.attribute("refY").hasValue()&&(c=-this.attribute("refX").toPixels("x"),f=-this.attribute("refY").toPixels("y"));
+"visible"!=this.attribute("overflow").valueOrDefault("hidden")&&(b.beginPath(),b.moveTo(c,f),b.lineTo(e,f),b.lineTo(e,d),b.lineTo(c,d),b.closePath(),b.clip())}a.ViewPort.SetCurrent(e,d);if(this.attribute("viewBox").hasValue()){var c=a.ToNumberArray(this.attribute("viewBox").value),f=c[0],g=c[1],e=c[2],d=c[3];a.AspectRatio(b,this.attribute("preserveAspectRatio").value,a.ViewPort.width(),e,a.ViewPort.height(),d,f,g,this.attribute("refX").value,this.attribute("refY").value);a.ViewPort.RemoveCurrent();
+a.ViewPort.SetCurrent(c[2],c[3])}}};a.Element.svg.prototype=new a.Element.RenderedElementBase;a.Element.rect=function(c){this.base=a.Element.PathElementBase;this.base(c);this.path=function(b){var e=this.attribute("x").toPixels("x"),d=this.attribute("y").toPixels("y"),c=this.attribute("width").toPixels("x"),f=this.attribute("height").toPixels("y"),g=this.attribute("rx").toPixels("x"),n=this.attribute("ry").toPixels("y");this.attribute("rx").hasValue()&&!this.attribute("ry").hasValue()&&(n=g);this.attribute("ry").hasValue()&&
+!this.attribute("rx").hasValue()&&(g=n);g=Math.min(g,c/2);n=Math.min(n,f/2);null!=b&&(b.beginPath(),b.moveTo(e+g,d),b.lineTo(e+c-g,d),b.quadraticCurveTo(e+c,d,e+c,d+n),b.lineTo(e+c,d+f-n),b.quadraticCurveTo(e+c,d+f,e+c-g,d+f),b.lineTo(e+g,d+f),b.quadraticCurveTo(e,d+f,e,d+f-n),b.lineTo(e,d+n),b.quadraticCurveTo(e,d,e+g,d),b.closePath());return new a.BoundingBox(e,d,e+c,d+f)}};a.Element.rect.prototype=new a.Element.PathElementBase;a.Element.circle=function(c){this.base=a.Element.PathElementBase;this.base(c);
+this.path=function(b){var e=this.attribute("cx").toPixels("x"),d=this.attribute("cy").toPixels("y"),c=this.attribute("r").toPixels();null!=b&&(b.beginPath(),b.arc(e,d,c,0,2*Math.PI,!0),b.closePath());return new a.BoundingBox(e-c,d-c,e+c,d+c)}};a.Element.circle.prototype=new a.Element.PathElementBase;a.Element.ellipse=function(c){this.base=a.Element.PathElementBase;this.base(c);this.path=function(b){var e=(Math.sqrt(2)-1)/3*4,d=this.attribute("rx").toPixels("x"),c=this.attribute("ry").toPixels("y"),
+f=this.attribute("cx").toPixels("x"),g=this.attribute("cy").toPixels("y");null!=b&&(b.beginPath(),b.moveTo(f,g-c),b.bezierCurveTo(f+e*d,g-c,f+d,g-e*c,f+d,g),b.bezierCurveTo(f+d,g+e*c,f+e*d,g+c,f,g+c),b.bezierCurveTo(f-e*d,g+c,f-d,g+e*c,f-d,g),b.bezierCurveTo(f-d,g-e*c,f-e*d,g-c,f,g-c),b.closePath());return new a.BoundingBox(f-d,g-c,f+d,g+c)}};a.Element.ellipse.prototype=new a.Element.PathElementBase;a.Element.line=function(c){this.base=a.Element.PathElementBase;this.base(c);this.getPoints=function(){return[new a.Point(this.attribute("x1").toPixels("x"),
+this.attribute("y1").toPixels("y")),new a.Point(this.attribute("x2").toPixels("x"),this.attribute("y2").toPixels("y"))]};this.path=function(b){var e=this.getPoints();null!=b&&(b.beginPath(),b.moveTo(e[0].x,e[0].y),b.lineTo(e[1].x,e[1].y));return new a.BoundingBox(e[0].x,e[0].y,e[1].x,e[1].y)};this.getMarkers=function(){var a=this.getPoints(),e=a[0].angleTo(a[1]);return[[a[0],e],[a[1],e]]}};a.Element.line.prototype=new a.Element.PathElementBase;a.Element.polyline=function(c){this.base=a.Element.PathElementBase;
+this.base(c);this.points=a.CreatePath(this.attribute("points").value);this.path=function(b){var e=new a.BoundingBox(this.points[0].x,this.points[0].y);null!=b&&(b.beginPath(),b.moveTo(this.points[0].x,this.points[0].y));for(var d=1;d<this.points.length;d++)e.addPoint(this.points[d].x,this.points[d].y),null!=b&&b.lineTo(this.points[d].x,this.points[d].y);return e};this.getMarkers=function(){for(var a=[],e=0;e<this.points.length-1;e++)a.push([this.points[e],this.points[e].angleTo(this.points[e+1])]);
+0<a.length&&a.push([this.points[this.points.length-1],a[a.length-1][1]]);return a}};a.Element.polyline.prototype=new a.Element.PathElementBase;a.Element.polygon=function(c){this.base=a.Element.polyline;this.base(c);this.basePath=this.path;this.path=function(a){var e=this.basePath(a);null!=a&&(a.lineTo(this.points[0].x,this.points[0].y),a.closePath());return e}};a.Element.polygon.prototype=new a.Element.polyline;a.Element.path=function(c){this.base=a.Element.PathElementBase;this.base(c);c=this.attribute("d").value;
+c=c.replace(/,/gm," ");for(var b=0;2>b;b++)c=c.replace(/([MmZzLlHhVvCcSsQqTtAa])([^\s])/gm,"$1 $2");c=c.replace(/([^\s])([MmZzLlHhVvCcSsQqTtAa])/gm,"$1 $2");c=c.replace(/([0-9])([+\-])/gm,"$1 $2");for(b=0;2>b;b++)c=c.replace(/(\.[0-9]*)(\.)/gm,"$1 $2");c=c.replace(/([Aa](\s+[0-9]+){3})\s+([01])\s*([01])/gm,"$1 $3 $4 ");c=a.compressSpaces(c);c=a.trim(c);this.PathParser=new function(b){this.tokens=b.split(" ");this.reset=function(){this.i=-1;this.previousCommand=this.command="";this.start=new a.Point(0,
+0);this.control=new a.Point(0,0);this.current=new a.Point(0,0);this.points=[];this.angles=[]};this.isEnd=function(){return this.i>=this.tokens.length-1};this.isCommandOrEnd=function(){return this.isEnd()?!0:null!=this.tokens[this.i+1].match(/^[A-Za-z]$/)};this.isRelativeCommand=function(){switch(this.command){case "m":case "l":case "h":case "v":case "c":case "s":case "q":case "t":case "a":case "z":return!0}return!1};this.getToken=function(){this.i++;return this.tokens[this.i]};this.getScalar=function(){return parseFloat(this.getToken())};
+this.nextCommand=function(){this.previousCommand=this.command;this.command=this.getToken()};this.getPoint=function(){var b=new a.Point(this.getScalar(),this.getScalar());return this.makeAbsolute(b)};this.getAsControlPoint=function(){var a=this.getPoint();return this.control=a};this.getAsCurrentPoint=function(){var a=this.getPoint();return this.current=a};this.getReflectedControlPoint=function(){return"c"!=this.previousCommand.toLowerCase()&&"s"!=this.previousCommand.toLowerCase()&&"q"!=this.previousCommand.toLowerCase()&&
+"t"!=this.previousCommand.toLowerCase()?this.current:new a.Point(2*this.current.x-this.control.x,2*this.current.y-this.control.y)};this.makeAbsolute=function(a){this.isRelativeCommand()&&(a.x+=this.current.x,a.y+=this.current.y);return a};this.addMarker=function(a,b,e){null!=e&&0<this.angles.length&&null==this.angles[this.angles.length-1]&&(this.angles[this.angles.length-1]=this.points[this.points.length-1].angleTo(e));this.addMarkerAngle(a,null==b?null:b.angleTo(a))};this.addMarkerAngle=function(a,
+b){this.points.push(a);this.angles.push(b)};this.getMarkerPoints=function(){return this.points};this.getMarkerAngles=function(){for(var a=0;a<this.angles.length;a++)if(null==this.angles[a])for(var b=a+1;b<this.angles.length;b++)if(null!=this.angles[b]){this.angles[a]=this.angles[b];break}return this.angles}}(c);this.path=function(b){var d=this.PathParser;d.reset();var c=new a.BoundingBox;for(null!=b&&b.beginPath();!d.isEnd();)switch(d.nextCommand(),d.command){case "M":case "m":var f=d.getAsCurrentPoint();
+d.addMarker(f);c.addPoint(f.x,f.y);null!=b&&b.moveTo(f.x,f.y);for(d.start=d.current;!d.isCommandOrEnd();)f=d.getAsCurrentPoint(),d.addMarker(f,d.start),c.addPoint(f.x,f.y),null!=b&&b.lineTo(f.x,f.y);break;case "L":case "l":for(;!d.isCommandOrEnd();){var g=d.current,f=d.getAsCurrentPoint();d.addMarker(f,g);c.addPoint(f.x,f.y);null!=b&&b.lineTo(f.x,f.y)}break;case "H":case "h":for(;!d.isCommandOrEnd();)f=new a.Point((d.isRelativeCommand()?d.current.x:0)+d.getScalar(),d.current.y),d.addMarker(f,d.current),
+d.current=f,c.addPoint(d.current.x,d.current.y),null!=b&&b.lineTo(d.current.x,d.current.y);break;case "V":case "v":for(;!d.isCommandOrEnd();)f=new a.Point(d.current.x,(d.isRelativeCommand()?d.current.y:0)+d.getScalar()),d.addMarker(f,d.current),d.current=f,c.addPoint(d.current.x,d.current.y),null!=b&&b.lineTo(d.current.x,d.current.y);break;case "C":case "c":for(;!d.isCommandOrEnd();){var n=d.current,g=d.getPoint(),m=d.getAsControlPoint(),f=d.getAsCurrentPoint();d.addMarker(f,m,g);c.addBezierCurve(n.x,
+n.y,g.x,g.y,m.x,m.y,f.x,f.y);null!=b&&b.bezierCurveTo(g.x,g.y,m.x,m.y,f.x,f.y)}break;case "S":case "s":for(;!d.isCommandOrEnd();)n=d.current,g=d.getReflectedControlPoint(),m=d.getAsControlPoint(),f=d.getAsCurrentPoint(),d.addMarker(f,m,g),c.addBezierCurve(n.x,n.y,g.x,g.y,m.x,m.y,f.x,f.y),null!=b&&b.bezierCurveTo(g.x,g.y,m.x,m.y,f.x,f.y);break;case "Q":case "q":for(;!d.isCommandOrEnd();)n=d.current,m=d.getAsControlPoint(),f=d.getAsCurrentPoint(),d.addMarker(f,m,m),c.addQuadraticCurve(n.x,n.y,m.x,m.y,
+f.x,f.y),null!=b&&b.quadraticCurveTo(m.x,m.y,f.x,f.y);break;case "T":case "t":for(;!d.isCommandOrEnd();)n=d.current,m=d.getReflectedControlPoint(),d.control=m,f=d.getAsCurrentPoint(),d.addMarker(f,m,m),c.addQuadraticCurve(n.x,n.y,m.x,m.y,f.x,f.y),null!=b&&b.quadraticCurveTo(m.x,m.y,f.x,f.y);break;case "A":case "a":for(;!d.isCommandOrEnd();){var n=d.current,v=d.getScalar(),h=d.getScalar(),g=d.getScalar()*(Math.PI/180),l=d.getScalar(),m=d.getScalar(),f=d.getAsCurrentPoint(),q=new a.Point(Math.cos(g)*
+(n.x-f.x)/2+Math.sin(g)*(n.y-f.y)/2,-Math.sin(g)*(n.x-f.x)/2+Math.cos(g)*(n.y-f.y)/2),p=Math.pow(q.x,2)/Math.pow(v,2)+Math.pow(q.y,2)/Math.pow(h,2);1<p&&(v*=Math.sqrt(p),h*=Math.sqrt(p));l=(l==m?-1:1)*Math.sqrt((Math.pow(v,2)*Math.pow(h,2)-Math.pow(v,2)*Math.pow(q.y,2)-Math.pow(h,2)*Math.pow(q.x,2))/(Math.pow(v,2)*Math.pow(q.y,2)+Math.pow(h,2)*Math.pow(q.x,2)));isNaN(l)&&(l=0);var r=new a.Point(l*v*q.y/h,l*-h*q.x/v),n=new a.Point((n.x+f.x)/2+Math.cos(g)*r.x-Math.sin(g)*r.y,(n.y+f.y)/2+Math.sin(g)*
+r.x+Math.cos(g)*r.y),u=function(a,b){return(a[0]*b[0]+a[1]*b[1])/(Math.sqrt(Math.pow(a[0],2)+Math.pow(a[1],2))*Math.sqrt(Math.pow(b[0],2)+Math.pow(b[1],2)))},w=function(a,b){return(a[0]*b[1]<a[1]*b[0]?-1:1)*Math.acos(u(a,b))},l=w([1,0],[(q.x-r.x)/v,(q.y-r.y)/h]),p=[(q.x-r.x)/v,(q.y-r.y)/h],r=[(-q.x-r.x)/v,(-q.y-r.y)/h],q=w(p,r);-1>=u(p,r)&&(q=Math.PI);1<=u(p,r)&&(q=0);p=1-m?1:-1;r=l+q/2*p;w=new a.Point(n.x+v*Math.cos(r),n.y+h*Math.sin(r));d.addMarkerAngle(w,r-p*Math.PI/2);d.addMarkerAngle(f,r-p*Math.PI);
+c.addPoint(f.x,f.y);null!=b&&(u=v>h?v:h,f=v>h?1:v/h,v=v>h?h/v:1,b.translate(n.x,n.y),b.rotate(g),b.scale(f,v),b.arc(0,0,u,l,l+q,1-m),b.scale(1/f,1/v),b.rotate(-g),b.translate(-n.x,-n.y))}break;case "Z":case "z":null!=b&&b.closePath(),d.current=d.start}return c};this.getMarkers=function(){for(var a=this.PathParser.getMarkerPoints(),b=this.PathParser.getMarkerAngles(),c=[],f=0;f<a.length;f++)c.push([a[f],b[f]]);return c}};a.Element.path.prototype=new a.Element.PathElementBase;a.Element.pattern=function(c){this.base=
+a.Element.ElementBase;this.base(c);this.createPattern=function(b,e){var d=this.attribute("width").toPixels("x",!0),c=this.attribute("height").toPixels("y",!0),f=new a.Element.svg;f.attributes.viewBox=new a.Property("viewBox",this.attribute("viewBox").value);f.attributes.width=new a.Property("width",d+"px");f.attributes.height=new a.Property("height",c+"px");f.attributes.transform=new a.Property("transform",this.attribute("patternTransform").value);f.children=this.children;var g=document.createElement("canvas");
+g.width=d;g.height=c;d=g.getContext("2d");this.attribute("x").hasValue()&&this.attribute("y").hasValue()&&d.translate(this.attribute("x").toPixels("x",!0),this.attribute("y").toPixels("y",!0));for(c=-1;1>=c;c++)for(var n=-1;1>=n;n++)d.save(),f.attributes.x=new a.Property("x",c*g.width),f.attributes.y=new a.Property("y",n*g.height),f.render(d),d.restore();return b.createPattern(g,"repeat")}};a.Element.pattern.prototype=new a.Element.ElementBase;a.Element.marker=function(c){this.base=a.Element.ElementBase;
+this.base(c);this.baseRender=this.render;this.render=function(b,e,d){b.translate(e.x,e.y);"auto"==this.attribute("orient").valueOrDefault("auto")&&b.rotate(d);"strokeWidth"==this.attribute("markerUnits").valueOrDefault("strokeWidth")&&b.scale(b.lineWidth,b.lineWidth);b.save();var c=new a.Element.svg;c.attributes.viewBox=new a.Property("viewBox",this.attribute("viewBox").value);c.attributes.refX=new a.Property("refX",this.attribute("refX").value);c.attributes.refY=new a.Property("refY",this.attribute("refY").value);
+c.attributes.width=new a.Property("width",this.attribute("markerWidth").value);c.attributes.height=new a.Property("height",this.attribute("markerHeight").value);c.attributes.fill=new a.Property("fill",this.attribute("fill").valueOrDefault("black"));c.attributes.stroke=new a.Property("stroke",this.attribute("stroke").valueOrDefault("none"));c.children=this.children;var f=0,g=0;this.attribute("refX").hasValue()&&(f=-parseFloat(this.attribute("refX").value));this.attribute("refY").hasValue()&&(g=-parseFloat(this.attribute("refY").value));
+b.translate(f,g);c.render(b);b.restore();"strokeWidth"==this.attribute("markerUnits").valueOrDefault("strokeWidth")&&b.scale(1/b.lineWidth,1/b.lineWidth);"auto"==this.attribute("orient").valueOrDefault("auto")&&b.rotate(-d);b.translate(-e.x,-e.y)}};a.Element.marker.prototype=new a.Element.ElementBase;a.Element.defs=function(c){this.base=a.Element.ElementBase;this.base(c);this.render=function(a){}};a.Element.defs.prototype=new a.Element.ElementBase;a.Element.GradientBase=function(c){this.base=a.Element.ElementBase;
+this.base(c);this.stops=[];for(c=0;c<this.children.length;c++){var b=this.children[c];"stop"==b.type&&this.stops.push(b)}this.getGradient=function(){};this.gradientUnits=function(){return this.attribute("gradientUnits").valueOrDefault("objectBoundingBox")};this.attributesToInherit=["gradientUnits"];this.inheritStopContainer=function(a){for(var b=0;b<this.attributesToInherit.length;b++){var c=this.attributesToInherit[b];!this.attribute(c).hasValue()&&a.attribute(c).hasValue()&&(this.attribute(c,!0).value=
+a.attribute(c).value)}};this.createGradient=function(b,d,c){var f=this;this.getHrefAttribute().hasValue()&&(f=this.getHrefAttribute().getDefinition(),this.inheritStopContainer(f));var g=function(b){return c.hasValue()?(new a.Property("color",b)).addOpacity(c).value:b};b=this.getGradient(b,d);if(null==b)return g(f.stops[f.stops.length-1].color);for(d=0;d<f.stops.length;d++)b.addColorStop(f.stops[d].offset,g(f.stops[d].color));return this.attribute("gradientTransform").hasValue()?(f=a.ViewPort.viewPorts[0],
+g=new a.Element.rect,g.attributes.x=new a.Property("x",-a.MAX_VIRTUAL_PIXELS/3),g.attributes.y=new a.Property("y",-a.MAX_VIRTUAL_PIXELS/3),g.attributes.width=new a.Property("width",a.MAX_VIRTUAL_PIXELS),g.attributes.height=new a.Property("height",a.MAX_VIRTUAL_PIXELS),d=new a.Element.g,d.attributes.transform=new a.Property("transform",this.attribute("gradientTransform").value),d.children=[g],g=new a.Element.svg,g.attributes.x=new a.Property("x",0),g.attributes.y=new a.Property("y",0),g.attributes.width=
+new a.Property("width",f.width),g.attributes.height=new a.Property("height",f.height),g.children=[d],d=document.createElement("canvas"),d.width=f.width,d.height=f.height,f=d.getContext("2d"),f.fillStyle=b,g.render(f),f.createPattern(d,"no-repeat")):b}};a.Element.GradientBase.prototype=new a.Element.ElementBase;a.Element.linearGradient=function(c){this.base=a.Element.GradientBase;this.base(c);this.attributesToInherit.push("x1");this.attributesToInherit.push("y1");this.attributesToInherit.push("x2");
+this.attributesToInherit.push("y2");this.getGradient=function(a,e){var c="objectBoundingBox"==this.gradientUnits()?e.getBoundingBox():null;this.attribute("x1").hasValue()||this.attribute("y1").hasValue()||this.attribute("x2").hasValue()||this.attribute("y2").hasValue()||(this.attribute("x1",!0).value=0,this.attribute("y1",!0).value=0,this.attribute("x2",!0).value=1,this.attribute("y2",!0).value=0);var k="objectBoundingBox"==this.gradientUnits()?c.x()+c.width()*this.attribute("x1").numValue():this.attribute("x1").toPixels("x"),
+f="objectBoundingBox"==this.gradientUnits()?c.y()+c.height()*this.attribute("y1").numValue():this.attribute("y1").toPixels("y"),g="objectBoundingBox"==this.gradientUnits()?c.x()+c.width()*this.attribute("x2").numValue():this.attribute("x2").toPixels("x"),c="objectBoundingBox"==this.gradientUnits()?c.y()+c.height()*this.attribute("y2").numValue():this.attribute("y2").toPixels("y");return k==g&&f==c?null:a.createLinearGradient(k,f,g,c)}};a.Element.linearGradient.prototype=new a.Element.GradientBase;
+a.Element.radialGradient=function(c){this.base=a.Element.GradientBase;this.base(c);this.attributesToInherit.push("cx");this.attributesToInherit.push("cy");this.attributesToInherit.push("r");this.attributesToInherit.push("fx");this.attributesToInherit.push("fy");this.getGradient=function(a,c){var d=c.getBoundingBox();this.attribute("cx").hasValue()||(this.attribute("cx",!0).value="50%");this.attribute("cy").hasValue()||(this.attribute("cy",!0).value="50%");this.attribute("r").hasValue()||(this.attribute("r",
+!0).value="50%");var k="objectBoundingBox"==this.gradientUnits()?d.x()+d.width()*this.attribute("cx").numValue():this.attribute("cx").toPixels("x"),f="objectBoundingBox"==this.gradientUnits()?d.y()+d.height()*this.attribute("cy").numValue():this.attribute("cy").toPixels("y"),g=k,n=f;this.attribute("fx").hasValue()&&(g="objectBoundingBox"==this.gradientUnits()?d.x()+d.width()*this.attribute("fx").numValue():this.attribute("fx").toPixels("x"));this.attribute("fy").hasValue()&&(n="objectBoundingBox"==
+this.gradientUnits()?d.y()+d.height()*this.attribute("fy").numValue():this.attribute("fy").toPixels("y"));d="objectBoundingBox"==this.gradientUnits()?(d.width()+d.height())/2*this.attribute("r").numValue():this.attribute("r").toPixels();return a.createRadialGradient(g,n,0,k,f,d)}};a.Element.radialGradient.prototype=new a.Element.GradientBase;a.Element.stop=function(c){this.base=a.Element.ElementBase;this.base(c);this.offset=this.attribute("offset").numValue();0>this.offset&&(this.offset=0);1<this.offset&&
+(this.offset=1);c=this.style("stop-color",!0);""===c.value&&(c.value="#000");this.style("stop-opacity").hasValue()&&(c=c.addOpacity(this.style("stop-opacity")));this.color=c.value};a.Element.stop.prototype=new a.Element.ElementBase;a.Element.AnimateBase=function(c){this.base=a.Element.ElementBase;this.base(c);a.Animations.push(this);this.duration=0;this.begin=this.attribute("begin").toMilliseconds();this.maxDuration=this.begin+this.attribute("dur").toMilliseconds();this.getProperty=function(){var a=
+this.attribute("attributeType").value,c=this.attribute("attributeName").value;return"CSS"==a?this.parent.style(c,!0):this.parent.attribute(c,!0)};this.initialValue=null;this.initialUnits="";this.removed=!1;this.calcValue=function(){return""};this.update=function(a){null==this.initialValue&&(this.initialValue=this.getProperty().value,this.initialUnits=this.getProperty().getUnits());if(this.duration>this.maxDuration){if("indefinite"==this.attribute("repeatCount").value||"indefinite"==this.attribute("repeatDur").value)this.duration=
+0;else if("freeze"==this.attribute("fill").valueOrDefault("remove")&&!this.frozen)this.frozen=!0,this.parent.animationFrozen=!0,this.parent.animationFrozenValue=this.getProperty().value;else if("remove"==this.attribute("fill").valueOrDefault("remove")&&!this.removed)return this.removed=!0,this.getProperty().value=this.parent.animationFrozen?this.parent.animationFrozenValue:this.initialValue,!0;return!1}this.duration+=a;a=!1;this.begin<this.duration&&(a=this.calcValue(),this.attribute("type").hasValue()&&
+(a=this.attribute("type").value+"("+a+")"),this.getProperty().value=a,a=!0);return a};this.from=this.attribute("from");this.to=this.attribute("to");this.values=this.attribute("values");this.values.hasValue()&&(this.values.value=this.values.value.split(";"));this.progress=function(){var b={progress:(this.duration-this.begin)/(this.maxDuration-this.begin)};if(this.values.hasValue()){var c=b.progress*(this.values.value.length-1),d=Math.floor(c),k=Math.ceil(c);b.from=new a.Property("from",parseFloat(this.values.value[d]));
+b.to=new a.Property("to",parseFloat(this.values.value[k]));b.progress=(c-d)/(k-d)}else b.from=this.from,b.to=this.to;return b}};a.Element.AnimateBase.prototype=new a.Element.ElementBase;a.Element.animate=function(c){this.base=a.Element.AnimateBase;this.base(c);this.calcValue=function(){var a=this.progress();return a.from.numValue()+(a.to.numValue()-a.from.numValue())*a.progress+this.initialUnits}};a.Element.animate.prototype=new a.Element.AnimateBase;a.Element.animateColor=function(c){this.base=a.Element.AnimateBase;
+this.base(c);this.calcValue=function(){var a=this.progress(),c=new A(a.from.value),d=new A(a.to.value);if(c.ok&&d.ok){var k=c.g+(d.g-c.g)*a.progress,f=c.b+(d.b-c.b)*a.progress;return"rgb("+parseInt(c.r+(d.r-c.r)*a.progress,10)+","+parseInt(k,10)+","+parseInt(f,10)+")"}return this.attribute("from").value}};a.Element.animateColor.prototype=new a.Element.AnimateBase;a.Element.animateTransform=function(c){this.base=a.Element.AnimateBase;this.base(c);this.calcValue=function(){for(var b=this.progress(),
+c=a.ToNumberArray(b.from.value),d=a.ToNumberArray(b.to.value),k="",f=0;f<c.length;f++)k+=c[f]+(d[f]-c[f])*b.progress+" ";return k}};a.Element.animateTransform.prototype=new a.Element.animate;a.Element.font=function(c){this.base=a.Element.ElementBase;this.base(c);this.horizAdvX=this.attribute("horiz-adv-x").numValue();this.isArabic=this.isRTL=!1;this.missingGlyph=this.fontFace=null;this.glyphs=[];for(c=0;c<this.children.length;c++){var b=this.children[c];"font-face"==b.type?(this.fontFace=b,b.style("font-family").hasValue()&&
+(a.Definitions[b.style("font-family").value]=this)):"missing-glyph"==b.type?this.missingGlyph=b:"glyph"==b.type&&(""!=b.arabicForm?(this.isArabic=this.isRTL=!0,"undefined"==typeof this.glyphs[b.unicode]&&(this.glyphs[b.unicode]=[]),this.glyphs[b.unicode][b.arabicForm]=b):this.glyphs[b.unicode]=b)}};a.Element.font.prototype=new a.Element.ElementBase;a.Element.fontface=function(c){this.base=a.Element.ElementBase;this.base(c);this.ascent=this.attribute("ascent").value;this.descent=this.attribute("descent").value;
+this.unitsPerEm=this.attribute("units-per-em").numValue()};a.Element.fontface.prototype=new a.Element.ElementBase;a.Element.missingglyph=function(c){this.base=a.Element.path;this.base(c);this.horizAdvX=0};a.Element.missingglyph.prototype=new a.Element.path;a.Element.glyph=function(c){this.base=a.Element.path;this.base(c);this.horizAdvX=this.attribute("horiz-adv-x").numValue();this.unicode=this.attribute("unicode").value;this.arabicForm=this.attribute("arabic-form").value};a.Element.glyph.prototype=
+new a.Element.path;a.Element.text=function(c){this.captureTextNodes=!0;this.base=a.Element.RenderedElementBase;this.base(c);this.baseSetContext=this.setContext;this.setContext=function(a){this.baseSetContext(a);var c=this.style("dominant-baseline").toTextBaseline();null==c&&(c=this.style("alignment-baseline").toTextBaseline());null!=c&&(a.textBaseline=c)};this.getBoundingBox=function(){var b=this.attribute("x").toPixels("x"),c=this.attribute("y").toPixels("y"),d=this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize);
+return new a.BoundingBox(b,c-d,b+Math.floor(2*d/3)*this.children[0].getText().length,c)};this.renderChildren=function(a){this.x=this.attribute("x").toPixels("x");this.y=this.attribute("y").toPixels("y");this.attribute("dx").hasValue()&&(this.x+=this.attribute("dx").toPixels("x"));this.attribute("dy").hasValue()&&(this.y+=this.attribute("dy").toPixels("y"));this.x+=this.getAnchorDelta(a,this,0);for(var c=0;c<this.children.length;c++)this.renderChild(a,this,this,c)};this.getAnchorDelta=function(a,c,
+d){var k=this.style("text-anchor").valueOrDefault("start");if("start"!=k){for(var f=0,g=d;g<c.children.length;g++){var n=c.children[g];if(g>d&&n.attribute("x").hasValue())break;f+=n.measureTextRecursive(a)}return-1*("end"==k?f:f/2)}return 0};this.renderChild=function(a,c,d,k){var f=d.children[k];f.attribute("x").hasValue()?(f.x=f.attribute("x").toPixels("x")+c.getAnchorDelta(a,d,k),f.attribute("dx").hasValue()&&(f.x+=f.attribute("dx").toPixels("x"))):(f.attribute("dx").hasValue()&&(c.x+=f.attribute("dx").toPixels("x")),
+f.x=c.x);c.x=f.x+f.measureText(a);f.attribute("y").hasValue()?(f.y=f.attribute("y").toPixels("y"),f.attribute("dy").hasValue()&&(f.y+=f.attribute("dy").toPixels("y"))):(f.attribute("dy").hasValue()&&(c.y+=f.attribute("dy").toPixels("y")),f.y=c.y);c.y=f.y;f.render(a);for(k=0;k<f.children.length;k++)c.renderChild(a,c,f,k)}};a.Element.text.prototype=new a.Element.RenderedElementBase;a.Element.TextElementBase=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.getGlyph=function(a,c,
+d){var k=c[d],f=null;if(a.isArabic){var g="isolated";(0==d||" "==c[d-1])&&d<c.length-2&&" "!=c[d+1]&&(g="terminal");0<d&&" "!=c[d-1]&&d<c.length-2&&" "!=c[d+1]&&(g="medial");0<d&&" "!=c[d-1]&&(d==c.length-1||" "==c[d+1])&&(g="initial");"undefined"!=typeof a.glyphs[k]&&(f=a.glyphs[k][g],null==f&&"glyph"==a.glyphs[k].type&&(f=a.glyphs[k]))}else f=a.glyphs[k];null==f&&(f=a.missingGlyph);return f};this.renderChildren=function(b){var c=this.parent.style("font-family").getDefinition();if(null!=c){var d=
+this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize),k=this.parent.style("font-style").valueOrDefault(a.Font.Parse(a.ctx.font).fontStyle),f=this.getText();c.isRTL&&(f=f.split("").reverse().join(""));for(var g=a.ToNumberArray(this.parent.attribute("dx").value),n=0;n<f.length;n++){var m=this.getGlyph(c,f,n),h=d/c.fontFace.unitsPerEm;b.translate(this.x,this.y);b.scale(h,-h);var l=b.lineWidth;b.lineWidth=b.lineWidth*c.fontFace.unitsPerEm/d;"italic"==k&&b.transform(1,0,.4,
+1,0,0);m.render(b);"italic"==k&&b.transform(1,0,-.4,1,0,0);b.lineWidth=l;b.scale(1/h,-1/h);b.translate(-this.x,-this.y);this.x+=d*(m.horizAdvX||c.horizAdvX)/c.fontFace.unitsPerEm;"undefined"==typeof g[n]||isNaN(g[n])||(this.x+=g[n])}}else""!=b.fillStyle&&b.fillText(a.compressSpaces(this.getText()),this.x,this.y),""!=b.strokeStyle&&b.strokeText(a.compressSpaces(this.getText()),this.x,this.y)};this.getText=function(){};this.measureTextRecursive=function(a){for(var c=this.measureText(a),d=0;d<this.children.length;d++)c+=
+this.children[d].measureTextRecursive(a);return c};this.measureText=function(b){var c=this.parent.style("font-family").getDefinition();if(null!=c){b=this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize);var d=0,k=this.getText();c.isRTL&&(k=k.split("").reverse().join(""));for(var f=a.ToNumberArray(this.parent.attribute("dx").value),g=0;g<k.length;g++){var n=this.getGlyph(c,k,g),d=d+(n.horizAdvX||c.horizAdvX)*b/c.fontFace.unitsPerEm;"undefined"==typeof f[g]||isNaN(f[g])||
+(d+=f[g])}return d}c=a.compressSpaces(this.getText());if(!b.measureText)return 10*c.length;b.save();this.setContext(b);c=b.measureText(c).width;b.restore();return c}};a.Element.TextElementBase.prototype=new a.Element.RenderedElementBase;a.Element.tspan=function(c){this.captureTextNodes=!0;this.base=a.Element.TextElementBase;this.base(c);this.text=a.compressSpaces(c.value||c.text||c.textContent||"");this.getText=function(){return 0<this.children.length?"":this.text}};a.Element.tspan.prototype=new a.Element.TextElementBase;
+a.Element.tref=function(c){this.base=a.Element.TextElementBase;this.base(c);this.getText=function(){var a=this.getHrefAttribute().getDefinition();if(null!=a)return a.children[0].getText()}};a.Element.tref.prototype=new a.Element.TextElementBase;a.Element.a=function(c){this.base=a.Element.TextElementBase;this.base(c);this.hasText=0<c.childNodes.length;for(var b=0;b<c.childNodes.length;b++)3!=c.childNodes[b].nodeType&&(this.hasText=!1);this.text=this.hasText?c.childNodes[0].value:"";this.getText=function(){return this.text};
+this.baseRenderChildren=this.renderChildren;this.renderChildren=function(b){if(this.hasText){this.baseRenderChildren(b);var c=new a.Property("fontSize",a.Font.Parse(a.ctx.font).fontSize);a.Mouse.checkBoundingBox(this,new a.BoundingBox(this.x,this.y-c.toPixels("y"),this.x+this.measureText(b),this.y))}else 0<this.children.length&&(c=new a.Element.g,c.children=this.children,c.parent=this,c.render(b))};this.onclick=function(){window.open(this.getHrefAttribute().value)};this.onmousemove=function(){a.ctx.canvas.style.cursor=
+"pointer"}};a.Element.a.prototype=new a.Element.TextElementBase;a.Element.image=function(c){this.base=a.Element.RenderedElementBase;this.base(c);var b=this.getHrefAttribute().value;if(""!=b){var e=b.match(/\.svg$/);a.Images.push(this);this.loaded=!1;if(e)this.img=a.ajax(b),this.loaded=!0;else{this.img=document.createElement("img");1==a.opts.useCORS&&(this.img.crossOrigin="Anonymous");var d=this;this.img.onload=function(){d.loaded=!0};this.img.onerror=function(){a.log('ERROR: image "'+b+'" not found');
+d.loaded=!0};this.img.src=b}this.renderChildren=function(b){var c=this.attribute("x").toPixels("x"),d=this.attribute("y").toPixels("y"),n=this.attribute("width").toPixels("x"),m=this.attribute("height").toPixels("y");0!=n&&0!=m&&(b.save(),e?b.drawSvg(this.img,c,d,n,m):(b.translate(c,d),a.AspectRatio(b,this.attribute("preserveAspectRatio").value,n,this.img.width,m,this.img.height,0,0),b.drawImage(this.img,0,0)),b.restore())};this.getBoundingBox=function(){var b=this.attribute("x").toPixels("x"),c=
+this.attribute("y").toPixels("y"),d=this.attribute("width").toPixels("x"),e=this.attribute("height").toPixels("y");return new a.BoundingBox(b,c,b+d,c+e)}}};a.Element.image.prototype=new a.Element.RenderedElementBase;a.Element.g=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.getBoundingBox=function(){for(var b=new a.BoundingBox,c=0;c<this.children.length;c++)b.addBoundingBox(this.children[c].getBoundingBox());return b}};a.Element.g.prototype=new a.Element.RenderedElementBase;
+a.Element.symbol=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.render=function(a){}};a.Element.symbol.prototype=new a.Element.RenderedElementBase;a.Element.style=function(c){this.base=a.Element.ElementBase;this.base(c);for(var b="",e=0;e<c.childNodes.length;e++)b+=c.childNodes[e].data;b=b.replace(/(\/\*([^*]|[\r\n]|(\*+([^*\/]|[\r\n])))*\*+\/)|(^[\s]*\/\/.*)/gm,"");b=a.compressSpaces(b);c=b.split("}");for(e=0;e<c.length;e++)if(""!=a.trim(c[e]))for(var d=c[e].split("{"),b=d[0].split(","),
+d=d[1].split(";"),k=0;k<b.length;k++){var f=a.trim(b[k]);if(""!=f){for(var g=a.Styles[f]||{},n=0;n<d.length;n++){var m=d[n].indexOf(":"),h=d[n].substr(0,m),m=d[n].substr(m+1,d[n].length-m);null!=h&&null!=m&&(g[a.trim(h)]=new a.Property(a.trim(h),a.trim(m)))}a.Styles[f]=g;a.StylesSpecificity[f]=K(f);if("@font-face"==f)for(f=g["font-family"].value.replace(/"/g,""),g=g.src.value.split(","),n=0;n<g.length;n++)if(0<g[n].indexOf('format("svg")'))for(h=g[n].indexOf("url"),m=g[n].indexOf(")",h),h=g[n].substr(h+
+5,m-h-6),h=a.parseXml(a.ajax(h)).getElementsByTagName("font"),m=0;m<h.length;m++){var l=a.CreateElement(h[m]);a.Definitions[f]=l}}}};a.Element.style.prototype=new a.Element.ElementBase;a.Element.use=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.baseSetContext=this.setContext;this.setContext=function(a){this.baseSetContext(a);this.attribute("x").hasValue()&&a.translate(this.attribute("x").toPixels("x"),0);this.attribute("y").hasValue()&&a.translate(0,this.attribute("y").toPixels("y"))};
+var b=this.getHrefAttribute().getDefinition();this.path=function(a){null!=b&&b.path(a)};this.getBoundingBox=function(){if(null!=b)return b.getBoundingBox()};this.renderChildren=function(c){if(null!=b){var d=b;"symbol"==b.type&&(d=new a.Element.svg,d.type="svg",d.attributes.viewBox=new a.Property("viewBox",b.attribute("viewBox").value),d.attributes.preserveAspectRatio=new a.Property("preserveAspectRatio",b.attribute("preserveAspectRatio").value),d.attributes.overflow=new a.Property("overflow",b.attribute("overflow").value),
+d.children=b.children);"svg"==d.type&&(this.attribute("width").hasValue()&&(d.attributes.width=new a.Property("width",this.attribute("width").value)),this.attribute("height").hasValue()&&(d.attributes.height=new a.Property("height",this.attribute("height").value)));var k=d.parent;d.parent=null;d.render(c);d.parent=k}}};a.Element.use.prototype=new a.Element.RenderedElementBase;a.Element.mask=function(c){this.base=a.Element.ElementBase;this.base(c);this.apply=function(b,c){var d=this.attribute("x").toPixels("x"),
+k=this.attribute("y").toPixels("y"),f=this.attribute("width").toPixels("x"),g=this.attribute("height").toPixels("y");if(0==f&&0==g){g=new a.BoundingBox;for(d=0;d<this.children.length;d++)g.addBoundingBox(this.children[d].getBoundingBox());d=Math.floor(g.x1);k=Math.floor(g.y1);f=Math.floor(g.width());g=Math.floor(g.height())}var n=c.attribute("mask").value;c.attribute("mask").value="";var m=document.createElement("canvas");m.width=d+f;m.height=k+g;var h=m.getContext("2d");this.renderChildren(h);var l=
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+
+/*!
+
+JSZip v3.1.5 - A JavaScript class for generating and reading zip files
+<http://stuartk.com/jszip>
+
+(c) 2009-2016 Stuart Knightley <stuart [at] stuartk.com>
+Dual licenced under the MIT license or GPLv3. See https://raw.github.com/Stuk/jszip/master/LICENSE.markdown.
+
+JSZip uses the library pako released under the MIT license :
+https://github.com/nodeca/pako/blob/master/LICENSE
+*/
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J=i.LOCAL_FILE_HEADER+I+s+z,K=i.CENTRAL_FILE_HEADER+j(H,2)+I+j(v.length,2)+"\0\0\0\0"+j(G,4)+j(d,4)+s+z+v;return{fileRecord:J,dirRecord:K}},n=function(a,b,c,d,f){var g="",h=e.transformTo("string",f(d));return g=i.CENTRAL_DIRECTORY_END+"\0\0\0\0"+j(a,2)+j(a,2)+j(b,4)+j(c,4)+j(h.length,2)+h},o=function(a){var b="";return b=i.DATA_DESCRIPTOR+j(a.crc32,4)+j(a.compressedSize,4)+j(a.uncompressedSize,4)};e.inherits(d,f),d.prototype.push=function(a){var b=a.meta.percent||0,c=this.entriesCount,d=this._sources.length;this.accumulate?this.contentBuffer.push(a):(this.bytesWritten+=a.data.length,f.prototype.push.call(this,{data:a.data,meta:{currentFile:this.currentFile,percent:c?(b+100*(c-d-1))/c:100}}))},d.prototype.openedSource=function(a){this.currentSourceOffset=this.bytesWritten,this.currentFile=a.file.name;var b=this.streamFiles&&!a.file.dir;if(b){var c=m(a,b,!1,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);this.push({data:c.fileRecord,meta:{percent:0}})}else this.accumulate=!0},d.prototype.closedSource=function(a){this.accumulate=!1;var b=this.streamFiles&&!a.file.dir,c=m(a,b,!0,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);if(this.dirRecords.push(c.dirRecord),b)this.push({data:o(a),meta:{percent:100}});else for(this.push({data:c.fileRecord,meta:{percent:0}});this.contentBuffer.length;)this.push(this.contentBuffer.shift());this.currentFile=null},d.prototype.flush=function(){for(var a=this.bytesWritten,b=0;b<this.dirRecords.length;b++)this.push({data:this.dirRecords[b],meta:{percent:100}});var c=this.bytesWritten-a,d=n(this.dirRecords.length,c,a,this.zipComment,this.encodeFileName);this.push({data:d,meta:{percent:100}})},d.prototype.prepareNextSource=function(){this.previous=this._sources.shift(),this.openedSource(this.previous.streamInfo),this.isPaused?this.previous.pause():this.previous.resume()},d.prototype.registerPrevious=function(a){this._sources.push(a);var b=this;return a.on("data",function(a){b.processChunk(a)}),a.on("end",function(){b.closedSource(b.previous.streamInfo),b._sources.length?b.prepareNextSource():b.end()}),a.on("error",function(a){b.error(a)}),this},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(!this.previous&&this._sources.length?(this.prepareNextSource(),!0):this.previous||this._sources.length||this.generatedError?void 0:(this.end(),!0))},d.prototype.error=function(a){var b=this._sources;if(!f.prototype.error.call(this,a))return!1;for(var c=0;c<b.length;c++)try{b[c].error(a)}catch(a){}return!0},d.prototype.lock=function(){f.prototype.lock.call(this);for(var a=this._sources,b=0;b<a.length;b++)a[b].lock()},b.exports=d},{"../crc32":4,"../signature":23,"../stream/GenericWorker":28,"../utf8":31,"../utils":32}],9:[function(a,b,c){"use strict";var d=a("../compressions"),e=a("./ZipFileWorker"),f=function(a,b){var c=a||b,e=d[c];if(!e)throw new Error(c+" is not a valid compression method !");return e};c.generateWorker=function(a,b,c){var d=new e(b.streamFiles,c,b.platform,b.encodeFileName),g=0;try{a.forEach(function(a,c){g++;var e=f(c.options.compression,b.compression),h=c.options.compressionOptions||b.compressionOptions||{},i=c.dir,j=c.date;c._compressWorker(e,h).withStreamInfo("file",{name:a,dir:i,date:j,comment:c.comment||"",unixPermissions:c.unixPermissions,dosPermissions:c.dosPermissions}).pipe(d)}),d.entriesCount=g}catch(h){d.error(h)}return d}},{"../compressions":3,"./ZipFileWorker":8}],10:[function(a,b,c){"use strict";function d(){if(!(this instanceof d))return new d;if(arguments.length)throw new Error("The constructor with parameters has been removed in JSZip 3.0, please check the upgrade guide.");this.files={},this.comment=null,this.root="",this.clone=function(){var a=new d;for(var b in this)"function"!=typeof this[b]&&(a[b]=this[b]);return 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file.")):e.prepareContent("the loaded zip file",a,!0,b.optimizedBinaryString,b.base64).then(function(a){var c=new h(b);return c.load(a),c}).then(function(a){var c=[f.Promise.resolve(a)],e=a.files;if(b.checkCRC32)for(var g=0;g<e.length;g++)c.push(d(e[g]));return f.Promise.all(c)}).then(function(a){for(var d=a.shift(),e=d.files,f=0;f<e.length;f++){var g=e[f];c.file(g.fileNameStr,g.decompressed,{binary:!0,optimizedBinaryString:!0,date:g.date,dir:g.dir,comment:g.fileCommentStr.length?g.fileCommentStr:null,unixPermissions:g.unixPermissions,dosPermissions:g.dosPermissions,createFolders:b.createFolders})}return d.zipComment.length&&(c.comment=d.zipComment),c})}},{"./external":6,"./nodejsUtils":14,"./stream/Crc32Probe":25,"./utf8":31,"./utils":32,"./zipEntries":33}],12:[function(a,b,c){"use strict";function d(a,b){f.call(this,"Nodejs stream input adapter for "+a),this._upstreamEnded=!1,this._bindStream(b)}var e=a("../utils"),f=a("../stream/GenericWorker");e.inherits(d,f),d.prototype._bindStream=function(a){var b=this;this._stream=a,a.pause(),a.on("data",function(a){b.push({data:a,meta:{percent:0}})}).on("error",function(a){b.isPaused?this.generatedError=a:b.error(a)}).on("end",function(){b.isPaused?b._upstreamEnded=!0:b.end()})},d.prototype.pause=function(){return!!f.prototype.pause.call(this)&&(this._stream.pause(),!0)},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(this._upstreamEnded?this.end():this._stream.resume(),!0)},b.exports=d},{"../stream/GenericWorker":28,"../utils":32}],13:[function(a,b,c){"use strict";function d(a,b,c){e.call(this,b),this._helper=a;var d=this;a.on("data",function(a,b){d.push(a)||d._helper.pause(),c&&c(b)}).on("error",function(a){d.emit("error",a)}).on("end",function(){d.push(null)})}var e=a("readable-stream").Readable,f=a("../utils");f.inherits(d,e),d.prototype._read=function(){this._helper.resume()},b.exports=d},{"../utils":32,"readable-stream":16}],14:[function(a,b,c){"use strict";b.exports={isNode:"undefined"!=typeof Buffer,newBufferFrom:function(a,b){return new Buffer(a,b)},allocBuffer:function(a){return Buffer.alloc?Buffer.alloc(a):new Buffer(a)},isBuffer:function(a){return Buffer.isBuffer(a)},isStream:function(a){return a&&"function"==typeof a.on&&"function"==typeof a.pause&&"function"==typeof a.resume}}},{}],15:[function(a,b,c){"use strict";function d(a){return"[object RegExp]"===Object.prototype.toString.call(a)}var e=a("./utf8"),f=a("./utils"),g=a("./stream/GenericWorker"),h=a("./stream/StreamHelper"),i=a("./defaults"),j=a("./compressedObject"),k=a("./zipObject"),l=a("./generate"),m=a("./nodejsUtils"),n=a("./nodejs/NodejsStreamInputAdapter"),o=function(a,b,c){var d,e=f.getTypeOf(b),h=f.extend(c||{},i);h.date=h.date||new Date,null!==h.compression&&(h.compression=h.compression.toUpperCase()),"string"==typeof h.unixPermissions&&(h.unixPermissions=parseInt(h.unixPermissions,8)),h.unixPermissions&&16384&h.unixPermissions&&(h.dir=!0),h.dosPermissions&&16&h.dosPermissions&&(h.dir=!0),h.dir&&(a=q(a)),h.createFolders&&(d=p(a))&&r.call(this,d,!0);var l="string"===e&&h.binary===!1&&h.base64===!1;c&&"undefined"!=typeof c.binary||(h.binary=!l);var o=b instanceof j&&0===b.uncompressedSize;(o||h.dir||!b||0===b.length)&&(h.base64=!1,h.binary=!0,b="",h.compression="STORE",e="string");var s=null;s=b instanceof j||b instanceof g?b:m.isNode&&m.isStream(b)?new n(a,b):f.prepareContent(a,b,h.binary,h.optimizedBinaryString,h.base64);var t=new k(a,s,h);this.files[a]=t},p=function(a){"/"===a.slice(-1)&&(a=a.substring(0,a.length-1));var b=a.lastIndexOf("/");return b>0?a.substring(0,b):""},q=function(a){return"/"!==a.slice(-1)&&(a+="/"),a},r=function(a,b){return b="undefined"!=typeof b?b:i.createFolders,a=q(a),this.files[a]||o.call(this,a,null,{dir:!0,createFolders:b}),this.files[a]},s={load:function(){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},forEach:function(a){var b,c,d;for(b in this.files)this.files.hasOwnProperty(b)&&(d=this.files[b],c=b.slice(this.root.length,b.length),c&&b.slice(0,this.root.length)===this.root&&a(c,d))},filter:function(a){var b=[];return this.forEach(function(c,d){a(c,d)&&b.push(d)}),b},file:function(a,b,c){if(1===arguments.length){if(d(a)){var e=a;return this.filter(function(a,b){return!b.dir&&e.test(a)})}var f=this.files[this.root+a];return f&&!f.dir?f:null}return a=this.root+a,o.call(this,a,b,c),this},folder:function(a){if(!a)return this;if(d(a))return this.filter(function(b,c){return c.dir&&a.test(b)});var b=this.root+a,c=r.call(this,b),e=this.clone();return e.root=c.name,e},remove:function(a){a=this.root+a;var b=this.files[a];if(b||("/"!==a.slice(-1)&&(a+="/"),b=this.files[a]),b&&!b.dir)delete this.files[a];else for(var c=this.filter(function(b,c){return c.name.slice(0,a.length)===a}),d=0;d<c.length;d++)delete this.files[c[d].name];return this},generate:function(a){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},generateInternalStream:function(a){var b,c={};try{if(c=f.extend(a||{},{streamFiles:!1,compression:"STORE",compressionOptions:null,type:"",platform:"DOS",comment:null,mimeType:"application/zip",encodeFileName:e.utf8encode}),c.type=c.type.toLowerCase(),c.compression=c.compression.toUpperCase(),"binarystring"===c.type&&(c.type="string"),!c.type)throw new Error("No output type specified.");f.checkSupport(c.type),"darwin"!==c.platform&&"freebsd"!==c.platform&&"linux"!==c.platform&&"sunos"!==c.platform||(c.platform="UNIX"),"win32"===c.platform&&(c.platform="DOS");var d=c.comment||this.comment||"";b=l.generateWorker(this,c,d)}catch(i){b=new g("error"),b.error(i)}return new h(b,c.type||"string",c.mimeType)},generateAsync:function(a,b){return this.generateInternalStream(a).accumulate(b)},generateNodeStream:function(a,b){return a=a||{},a.type||(a.type="nodebuffer"),this.generateInternalStream(a).toNodejsStream(b)}};b.exports=s},{"./compressedObject":2,"./defaults":5,"./generate":9,"./nodejs/NodejsStreamInputAdapter":12,"./nodejsUtils":14,"./stream/GenericWorker":28,"./stream/StreamHelper":29,"./utf8":31,"./utils":32,"./zipObject":35}],16:[function(a,b,c){b.exports=a("stream")},{stream:void 0}],17:[function(a,b,c){"use strict";function d(a){e.call(this,a);for(var b=0;b<this.data.length;b++)a[b]=255&a[b]}var e=a("./DataReader"),f=a("../utils");f.inherits(d,e),d.prototype.byteAt=function(a){return this.data[this.zero+a]},d.prototype.lastIndexOfSignature=function(a){for(var b=a.charCodeAt(0),c=a.charCodeAt(1),d=a.charCodeAt(2),e=a.charCodeAt(3),f=this.length-4;f>=0;--f)if(this.data[f]===b&&this.data[f+1]===c&&this.data[f+2]===d&&this.data[f+3]===e)return f-this.zero;return-1},d.prototype.readAndCheckSignature=function(a){var b=a.charCodeAt(0),c=a.charCodeAt(1),d=a.charCodeAt(2),e=a.charCodeAt(3),f=this.readData(4);return b===f[0]&&c===f[1]&&d===f[2]&&e===f[3]},d.prototype.readData=function(a){if(this.checkOffset(a),0===a)return[];var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./DataReader":18}],18:[function(a,b,c){"use strict";function d(a){this.data=a,this.length=a.length,this.index=0,this.zero=0}var e=a("../utils");d.prototype={checkOffset:function(a){this.checkIndex(this.index+a)},checkIndex:function(a){if(this.length<this.zero+a||a<0)throw new Error("End of data reached (data length = "+this.length+", asked index = "+a+"). Corrupted zip ?")},setIndex:function(a){this.checkIndex(a),this.index=a},skip:function(a){this.setIndex(this.index+a)},byteAt:function(a){},readInt:function(a){var b,c=0;for(this.checkOffset(a),b=this.index+a-1;b>=this.index;b--)c=(c<<8)+this.byteAt(b);return this.index+=a,c},readString:function(a){return e.transformTo("string",this.readData(a))},readData:function(a){},lastIndexOfSignature:function(a){},readAndCheckSignature:function(a){},readDate:function(){var a=this.readInt(4);return new Date(Date.UTC((a>>25&127)+1980,(a>>21&15)-1,a>>16&31,a>>11&31,a>>5&63,(31&a)<<1))}},b.exports=d},{"../utils":32}],19:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./Uint8ArrayReader"),f=a("../utils");f.inherits(d,e),d.prototype.readData=function(a){this.checkOffset(a);var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./Uint8ArrayReader":21}],20:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./DataReader"),f=a("../utils");f.inherits(d,e),d.prototype.byteAt=function(a){return this.data.charCodeAt(this.zero+a)},d.prototype.lastIndexOfSignature=function(a){return this.data.lastIndexOf(a)-this.zero},d.prototype.readAndCheckSignature=function(a){var b=this.readData(4);return a===b},d.prototype.readData=function(a){this.checkOffset(a);var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./DataReader":18}],21:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./ArrayReader"),f=a("../utils");f.inherits(d,e),d.prototype.readData=function(a){if(this.checkOffset(a),0===a)return new Uint8Array(0);var b=this.data.subarray(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./ArrayReader":17}],22:[function(a,b,c){"use strict";var d=a("../utils"),e=a("../support"),f=a("./ArrayReader"),g=a("./StringReader"),h=a("./NodeBufferReader"),i=a("./Uint8ArrayReader");b.exports=function(a){var b=d.getTypeOf(a);return d.checkSupport(b),"string"!==b||e.uint8array?"nodebuffer"===b?new h(a):e.uint8array?new i(d.transformTo("uint8array",a)):new f(d.transformTo("array",a)):new g(a)}},{"../support":30,"../utils":32,"./ArrayReader":17,"./NodeBufferReader":19,"./StringReader":20,"./Uint8ArrayReader":21}],23:[function(a,b,c){"use strict";c.LOCAL_FILE_HEADER="PK",c.CENTRAL_FILE_HEADER="PK
",c.CENTRAL_DIRECTORY_END="PK",c.ZIP64_CENTRAL_DIRECTORY_LOCATOR="PK",c.ZIP64_CENTRAL_DIRECTORY_END="PK",c.DATA_DESCRIPTOR="PK\b"},{}],24:[function(a,b,c){"use strict";function d(a){e.call(this,"ConvertWorker to "+a),this.destType=a}var e=a("./GenericWorker"),f=a("../utils");f.inherits(d,e),d.prototype.processChunk=function(a){this.push({data:f.transformTo(this.destType,a.data),meta:a.meta})},b.exports=d},{"../utils":32,"./GenericWorker":28}],25:[function(a,b,c){"use strict";function d(){e.call(this,"Crc32Probe"),this.withStreamInfo("crc32",0)}var e=a("./GenericWorker"),f=a("../crc32"),g=a("../utils");g.inherits(d,e),d.prototype.processChunk=function(a){this.streamInfo.crc32=f(a.data,this.streamInfo.crc32||0),this.push(a)},b.exports=d},{"../crc32":4,"../utils":32,"./GenericWorker":28}],26:[function(a,b,c){"use strict";function d(a){f.call(this,"DataLengthProbe for "+a),this.propName=a,this.withStreamInfo(a,0)}var e=a("../utils"),f=a("./GenericWorker");e.inherits(d,f),d.prototype.processChunk=function(a){if(a){var b=this.streamInfo[this.propName]||0;this.streamInfo[this.propName]=b+a.data.length}f.prototype.processChunk.call(this,a)},b.exports=d},{"../utils":32,"./GenericWorker":28}],27:[function(a,b,c){"use strict";function d(a){f.call(this,"DataWorker");var b=this;this.dataIsReady=!1,this.index=0,this.max=0,this.data=null,this.type="",this._tickScheduled=!1,a.then(function(a){b.dataIsReady=!0,b.data=a,b.max=a&&a.length||0,b.type=e.getTypeOf(a),b.isPaused||b._tickAndRepeat()},function(a){b.error(a)})}var e=a("../utils"),f=a("./GenericWorker"),g=16384;e.inherits(d,f),d.prototype.cleanUp=function(){f.prototype.cleanUp.call(this),this.data=null},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(!this._tickScheduled&&this.dataIsReady&&(this._tickScheduled=!0,e.delay(this._tickAndRepeat,[],this)),!0)},d.prototype._tickAndRepeat=function(){this._tickScheduled=!1,this.isPaused||this.isFinished||(this._tick(),this.isFinished||(e.delay(this._tickAndRepeat,[],this),this._tickScheduled=!0))},d.prototype._tick=function(){if(this.isPaused||this.isFinished)return!1;var a=g,b=null,c=Math.min(this.max,this.index+a);if(this.index>=this.max)return this.end();switch(this.type){case"string":b=this.data.substring(this.index,c);break;case"uint8array":b=this.data.subarray(this.index,c);break;case"array":case"nodebuffer":b=this.data.slice(this.index,c)}return this.index=c,this.push({data:b,meta:{percent:this.max?this.index/this.max*100:0}})},b.exports=d},{"../utils":32,"./GenericWorker":28}],28:[function(a,b,c){"use strict";function d(a){this.name=a||"default",this.streamInfo={},this.generatedError=null,this.extraStreamInfo={},this.isPaused=!0,this.isFinished=!1,this.isLocked=!1,this._listeners={data:[],end:[],error:[]},this.previous=null}d.prototype={push:function(a){this.emit("data",a)},end:function(){if(this.isFinished)return!1;this.flush();try{this.emit("end"),this.cleanUp(),this.isFinished=!0}catch(a){this.emit("error",a)}return!0},error:function(a){return!this.isFinished&&(this.isPaused?this.generatedError=a:(this.isFinished=!0,this.emit("error",a),this.previous&&this.previous.error(a),this.cleanUp()),!0)},on:function(a,b){return this._listeners[a].push(b),this},cleanUp:function(){this.streamInfo=this.generatedError=this.extraStreamInfo=null,this._listeners=[]},emit:function(a,b){if(this._listeners[a])for(var c=0;c<this._listeners[a].length;c++)this._listeners[a][c].call(this,b)},pipe:function(a){return a.registerPrevious(this)},registerPrevious:function(a){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.streamInfo=a.streamInfo,this.mergeStreamInfo(),this.previous=a;var b=this;return a.on("data",function(a){b.processChunk(a)}),a.on("end",function(){b.end()}),a.on("error",function(a){b.error(a)}),this},pause:function(){return!this.isPaused&&!this.isFinished&&(this.isPaused=!0,this.previous&&this.previous.pause(),!0)},resume:function(){if(!this.isPaused||this.isFinished)return!1;this.isPaused=!1;var a=!1;return this.generatedError&&(this.error(this.generatedError),a=!0),this.previous&&this.previous.resume(),!a},flush:function(){},processChunk:function(a){this.push(a)},withStreamInfo:function(a,b){return this.extraStreamInfo[a]=b,this.mergeStreamInfo(),this},mergeStreamInfo:function(){for(var a in this.extraStreamInfo)this.extraStreamInfo.hasOwnProperty(a)&&(this.streamInfo[a]=this.extraStreamInfo[a])},lock:function(){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.isLocked=!0,this.previous&&this.previous.lock()},toString:function(){var a="Worker "+this.name;return this.previous?this.previous+" -> "+a:a}},b.exports=d},{}],29:[function(a,b,c){"use strict";function d(a,b,c){switch(a){case"blob":return h.newBlob(h.transformTo("arraybuffer",b),c);case"base64":return k.encode(b);default:return h.transformTo(a,b)}}function e(a,b){var c,d=0,e=null,f=0;for(c=0;c<b.length;c++)f+=b[c].length;switch(a){case"string":return b.join("");case"array":return Array.prototype.concat.apply([],b);case"uint8array":for(e=new Uint8Array(f),c=0;c<b.length;c++)e.set(b[c],d),d+=b[c].length;return e;case"nodebuffer":return Buffer.concat(b);default:throw new Error("concat : unsupported type '"+a+"'")}}function f(a,b){return new m.Promise(function(c,f){var g=[],h=a._internalType,i=a._outputType,j=a._mimeType;a.on("data",function(a,c){g.push(a),b&&b(c)}).on("error",function(a){g=[],f(a)}).on("end",function(){try{var a=d(i,e(h,g),j);c(a)}catch(b){f(b)}g=[]}).resume()})}function g(a,b,c){var d=b;switch(b){case"blob":case"arraybuffer":d="uint8array";break;case"base64":d="string"}try{this._internalType=d,this._outputType=b,this._mimeType=c,h.checkSupport(d),this._worker=a.pipe(new i(d)),a.lock()}catch(e){this._worker=new j("error"),this._worker.error(e)}}var h=a("../utils"),i=a("./ConvertWorker"),j=a("./GenericWorker"),k=a("../base64"),l=a("../support"),m=a("../external"),n=null;if(l.nodestream)try{n=a("../nodejs/NodejsStreamOutputAdapter")}catch(o){}g.prototype={accumulate:function(a){return f(this,a)},on:function(a,b){var c=this;return"data"===a?this._worker.on(a,function(a){b.call(c,a.data,a.meta)}):this._worker.on(a,function(){h.delay(b,arguments,c)}),this},resume:function(){return h.delay(this._worker.resume,[],this._worker),this},pause:function(){return this._worker.pause(),this},toNodejsStream:function(a){if(h.checkSupport("nodestream"),"nodebuffer"!==this._outputType)throw new Error(this._outputType+" is not supported by this method");return new n(this,{objectMode:"nodebuffer"!==this._outputType},a)}},b.exports=g},{"../base64":1,"../external":6,"../nodejs/NodejsStreamOutputAdapter":13,"../support":30,"../utils":32,"./ConvertWorker":24,"./GenericWorker":28}],30:[function(a,b,c){"use strict";if(c.base64=!0,c.array=!0,c.string=!0,c.arraybuffer="undefined"!=typeof ArrayBuffer&&"undefined"!=typeof Uint8Array,c.nodebuffer="undefined"!=typeof Buffer,c.uint8array="undefined"!=typeof Uint8Array,"undefined"==typeof ArrayBuffer)c.blob=!1;else{var d=new ArrayBuffer(0);try{c.blob=0===new Blob([d],{type:"application/zip"}).size}catch(e){try{var f=self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder,g=new f;g.append(d),c.blob=0===g.getBlob("application/zip").size}catch(e){c.blob=!1}}}try{c.nodestream=!!a("readable-stream").Readable}catch(e){c.nodestream=!1}},{"readable-stream":16}],31:[function(a,b,c){"use strict";function d(){i.call(this,"utf-8 decode"),this.leftOver=null}function e(){i.call(this,"utf-8 encode")}for(var f=a("./utils"),g=a("./support"),h=a("./nodejsUtils"),i=a("./stream/GenericWorker"),j=new Array(256),k=0;k<256;k++)j[k]=k>=252?6:k>=248?5:k>=240?4:k>=224?3:k>=192?2:1;j[254]=j[254]=1;var l=function(a){var b,c,d,e,f,h=a.length,i=0;for(e=0;e<h;e++)c=a.charCodeAt(e),55296===(64512&c)&&e+1<h&&(d=a.charCodeAt(e+1),56320===(64512&d)&&(c=65536+(c-55296<<10)+(d-56320),e++)),i+=c<128?1:c<2048?2:c<65536?3:4;for(b=g.uint8array?new Uint8Array(i):new Array(i),f=0,e=0;f<i;e++)c=a.charCodeAt(e),55296===(64512&c)&&e+1<h&&(d=a.charCodeAt(e+1),56320===(64512&d)&&(c=65536+(c-55296<<10)+(d-56320),e++)),c<128?b[f++]=c:c<2048?(b[f++]=192|c>>>6,b[f++]=128|63&c):c<65536?(b[f++]=224|c>>>12,b[f++]=128|c>>>6&63,b[f++]=128|63&c):(b[f++]=240|c>>>18,b[f++]=128|c>>>12&63,b[f++]=128|c>>>6&63,b[f++]=128|63&c);return b},m=function(a,b){var c;for(b=b||a.length,b>a.length&&(b=a.length),c=b-1;c>=0&&128===(192&a[c]);)c--;return c<0?b:0===c?b:c+j[a[c]]>b?c:b},n=function(a){var b,c,d,e,g=a.length,h=new Array(2*g);for(c=0,b=0;b<g;)if(d=a[b++],d<128)h[c++]=d;else if(e=j[d],e>4)h[c++]=65533,b+=e-1;else{for(d&=2===e?31:3===e?15:7;e>1&&b<g;)d=d<<6|63&a[b++],e--;e>1?h[c++]=65533:d<65536?h[c++]=d:(d-=65536,h[c++]=55296|d>>10&1023,h[c++]=56320|1023&d)}return h.length!==c&&(h.subarray?h=h.subarray(0,c):h.length=c),f.applyFromCharCode(h)};c.utf8encode=function(a){return g.nodebuffer?h.newBufferFrom(a,"utf-8"):l(a)},c.utf8decode=function(a){return g.nodebuffer?f.transformTo("nodebuffer",a).toString("utf-8"):(a=f.transformTo(g.uint8array?"uint8array":"array",a),n(a))},f.inherits(d,i),d.prototype.processChunk=function(a){var b=f.transformTo(g.uint8array?"uint8array":"array",a.data);if(this.leftOver&&this.leftOver.length){if(g.uint8array){var d=b;b=new Uint8Array(d.length+this.leftOver.length),b.set(this.leftOver,0),b.set(d,this.leftOver.length)}else b=this.leftOver.concat(b);this.leftOver=null}var e=m(b),h=b;e!==b.length&&(g.uint8array?(h=b.subarray(0,e),this.leftOver=b.subarray(e,b.length)):(h=b.slice(0,e),this.leftOver=b.slice(e,b.length))),this.push({data:c.utf8decode(h),meta:a.meta})},d.prototype.flush=function(){this.leftOver&&this.leftOver.length&&(this.push({data:c.utf8decode(this.leftOver),meta:{}}),this.leftOver=null)},c.Utf8DecodeWorker=d,f.inherits(e,i),e.prototype.processChunk=function(a){this.push({data:c.utf8encode(a.data),meta:a.meta})},c.Utf8EncodeWorker=e},{"./nodejsUtils":14,"./stream/GenericWorker":28,"./support":30,"./utils":32}],32:[function(a,b,c){"use strict";function d(a){var b=null;return b=i.uint8array?new Uint8Array(a.length):new Array(a.length),f(a,b)}function e(a){return a}function f(a,b){for(var c=0;c<a.length;++c)b[c]=255&a.charCodeAt(c);return b}function g(a){var b=65536,d=c.getTypeOf(a),e=!0;if("uint8array"===d?e=n.applyCanBeUsed.uint8array:"nodebuffer"===d&&(e=n.applyCanBeUsed.nodebuffer),e)for(;b>1;)try{return n.stringifyByChunk(a,d,b)}catch(f){b=Math.floor(b/2)}return n.stringifyByChar(a)}function h(a,b){for(var c=0;c<a.length;c++)b[c]=a[c];
+return b}var i=a("./support"),j=a("./base64"),k=a("./nodejsUtils"),l=a("core-js/library/fn/set-immediate"),m=a("./external");c.newBlob=function(a,b){c.checkSupport("blob");try{return new Blob([a],{type:b})}catch(d){try{var e=self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder,f=new e;return f.append(a),f.getBlob(b)}catch(d){throw new Error("Bug : can't construct the Blob.")}}};var n={stringifyByChunk:function(a,b,c){var d=[],e=0,f=a.length;if(f<=c)return String.fromCharCode.apply(null,a);for(;e<f;)"array"===b||"nodebuffer"===b?d.push(String.fromCharCode.apply(null,a.slice(e,Math.min(e+c,f)))):d.push(String.fromCharCode.apply(null,a.subarray(e,Math.min(e+c,f)))),e+=c;return d.join("")},stringifyByChar:function(a){for(var b="",c=0;c<a.length;c++)b+=String.fromCharCode(a[c]);return b},applyCanBeUsed:{uint8array:function(){try{return i.uint8array&&1===String.fromCharCode.apply(null,new Uint8Array(1)).length}catch(a){return!1}}(),nodebuffer:function(){try{return i.nodebuffer&&1===String.fromCharCode.apply(null,k.allocBuffer(1)).length}catch(a){return!1}}()}};c.applyFromCharCode=g;var o={};o.string={string:e,array:function(a){return f(a,new Array(a.length))},arraybuffer:function(a){return o.string.uint8array(a).buffer},uint8array:function(a){return f(a,new Uint8Array(a.length))},nodebuffer:function(a){return f(a,k.allocBuffer(a.length))}},o.array={string:g,array:e,arraybuffer:function(a){return new Uint8Array(a).buffer},uint8array:function(a){return new Uint8Array(a)},nodebuffer:function(a){return k.newBufferFrom(a)}},o.arraybuffer={string:function(a){return g(new Uint8Array(a))},array:function(a){return h(new Uint8Array(a),new Array(a.byteLength))},arraybuffer:e,uint8array:function(a){return new Uint8Array(a)},nodebuffer:function(a){return k.newBufferFrom(new Uint8Array(a))}},o.uint8array={string:g,array:function(a){return h(a,new Array(a.length))},arraybuffer:function(a){return a.buffer},uint8array:e,nodebuffer:function(a){return k.newBufferFrom(a)}},o.nodebuffer={string:g,array:function(a){return h(a,new Array(a.length))},arraybuffer:function(a){return o.nodebuffer.uint8array(a).buffer},uint8array:function(a){return h(a,new Uint8Array(a.length))},nodebuffer:e},c.transformTo=function(a,b){if(b||(b=""),!a)return b;c.checkSupport(a);var d=c.getTypeOf(b),e=o[d][a](b);return e},c.getTypeOf=function(a){return"string"==typeof a?"string":"[object Array]"===Object.prototype.toString.call(a)?"array":i.nodebuffer&&k.isBuffer(a)?"nodebuffer":i.uint8array&&a instanceof Uint8Array?"uint8array":i.arraybuffer&&a instanceof ArrayBuffer?"arraybuffer":void 0},c.checkSupport=function(a){var b=i[a.toLowerCase()];if(!b)throw new Error(a+" is not supported by this platform")},c.MAX_VALUE_16BITS=65535,c.MAX_VALUE_32BITS=-1,c.pretty=function(a){var b,c,d="";for(c=0;c<(a||"").length;c++)b=a.charCodeAt(c),d+="\\x"+(b<16?"0":"")+b.toString(16).toUpperCase();return d},c.delay=function(a,b,c){l(function(){a.apply(c||null,b||[])})},c.inherits=function(a,b){var c=function(){};c.prototype=b.prototype,a.prototype=new c},c.extend=function(){var a,b,c={};for(a=0;a<arguments.length;a++)for(b in arguments[a])arguments[a].hasOwnProperty(b)&&"undefined"==typeof c[b]&&(c[b]=arguments[a][b]);return c},c.prepareContent=function(a,b,e,f,g){var h=m.Promise.resolve(b).then(function(a){var b=i.blob&&(a instanceof Blob||["[object File]","[object Blob]"].indexOf(Object.prototype.toString.call(a))!==-1);return b&&"undefined"!=typeof FileReader?new m.Promise(function(b,c){var d=new FileReader;d.onload=function(a){b(a.target.result)},d.onerror=function(a){c(a.target.error)},d.readAsArrayBuffer(a)}):a});return h.then(function(b){var h=c.getTypeOf(b);return h?("arraybuffer"===h?b=c.transformTo("uint8array",b):"string"===h&&(g?b=j.decode(b):e&&f!==!0&&(b=d(b))),b):m.Promise.reject(new Error("Can't read the data of '"+a+"'. Is it in a supported JavaScript type (String, Blob, ArrayBuffer, etc) ?"))})}},{"./base64":1,"./external":6,"./nodejsUtils":14,"./support":30,"core-js/library/fn/set-immediate":36}],33:[function(a,b,c){"use strict";function d(a){this.files=[],this.loadOptions=a}var e=a("./reader/readerFor"),f=a("./utils"),g=a("./signature"),h=a("./zipEntry"),i=(a("./utf8"),a("./support"));d.prototype={checkSignature:function(a){if(!this.reader.readAndCheckSignature(a)){this.reader.index-=4;var b=this.reader.readString(4);throw new Error("Corrupted zip or bug: unexpected signature ("+f.pretty(b)+", expected "+f.pretty(a)+")")}},isSignature:function(a,b){var c=this.reader.index;this.reader.setIndex(a);var d=this.reader.readString(4),e=d===b;return this.reader.setIndex(c),e},readBlockEndOfCentral:function(){this.diskNumber=this.reader.readInt(2),this.diskWithCentralDirStart=this.reader.readInt(2),this.centralDirRecordsOnThisDisk=this.reader.readInt(2),this.centralDirRecords=this.reader.readInt(2),this.centralDirSize=this.reader.readInt(4),this.centralDirOffset=this.reader.readInt(4),this.zipCommentLength=this.reader.readInt(2);var a=this.reader.readData(this.zipCommentLength),b=i.uint8array?"uint8array":"array",c=f.transformTo(b,a);this.zipComment=this.loadOptions.decodeFileName(c)},readBlockZip64EndOfCentral:function(){this.zip64EndOfCentralSize=this.reader.readInt(8),this.reader.skip(4),this.diskNumber=this.reader.readInt(4),this.diskWithCentralDirStart=this.reader.readInt(4),this.centralDirRecordsOnThisDisk=this.reader.readInt(8),this.centralDirRecords=this.reader.readInt(8),this.centralDirSize=this.reader.readInt(8),this.centralDirOffset=this.reader.readInt(8),this.zip64ExtensibleData={};for(var a,b,c,d=this.zip64EndOfCentralSize-44,e=0;e<d;)a=this.reader.readInt(2),b=this.reader.readInt(4),c=this.reader.readData(b),this.zip64ExtensibleData[a]={id:a,length:b,value:c}},readBlockZip64EndOfCentralLocator:function(){if(this.diskWithZip64CentralDirStart=this.reader.readInt(4),this.relativeOffsetEndOfZip64CentralDir=this.reader.readInt(8),this.disksCount=this.reader.readInt(4),this.disksCount>1)throw new Error("Multi-volumes zip are not supported")},readLocalFiles:function(){var a,b;for(a=0;a<this.files.length;a++)b=this.files[a],this.reader.setIndex(b.localHeaderOffset),this.checkSignature(g.LOCAL_FILE_HEADER),b.readLocalPart(this.reader),b.handleUTF8(),b.processAttributes()},readCentralDir:function(){var a;for(this.reader.setIndex(this.centralDirOffset);this.reader.readAndCheckSignature(g.CENTRAL_FILE_HEADER);)a=new h({zip64:this.zip64},this.loadOptions),a.readCentralPart(this.reader),this.files.push(a);if(this.centralDirRecords!==this.files.length&&0!==this.centralDirRecords&&0===this.files.length)throw new Error("Corrupted zip or bug: expected "+this.centralDirRecords+" records in central dir, got "+this.files.length)},readEndOfCentral:function(){var a=this.reader.lastIndexOfSignature(g.CENTRAL_DIRECTORY_END);if(a<0){var b=!this.isSignature(0,g.LOCAL_FILE_HEADER);throw b?new Error("Can't find end of central directory : is this a zip file ? If it is, see https://stuk.github.io/jszip/documentation/howto/read_zip.html"):new Error("Corrupted zip: can't find end of central directory")}this.reader.setIndex(a);var c=a;if(this.checkSignature(g.CENTRAL_DIRECTORY_END),this.readBlockEndOfCentral(),this.diskNumber===f.MAX_VALUE_16BITS||this.diskWithCentralDirStart===f.MAX_VALUE_16BITS||this.centralDirRecordsOnThisDisk===f.MAX_VALUE_16BITS||this.centralDirRecords===f.MAX_VALUE_16BITS||this.centralDirSize===f.MAX_VALUE_32BITS||this.centralDirOffset===f.MAX_VALUE_32BITS){if(this.zip64=!0,a=this.reader.lastIndexOfSignature(g.ZIP64_CENTRAL_DIRECTORY_LOCATOR),a<0)throw new Error("Corrupted zip: can't find the ZIP64 end of central directory locator");if(this.reader.setIndex(a),this.checkSignature(g.ZIP64_CENTRAL_DIRECTORY_LOCATOR),this.readBlockZip64EndOfCentralLocator(),!this.isSignature(this.relativeOffsetEndOfZip64CentralDir,g.ZIP64_CENTRAL_DIRECTORY_END)&&(this.relativeOffsetEndOfZip64CentralDir=this.reader.lastIndexOfSignature(g.ZIP64_CENTRAL_DIRECTORY_END),this.relativeOffsetEndOfZip64CentralDir<0))throw new Error("Corrupted zip: can't find the ZIP64 end of central directory");this.reader.setIndex(this.relativeOffsetEndOfZip64CentralDir),this.checkSignature(g.ZIP64_CENTRAL_DIRECTORY_END),this.readBlockZip64EndOfCentral()}var d=this.centralDirOffset+this.centralDirSize;this.zip64&&(d+=20,d+=12+this.zip64EndOfCentralSize);var e=c-d;if(e>0)this.isSignature(c,g.CENTRAL_FILE_HEADER)||(this.reader.zero=e);else if(e<0)throw new Error("Corrupted zip: missing "+Math.abs(e)+" bytes.")},prepareReader:function(a){this.reader=e(a)},load:function(a){this.prepareReader(a),this.readEndOfCentral(),this.readCentralDir(),this.readLocalFiles()}},b.exports=d},{"./reader/readerFor":22,"./signature":23,"./support":30,"./utf8":31,"./utils":32,"./zipEntry":34}],34:[function(a,b,c){"use strict";function d(a,b){this.options=a,this.loadOptions=b}var e=a("./reader/readerFor"),f=a("./utils"),g=a("./compressedObject"),h=a("./crc32"),i=a("./utf8"),j=a("./compressions"),k=a("./support"),l=0,m=3,n=function(a){for(var b in j)if(j.hasOwnProperty(b)&&j[b].magic===a)return j[b];return null};d.prototype={isEncrypted:function(){return 1===(1&this.bitFlag)},useUTF8:function(){return 2048===(2048&this.bitFlag)},readLocalPart:function(a){var b,c;if(a.skip(22),this.fileNameLength=a.readInt(2),c=a.readInt(2),this.fileName=a.readData(this.fileNameLength),a.skip(c),this.compressedSize===-1||this.uncompressedSize===-1)throw new Error("Bug or corrupted zip : didn't get enough informations from the central directory (compressedSize === -1 || uncompressedSize === -1)");if(b=n(this.compressionMethod),null===b)throw new Error("Corrupted zip : compression "+f.pretty(this.compressionMethod)+" unknown (inner file : "+f.transformTo("string",this.fileName)+")");this.decompressed=new g(this.compressedSize,this.uncompressedSize,this.crc32,b,a.readData(this.compressedSize))},readCentralPart:function(a){this.versionMadeBy=a.readInt(2),a.skip(2),this.bitFlag=a.readInt(2),this.compressionMethod=a.readString(2),this.date=a.readDate(),this.crc32=a.readInt(4),this.compressedSize=a.readInt(4),this.uncompressedSize=a.readInt(4);var b=a.readInt(2);if(this.extraFieldsLength=a.readInt(2),this.fileCommentLength=a.readInt(2),this.diskNumberStart=a.readInt(2),this.internalFileAttributes=a.readInt(2),this.externalFileAttributes=a.readInt(4),this.localHeaderOffset=a.readInt(4),this.isEncrypted())throw new Error("Encrypted zip are not supported");a.skip(b),this.readExtraFields(a),this.parseZIP64ExtraField(a),this.fileComment=a.readData(this.fileCommentLength)},processAttributes:function(){this.unixPermissions=null,this.dosPermissions=null;var a=this.versionMadeBy>>8;this.dir=!!(16&this.externalFileAttributes),a===l&&(this.dosPermissions=63&this.externalFileAttributes),a===m&&(this.unixPermissions=this.externalFileAttributes>>16&65535),this.dir||"/"!==this.fileNameStr.slice(-1)||(this.dir=!0)},parseZIP64ExtraField:function(a){if(this.extraFields[1]){var b=e(this.extraFields[1].value);this.uncompressedSize===f.MAX_VALUE_32BITS&&(this.uncompressedSize=b.readInt(8)),this.compressedSize===f.MAX_VALUE_32BITS&&(this.compressedSize=b.readInt(8)),this.localHeaderOffset===f.MAX_VALUE_32BITS&&(this.localHeaderOffset=b.readInt(8)),this.diskNumberStart===f.MAX_VALUE_32BITS&&(this.diskNumberStart=b.readInt(4))}},readExtraFields:function(a){var 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c,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,x,y,z,A,B,C;c=a.state,f=a.next_in,B=a.input,g=f+(a.avail_in-5),h=a.next_out,C=a.output,i=h-(b-a.avail_out),j=h+(a.avail_out-257),k=c.dmax,l=c.wsize,m=c.whave,n=c.wnext,o=c.window,p=c.hold,q=c.bits,r=c.lencode,s=c.distcode,t=(1<<c.lenbits)-1,u=(1<<c.distbits)-1;a:do{q<15&&(p+=B[f++]<<q,q+=8,p+=B[f++]<<q,q+=8),v=r[p&t];b:for(;;){if(w=v>>>24,p>>>=w,q-=w,w=v>>>16&255,0===w)C[h++]=65535&v;else{if(!(16&w)){if(0===(64&w)){v=r[(65535&v)+(p&(1<<w)-1)];continue b}if(32&w){c.mode=e;break a}a.msg="invalid literal/length code",c.mode=d;break a}x=65535&v,w&=15,w&&(q<w&&(p+=B[f++]<<q,q+=8),x+=p&(1<<w)-1,p>>>=w,q-=w),q<15&&(p+=B[f++]<<q,q+=8,p+=B[f++]<<q,q+=8),v=s[p&u];c:for(;;){if(w=v>>>24,p>>>=w,q-=w,w=v>>>16&255,!(16&w)){if(0===(64&w)){v=s[(65535&v)+(p&(1<<w)-1)];continue c}a.msg="invalid distance code",c.mode=d;break a}if(y=65535&v,w&=15,q<w&&(p+=B[f++]<<q,q+=8,q<w&&(p+=B[f++]<<q,q+=8)),y+=p&(1<<w)-1,y>k){a.msg="invalid distance too far back",c.mode=d;break 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P:if(1024&c.flags){for(;n<16;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.length=m,c.head&&(c.head.extra_len=m),512&c.flags&&(Ba[0]=255&m,Ba[1]=m>>>8&255,c.check=u(c.check,Ba,2,0)),m=0,n=0}else c.head&&(c.head.extra=null);c.mode=Q;case Q:if(1024&c.flags&&(q=c.length,q>i&&(q=i),q&&(c.head&&(wa=c.head.extra_len-c.length,c.head.extra||(c.head.extra=new Array(c.head.extra_len)),s.arraySet(c.head.extra,e,g,q,wa)),512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,c.length-=q),c.length))break a;c.length=0,c.mode=R;case R:if(2048&c.flags){if(0===i)break a;q=0;do wa=e[g+q++],c.head&&wa&&c.length<65536&&(c.head.name+=String.fromCharCode(wa));while(wa&&q<i);if(512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,wa)break a}else c.head&&(c.head.name=null);c.length=0,c.mode=S;case S:if(4096&c.flags){if(0===i)break a;q=0;do wa=e[g+q++],c.head&&wa&&c.length<65536&&(c.head.comment+=String.fromCharCode(wa));while(wa&&q<i);if(512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,wa)break a}else c.head&&(c.head.comment=null);c.mode=T;case T:if(512&c.flags){for(;n<16;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m!==(65535&c.check)){a.msg="header crc mismatch",c.mode=ma;break}m=0,n=0}c.head&&(c.head.hcrc=c.flags>>9&1,c.head.done=!0),a.adler=c.check=0,c.mode=W;break;case U:for(;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}a.adler=c.check=d(m),m=0,n=0,c.mode=V;case V:if(0===c.havedict)return a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,F;a.adler=c.check=1,c.mode=W;case W:if(b===B||b===C)break a;case X:if(c.last){m>>>=7&n,n-=7&n,c.mode=ja;break}for(;n<3;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}switch(c.last=1&m,m>>>=1,n-=1,3&m){case 0:c.mode=Y;break;case 1:if(k(c),c.mode=ca,b===C){m>>>=2,n-=2;break a}break;case 2:c.mode=_;break;case 3:a.msg="invalid block type",c.mode=ma}m>>>=2,n-=2;break;case Y:for(m>>>=7&n,n-=7&n;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if((65535&m)!==(m>>>16^65535)){a.msg="invalid stored block lengths",c.mode=ma;break}if(c.length=65535&m,m=0,n=0,c.mode=Z,b===C)break a;case Z:c.mode=$;case $:if(q=c.length){if(q>i&&(q=i),q>j&&(q=j),0===q)break a;s.arraySet(f,e,g,q,h),i-=q,g+=q,j-=q,h+=q,c.length-=q;break}c.mode=W;break;case _:for(;n<14;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(c.nlen=(31&m)+257,m>>>=5,n-=5,c.ndist=(31&m)+1,m>>>=5,n-=5,c.ncode=(15&m)+4,m>>>=4,n-=4,c.nlen>286||c.ndist>30){a.msg="too many length or distance symbols",c.mode=ma;break}c.have=0,c.mode=aa;case aa:for(;c.have<c.ncode;){for(;n<3;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.lens[Ca[c.have++]]=7&m,m>>>=3,n-=3}for(;c.have<19;)c.lens[Ca[c.have++]]=0;if(c.lencode=c.lendyn,c.lenbits=7,ya={bits:c.lenbits},xa=w(x,c.lens,0,19,c.lencode,0,c.work,ya),c.lenbits=ya.bits,xa){a.msg="invalid code lengths set",c.mode=ma;break}c.have=0,c.mode=ba;case ba:for(;c.have<c.nlen+c.ndist;){for(;Aa=c.lencode[m&(1<<c.lenbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(sa<16)m>>>=qa,n-=qa,c.lens[c.have++]=sa;else{if(16===sa){for(za=qa+2;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m>>>=qa,n-=qa,0===c.have){a.msg="invalid bit length repeat",c.mode=ma;break}wa=c.lens[c.have-1],q=3+(3&m),m>>>=2,n-=2}else if(17===sa){for(za=qa+3;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=qa,n-=qa,wa=0,q=3+(7&m),m>>>=3,n-=3}else{for(za=qa+7;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=qa,n-=qa,wa=0,q=11+(127&m),m>>>=7,n-=7}if(c.have+q>c.nlen+c.ndist){a.msg="invalid bit length repeat",c.mode=ma;break}for(;q--;)c.lens[c.have++]=wa}}if(c.mode===ma)break;if(0===c.lens[256]){a.msg="invalid code -- missing end-of-block",c.mode=ma;break}if(c.lenbits=9,ya={bits:c.lenbits},xa=w(y,c.lens,0,c.nlen,c.lencode,0,c.work,ya),c.lenbits=ya.bits,xa){a.msg="invalid literal/lengths set",c.mode=ma;break}if(c.distbits=6,c.distcode=c.distdyn,ya={bits:c.distbits},xa=w(z,c.lens,c.nlen,c.ndist,c.distcode,0,c.work,ya),c.distbits=ya.bits,xa){a.msg="invalid distances set",c.mode=ma;break}if(c.mode=ca,b===C)break a;case ca:c.mode=da;case da:if(i>=6&&j>=258){a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,v(a,p),h=a.next_out,f=a.output,j=a.avail_out,g=a.next_in,e=a.input,i=a.avail_in,m=c.hold,n=c.bits,c.mode===W&&(c.back=-1);break}for(c.back=0;Aa=c.lencode[m&(1<<c.lenbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(ra&&0===(240&ra)){for(ta=qa,ua=ra,va=sa;Aa=c.lencode[va+((m&(1<<ta+ua)-1)>>ta)],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(ta+qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=ta,n-=ta,c.back+=ta}if(m>>>=qa,n-=qa,c.back+=qa,c.length=sa,0===ra){c.mode=ia;break}if(32&ra){c.back=-1,c.mode=W;break}if(64&ra){a.msg="invalid literal/length code",c.mode=ma;break}c.extra=15&ra,c.mode=ea;case ea:if(c.extra){for(za=c.extra;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.length+=m&(1<<c.extra)-1,m>>>=c.extra,n-=c.extra,c.back+=c.extra}c.was=c.length,c.mode=fa;case fa:for(;Aa=c.distcode[m&(1<<c.distbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(0===(240&ra)){for(ta=qa,ua=ra,va=sa;Aa=c.distcode[va+((m&(1<<ta+ua)-1)>>ta)],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(ta+qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=ta,n-=ta,c.back+=ta}if(m>>>=qa,n-=qa,c.back+=qa,64&ra){a.msg="invalid distance code",c.mode=ma;break}c.offset=sa,c.extra=15&ra,c.mode=ga;case ga:if(c.extra){for(za=c.extra;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.offset+=m&(1<<c.extra)-1,m>>>=c.extra,n-=c.extra,c.back+=c.extra}if(c.offset>c.dmax){a.msg="invalid distance too far back",c.mode=ma;break}c.mode=ha;case ha:if(0===j)break a;if(q=p-j,c.offset>q){if(q=c.offset-q,q>c.whave&&c.sane){a.msg="invalid distance too far back",c.mode=ma;break}q>c.wnext?(q-=c.wnext,r=c.wsize-q):r=c.wnext-q,q>c.length&&(q=c.length),pa=c.window}else pa=f,r=h-c.offset,q=c.length;q>j&&(q=j),j-=q,c.length-=q;do f[h++]=pa[r++];while(--q);0===c.length&&(c.mode=da);break;case ia:if(0===j)break a;f[h++]=c.length,j--,c.mode=da;break;case ja:if(c.wrap){for(;n<32;){if(0===i)break a;i--,m|=e[g++]<<n,n+=8}if(p-=j,a.total_out+=p,c.total+=p,p&&(a.adler=c.check=c.flags?u(c.check,f,p,h-p):t(c.check,f,p,h-p)),p=j,(c.flags?m:d(m))!==c.check){a.msg="incorrect data check",c.mode=ma;break}m=0,n=0}c.mode=ka;case ka:if(c.wrap&&c.flags){for(;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m!==(4294967295&c.total)){a.msg="incorrect length check",c.mode=ma;break}m=0,n=0}c.mode=la;case la:xa=E;break a;case ma:xa=H;break a;case na:return I;case oa:default:return G}return a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,(c.wsize||p!==a.avail_out&&c.mode<ma&&(c.mode<ja||b!==A))&&l(a,a.output,a.next_out,p-a.avail_out)?(c.mode=na,I):(o-=a.avail_in,p-=a.avail_out,a.total_in+=o,a.total_out+=p,c.total+=p,c.wrap&&p&&(a.adler=c.check=c.flags?u(c.check,f,p,a.next_out-p):t(c.check,f,p,a.next_out-p)),a.data_type=c.bits+(c.last?64:0)+(c.mode===W?128:0)+(c.mode===ca||c.mode===Z?256:0),(0===o&&0===p||b===A)&&xa===D&&(xa=J),xa)}function n(a){if(!a||!a.state)return G;var b=a.state;return b.window&&(b.window=null),a.state=null,D}function o(a,b){var c;return a&&a.state?(c=a.state,0===(2&c.wrap)?G:(c.head=b,b.done=!1,D)):G}function p(a,b){var c,d,e,f=b.length;return a&&a.state?(c=a.state,0!==c.wrap&&c.mode!==V?G:c.mode===V&&(d=1,d=t(d,b,f,0),d!==c.check)?H:(e=l(a,b,f,f))?(c.mode=na,I):(c.havedict=1,D)):G}var q,r,s=a("../utils/common"),t=a("./adler32"),u=a("./crc32"),v=a("./inffast"),w=a("./inftrees"),x=0,y=1,z=2,A=4,B=5,C=6,D=0,E=1,F=2,G=-2,H=-3,I=-4,J=-5,K=8,L=1,M=2,N=3,O=4,P=5,Q=6,R=7,S=8,T=9,U=10,V=11,W=12,X=13,Y=14,Z=15,$=16,_=17,aa=18,ba=19,ca=20,da=21,ea=22,fa=23,ga=24,ha=25,ia=26,ja=27,ka=28,la=29,ma=30,na=31,oa=32,pa=852,qa=592,ra=15,sa=ra,ta=!0;c.inflateReset=g,c.inflateReset2=h,c.inflateResetKeep=f,c.inflateInit=j,c.inflateInit2=i,c.inflate=m,c.inflateEnd=n,c.inflateGetHeader=o,c.inflateSetDictionary=p,c.inflateInfo="pako inflate (from Nodeca project)"},{"../utils/common":62,"./adler32":64,"./crc32":66,"./inffast":69,"./inftrees":71}],71:[function(a,b,c){"use strict";var d=a("../utils/common"),e=15,f=852,g=592,h=0,i=1,j=2,k=[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258,0,0],l=[16,16,16,16,16,16,16,16,17,17,17,17,18,18,18,18,19,19,19,19,20,20,20,20,21,21,21,21,16,72,78],m=[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577,0,0],n=[16,16,16,16,17,17,18,18,19,19,20,20,21,21,22,22,23,23,24,24,25,25,26,26,27,27,28,28,29,29,64,64];b.exports=function(a,b,c,o,p,q,r,s){var t,u,v,w,x,y,z,A,B,C=s.bits,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=null,O=0,P=new d.Buf16(e+1),Q=new d.Buf16(e+1),R=null,S=0;for(D=0;D<=e;D++)P[D]=0;for(E=0;E<o;E++)P[b[c+E]]++;for(H=C,G=e;G>=1&&0===P[G];G--);if(H>G&&(H=G),0===G)return p[q++]=20971520,p[q++]=20971520,s.bits=1,0;for(F=1;F<G&&0===P[F];F++);for(H<F&&(H=F),K=1,D=1;D<=e;D++)if(K<<=1,K-=P[D],K<0)return-1;if(K>0&&(a===h||1!==G))return-1;for(Q[1]=0,D=1;D<e;D++)Q[D+1]=Q[D]+P[D];for(E=0;E<o;E++)0!==b[c+E]&&(r[Q[b[c+E]]++]=E);if(a===h?(N=R=r,y=19):a===i?(N=k,O-=257,R=l,S-=257,y=256):(N=m,R=n,y=-1),M=0,E=0,D=F,x=q,I=H,J=0,v=-1,L=1<<H,w=L-1,a===i&&L>f||a===j&&L>g)return 1;for(;;){z=D-J,r[E]<y?(A=0,B=r[E]):r[E]>y?(A=R[S+r[E]],B=N[O+r[E]]):(A=96,B=0),t=1<<D-J,u=1<<I,F=u;do u-=t,p[x+(M>>J)+u]=z<<24|A<<16|B|0;while(0!==u);for(t=1<<D-1;M&t;)t>>=1;if(0!==t?(M&=t-1,M+=t):M=0,E++,0===--P[D]){if(D===G)break;D=b[c+r[E]]}if(D>H&&(M&w)!==v){for(0===J&&(J=H),x+=F,I=D-J,K=1<<I;I+J<G&&(K-=P[I+J],!(K<=0));)I++,K<<=1;if(L+=1<<I,a===i&&L>f||a===j&&L>g)return 1;v=M&w,p[v]=H<<24|I<<16|x-q|0}}return 0!==M&&(p[x+M]=D-J<<24|64<<16|0),s.bits=H,0}},{"../utils/common":62}],72:[function(a,b,c){"use strict";b.exports={2:"need dictionary",1:"stream end",0:"","-1":"file error","-2":"stream error","-3":"data error","-4":"insufficient memory","-5":"buffer error","-6":"incompatible version"}},{}],73:[function(a,b,c){"use strict";function d(a){for(var b=a.length;--b>=0;)a[b]=0}function e(a,b,c,d,e){this.static_tree=a,this.extra_bits=b,this.extra_base=c,this.elems=d,this.max_length=e,this.has_stree=a&&a.length}function f(a,b){this.dyn_tree=a,this.max_code=0,this.stat_desc=b}function g(a){return a<256?ia[a]:ia[256+(a>>>7)]}function h(a,b){a.pending_buf[a.pending++]=255&b,a.pending_buf[a.pending++]=b>>>8&255}function i(a,b,c){a.bi_valid>X-c?(a.bi_buf|=b<<a.bi_valid&65535,h(a,a.bi_buf),a.bi_buf=b>>X-a.bi_valid,a.bi_valid+=c-X):(a.bi_buf|=b<<a.bi_valid&65535,a.bi_valid+=c)}function j(a,b,c){i(a,c[2*b],c[2*b+1])}function k(a,b){var c=0;do c|=1&a,a>>>=1,c<<=1;while(--b>0);return c>>>1}function l(a){16===a.bi_valid?(h(a,a.bi_buf),a.bi_buf=0,a.bi_valid=0):a.bi_valid>=8&&(a.pending_buf[a.pending++]=255&a.bi_buf,a.bi_buf>>=8,a.bi_valid-=8)}function m(a,b){var c,d,e,f,g,h,i=b.dyn_tree,j=b.max_code,k=b.stat_desc.static_tree,l=b.stat_desc.has_stree,m=b.stat_desc.extra_bits,n=b.stat_desc.extra_base,o=b.stat_desc.max_length,p=0;for(f=0;f<=W;f++)a.bl_count[f]=0;for(i[2*a.heap[a.heap_max]+1]=0,
+c=a.heap_max+1;c<V;c++)d=a.heap[c],f=i[2*i[2*d+1]+1]+1,f>o&&(f=o,p++),i[2*d+1]=f,d>j||(a.bl_count[f]++,g=0,d>=n&&(g=m[d-n]),h=i[2*d],a.opt_len+=h*(f+g),l&&(a.static_len+=h*(k[2*d+1]+g)));if(0!==p){do{for(f=o-1;0===a.bl_count[f];)f--;a.bl_count[f]--,a.bl_count[f+1]+=2,a.bl_count[o]--,p-=2}while(p>0);for(f=o;0!==f;f--)for(d=a.bl_count[f];0!==d;)e=a.heap[--c],e>j||(i[2*e+1]!==f&&(a.opt_len+=(f-i[2*e+1])*i[2*e],i[2*e+1]=f),d--)}}function n(a,b,c){var d,e,f=new Array(W+1),g=0;for(d=1;d<=W;d++)f[d]=g=g+c[d-1]<<1;for(e=0;e<=b;e++){var h=a[2*e+1];0!==h&&(a[2*e]=k(f[h]++,h))}}function o(){var a,b,c,d,f,g=new 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+/*!
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+JSZipUtils - A collection of cross-browser utilities to go along with JSZip.
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+
+*/
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e||o.options.disabled!==!0&&!t(this).hasClass("ui-state-disabled")?("string"==typeof a?o[a]:a).apply(o,arguments):void 0}"string"!=typeof a&&(r.guid=a.guid=a.guid||r.guid||t.guid++);var l=s.match(/^([\w:-]*)\s*(.*)$/),h=l[1]+o.eventNamespace,c=l[2];c?n.on(h,c,r):i.on(h,r)})},_off:function(e,i){i=(i||"").split(" ").join(this.eventNamespace+" ")+this.eventNamespace,e.off(i).off(i),this.bindings=t(this.bindings.not(e).get()),this.focusable=t(this.focusable.not(e).get()),this.hoverable=t(this.hoverable.not(e).get())},_delay:function(t,e){function i(){return("string"==typeof t?s[t]:t).apply(s,arguments)}var s=this;return setTimeout(i,e||0)},_hoverable:function(e){this.hoverable=this.hoverable.add(e),this._on(e,{mouseenter:function(e){this._addClass(t(e.currentTarget),null,"ui-state-hover")},mouseleave:function(e){this._removeClass(t(e.currentTarget),null,"ui-state-hover")}})},_focusable:function(e){this.focusable=this.focusable.add(e),this._on(e,{focusin:function(e){this._addClass(t(e.currentTarget),null,"ui-state-focus")},focusout:function(e){this._removeClass(t(e.currentTarget),null,"ui-state-focus")}})},_trigger:function(e,i,s){var n,o,a=this.options[e];if(s=s||{},i=t.Event(i),i.type=(e===this.widgetEventPrefix?e:this.widgetEventPrefix+e).toLowerCase(),i.target=this.element[0],o=i.originalEvent)for(n in o)n in i||(i[n]=o[n]);return this.element.trigger(i,s),!(t.isFunction(a)&&a.apply(this.element[0],[i].concat(s))===!1||i.isDefaultPrevented())}},t.each({show:"fadeIn",hide:"fadeOut"},function(e,i){t.Widget.prototype["_"+e]=function(s,n,o){"string"==typeof n&&(n={effect:n});var a,r=n?n===!0||"number"==typeof n?i:n.effect||i:e;n=n||{},"number"==typeof n&&(n={duration:n}),a=!t.isEmptyObject(n),n.complete=o,n.delay&&s.delay(n.delay),a&&t.effects&&t.effects.effect[r]?s[e](n):r!==e&&s[r]?s[r](n.duration,n.easing,o):s.queue(function(i){t(this)[e](),o&&o.call(s[0]),i()})}}),t.widget,function(){function e(t,e,i){return[parseFloat(t[0])*(u.test(t[0])?e/100:1),parseFloat(t[1])*(u.test(t[1])?i/100:1)]}function i(e,i){return parseInt(t.css(e,i),10)||0}function s(e){var i=e[0];return 9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}var n,o=Math.max,a=Math.abs,r=/left|center|right/,l=/top|center|bottom/,h=/[\+\-]\d+(\.[\d]+)?%?/,c=/^\w+/,u=/%$/,d=t.fn.position;t.position={scrollbarWidth:function(){if(void 0!==n)return n;var e,i,s=t("<div style='display:block;position:absolute;width:50px;height:50px;overflow:hidden;'><div style='height:100px;width:auto;'></div></div>"),o=s.children()[0];return t("body").append(s),e=o.offsetWidth,s.css("overflow","scroll"),i=o.offsetWidth,e===i&&(i=s[0].clientWidth),s.remove(),n=e-i},getScrollInfo:function(e){var i=e.isWindow||e.isDocument?"":e.element.css("overflow-x"),s=e.isWindow||e.isDocument?"":e.element.css("overflow-y"),n="scroll"===i||"auto"===i&&e.width<e.element[0].scrollWidth,o="scroll"===s||"auto"===s&&e.height<e.element[0].scrollHeight;return{width:o?t.position.scrollbarWidth():0,height:n?t.position.scrollbarWidth():0}},getWithinInfo:function(e){var i=t(e||window),s=t.isWindow(i[0]),n=!!i[0]&&9===i[0].nodeType,o=!s&&!n;return{element:i,isWindow:s,isDocument:n,offset:o?t(e).offset():{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:i.outerWidth(),height:i.outerHeight()}}},t.fn.position=function(n){if(!n||!n.of)return d.apply(this,arguments);n=t.extend({},n);var u,p,f,g,m,_,v=t(n.of),b=t.position.getWithinInfo(n.within),y=t.position.getScrollInfo(b),w=(n.collision||"flip").split(" "),k={};return _=s(v),v[0].preventDefault&&(n.at="left top"),p=_.width,f=_.height,g=_.offset,m=t.extend({},g),t.each(["my","at"],function(){var t,e,i=(n[this]||"").split(" ");1===i.length&&(i=r.test(i[0])?i.concat(["center"]):l.test(i[0])?["center"].concat(i):["center","center"]),i[0]=r.test(i[0])?i[0]:"center",i[1]=l.test(i[1])?i[1]:"center",t=h.exec(i[0]),e=h.exec(i[1]),k[this]=[t?t[0]:0,e?e[0]:0],n[this]=[c.exec(i[0])[0],c.exec(i[1])[0]]}),1===w.length&&(w[1]=w[0]),"right"===n.at[0]?m.left+=p:"center"===n.at[0]&&(m.left+=p/2),"bottom"===n.at[1]?m.top+=f:"center"===n.at[1]&&(m.top+=f/2),u=e(k.at,p,f),m.left+=u[0],m.top+=u[1],this.each(function(){var s,r,l=t(this),h=l.outerWidth(),c=l.outerHeight(),d=i(this,"marginLeft"),_=i(this,"marginTop"),x=h+d+i(this,"marginRight")+y.width,C=c+_+i(this,"marginBottom")+y.height,D=t.extend({},m),T=e(k.my,l.outerWidth(),l.outerHeight());"right"===n.my[0]?D.left-=h:"center"===n.my[0]&&(D.left-=h/2),"bottom"===n.my[1]?D.top-=c:"center"===n.my[1]&&(D.top-=c/2),D.left+=T[0],D.top+=T[1],s={marginLeft:d,marginTop:_},t.each(["left","top"],function(e,i){t.ui.position[w[e]]&&t.ui.position[w[e]][i](D,{targetWidth:p,targetHeight:f,elemWidth:h,elemHeight:c,collisionPosition:s,collisionWidth:x,collisionHeight:C,offset:[u[0]+T[0],u[1]+T[1]],my:n.my,at:n.at,within:b,elem:l})}),n.using&&(r=function(t){var e=g.left-D.left,i=e+p-h,s=g.top-D.top,r=s+f-c,u={target:{element:v,left:g.left,top:g.top,width:p,height:f},element:{element:l,left:D.left,top:D.top,width:h,height:c},horizontal:0>i?"left":e>0?"right":"center",vertical:0>r?"top":s>0?"bottom":"middle"};h>p&&p>a(e+i)&&(u.horizontal="center"),c>f&&f>a(s+r)&&(u.vertical="middle"),u.important=o(a(e),a(i))>o(a(s),a(r))?"horizontal":"vertical",n.using.call(this,t,u)}),l.offset(t.extend(D,{using:r}))})},t.ui.position={fit:{left:function(t,e){var i,s=e.within,n=s.isWindow?s.scrollLeft:s.offset.left,a=s.width,r=t.left-e.collisionPosition.marginLeft,l=n-r,h=r+e.collisionWidth-a-n;e.collisionWidth>a?l>0&&0>=h?(i=t.left+l+e.collisionWidth-a-n,t.left+=l-i):t.left=h>0&&0>=l?n:l>h?n+a-e.collisionWidth:n:l>0?t.left+=l:h>0?t.left-=h:t.left=o(t.left-r,t.left)},top:function(t,e){var i,s=e.within,n=s.isWindow?s.scrollTop:s.offset.top,a=e.within.height,r=t.top-e.collisionPosition.marginTop,l=n-r,h=r+e.collisionHeight-a-n;e.collisionHeight>a?l>0&&0>=h?(i=t.top+l+e.collisionHeight-a-n,t.top+=l-i):t.top=h>0&&0>=l?n:l>h?n+a-e.collisionHeight:n:l>0?t.top+=l:h>0?t.top-=h:t.top=o(t.top-r,t.top)}},flip:{left:function(t,e){var i,s,n=e.within,o=n.offset.left+n.scrollLeft,r=n.width,l=n.isWindow?n.scrollLeft:n.offset.left,h=t.left-e.collisionPosition.marginLeft,c=h-l,u=h+e.collisionWidth-r-l,d="left"===e.my[0]?-e.elemWidth:"right"===e.my[0]?e.elemWidth:0,p="left"===e.at[0]?e.targetWidth:"right"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>c?(i=t.left+d+p+f+e.collisionWidth-r-o,(0>i||a(c)>i)&&(t.left+=d+p+f)):u>0&&(s=t.left-e.collisionPosition.marginLeft+d+p+f-l,(s>0||u>a(s))&&(t.left+=d+p+f))},top:function(t,e){var i,s,n=e.within,o=n.offset.top+n.scrollTop,r=n.height,l=n.isWindow?n.scrollTop:n.offset.top,h=t.top-e.collisionPosition.marginTop,c=h-l,u=h+e.collisionHeight-r-l,d="top"===e.my[1],p=d?-e.elemHeight:"bottom"===e.my[1]?e.elemHeight:0,f="top"===e.at[1]?e.targetHeight:"bottom"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>c?(s=t.top+p+f+g+e.collisionHeight-r-o,(0>s||a(c)>s)&&(t.top+=p+f+g)):u>0&&(i=t.top-e.collisionPosition.marginTop+p+f+g-l,(i>0||u>a(i))&&(t.top+=p+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}}}(),t.ui.position,t.extend(t.expr[":"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,s){return!!t.data(e,s[3])}}),t.fn.extend({disableSelection:function(){var t="onselectstart"in document.createElement("div")?"selectstart":"mousedown";return function(){return this.on(t+".ui-disableSelection",function(t){t.preventDefault()})}}(),enableSelection:function(){return this.off(".ui-disableSelection")}}),t.ui.focusable=function(i,s){var n,o,a,r,l,h=i.nodeName.toLowerCase();return"area"===h?(n=i.parentNode,o=n.name,i.href&&o&&"map"===n.nodeName.toLowerCase()?(a=t("img[usemap='#"+o+"']"),a.length>0&&a.is(":visible")):!1):(/^(input|select|textarea|button|object)$/.test(h)?(r=!i.disabled,r&&(l=t(i).closest("fieldset")[0],l&&(r=!l.disabled))):r="a"===h?i.href||s:s,r&&t(i).is(":visible")&&e(t(i)))},t.extend(t.expr[":"],{focusable:function(e){return t.ui.focusable(e,null!=t.attr(e,"tabindex"))}}),t.ui.focusable,t.fn.form=function(){return"string"==typeof this[0].form?this.closest("form"):t(this[0].form)},t.ui.formResetMixin={_formResetHandler:function(){var e=t(this);setTimeout(function(){var i=e.data("ui-form-reset-instances");t.each(i,function(){this.refresh()})})},_bindFormResetHandler:function(){if(this.form=this.element.form(),this.form.length){var t=this.form.data("ui-form-reset-instances")||[];t.length||this.form.on("reset.ui-form-reset",this._formResetHandler),t.push(this),this.form.data("ui-form-reset-instances",t)}},_unbindFormResetHandler:function(){if(this.form.length){var e=this.form.data("ui-form-reset-instances");e.splice(t.inArray(this,e),1),e.length?this.form.data("ui-form-reset-instances",e):this.form.removeData("ui-form-reset-instances").off("reset.ui-form-reset")}}},"1.7"===t.fn.jquery.substring(0,3)&&(t.each(["Width","Height"],function(e,i){function s(e,i,s,o){return t.each(n,function(){i-=parseFloat(t.css(e,"padding"+this))||0,s&&(i-=parseFloat(t.css(e,"border"+this+"Width"))||0),o&&(i-=parseFloat(t.css(e,"margin"+this))||0)}),i}var n="Width"===i?["Left","Right"]:["Top","Bottom"],o=i.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,outerWidth:t.fn.outerWidth,outerHeight:t.fn.outerHeight};t.fn["inner"+i]=function(e){return void 0===e?a["inner"+i].call(this):this.each(function(){t(this).css(o,s(this,e)+"px")})},t.fn["outer"+i]=function(e,n){return"number"!=typeof e?a["outer"+i].call(this,e):this.each(function(){t(this).css(o,s(this,e,!0,n)+"px")})}}),t.fn.addBack=function(t){return this.add(null==t?this.prevObject:this.prevObject.filter(t))}),t.ui.keyCode={BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38},t.ui.escapeSelector=function(){var t=/([!"#$%&'()*+,./:;<=>?@[\]^`{|}~])/g;return function(e){return e.replace(t,"\\$1")}}(),t.fn.labels=function(){var e,i,s,n,o;return this[0].labels&&this[0].labels.length?this.pushStack(this[0].labels):(n=this.eq(0).parents("label"),s=this.attr("id"),s&&(e=this.eq(0).parents().last(),o=e.add(e.length?e.siblings():this.siblings()),i="label[for='"+t.ui.escapeSelector(s)+"']",n=n.add(o.find(i).addBack(i))),this.pushStack(n))},t.fn.scrollParent=function(e){var i=this.css("position"),s="absolute"===i,n=e?/(auto|scroll|hidden)/:/(auto|scroll)/,o=this.parents().filter(function(){var e=t(this);return s&&"static"===e.css("position")?!1:n.test(e.css("overflow")+e.css("overflow-y")+e.css("overflow-x"))}).eq(0);return"fixed"!==i&&o.length?o:t(this[0].ownerDocument||document)},t.extend(t.expr[":"],{tabbable:function(e){var i=t.attr(e,"tabindex"),s=null!=i;return(!s||i>=0)&&t.ui.focusable(e,s)}}),t.fn.extend({uniqueId:function(){var t=0;return function(){return this.each(function(){this.id||(this.id="ui-id-"+ ++t)})}}(),removeUniqueId:function(){return this.each(function(){/^ui-id-\d+$/.test(this.id)&&t(this).removeAttr("id")})}}),t.ui.ie=!!/msie [\w.]+/.exec(navigator.userAgent.toLowerCase());var n=!1;t(document).on("mouseup",function(){n=!1}),t.widget("ui.mouse",{version:"1.12.1",options:{cancel:"input, textarea, button, select, option",distance:1,delay:0},_mouseInit:function(){var e=this;this.element.on("mousedown."+this.widgetName,function(t){return e._mouseDown(t)}).on("click."+this.widgetName,function(i){return!0===t.data(i.target,e.widgetName+".preventClickEvent")?(t.removeData(i.target,e.widgetName+".preventClickEvent"),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.off("."+this.widgetName),this._mouseMoveDelegate&&this.document.off("mousemove."+this.widgetName,this._mouseMoveDelegate).off("mouseup."+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!n){this._mouseMoved=!1,this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var i=this,s=1===e.which,o="string"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return s&&!o&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){i.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+".preventClickEvent")&&t.removeData(e.target,this.widgetName+".preventClickEvent"),this._mouseMoveDelegate=function(t){return i._mouseMove(t)},this._mouseUpDelegate=function(t){return i._mouseUp(t)},this.document.on("mousemove."+this.widgetName,this._mouseMoveDelegate).on("mouseup."+this.widgetName,this._mouseUpDelegate),e.preventDefault(),n=!0,!0)):!0}},_mouseMove:function(e){if(this._mouseMoved){if(t.ui.ie&&(!document.documentMode||9>document.documentMode)&&!e.button)return this._mouseUp(e);if(!e.which)if(e.originalEvent.altKey||e.originalEvent.ctrlKey||e.originalEvent.metaKey||e.originalEvent.shiftKey)this.ignoreMissingWhich=!0;else if(!this.ignoreMissingWhich)return this._mouseUp(e)}return(e.which||e.button)&&(this._mouseMoved=!0),this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){this.document.off("mousemove."+this.widgetName,this._mouseMoveDelegate).off("mouseup."+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+".preventClickEvent",!0),this._mouseStop(e)),this._mouseDelayTimer&&(clearTimeout(this._mouseDelayTimer),delete this._mouseDelayTimer),this.ignoreMissingWhich=!1,n=!1,e.preventDefault()},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}}),t.ui.plugin={add:function(e,i,s){var n,o=t.ui[e].prototype;for(n in s)o.plugins[n]=o.plugins[n]||[],o.plugins[n].push([i,s[n]])},call:function(t,e,i,s){var n,o=t.plugins[e];if(o&&(s||t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType))for(n=0;o.length>n;n++)t.options[o[n][0]]&&o[n][1].apply(t.element,i)}},t.ui.safeActiveElement=function(t){var e;try{e=t.activeElement}catch(i){e=t.body}return e||(e=t.body),e.nodeName||(e=t.body),e},t.ui.safeBlur=function(e){e&&"body"!==e.nodeName.toLowerCase()&&t(e).trigger("blur")},t.widget("ui.draggable",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"drag",options:{addClasses:!0,appendTo:"parent",axis:!1,connectToSortable:!1,containment:!1,cursor:"auto",cursorAt:!1,grid:!1,handle:!1,helper:"original",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:"default",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:"both",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){"original"===this.options.helper&&this._setPositionRelative(),this.options.addClasses&&this._addClass("ui-draggable"),this._setHandleClassName(),this._mouseInit()},_setOption:function(t,e){this._super(t,e),"handle"===t&&(this._removeHandleClassName(),this._setHandleClassName())},_destroy:function(){return(this.helper||this.element).is(".ui-draggable-dragging")?(this.destroyOnClear=!0,void 0):(this._removeHandleClassName(),this._mouseDestroy(),void 0)},_mouseCapture:function(e){var i=this.options;return this.helper||i.disabled||t(e.target).closest(".ui-resizable-handle").length>0?!1:(this.handle=this._getHandle(e),this.handle?(this._blurActiveElement(e),this._blockFrames(i.iframeFix===!0?"iframe":i.iframeFix),!0):!1)},_blockFrames:function(e){this.iframeBlocks=this.document.find(e).map(function(){var e=t(this);return t("<div>").css("position","absolute").appendTo(e.parent()).outerWidth(e.outerWidth()).outerHeight(e.outerHeight()).offset(e.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_blurActiveElement:function(e){var i=t.ui.safeActiveElement(this.document[0]),s=t(e.target);s.closest(i).length||t.ui.safeBlur(i)},_mouseStart:function(e){var i=this.options;return this.helper=this._createHelper(e),this._addClass(this.helper,"ui-draggable-dragging"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css("position"),this.scrollParent=this.helper.scrollParent(!0),this.offsetParent=this.helper.offsetParent(),this.hasFixedAncestor=this.helper.parents().filter(function(){return"fixed"===t(this).css("position")}).length>0,this.positionAbs=this.element.offset(),this._refreshOffsets(e),this.originalPosition=this.position=this._generatePosition(e,!1),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger("start",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_refreshOffsets:function(t){this.offset={top:this.positionAbs.top-this.margins.top,left:this.positionAbs.left-this.margins.left,scroll:!1,parent:this._getParentOffset(),relative:this._getRelativeOffset()},this.offset.click={left:t.pageX-this.offset.left,top:t.pageY-this.offset.top}},_mouseDrag:function(e,i){if(this.hasFixedAncestor&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e,!0),this.positionAbs=this._convertPositionTo("absolute"),!i){var s=this._uiHash();if(this._trigger("drag",e,s)===!1)return this._mouseUp(new t.Event("mouseup",e)),!1;this.position=s.position}return this.helper[0].style.left=this.position.left+"px",this.helper[0].style.top=this.position.top+"px",t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,s=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(s=t.ui.ddmanager.drop(this,e)),this.dropped&&(s=this.dropped,this.dropped=!1),"invalid"===this.options.revert&&!s||"valid"===this.options.revert&&s||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,s)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger("stop",e)!==!1&&i._clear()}):this._trigger("stop",e)!==!1&&this._clear(),!1},_mouseUp:function(e){return this._unblockFrames(),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),this.handleElement.is(e.target)&&this.element.trigger("focus"),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(".ui-draggable-dragging")?this._mouseUp(new t.Event("mouseup",{target:this.element[0]})):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_setHandleClassName:function(){this.handleElement=this.options.handle?this.element.find(this.options.handle):this.element,this._addClass(this.handleElement,"ui-draggable-handle")},_removeHandleClassName:function(){this._removeClass(this.handleElement,"ui-draggable-handle")},_createHelper:function(e){var i=this.options,s=t.isFunction(i.helper),n=s?t(i.helper.apply(this.element[0],[e])):"clone"===i.helper?this.element.clone().removeAttr("id"):this.element;return n.parents("body").length||n.appendTo("parent"===i.appendTo?this.element[0].parentNode:i.appendTo),s&&n[0]===this.element[0]&&this._setPositionRelative(),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css("position"))||n.css("position","absolute"),n},_setPositionRelative:function(){/^(?:r|a|f)/.test(this.element.css("position"))||(this.element[0].style.position="relative")},_adjustOffsetFromHelper:function(e){"string"==typeof e&&(e=e.split(" ")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),"left"in e&&(this.offset.click.left=e.left+this.margins.left),"right"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),"top"in e&&(this.offset.click.top=e.top+this.margins.top),"bottom"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_isRootNode:function(t){return/(html|body)/i.test(t.tagName)||t===this.document[0]},_getParentOffset:function(){var e=this.offsetParent.offset(),i=this.document[0];return"absolute"===this.cssPosition&&this.scrollParent[0]!==i&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),this._isRootNode(this.offsetParent[0])&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:e.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"!==this.cssPosition)return{top:0,left:0};var t=this.element.position(),e=this._isRootNode(this.scrollParent[0]);return{top:t.top-(parseInt(this.helper.css("top"),10)||0)+(e?0:this.scrollParent.scrollTop()),left:t.left-(parseInt(this.helper.css("left"),10)||0)+(e?0:this.scrollParent.scrollLeft())}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css("marginLeft"),10)||0,top:parseInt(this.element.css("marginTop"),10)||0,right:parseInt(this.element.css("marginRight"),10)||0,bottom:parseInt(this.element.css("marginBottom"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,s,n=this.options,o=this.document[0];return this.relativeContainer=null,n.containment?"window"===n.containment?(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||o.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):"document"===n.containment?(this.containment=[0,0,t(o).width()-this.helperProportions.width-this.margins.left,(t(o).height()||o.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):n.containment.constructor===Array?(this.containment=n.containment,void 0):("parent"===n.containment&&(n.containment=this.helper[0].parentNode),i=t(n.containment),s=i[0],s&&(e=/(scroll|auto)/.test(i.css("overflow")),this.containment=[(parseInt(i.css("borderLeftWidth"),10)||0)+(parseInt(i.css("paddingLeft"),10)||0),(parseInt(i.css("borderTopWidth"),10)||0)+(parseInt(i.css("paddingTop"),10)||0),(e?Math.max(s.scrollWidth,s.offsetWidth):s.offsetWidth)-(parseInt(i.css("borderRightWidth"),10)||0)-(parseInt(i.css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(s.scrollHeight,s.offsetHeight):s.offsetHeight)-(parseInt(i.css("borderBottomWidth"),10)||0)-(parseInt(i.css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relativeContainer=i),void 0):(this.containment=null,void 0)},_convertPositionTo:function(t,e){e||(e=this.position);var i="absolute"===t?1:-1,s=this._isRootNode(this.scrollParent[0]);return{top:e.top+this.offset.relative.top*i+this.offset.parent.top*i-("fixed"===this.cssPosition?-this.offset.scroll.top:s?0:this.offset.scroll.top)*i,left:e.left+this.offset.relative.left*i+this.offset.parent.left*i-("fixed"===this.cssPosition?-this.offset.scroll.left:s?0:this.offset.scroll.left)*i}},_generatePosition:function(t,e){var i,s,n,o,a=this.options,r=this._isRootNode(this.scrollParent[0]),l=t.pageX,h=t.pageY;return r&&this.offset.scroll||(this.offset.scroll={top:this.scrollParent.scrollTop(),left:this.scrollParent.scrollLeft()}),e&&(this.containment&&(this.relativeContainer?(s=this.relativeContainer.offset(),i=[this.containment[0]+s.left,this.containment[1]+s.top,this.containment[2]+s.left,this.containment[3]+s.top]):i=this.containment,t.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),t.pageY-this.offset.click.top<i[1]&&(h=i[1]+this.offset.click.top),t.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),t.pageY-this.offset.click.top>i[3]&&(h=i[3]+this.offset.click.top)),a.grid&&(n=a.grid[1]?this.originalPageY+Math.round((h-this.originalPageY)/a.grid[1])*a.grid[1]:this.originalPageY,h=i?n-this.offset.click.top>=i[1]||n-this.offset.click.top>i[3]?n:n-this.offset.click.top>=i[1]?n-a.grid[1]:n+a.grid[1]:n,o=a.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/a.grid[0])*a.grid[0]:this.originalPageX,l=i?o-this.offset.click.left>=i[0]||o-this.offset.click.left>i[2]?o:o-this.offset.click.left>=i[0]?o-a.grid[0]:o+a.grid[0]:o),"y"===a.axis&&(l=this.originalPageX),"x"===a.axis&&(h=this.originalPageY)),{top:h-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.offset.scroll.top:r?0:this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.offset.scroll.left:r?0:this.offset.scroll.left)}
+},_clear:function(){this._removeClass(this.helper,"ui-draggable-dragging"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1,this.destroyOnClear&&this.destroy()},_trigger:function(e,i,s){return s=s||this._uiHash(),t.ui.plugin.call(this,e,[i,s,this],!0),/^(drag|start|stop)/.test(e)&&(this.positionAbs=this._convertPositionTo("absolute"),s.offset=this.positionAbs),t.Widget.prototype._trigger.call(this,e,i,s)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add("draggable","connectToSortable",{start:function(e,i,s){var n=t.extend({},i,{item:s.element});s.sortables=[],t(s.options.connectToSortable).each(function(){var i=t(this).sortable("instance");i&&!i.options.disabled&&(s.sortables.push(i),i.refreshPositions(),i._trigger("activate",e,n))})},stop:function(e,i,s){var n=t.extend({},i,{item:s.element});s.cancelHelperRemoval=!1,t.each(s.sortables,function(){var t=this;t.isOver?(t.isOver=0,s.cancelHelperRemoval=!0,t.cancelHelperRemoval=!1,t._storedCSS={position:t.placeholder.css("position"),top:t.placeholder.css("top"),left:t.placeholder.css("left")},t._mouseStop(e),t.options.helper=t.options._helper):(t.cancelHelperRemoval=!0,t._trigger("deactivate",e,n))})},drag:function(e,i,s){t.each(s.sortables,function(){var n=!1,o=this;o.positionAbs=s.positionAbs,o.helperProportions=s.helperProportions,o.offset.click=s.offset.click,o._intersectsWith(o.containerCache)&&(n=!0,t.each(s.sortables,function(){return this.positionAbs=s.positionAbs,this.helperProportions=s.helperProportions,this.offset.click=s.offset.click,this!==o&&this._intersectsWith(this.containerCache)&&t.contains(o.element[0],this.element[0])&&(n=!1),n})),n?(o.isOver||(o.isOver=1,s._parent=i.helper.parent(),o.currentItem=i.helper.appendTo(o.element).data("ui-sortable-item",!0),o.options._helper=o.options.helper,o.options.helper=function(){return i.helper[0]},e.target=o.currentItem[0],o._mouseCapture(e,!0),o._mouseStart(e,!0,!0),o.offset.click.top=s.offset.click.top,o.offset.click.left=s.offset.click.left,o.offset.parent.left-=s.offset.parent.left-o.offset.parent.left,o.offset.parent.top-=s.offset.parent.top-o.offset.parent.top,s._trigger("toSortable",e),s.dropped=o.element,t.each(s.sortables,function(){this.refreshPositions()}),s.currentItem=s.element,o.fromOutside=s),o.currentItem&&(o._mouseDrag(e),i.position=o.position)):o.isOver&&(o.isOver=0,o.cancelHelperRemoval=!0,o.options._revert=o.options.revert,o.options.revert=!1,o._trigger("out",e,o._uiHash(o)),o._mouseStop(e,!0),o.options.revert=o.options._revert,o.options.helper=o.options._helper,o.placeholder&&o.placeholder.remove(),i.helper.appendTo(s._parent),s._refreshOffsets(e),i.position=s._generatePosition(e,!0),s._trigger("fromSortable",e),s.dropped=!1,t.each(s.sortables,function(){this.refreshPositions()}))})}}),t.ui.plugin.add("draggable","cursor",{start:function(e,i,s){var n=t("body"),o=s.options;n.css("cursor")&&(o._cursor=n.css("cursor")),n.css("cursor",o.cursor)},stop:function(e,i,s){var n=s.options;n._cursor&&t("body").css("cursor",n._cursor)}}),t.ui.plugin.add("draggable","opacity",{start:function(e,i,s){var n=t(i.helper),o=s.options;n.css("opacity")&&(o._opacity=n.css("opacity")),n.css("opacity",o.opacity)},stop:function(e,i,s){var n=s.options;n._opacity&&t(i.helper).css("opacity",n._opacity)}}),t.ui.plugin.add("draggable","scroll",{start:function(t,e,i){i.scrollParentNotHidden||(i.scrollParentNotHidden=i.helper.scrollParent(!1)),i.scrollParentNotHidden[0]!==i.document[0]&&"HTML"!==i.scrollParentNotHidden[0].tagName&&(i.overflowOffset=i.scrollParentNotHidden.offset())},drag:function(e,i,s){var n=s.options,o=!1,a=s.scrollParentNotHidden[0],r=s.document[0];a!==r&&"HTML"!==a.tagName?(n.axis&&"x"===n.axis||(s.overflowOffset.top+a.offsetHeight-e.pageY<n.scrollSensitivity?a.scrollTop=o=a.scrollTop+n.scrollSpeed:e.pageY-s.overflowOffset.top<n.scrollSensitivity&&(a.scrollTop=o=a.scrollTop-n.scrollSpeed)),n.axis&&"y"===n.axis||(s.overflowOffset.left+a.offsetWidth-e.pageX<n.scrollSensitivity?a.scrollLeft=o=a.scrollLeft+n.scrollSpeed:e.pageX-s.overflowOffset.left<n.scrollSensitivity&&(a.scrollLeft=o=a.scrollLeft-n.scrollSpeed))):(n.axis&&"x"===n.axis||(e.pageY-t(r).scrollTop()<n.scrollSensitivity?o=t(r).scrollTop(t(r).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(r).scrollTop())<n.scrollSensitivity&&(o=t(r).scrollTop(t(r).scrollTop()+n.scrollSpeed))),n.axis&&"y"===n.axis||(e.pageX-t(r).scrollLeft()<n.scrollSensitivity?o=t(r).scrollLeft(t(r).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(r).scrollLeft())<n.scrollSensitivity&&(o=t(r).scrollLeft(t(r).scrollLeft()+n.scrollSpeed)))),o!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(s,e)}}),t.ui.plugin.add("draggable","snap",{start:function(e,i,s){var n=s.options;s.snapElements=[],t(n.snap.constructor!==String?n.snap.items||":data(ui-draggable)":n.snap).each(function(){var e=t(this),i=e.offset();this!==s.element[0]&&s.snapElements.push({item:this,width:e.outerWidth(),height:e.outerHeight(),top:i.top,left:i.left})})},drag:function(e,i,s){var n,o,a,r,l,h,c,u,d,p,f=s.options,g=f.snapTolerance,m=i.offset.left,_=m+s.helperProportions.width,v=i.offset.top,b=v+s.helperProportions.height;for(d=s.snapElements.length-1;d>=0;d--)l=s.snapElements[d].left-s.margins.left,h=l+s.snapElements[d].width,c=s.snapElements[d].top-s.margins.top,u=c+s.snapElements[d].height,l-g>_||m>h+g||c-g>b||v>u+g||!t.contains(s.snapElements[d].item.ownerDocument,s.snapElements[d].item)?(s.snapElements[d].snapping&&s.options.snap.release&&s.options.snap.release.call(s.element,e,t.extend(s._uiHash(),{snapItem:s.snapElements[d].item})),s.snapElements[d].snapping=!1):("inner"!==f.snapMode&&(n=g>=Math.abs(c-b),o=g>=Math.abs(u-v),a=g>=Math.abs(l-_),r=g>=Math.abs(h-m),n&&(i.position.top=s._convertPositionTo("relative",{top:c-s.helperProportions.height,left:0}).top),o&&(i.position.top=s._convertPositionTo("relative",{top:u,left:0}).top),a&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l-s.helperProportions.width}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h}).left)),p=n||o||a||r,"outer"!==f.snapMode&&(n=g>=Math.abs(c-v),o=g>=Math.abs(u-b),a=g>=Math.abs(l-m),r=g>=Math.abs(h-_),n&&(i.position.top=s._convertPositionTo("relative",{top:c,left:0}).top),o&&(i.position.top=s._convertPositionTo("relative",{top:u-s.helperProportions.height,left:0}).top),a&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h-s.helperProportions.width}).left)),!s.snapElements[d].snapping&&(n||o||a||r||p)&&s.options.snap.snap&&s.options.snap.snap.call(s.element,e,t.extend(s._uiHash(),{snapItem:s.snapElements[d].item})),s.snapElements[d].snapping=n||o||a||r||p)}}),t.ui.plugin.add("draggable","stack",{start:function(e,i,s){var n,o=s.options,a=t.makeArray(t(o.stack)).sort(function(e,i){return(parseInt(t(e).css("zIndex"),10)||0)-(parseInt(t(i).css("zIndex"),10)||0)});a.length&&(n=parseInt(t(a[0]).css("zIndex"),10)||0,t(a).each(function(e){t(this).css("zIndex",n+e)}),this.css("zIndex",n+a.length))}}),t.ui.plugin.add("draggable","zIndex",{start:function(e,i,s){var n=t(i.helper),o=s.options;n.css("zIndex")&&(o._zIndex=n.css("zIndex")),n.css("zIndex",o.zIndex)},stop:function(e,i,s){var n=s.options;n._zIndex&&t(i.helper).css("zIndex",n._zIndex)}}),t.ui.draggable,t.widget("ui.resizable",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"resize",options:{alsoResize:!1,animate:!1,animateDuration:"slow",animateEasing:"swing",aspectRatio:!1,autoHide:!1,classes:{"ui-resizable-se":"ui-icon ui-icon-gripsmall-diagonal-se"},containment:!1,ghost:!1,grid:!1,handles:"e,s,se",helper:!1,maxHeight:null,maxWidth:null,minHeight:10,minWidth:10,zIndex:90,resize:null,start:null,stop:null},_num:function(t){return parseFloat(t)||0},_isNumber:function(t){return!isNaN(parseFloat(t))},_hasScroll:function(e,i){if("hidden"===t(e).css("overflow"))return!1;var s=i&&"left"===i?"scrollLeft":"scrollTop",n=!1;return e[s]>0?!0:(e[s]=1,n=e[s]>0,e[s]=0,n)},_create:function(){var e,i=this.options,s=this;this._addClass("ui-resizable"),t.extend(this,{_aspectRatio:!!i.aspectRatio,aspectRatio:i.aspectRatio,originalElement:this.element,_proportionallyResizeElements:[],_helper:i.helper||i.ghost||i.animate?i.helper||"ui-resizable-helper":null}),this.element[0].nodeName.match(/^(canvas|textarea|input|select|button|img)$/i)&&(this.element.wrap(t("<div class='ui-wrapper' style='overflow: hidden;'></div>").css({position:this.element.css("position"),width:this.element.outerWidth(),height:this.element.outerHeight(),top:this.element.css("top"),left:this.element.css("left")})),this.element=this.element.parent().data("ui-resizable",this.element.resizable("instance")),this.elementIsWrapper=!0,e={marginTop:this.originalElement.css("marginTop"),marginRight:this.originalElement.css("marginRight"),marginBottom:this.originalElement.css("marginBottom"),marginLeft:this.originalElement.css("marginLeft")},this.element.css(e),this.originalElement.css("margin",0),this.originalResizeStyle=this.originalElement.css("resize"),this.originalElement.css("resize","none"),this._proportionallyResizeElements.push(this.originalElement.css({position:"static",zoom:1,display:"block"})),this.originalElement.css(e),this._proportionallyResize()),this._setupHandles(),i.autoHide&&t(this.element).on("mouseenter",function(){i.disabled||(s._removeClass("ui-resizable-autohide"),s._handles.show())}).on("mouseleave",function(){i.disabled||s.resizing||(s._addClass("ui-resizable-autohide"),s._handles.hide())}),this._mouseInit()},_destroy:function(){this._mouseDestroy();var e,i=function(e){t(e).removeData("resizable").removeData("ui-resizable").off(".resizable").find(".ui-resizable-handle").remove()};return this.elementIsWrapper&&(i(this.element),e=this.element,this.originalElement.css({position:e.css("position"),width:e.outerWidth(),height:e.outerHeight(),top:e.css("top"),left:e.css("left")}).insertAfter(e),e.remove()),this.originalElement.css("resize",this.originalResizeStyle),i(this.originalElement),this},_setOption:function(t,e){switch(this._super(t,e),t){case"handles":this._removeHandles(),this._setupHandles();break;default:}},_setupHandles:function(){var 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i,s,n=!1;for(i in this.handles)s=t(this.handles[i])[0],(s===e.target||t.contains(s,e.target))&&(n=!0);return!this.options.disabled&&n},_mouseStart:function(e){var i,s,n,o=this.options,a=this.element;return this.resizing=!0,this._renderProxy(),i=this._num(this.helper.css("left")),s=this._num(this.helper.css("top")),o.containment&&(i+=t(o.containment).scrollLeft()||0,s+=t(o.containment).scrollTop()||0),this.offset=this.helper.offset(),this.position={left:i,top:s},this.size=this._helper?{width:this.helper.width(),height:this.helper.height()}:{width:a.width(),height:a.height()},this.originalSize=this._helper?{width:a.outerWidth(),height:a.outerHeight()}:{width:a.width(),height:a.height()},this.sizeDiff={width:a.outerWidth()-a.width(),height:a.outerHeight()-a.height()},this.originalPosition={left:i,top:s},this.originalMousePosition={left:e.pageX,top:e.pageY},this.aspectRatio="number"==typeof 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t,e=0,i=this.helper||this.element;this._proportionallyResizeElements.length>e;e++)t=this._proportionallyResizeElements[e],this.outerDimensions||(this.outerDimensions=this._getPaddingPlusBorderDimensions(t)),t.css({height:i.height()-this.outerDimensions.height||0,width:i.width()-this.outerDimensions.width||0})},_renderProxy:function(){var e=this.element,i=this.options;this.elementOffset=e.offset(),this._helper?(this.helper=this.helper||t("<div style='overflow:hidden;'></div>"),this._addClass(this.helper,this._helper),this.helper.css({width:this.element.outerWidth(),height:this.element.outerHeight(),position:"absolute",left:this.elementOffset.left+"px",top:this.elementOffset.top+"px",zIndex:++i.zIndex}),this.helper.appendTo("body").disableSelection()):this.helper=this.element},_change:{e:function(t,e){return{width:this.originalSize.width+e}},w:function(t,e){var i=this.originalSize,s=this.originalPosition;return{left:s.left+e,width:i.width-e}},n:function(t,e,i){var 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i=t(this).resizable("instance"),s=i.options,n=i._proportionallyResizeElements,o=n.length&&/textarea/i.test(n[0].nodeName),a=o&&i._hasScroll(n[0],"left")?0:i.sizeDiff.height,r=o?0:i.sizeDiff.width,l={width:i.size.width-r,height:i.size.height-a},h=parseFloat(i.element.css("left"))+(i.position.left-i.originalPosition.left)||null,c=parseFloat(i.element.css("top"))+(i.position.top-i.originalPosition.top)||null;i.element.animate(t.extend(l,c&&h?{top:c,left:h}:{}),{duration:s.animateDuration,easing:s.animateEasing,step:function(){var s={width:parseFloat(i.element.css("width")),height:parseFloat(i.element.css("height")),top:parseFloat(i.element.css("top")),left:parseFloat(i.element.css("left"))};n&&n.length&&t(n[0]).css({width:s.width,height:s.height}),i._updateCache(s),i._propagate("resize",e)}})}}),t.ui.plugin.add("resizable","containment",{start:function(){var e,i,s,n,o,a,r,l=t(this).resizable("instance"),h=l.options,c=l.element,u=h.containment,d=u instanceof t?u.get(0):/parent/.test(u)?c.parent().get(0):u;d&&(l.containerElement=t(d),/document/.test(u)||u===document?(l.containerOffset={left:0,top:0},l.containerPosition={left:0,top:0},l.parentData={element:t(document),left:0,top:0,width:t(document).width(),height:t(document).height()||document.body.parentNode.scrollHeight}):(e=t(d),i=[],t(["Top","Right","Left","Bottom"]).each(function(t,s){i[t]=l._num(e.css("padding"+s))}),l.containerOffset=e.offset(),l.containerPosition=e.position(),l.containerSize={height:e.innerHeight()-i[3],width:e.innerWidth()-i[1]},s=l.containerOffset,n=l.containerSize.height,o=l.containerSize.width,a=l._hasScroll(d,"left")?d.scrollWidth:o,r=l._hasScroll(d)?d.scrollHeight:n,l.parentData={element:d,left:s.left,top:s.top,width:a,height:r}))},resize:function(e){var i,s,n,o,a=t(this).resizable("instance"),r=a.options,l=a.containerOffset,h=a.position,c=a._aspectRatio||e.shiftKey,u={top:0,left:0},d=a.containerElement,p=!0;d[0]!==document&&/static/.test(d.css("position"))&&(u=l),h.left<(a._helper?l.left:0)&&(a.size.width=a.size.width+(a._helper?a.position.left-l.left:a.position.left-u.left),c&&(a.size.height=a.size.width/a.aspectRatio,p=!1),a.position.left=r.helper?l.left:0),h.top<(a._helper?l.top:0)&&(a.size.height=a.size.height+(a._helper?a.position.top-l.top:a.position.top),c&&(a.size.width=a.size.height*a.aspectRatio,p=!1),a.position.top=a._helper?l.top:0),n=a.containerElement.get(0)===a.element.parent().get(0),o=/relative|absolute/.test(a.containerElement.css("position")),n&&o?(a.offset.left=a.parentData.left+a.position.left,a.offset.top=a.parentData.top+a.position.top):(a.offset.left=a.element.offset().left,a.offset.top=a.element.offset().top),i=Math.abs(a.sizeDiff.width+(a._helper?a.offset.left-u.left:a.offset.left-l.left)),s=Math.abs(a.sizeDiff.height+(a._helper?a.offset.top-u.top:a.offset.top-l.top)),i+a.size.width>=a.parentData.width&&(a.size.width=a.parentData.width-i,c&&(a.size.height=a.size.width/a.aspectRatio,p=!1)),s+a.size.height>=a.parentData.height&&(a.size.height=a.parentData.height-s,c&&(a.size.width=a.size.height*a.aspectRatio,p=!1)),p||(a.position.left=a.prevPosition.left,a.position.top=a.prevPosition.top,a.size.width=a.prevSize.width,a.size.height=a.prevSize.height)},stop:function(){var 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o=/ui-corner-([a-z]){2,6}/g;t.widget("ui.controlgroup",{version:"1.12.1",defaultElement:"<div>",options:{direction:"horizontal",disabled:null,onlyVisible:!0,items:{button:"input[type=button], input[type=submit], input[type=reset], button, a",controlgroupLabel:".ui-controlgroup-label",checkboxradio:"input[type='checkbox'], input[type='radio']",selectmenu:"select",spinner:".ui-spinner-input"}},_create:function(){this._enhance()},_enhance:function(){this.element.attr("role","toolbar"),this.refresh()},_destroy:function(){this._callChildMethod("destroy"),this.childWidgets.removeData("ui-controlgroup-data"),this.element.removeAttr("role"),this.options.items.controlgroupLabel&&this.element.find(this.options.items.controlgroupLabel).find(".ui-controlgroup-label-contents").contents().unwrap()},_initWidgets:function(){var e=this,i=[];t.each(this.options.items,function(s,n){var o,a={};return n?"controlgroupLabel"===s?(o=e.element.find(n),o.each(function(){var 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ui-corner-all",s=this._buildSimpleOptions(e,"label").classes.label;this._removeClass(t,null,i),this._addClass(t,null,s)},_buildSimpleOptions:function(t,e){var i="vertical"===this.options.direction,s={classes:{}};return s.classes[e]={middle:"",first:"ui-corner-"+(i?"top":"left"),last:"ui-corner-"+(i?"bottom":"right"),only:"ui-corner-all"}[t],s},_spinnerOptions:function(t){var e=this._buildSimpleOptions(t,"ui-spinner");return e.classes["ui-spinner-up"]="",e.classes["ui-spinner-down"]="",e},_buttonOptions:function(t){return this._buildSimpleOptions(t,"ui-button")},_checkboxradioOptions:function(t){return this._buildSimpleOptions(t,"ui-checkboxradio-label")},_selectmenuOptions:function(t){var e="vertical"===this.options.direction;return{width:e?"auto":!1,classes:{middle:{"ui-selectmenu-button-open":"","ui-selectmenu-button-closed":""},first:{"ui-selectmenu-button-open":"ui-corner-"+(e?"top":"tl"),"ui-selectmenu-button-closed":"ui-corner-"+(e?"top":"left")},last:{"ui-selectmenu-button-open":e?"":"ui-corner-tr","ui-selectmenu-button-closed":"ui-corner-"+(e?"bottom":"right")},only:{"ui-selectmenu-button-open":"ui-corner-top","ui-selectmenu-button-closed":"ui-corner-all"}}[t]}},_resolveClassesValues:function(e,i){var s={};return t.each(e,function(n){var a=i.options.classes[n]||"";a=t.trim(a.replace(o,"")),s[n]=(a+" "+e[n]).replace(/\s+/g," ")}),s},_setOption:function(t,e){return"direction"===t&&this._removeClass("ui-controlgroup-"+this.options.direction),this._super(t,e),"disabled"===t?(this._callChildMethod(e?"disable":"enable"),void 0):(this.refresh(),void 0)},refresh:function(){var e,i=this;this._addClass("ui-controlgroup ui-controlgroup-"+this.options.direction),"horizontal"===this.options.direction&&this._addClass(null,"ui-helper-clearfix"),this._initWidgets(),e=this.childWidgets,this.options.onlyVisible&&(e=e.filter(":visible")),e.length&&(t.each(["first","last"],function(t,s){var n=e[s]().data("ui-controlgroup-data");if(n&&i["_"+n.widgetName+"Options"]){var o=i["_"+n.widgetName+"Options"](1===e.length?"only":s);o.classes=i._resolveClassesValues(o.classes,n),n.element[n.widgetName](o)}else i._updateCornerClass(e[s](),s)}),this._callChildMethod("refresh"))}}),t.widget("ui.checkboxradio",[t.ui.formResetMixin,{version:"1.12.1",options:{disabled:null,label:null,icon:!0,classes:{"ui-checkboxradio-label":"ui-corner-all","ui-checkboxradio-icon":"ui-corner-all"}},_getCreateOptions:function(){var e,i,s=this,n=this._super()||{};return this._readType(),i=this.element.labels(),this.label=t(i[i.length-1]),this.label.length||t.error("No label found for checkboxradio widget"),this.originalLabel="",this.label.contents().not(this.element[0]).each(function(){s.originalLabel+=3===this.nodeType?t(this).text():this.outerHTML}),this.originalLabel&&(n.label=this.originalLabel),e=this.element[0].disabled,null!=e&&(n.disabled=e),n},_create:function(){var t=this.element[0].checked;this._bindFormResetHandler(),null==this.options.disabled&&(this.options.disabled=this.element[0].disabled),this._setOption("disabled",this.options.disabled),this._addClass("ui-checkboxradio","ui-helper-hidden-accessible"),this._addClass(this.label,"ui-checkboxradio-label","ui-button ui-widget"),"radio"===this.type&&this._addClass(this.label,"ui-checkboxradio-radio-label"),this.options.label&&this.options.label!==this.originalLabel?this._updateLabel():this.originalLabel&&(this.options.label=this.originalLabel),this._enhance(),t&&(this._addClass(this.label,"ui-checkboxradio-checked","ui-state-active"),this.icon&&this._addClass(this.icon,null,"ui-state-hover")),this._on({change:"_toggleClasses",focus:function(){this._addClass(this.label,null,"ui-state-focus ui-visual-focus")},blur:function(){this._removeClass(this.label,null,"ui-state-focus ui-visual-focus")}})},_readType:function(){var e=this.element[0].nodeName.toLowerCase();this.type=this.element[0].type,"input"===e&&/radio|checkbox/.test(this.type)||t.error("Can't create checkboxradio on element.nodeName="+e+" and element.type="+this.type)},_enhance:function(){this._updateIcon(this.element[0].checked)},widget:function(){return this.label},_getRadioGroup:function(){var e,i=this.element[0].name,s="input[name='"+t.ui.escapeSelector(i)+"']";return i?(e=this.form.length?t(this.form[0].elements).filter(s):t(s).filter(function(){return 0===t(this).form().length
+}),e.not(this.element)):t([])},_toggleClasses:function(){var e=this.element[0].checked;this._toggleClass(this.label,"ui-checkboxradio-checked","ui-state-active",e),this.options.icon&&"checkbox"===this.type&&this._toggleClass(this.icon,null,"ui-icon-check ui-state-checked",e)._toggleClass(this.icon,null,"ui-icon-blank",!e),"radio"===this.type&&this._getRadioGroup().each(function(){var e=t(this).checkboxradio("instance");e&&e._removeClass(e.label,"ui-checkboxradio-checked","ui-state-active")})},_destroy:function(){this._unbindFormResetHandler(),this.icon&&(this.icon.remove(),this.iconSpace.remove())},_setOption:function(t,e){return"label"!==t||e?(this._super(t,e),"disabled"===t?(this._toggleClass(this.label,null,"ui-state-disabled",e),this.element[0].disabled=e,void 0):(this.refresh(),void 0)):void 0},_updateIcon:function(e){var i="ui-icon ui-icon-background ";this.options.icon?(this.icon||(this.icon=t("<span>"),this.iconSpace=t("<span> </span>"),this._addClass(this.iconSpace,"ui-checkboxradio-icon-space")),"checkbox"===this.type?(i+=e?"ui-icon-check ui-state-checked":"ui-icon-blank",this._removeClass(this.icon,null,e?"ui-icon-blank":"ui-icon-check")):i+="ui-icon-blank",this._addClass(this.icon,"ui-checkboxradio-icon",i),e||this._removeClass(this.icon,null,"ui-icon-check ui-state-checked"),this.icon.prependTo(this.label).after(this.iconSpace)):void 0!==this.icon&&(this.icon.remove(),this.iconSpace.remove(),delete this.icon)},_updateLabel:function(){var t=this.label.contents().not(this.element[0]);this.icon&&(t=t.not(this.icon[0])),this.iconSpace&&(t=t.not(this.iconSpace[0])),t.remove(),this.label.append(this.options.label)},refresh:function(){var t=this.element[0].checked,e=this.element[0].disabled;this._updateIcon(t),this._toggleClass(this.label,"ui-checkboxradio-checked","ui-state-active",t),null!==this.options.label&&this._updateLabel(),e!==this.options.disabled&&this._setOptions({disabled:e})}}]),t.ui.checkboxradio,t.widget("ui.button",{version:"1.12.1",defaultElement:"<button>",options:{classes:{"ui-button":"ui-corner-all"},disabled:null,icon:null,iconPosition:"beginning",label:null,showLabel:!0},_getCreateOptions:function(){var t,e=this._super()||{};return this.isInput=this.element.is("input"),t=this.element[0].disabled,null!=t&&(e.disabled=t),this.originalLabel=this.isInput?this.element.val():this.element.html(),this.originalLabel&&(e.label=this.originalLabel),e},_create:function(){!this.option.showLabel&!this.options.icon&&(this.options.showLabel=!0),null==this.options.disabled&&(this.options.disabled=this.element[0].disabled||!1),this.hasTitle=!!this.element.attr("title"),this.options.label&&this.options.label!==this.originalLabel&&(this.isInput?this.element.val(this.options.label):this.element.html(this.options.label)),this._addClass("ui-button","ui-widget"),this._setOption("disabled",this.options.disabled),this._enhance(),this.element.is("a")&&this._on({keyup:function(e){e.keyCode===t.ui.keyCode.SPACE&&(e.preventDefault(),this.element[0].click?this.element[0].click():this.element.trigger("click"))}})},_enhance:function(){this.element.is("button")||this.element.attr("role","button"),this.options.icon&&(this._updateIcon("icon",this.options.icon),this._updateTooltip())},_updateTooltip:function(){this.title=this.element.attr("title"),this.options.showLabel||this.title||this.element.attr("title",this.options.label)},_updateIcon:function(e,i){var s="iconPosition"!==e,n=s?this.options.iconPosition:i,o="top"===n||"bottom"===n;this.icon?s&&this._removeClass(this.icon,null,this.options.icon):(this.icon=t("<span>"),this._addClass(this.icon,"ui-button-icon","ui-icon"),this.options.showLabel||this._addClass("ui-button-icon-only")),s&&this._addClass(this.icon,null,i),this._attachIcon(n),o?(this._addClass(this.icon,null,"ui-widget-icon-block"),this.iconSpace&&this.iconSpace.remove()):(this.iconSpace||(this.iconSpace=t("<span> </span>"),this._addClass(this.iconSpace,"ui-button-icon-space")),this._removeClass(this.icon,null,"ui-wiget-icon-block"),this._attachIconSpace(n))},_destroy:function(){this.element.removeAttr("role"),this.icon&&this.icon.remove(),this.iconSpace&&this.iconSpace.remove(),this.hasTitle||this.element.removeAttr("title")},_attachIconSpace:function(t){this.icon[/^(?:end|bottom)/.test(t)?"before":"after"](this.iconSpace)},_attachIcon:function(t){this.element[/^(?:end|bottom)/.test(t)?"append":"prepend"](this.icon)},_setOptions:function(t){var e=void 0===t.showLabel?this.options.showLabel:t.showLabel,i=void 0===t.icon?this.options.icon:t.icon;e||i||(t.showLabel=!0),this._super(t)},_setOption:function(t,e){"icon"===t&&(e?this._updateIcon(t,e):this.icon&&(this.icon.remove(),this.iconSpace&&this.iconSpace.remove())),"iconPosition"===t&&this._updateIcon(t,e),"showLabel"===t&&(this._toggleClass("ui-button-icon-only",null,!e),this._updateTooltip()),"label"===t&&(this.isInput?this.element.val(e):(this.element.html(e),this.icon&&(this._attachIcon(this.options.iconPosition),this._attachIconSpace(this.options.iconPosition)))),this._super(t,e),"disabled"===t&&(this._toggleClass(null,"ui-state-disabled",e),this.element[0].disabled=e,e&&this.element.blur())},refresh:function(){var t=this.element.is("input, button")?this.element[0].disabled:this.element.hasClass("ui-button-disabled");t!==this.options.disabled&&this._setOptions({disabled:t}),this._updateTooltip()}}),t.uiBackCompat!==!1&&(t.widget("ui.button",t.ui.button,{options:{text:!0,icons:{primary:null,secondary:null}},_create:function(){this.options.showLabel&&!this.options.text&&(this.options.showLabel=this.options.text),!this.options.showLabel&&this.options.text&&(this.options.text=this.options.showLabel),this.options.icon||!this.options.icons.primary&&!this.options.icons.secondary?this.options.icon&&(this.options.icons.primary=this.options.icon):this.options.icons.primary?this.options.icon=this.options.icons.primary:(this.options.icon=this.options.icons.secondary,this.options.iconPosition="end"),this._super()},_setOption:function(t,e){return"text"===t?(this._super("showLabel",e),void 0):("showLabel"===t&&(this.options.text=e),"icon"===t&&(this.options.icons.primary=e),"icons"===t&&(e.primary?(this._super("icon",e.primary),this._super("iconPosition","beginning")):e.secondary&&(this._super("icon",e.secondary),this._super("iconPosition","end"))),this._superApply(arguments),void 0)}}),t.fn.button=function(e){return function(){return!this.length||this.length&&"INPUT"!==this[0].tagName||this.length&&"INPUT"===this[0].tagName&&"checkbox"!==this.attr("type")&&"radio"!==this.attr("type")?e.apply(this,arguments):(t.ui.checkboxradio||t.error("Checkboxradio widget missing"),0===arguments.length?this.checkboxradio({icon:!1}):this.checkboxradio.apply(this,arguments))}}(t.fn.button),t.fn.buttonset=function(){return t.ui.controlgroup||t.error("Controlgroup widget missing"),"option"===arguments[0]&&"items"===arguments[1]&&arguments[2]?this.controlgroup.apply(this,[arguments[0],"items.button",arguments[2]]):"option"===arguments[0]&&"items"===arguments[1]?this.controlgroup.apply(this,[arguments[0],"items.button"]):("object"==typeof arguments[0]&&arguments[0].items&&(arguments[0].items={button:arguments[0].items}),this.controlgroup.apply(this,arguments))}),t.ui.button,t.widget("ui.dialog",{version:"1.12.1",options:{appendTo:"body",autoOpen:!0,buttons:[],classes:{"ui-dialog":"ui-corner-all","ui-dialog-titlebar":"ui-corner-all"},closeOnEscape:!0,closeText:"Close",draggable:!0,hide:null,height:"auto",maxHeight:null,maxWidth:null,minHeight:150,minWidth:150,modal:!1,position:{my:"center",at:"center",of:window,collision:"fit",using:function(e){var i=t(this).css(e).offset().top;0>i&&t(this).css("top",e.top-i)}},resizable:!0,show:null,title:null,width:300,beforeClose:null,close:null,drag:null,dragStart:null,dragStop:null,focus:null,open:null,resize:null,resizeStart:null,resizeStop:null},sizeRelatedOptions:{buttons:!0,height:!0,maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0,width:!0},resizableRelatedOptions:{maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0},_create:function(){this.originalCss={display:this.element[0].style.display,width:this.element[0].style.width,minHeight:this.element[0].style.minHeight,maxHeight:this.element[0].style.maxHeight,height:this.element[0].style.height},this.originalPosition={parent:this.element.parent(),index:this.element.parent().children().index(this.element)},this.originalTitle=this.element.attr("title"),null==this.options.title&&null!=this.originalTitle&&(this.options.title=this.originalTitle),this.options.disabled&&(this.options.disabled=!1),this._createWrapper(),this.element.show().removeAttr("title").appendTo(this.uiDialog),this._addClass("ui-dialog-content","ui-widget-content"),this._createTitlebar(),this._createButtonPane(),this.options.draggable&&t.fn.draggable&&this._makeDraggable(),this.options.resizable&&t.fn.resizable&&this._makeResizable(),this._isOpen=!1,this._trackFocus()},_init:function(){this.options.autoOpen&&this.open()},_appendTo:function(){var e=this.options.appendTo;return e&&(e.jquery||e.nodeType)?t(e):this.document.find(e||"body").eq(0)},_destroy:function(){var t,e=this.originalPosition;this._untrackInstance(),this._destroyOverlay(),this.element.removeUniqueId().css(this.originalCss).detach(),this.uiDialog.remove(),this.originalTitle&&this.element.attr("title",this.originalTitle),t=e.parent.children().eq(e.index),t.length&&t[0]!==this.element[0]?t.before(this.element):e.parent.append(this.element)},widget:function(){return this.uiDialog},disable:t.noop,enable:t.noop,close:function(e){var i=this;this._isOpen&&this._trigger("beforeClose",e)!==!1&&(this._isOpen=!1,this._focusedElement=null,this._destroyOverlay(),this._untrackInstance(),this.opener.filter(":focusable").trigger("focus").length||t.ui.safeBlur(t.ui.safeActiveElement(this.document[0])),this._hide(this.uiDialog,this.options.hide,function(){i._trigger("close",e)}))},isOpen:function(){return this._isOpen},moveToTop:function(){this._moveToTop()},_moveToTop:function(e,i){var s=!1,n=this.uiDialog.siblings(".ui-front:visible").map(function(){return+t(this).css("z-index")}).get(),o=Math.max.apply(null,n);return o>=+this.uiDialog.css("z-index")&&(this.uiDialog.css("z-index",o+1),s=!0),s&&!i&&this._trigger("focus",e),s},open:function(){var e=this;return this._isOpen?(this._moveToTop()&&this._focusTabbable(),void 0):(this._isOpen=!0,this.opener=t(t.ui.safeActiveElement(this.document[0])),this._size(),this._position(),this._createOverlay(),this._moveToTop(null,!0),this.overlay&&this.overlay.css("z-index",this.uiDialog.css("z-index")-1),this._show(this.uiDialog,this.options.show,function(){e._focusTabbable(),e._trigger("focus")}),this._makeFocusTarget(),this._trigger("open"),void 0)},_focusTabbable:function(){var t=this._focusedElement;t||(t=this.element.find("[autofocus]")),t.length||(t=this.element.find(":tabbable")),t.length||(t=this.uiDialogButtonPane.find(":tabbable")),t.length||(t=this.uiDialogTitlebarClose.filter(":tabbable")),t.length||(t=this.uiDialog),t.eq(0).trigger("focus")},_keepFocus:function(e){function i(){var e=t.ui.safeActiveElement(this.document[0]),i=this.uiDialog[0]===e||t.contains(this.uiDialog[0],e);i||this._focusTabbable()}e.preventDefault(),i.call(this),this._delay(i)},_createWrapper:function(){this.uiDialog=t("<div>").hide().attr({tabIndex:-1,role:"dialog"}).appendTo(this._appendTo()),this._addClass(this.uiDialog,"ui-dialog","ui-widget ui-widget-content ui-front"),this._on(this.uiDialog,{keydown:function(e){if(this.options.closeOnEscape&&!e.isDefaultPrevented()&&e.keyCode&&e.keyCode===t.ui.keyCode.ESCAPE)return e.preventDefault(),this.close(e),void 0;if(e.keyCode===t.ui.keyCode.TAB&&!e.isDefaultPrevented()){var i=this.uiDialog.find(":tabbable"),s=i.filter(":first"),n=i.filter(":last");e.target!==n[0]&&e.target!==this.uiDialog[0]||e.shiftKey?e.target!==s[0]&&e.target!==this.uiDialog[0]||!e.shiftKey||(this._delay(function(){n.trigger("focus")}),e.preventDefault()):(this._delay(function(){s.trigger("focus")}),e.preventDefault())}},mousedown:function(t){this._moveToTop(t)&&this._focusTabbable()}}),this.element.find("[aria-describedby]").length||this.uiDialog.attr({"aria-describedby":this.element.uniqueId().attr("id")})},_createTitlebar:function(){var e;this.uiDialogTitlebar=t("<div>"),this._addClass(this.uiDialogTitlebar,"ui-dialog-titlebar","ui-widget-header ui-helper-clearfix"),this._on(this.uiDialogTitlebar,{mousedown:function(e){t(e.target).closest(".ui-dialog-titlebar-close")||this.uiDialog.trigger("focus")}}),this.uiDialogTitlebarClose=t("<button type='button'></button>").button({label:t("<a>").text(this.options.closeText).html(),icon:"ui-icon-closethick",showLabel:!1}).appendTo(this.uiDialogTitlebar),this._addClass(this.uiDialogTitlebarClose,"ui-dialog-titlebar-close"),this._on(this.uiDialogTitlebarClose,{click:function(t){t.preventDefault(),this.close(t)}}),e=t("<span>").uniqueId().prependTo(this.uiDialogTitlebar),this._addClass(e,"ui-dialog-title"),this._title(e),this.uiDialogTitlebar.prependTo(this.uiDialog),this.uiDialog.attr({"aria-labelledby":e.attr("id")})},_title:function(t){this.options.title?t.text(this.options.title):t.html("&#160;")},_createButtonPane:function(){this.uiDialogButtonPane=t("<div>"),this._addClass(this.uiDialogButtonPane,"ui-dialog-buttonpane","ui-widget-content ui-helper-clearfix"),this.uiButtonSet=t("<div>").appendTo(this.uiDialogButtonPane),this._addClass(this.uiButtonSet,"ui-dialog-buttonset"),this._createButtons()},_createButtons:function(){var e=this,i=this.options.buttons;return this.uiDialogButtonPane.remove(),this.uiButtonSet.empty(),t.isEmptyObject(i)||t.isArray(i)&&!i.length?(this._removeClass(this.uiDialog,"ui-dialog-buttons"),void 0):(t.each(i,function(i,s){var n,o;s=t.isFunction(s)?{click:s,text:i}:s,s=t.extend({type:"button"},s),n=s.click,o={icon:s.icon,iconPosition:s.iconPosition,showLabel:s.showLabel,icons:s.icons,text:s.text},delete s.click,delete s.icon,delete s.iconPosition,delete s.showLabel,delete s.icons,"boolean"==typeof s.text&&delete s.text,t("<button></button>",s).button(o).appendTo(e.uiButtonSet).on("click",function(){n.apply(e.element[0],arguments)})}),this._addClass(this.uiDialog,"ui-dialog-buttons"),this.uiDialogButtonPane.appendTo(this.uiDialog),void 0)},_makeDraggable:function(){function e(t){return{position:t.position,offset:t.offset}}var i=this,s=this.options;this.uiDialog.draggable({cancel:".ui-dialog-content, .ui-dialog-titlebar-close",handle:".ui-dialog-titlebar",containment:"document",start:function(s,n){i._addClass(t(this),"ui-dialog-dragging"),i._blockFrames(),i._trigger("dragStart",s,e(n))},drag:function(t,s){i._trigger("drag",t,e(s))},stop:function(n,o){var a=o.offset.left-i.document.scrollLeft(),r=o.offset.top-i.document.scrollTop();s.position={my:"left top",at:"left"+(a>=0?"+":"")+a+" "+"top"+(r>=0?"+":"")+r,of:i.window},i._removeClass(t(this),"ui-dialog-dragging"),i._unblockFrames(),i._trigger("dragStop",n,e(o))}})},_makeResizable:function(){function e(t){return{originalPosition:t.originalPosition,originalSize:t.originalSize,position:t.position,size:t.size}}var i=this,s=this.options,n=s.resizable,o=this.uiDialog.css("position"),a="string"==typeof n?n:"n,e,s,w,se,sw,ne,nw";this.uiDialog.resizable({cancel:".ui-dialog-content",containment:"document",alsoResize:this.element,maxWidth:s.maxWidth,maxHeight:s.maxHeight,minWidth:s.minWidth,minHeight:this._minHeight(),handles:a,start:function(s,n){i._addClass(t(this),"ui-dialog-resizing"),i._blockFrames(),i._trigger("resizeStart",s,e(n))},resize:function(t,s){i._trigger("resize",t,e(s))},stop:function(n,o){var a=i.uiDialog.offset(),r=a.left-i.document.scrollLeft(),l=a.top-i.document.scrollTop();s.height=i.uiDialog.height(),s.width=i.uiDialog.width(),s.position={my:"left top",at:"left"+(r>=0?"+":"")+r+" "+"top"+(l>=0?"+":"")+l,of:i.window},i._removeClass(t(this),"ui-dialog-resizing"),i._unblockFrames(),i._trigger("resizeStop",n,e(o))}}).css("position",o)},_trackFocus:function(){this._on(this.widget(),{focusin:function(e){this._makeFocusTarget(),this._focusedElement=t(e.target)}})},_makeFocusTarget:function(){this._untrackInstance(),this._trackingInstances().unshift(this)},_untrackInstance:function(){var e=this._trackingInstances(),i=t.inArray(this,e);-1!==i&&e.splice(i,1)},_trackingInstances:function(){var t=this.document.data("ui-dialog-instances");return t||(t=[],this.document.data("ui-dialog-instances",t)),t},_minHeight:function(){var t=this.options;return"auto"===t.height?t.minHeight:Math.min(t.minHeight,t.height)},_position:function(){var t=this.uiDialog.is(":visible");t||this.uiDialog.show(),this.uiDialog.position(this.options.position),t||this.uiDialog.hide()},_setOptions:function(e){var i=this,s=!1,n={};t.each(e,function(t,e){i._setOption(t,e),t in i.sizeRelatedOptions&&(s=!0),t in i.resizableRelatedOptions&&(n[t]=e)}),s&&(this._size(),this._position()),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option",n)},_setOption:function(e,i){var s,n,o=this.uiDialog;"disabled"!==e&&(this._super(e,i),"appendTo"===e&&this.uiDialog.appendTo(this._appendTo()),"buttons"===e&&this._createButtons(),"closeText"===e&&this.uiDialogTitlebarClose.button({label:t("<a>").text(""+this.options.closeText).html()}),"draggable"===e&&(s=o.is(":data(ui-draggable)"),s&&!i&&o.draggable("destroy"),!s&&i&&this._makeDraggable()),"position"===e&&this._position(),"resizable"===e&&(n=o.is(":data(ui-resizable)"),n&&!i&&o.resizable("destroy"),n&&"string"==typeof i&&o.resizable("option","handles",i),n||i===!1||this._makeResizable()),"title"===e&&this._title(this.uiDialogTitlebar.find(".ui-dialog-title")))},_size:function(){var t,e,i,s=this.options;this.element.show().css({width:"auto",minHeight:0,maxHeight:"none",height:0}),s.minWidth>s.width&&(s.width=s.minWidth),t=this.uiDialog.css({height:"auto",width:s.width}).outerHeight(),e=Math.max(0,s.minHeight-t),i="number"==typeof s.maxHeight?Math.max(0,s.maxHeight-t):"none","auto"===s.height?this.element.css({minHeight:e,maxHeight:i,height:"auto"}):this.element.height(Math.max(0,s.height-t)),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option","minHeight",this._minHeight())},_blockFrames:function(){this.iframeBlocks=this.document.find("iframe").map(function(){var e=t(this);return t("<div>").css({position:"absolute",width:e.outerWidth(),height:e.outerHeight()}).appendTo(e.parent()).offset(e.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_allowInteraction:function(e){return t(e.target).closest(".ui-dialog").length?!0:!!t(e.target).closest(".ui-datepicker").length},_createOverlay:function(){if(this.options.modal){var e=!0;this._delay(function(){e=!1}),this.document.data("ui-dialog-overlays")||this._on(this.document,{focusin:function(t){e||this._allowInteraction(t)||(t.preventDefault(),this._trackingInstances()[0]._focusTabbable())}}),this.overlay=t("<div>").appendTo(this._appendTo()),this._addClass(this.overlay,null,"ui-widget-overlay ui-front"),this._on(this.overlay,{mousedown:"_keepFocus"}),this.document.data("ui-dialog-overlays",(this.document.data("ui-dialog-overlays")||0)+1)}},_destroyOverlay:function(){if(this.options.modal&&this.overlay){var t=this.document.data("ui-dialog-overlays")-1;t?this.document.data("ui-dialog-overlays",t):(this._off(this.document,"focusin"),this.document.removeData("ui-dialog-overlays")),this.overlay.remove(),this.overlay=null}}}),t.uiBackCompat!==!1&&t.widget("ui.dialog",t.ui.dialog,{options:{dialogClass:""},_createWrapper:function(){this._super(),this.uiDialog.addClass(this.options.dialogClass)},_setOption:function(t,e){"dialogClass"===t&&this.uiDialog.removeClass(this.options.dialogClass).addClass(e),this._superApply(arguments)}}),t.ui.dialog,t.widget("ui.menu",{version:"1.12.1",defaultElement:"<ul>",delay:300,options:{icons:{submenu:"ui-icon-caret-1-e"},items:"> *",menus:"ul",position:{my:"left top",at:"right top"},role:"menu",blur:null,focus:null,select:null},_create:function(){this.activeMenu=this.element,this.mouseHandled=!1,this.element.uniqueId().attr({role:this.options.role,tabIndex:0}),this._addClass("ui-menu","ui-widget ui-widget-content"),this._on({"mousedown .ui-menu-item":function(t){t.preventDefault()},"click .ui-menu-item":function(e){var i=t(e.target),s=t(t.ui.safeActiveElement(this.document[0]));!this.mouseHandled&&i.not(".ui-state-disabled").length&&(this.select(e),e.isPropagationStopped()||(this.mouseHandled=!0),i.has(".ui-menu").length?this.expand(e):!this.element.is(":focus")&&s.closest(".ui-menu").length&&(this.element.trigger("focus",[!0]),this.active&&1===this.active.parents(".ui-menu").length&&clearTimeout(this.timer)))},"mouseenter .ui-menu-item":function(e){if(!this.previousFilter){var i=t(e.target).closest(".ui-menu-item"),s=t(e.currentTarget);i[0]===s[0]&&(this._removeClass(s.siblings().children(".ui-state-active"),null,"ui-state-active"),this.focus(e,s))}},mouseleave:"collapseAll","mouseleave .ui-menu":"collapseAll",focus:function(t,e){var i=this.active||this.element.find(this.options.items).eq(0);e||this.focus(t,i)},blur:function(e){this._delay(function(){var i=!t.contains(this.element[0],t.ui.safeActiveElement(this.document[0]));i&&this.collapseAll(e)})},keydown:"_keydown"}),this.refresh(),this._on(this.document,{click:function(t){this._closeOnDocumentClick(t)&&this.collapseAll(t),this.mouseHandled=!1}})},_destroy:function(){var e=this.element.find(".ui-menu-item").removeAttr("role aria-disabled"),i=e.children(".ui-menu-item-wrapper").removeUniqueId().removeAttr("tabIndex role aria-haspopup");this.element.removeAttr("aria-activedescendant").find(".ui-menu").addBack().removeAttr("role aria-labelledby aria-expanded aria-hidden aria-disabled tabIndex").removeUniqueId().show(),i.children().each(function(){var e=t(this);e.data("ui-menu-submenu-caret")&&e.remove()})},_keydown:function(e){var i,s,n,o,a=!0;switch(e.keyCode){case t.ui.keyCode.PAGE_UP:this.previousPage(e);break;case t.ui.keyCode.PAGE_DOWN:this.nextPage(e);break;case t.ui.keyCode.HOME:this._move("first","first",e);break;case t.ui.keyCode.END:this._move("last","last",e);break;case t.ui.keyCode.UP:this.previous(e);break;case t.ui.keyCode.DOWN:this.next(e);break;case t.ui.keyCode.LEFT:this.collapse(e);break;case t.ui.keyCode.RIGHT:this.active&&!this.active.is(".ui-state-disabled")&&this.expand(e);break;case t.ui.keyCode.ENTER:case t.ui.keyCode.SPACE:this._activate(e);break;case t.ui.keyCode.ESCAPE:this.collapse(e);break;default:a=!1,s=this.previousFilter||"",o=!1,n=e.keyCode>=96&&105>=e.keyCode?""+(e.keyCode-96):String.fromCharCode(e.keyCode),clearTimeout(this.filterTimer),n===s?o=!0:n=s+n,i=this._filterMenuItems(n),i=o&&-1!==i.index(this.active.next())?this.active.nextAll(".ui-menu-item"):i,i.length||(n=String.fromCharCode(e.keyCode),i=this._filterMenuItems(n)),i.length?(this.focus(e,i),this.previousFilter=n,this.filterTimer=this._delay(function(){delete this.previousFilter},1e3)):delete this.previousFilter}a&&e.preventDefault()},_activate:function(t){this.active&&!this.active.is(".ui-state-disabled")&&(this.active.children("[aria-haspopup='true']").length?this.expand(t):this.select(t))},refresh:function(){var e,i,s,n,o,a=this,r=this.options.icons.submenu,l=this.element.find(this.options.menus);this._toggleClass("ui-menu-icons",null,!!this.element.find(".ui-icon").length),s=l.filter(":not(.ui-menu)").hide().attr({role:this.options.role,"aria-hidden":"true","aria-expanded":"false"}).each(function(){var e=t(this),i=e.prev(),s=t("<span>").data("ui-menu-submenu-caret",!0);a._addClass(s,"ui-menu-icon","ui-icon "+r),i.attr("aria-haspopup","true").prepend(s),e.attr("aria-labelledby",i.attr("id"))}),this._addClass(s,"ui-menu","ui-widget ui-widget-content ui-front"),e=l.add(this.element),i=e.find(this.options.items),i.not(".ui-menu-item").each(function(){var e=t(this);a._isDivider(e)&&a._addClass(e,"ui-menu-divider","ui-widget-content")}),n=i.not(".ui-menu-item, .ui-menu-divider"),o=n.children().not(".ui-menu").uniqueId().attr({tabIndex:-1,role:this._itemRole()}),this._addClass(n,"ui-menu-item")._addClass(o,"ui-menu-item-wrapper"),i.filter(".ui-state-disabled").attr("aria-disabled","true"),this.active&&!t.contains(this.element[0],this.active[0])&&this.blur()},_itemRole:function(){return{menu:"menuitem",listbox:"option"}[this.options.role]},_setOption:function(t,e){if("icons"===t){var i=this.element.find(".ui-menu-icon");this._removeClass(i,null,this.options.icons.submenu)._addClass(i,null,e.submenu)}this._super(t,e)},_setOptionDisabled:function(t){this._super(t),this.element.attr("aria-disabled",t+""),this._toggleClass(null,"ui-state-disabled",!!t)},focus:function(t,e){var i,s,n;this.blur(t,t&&"focus"===t.type),this._scrollIntoView(e),this.active=e.first(),s=this.active.children(".ui-menu-item-wrapper"),this._addClass(s,null,"ui-state-active"),this.options.role&&this.element.attr("aria-activedescendant",s.attr("id")),n=this.active.parent().closest(".ui-menu-item").children(".ui-menu-item-wrapper"),this._addClass(n,null,"ui-state-active"),t&&"keydown"===t.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=e.children(".ui-menu"),i.length&&t&&/^mouse/.test(t.type)&&this._startOpening(i),this.activeMenu=e.parent(),this._trigger("focus",t,{item:e})},_scrollIntoView:function(e){var i,s,n,o,a,r;this._hasScroll()&&(i=parseFloat(t.css(this.activeMenu[0],"borderTopWidth"))||0,s=parseFloat(t.css(this.activeMenu[0],"paddingTop"))||0,n=e.offset().top-this.activeMenu.offset().top-i-s,o=this.activeMenu.scrollTop(),a=this.activeMenu.height(),r=e.outerHeight(),0>n?this.activeMenu.scrollTop(o+n):n+r>a&&this.activeMenu.scrollTop(o+n-a+r))},blur:function(t,e){e||clearTimeout(this.timer),this.active&&(this._removeClass(this.active.children(".ui-menu-item-wrapper"),null,"ui-state-active"),this._trigger("blur",t,{item:this.active}),this.active=null)},_startOpening:function(t){clearTimeout(this.timer),"true"===t.attr("aria-hidden")&&(this.timer=this._delay(function(){this._close(),this._open(t)},this.delay))},_open:function(e){var i=t.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(".ui-menu").not(e.parents(".ui-menu")).hide().attr("aria-hidden","true"),e.show().removeAttr("aria-hidden").attr("aria-expanded","true").position(i)},collapseAll:function(e,i){clearTimeout(this.timer),this.timer=this._delay(function(){var s=i?this.element:t(e&&e.target).closest(this.element.find(".ui-menu"));s.length||(s=this.element),this._close(s),this.blur(e),this._removeClass(s.find(".ui-state-active"),null,"ui-state-active"),this.activeMenu=s},this.delay)},_close:function(t){t||(t=this.active?this.active.parent():this.element),t.find(".ui-menu").hide().attr("aria-hidden","true").attr("aria-expanded","false")},_closeOnDocumentClick:function(e){return!t(e.target).closest(".ui-menu").length},_isDivider:function(t){return!/[^\-\u2014\u2013\s]/.test(t.text())},collapse:function(t){var e=this.active&&this.active.parent().closest(".ui-menu-item",this.element);e&&e.length&&(this._close(),this.focus(t,e))},expand:function(t){var e=this.active&&this.active.children(".ui-menu ").find(this.options.items).first();e&&e.length&&(this._open(e.parent()),this._delay(function(){this.focus(t,e)}))},next:function(t){this._move("next","first",t)},previous:function(t){this._move("prev","last",t)},isFirstItem:function(){return this.active&&!this.active.prevAll(".ui-menu-item").length},isLastItem:function(){return this.active&&!this.active.nextAll(".ui-menu-item").length},_move:function(t,e,i){var s;this.active&&(s="first"===t||"last"===t?this.active["first"===t?"prevAll":"nextAll"](".ui-menu-item").eq(-1):this.active[t+"All"](".ui-menu-item").eq(0)),s&&s.length&&this.active||(s=this.activeMenu.find(this.options.items)[e]()),this.focus(i,s)},nextPage:function(e){var i,s,n;return this.active?(this.isLastItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.nextAll(".ui-menu-item").each(function(){return i=t(this),0>i.offset().top-s-n}),this.focus(e,i)):this.focus(e,this.activeMenu.find(this.options.items)[this.active?"last":"first"]())),void 0):(this.next(e),void 0)},previousPage:function(e){var i,s,n;return this.active?(this.isFirstItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.prevAll(".ui-menu-item").each(function(){return i=t(this),i.offset().top-s+n>0}),this.focus(e,i)):this.focus(e,this.activeMenu.find(this.options.items).first())),void 0):(this.next(e),void 0)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop("scrollHeight")},select:function(e){this.active=this.active||t(e.target).closest(".ui-menu-item");var i={item:this.active};this.active.has(".ui-menu").length||this.collapseAll(e,!0),this._trigger("select",e,i)},_filterMenuItems:function(e){var i=e.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&"),s=RegExp("^"+i,"i");return this.activeMenu.find(this.options.items).filter(".ui-menu-item").filter(function(){return s.test(t.trim(t(this).children(".ui-menu-item-wrapper").text()))})}}),t.widget("ui.slider",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"slide",options:{animate:!1,classes:{"ui-slider":"ui-corner-all","ui-slider-handle":"ui-corner-all","ui-slider-range":"ui-corner-all ui-widget-header"},distance:0,max:100,min:0,orientation:"horizontal",range:!1,step:1,value:0,values:null,change:null,slide:null,start:null,stop:null},numPages:5,_create:function(){this._keySliding=!1,this._mouseSliding=!1,this._animateOff=!0,this._handleIndex=null,this._detectOrientation(),this._mouseInit(),this._calculateNewMax(),this._addClass("ui-slider ui-slider-"+this.orientation,"ui-widget 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s={handle:this.handles[t],handleIndex:t,value:void 0!==e?e:this.value()};return this._hasMultipleValues()&&(s.value=void 0!==e?e:this.values(t),s.values=i||this.values()),s},_hasMultipleValues:function(){return this.options.values&&this.options.values.length},_start:function(t,e){return this._trigger("start",t,this._uiHash(e))},_slide:function(t,e,i){var s,n,o=this.value(),a=this.values();this._hasMultipleValues()&&(n=this.values(e?0:1),o=this.values(e),2===this.options.values.length&&this.options.range===!0&&(i=0===e?Math.min(n,i):Math.max(n,i)),a[e]=i),i!==o&&(s=this._trigger("slide",t,this._uiHash(e,i,a)),s!==!1&&(this._hasMultipleValues()?this.values(e,i):this.value(i)))},_stop:function(t,e){this._trigger("stop",t,this._uiHash(e))},_change:function(t,e){this._keySliding||this._mouseSliding||(this._lastChangedValue=e,this._trigger("change",t,this._uiHash(e)))},value:function(t){return arguments.length?(this.options.value=this._trimAlignValue(t),this._refreshValue(),this._change(null,0),void 0):this._value()},values:function(e,i){var s,n,o;if(arguments.length>1)return this.options.values[e]=this._trimAlignValue(i),this._refreshValue(),this._change(null,e),void 0;if(!arguments.length)return this._values();if(!t.isArray(arguments[0]))return this._hasMultipleValues()?this._values(e):this.value();for(s=this.options.values,n=arguments[0],o=0;s.length>o;o+=1)s[o]=this._trimAlignValue(n[o]),this._change(null,o);this._refreshValue()},_setOption:function(e,i){var s,n=0;switch("range"===e&&this.options.range===!0&&("min"===i?(this.options.value=this._values(0),this.options.values=null):"max"===i&&(this.options.value=this._values(this.options.values.length-1),this.options.values=null)),t.isArray(this.options.values)&&(n=this.options.values.length),this._super(e,i),e){case"orientation":this._detectOrientation(),this._removeClass("ui-slider-horizontal 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t*t*(3*t-2)},Bounce:function(t){for(var e,i=4;((e=Math.pow(2,--i))-1)/11>t;);return 1/Math.pow(4,3-i)-7.5625*Math.pow((3*e-2)/22-t,2)}}),t.each(e,function(e,i){t.easing["easeIn"+e]=i,t.easing["easeOut"+e]=function(t){return 1-i(1-t)},t.easing["easeInOut"+e]=function(t){return.5>t?i(2*t)/2:1-i(-2*t+2)/2}})}(),t.effects,t.effects.define("slide","show",function(e,i){var s,n,o=t(this),a={up:["bottom","top"],down:["top","bottom"],left:["right","left"],right:["left","right"]},r=e.mode,l=e.direction||"left",h="up"===l||"down"===l?"top":"left",c="up"===l||"left"===l,u=e.distance||o["top"===h?"outerHeight":"outerWidth"](!0),d={};t.effects.createPlaceholder(o),s=o.cssClip(),n=o.position()[h],d[h]=(c?-1:1)*u+n,d.clip=o.cssClip(),d.clip[a[l][1]]=d.clip[a[l][0]],"show"===r&&(o.cssClip(d.clip),o.css(h,d[h]),d.clip=s,d[h]=n),o.animate(d,{queue:!1,duration:e.duration,easing:e.easing,complete:i})})});/*
+ * jQuery.fullscreen v0.5.0
+ * https://github.com/private-face/jquery.fullscreen
+ *
+ * Copyright (c) 2012–2014 Vladimir Zhuravlev
+ * Released under the MIT license
+ * https://github.com/private-face/jquery.fullscreen/blob/master/LICENSE
+ *
+ * Date: 2014-12-20
+ **/
+;!function($) {
+function defined(a){return"undefined"!=typeof a}function extend(a,b,c){var d=function(){};d.prototype=b.prototype,a.prototype=new d,a.prototype.constructor=a,b.prototype.constructor=b,a._super=b.prototype,c&&$.extend(a.prototype,c)}function native(a,b){var c;"string"==typeof a&&(b=a,a=document);for(var d=0;d<SUBST.length;++d){b=b.replace(SUBST[d][0],SUBST[d][1]);for(var e=0;e<VENDOR_PREFIXES.length;++e)if(c=VENDOR_PREFIXES[e],c+=0===e?b:b.charAt(0).toUpperCase()+b.substr(1),defined(a[c]))return a[c]}return void 0}var SUBST=[["",""],["exit","cancel"],["screen","Screen"]],VENDOR_PREFIXES=["","o","ms","moz","webkit","webkitCurrent"],ua=navigator.userAgent,fsEnabled=native("fullscreenEnabled"),IS_ANDROID_CHROME=-1!==ua.indexOf("Android")&&-1!==ua.indexOf("Chrome"),IS_NATIVELY_SUPPORTED=!IS_ANDROID_CHROME&&defined(native("fullscreenElement"))&&(!defined(fsEnabled)||fsEnabled===!0),version=$.fn.jquery.split("."),JQ_LT_17=parseInt(version[0])<2&&parseInt(version[1])<7,FullScreenAbstract=function(){this.__options=null,this._fullScreenElement=null,this.__savedStyles={}};FullScreenAbstract.prototype={"native":native,_DEFAULT_OPTIONS:{styles:{boxSizing:"border-box",MozBoxSizing:"border-box",WebkitBoxSizing:"border-box"},toggleClass:null},__documentOverflow:"",__htmlOverflow:"",_preventDocumentScroll:function(){this.__documentOverflow=document.body.style.overflow,this.__htmlOverflow=document.documentElement.style.overflow,$(this._fullScreenElement).is("body, html")||$("body, html").css("overflow","hidden")},_allowDocumentScroll:function(){document.body.style.overflow=this.__documentOverflow,document.documentElement.style.overflow=this.__htmlOverflow},_fullScreenChange:function(){this.__options&&(this.isFullScreen()?(this._preventDocumentScroll(),this._triggerEvents()):(this._allowDocumentScroll(),this._revertStyles(),this._triggerEvents(),this._fullScreenElement=null))},_fullScreenError:function(a){this.__options&&(this._revertStyles(),this._fullScreenElement=null,a&&$(document).trigger("fscreenerror",[a]))},_triggerEvents:function(){$(this._fullScreenElement).trigger(this.isFullScreen()?"fscreenopen":"fscreenclose"),$(document).trigger("fscreenchange",[this.isFullScreen(),this._fullScreenElement])},_saveAndApplyStyles:function(){var a=$(this._fullScreenElement);this.__savedStyles={};for(var b in this.__options.styles)this.__savedStyles[b]=this._fullScreenElement.style[b],this._fullScreenElement.style[b]=this.__options.styles[b];a.is("body")&&(document.documentElement.style.overflow=this.__options.styles.overflow),this.__options.toggleClass&&a.addClass(this.__options.toggleClass)},_revertStyles:function(){var a=$(this._fullScreenElement);for(var b in this.__options.styles)this._fullScreenElement.style[b]=this.__savedStyles[b];a.is("body")&&(document.documentElement.style.overflow=this.__savedStyles.overflow),this.__options.toggleClass&&a.removeClass(this.__options.toggleClass)},open:function(a,b){a!==this._fullScreenElement&&(this.isFullScreen()&&this.exit(),this._fullScreenElement=a,this.__options=$.extend(!0,{},this._DEFAULT_OPTIONS,b),this._saveAndApplyStyles())},exit:null,isFullScreen:null,isNativelySupported:function(){return IS_NATIVELY_SUPPORTED}};var FullScreenNative=function(){FullScreenNative._super.constructor.apply(this,arguments),this.exit=$.proxy(native("exitFullscreen"),document),this._DEFAULT_OPTIONS=$.extend(!0,{},this._DEFAULT_OPTIONS,{styles:{width:"100%",height:"100%"}}),$(document).bind(this._prefixedString("fullscreenchange")+" MSFullscreenChange",$.proxy(this._fullScreenChange,this)).bind(this._prefixedString("fullscreenerror")+" MSFullscreenError",$.proxy(this._fullScreenError,this))};extend(FullScreenNative,FullScreenAbstract,{VENDOR_PREFIXES:["","o","moz","webkit"],_prefixedString:function(a){return $.map(this.VENDOR_PREFIXES,function(b){return b+a}).join(" ")},open:function(a){FullScreenNative._super.open.apply(this,arguments);var b=native(a,"requestFullscreen");b.call(a)},exit:$.noop,isFullScreen:function(){return null!==native("fullscreenElement")},element:function(){return native("fullscreenElement")}});var FullScreenFallback=function(){FullScreenFallback._super.constructor.apply(this,arguments),this._DEFAULT_OPTIONS=$.extend({},this._DEFAULT_OPTIONS,{styles:{position:"absolute",zIndex:"2147483647",left:0,top:0,bottom:0,right:0}}),this.__delegateKeydownHandler()};extend(FullScreenFallback,FullScreenAbstract,{__isFullScreen:!1,__delegateKeydownHandler:function(){var a=$(document);a.delegate("*","keydown.fullscreen",$.proxy(this.__keydownHandler,this));var b=JQ_LT_17?a.data("events"):$._data(document).events,c=b.keydown;JQ_LT_17?b.live.unshift(b.live.pop()):c.splice(0,0,c.splice(c.delegateCount-1,1)[0])},__keydownHandler:function(a){return this.isFullScreen()&&27===a.which?(this.exit(),!1):!0},_revertStyles:function(){FullScreenFallback._super._revertStyles.apply(this,arguments),this._fullScreenElement.offsetHeight},open:function(){FullScreenFallback._super.open.apply(this,arguments),this.__isFullScreen=!0,this._fullScreenChange()},exit:function(){this.__isFullScreen&&(this.__isFullScreen=!1,this._fullScreenChange())},isFullScreen:function(){return this.__isFullScreen},element:function(){return this.__isFullScreen?this._fullScreenElement:null}}),$.fullscreen=IS_NATIVELY_SUPPORTED?new FullScreenNative:new FullScreenFallback,$.fn.fullscreen=function(a){var b=this[0];return a=$.extend({toggleClass:null,overflow:"hidden"},a),a.styles={overflow:a.overflow},delete a.overflow,b&&$.fullscreen.open(b,a),this};
+}(jQuery);/** vim: et:ts=4:sw=4:sts=4
+ * @license RequireJS 2.3.2 Copyright jQuery Foundation and other contributors.
+ * Released under MIT license, https://github.com/requirejs/requirejs/blob/master/LICENSE
+ */
+var requirejs,require,define;!function(global,setTimeout){var req,s,head,baseElement,dataMain,src,interactiveScript,currentlyAddingScript,mainScript,subPath,version="2.3.2",commentRegExp=/\/\*[\s\S]*?\*\/|([^:"'=]|^)\/\/.*$/gm,cjsRequireRegExp=/[^.]\s*require\s*\(\s*["']([^'"\s]+)["']\s*\)/g,jsSuffixRegExp=/\.js$/,currDirRegExp=/^\.\//,op=Object.prototype,ostring=op.toString,hasOwn=op.hasOwnProperty,isBrowser=!("undefined"==typeof window||"undefined"==typeof navigator||!window.document),isWebWorker=!isBrowser&&"undefined"!=typeof importScripts,readyRegExp=isBrowser&&"PLAYSTATION 3"===navigator.platform?/^complete$/:/^(complete|loaded)$/,defContextName="_",isOpera="undefined"!=typeof opera&&"[object Opera]"===opera.toString(),contexts={},cfg={},globalDefQueue=[],useInteractive=!1;function commentReplace(e,t){return t||""}function isFunction(e){return"[object Function]"===ostring.call(e)}function isArray(e){return"[object Array]"===ostring.call(e)}function each(e,t){var 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executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUICompTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_1){"use strict";var eDwUICompTreeHTMLGenerator=function(_super){__extends(eDwUICompTreeHTMLGenerator,_super);function eDwUICompTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUICompTreeHTMLGenerator.prototype.generateHTMLForTree=function(iConfigNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var childNodes=this.forNodeGetChildren(iConfigNode);if(childNodes.length>0){var childNode=childNodes[0];var classes=this.forNodeHasChildren(childNode)?" edrawings-tree-expanded ":"";var offset=this.computeOffset(iLeftPaddingInPX);generatedHTML+=_super.prototype.generateHTMLForNode.call(this,childNode,offset,classes,iIncludeAllDescendents);generatedHTML+=_super.prototype.generateHTMLForChildNodes.call(this,childNode,false,offset)}return generatedHTML};return eDwUICompTreeHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUICompTreeHTMLGenerator}));define("eDwUIComponentTreePlugin",["require","exports","eDwUICompTreeHTMLGenerator","eDwSelObj","eDwUIUtils","eDwEvents","utils","eDwUIBasePlugin","eDwUIShortcutMenu"],(function(require,exports,eDwUICompTreeHTMLGenerator,eDwSelObj,eDwUIUtils,eDwEvents,utils,eDwUIBasePlugin_1,eDwUIShortcutMenu_1){"use strict";var eDwUIComponentTreePlugin=function(_super){__extends(eDwUIComponentTreePlugin,_super);function eDwUIComponentTreePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-component-tree"};_this=_super.call(this,"ComponentTree",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIComponentTreePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_compPanelID,HTML:"componentpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();eDwUIUtils.hide(this.PluginButtonID,!model.isAssembly());eDwUIUtils.setUIGenerator(c_compPanelID,new eDwUICompTreeHTMLGenerator(this.mViewer,c_compPanelID));this.sync(model.getActiveModelView());return[2]}}))}))};eDwUIComponentTreePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_compPanelID)}};eDwUIComponentTreePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;this.sync(this.mViewer.getModel().getActiveModelView());eDwUIUtils.addPanelModeEvents(c_compPanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,c_compPanelID);this.mUIHTMLEventMgr.addDelegatedEventHandler("#edrawings-component-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var selObjIDHC=eDwUIUtils.getIDHC(eDwUIUtils.getAsJQueryObj(iEvent.target));if(!utils.isNumber(selObjIDHC))return;_this.zoomToFit(_this.mViewer)}));this.mUIHTMLEventMgr.addEventHandler("#component-search-cancel","click",(function(iEvent){$("#edrawings-component-tree-menu "+".edrawings-menu-search-input").val("");eDwUIUtils.searchPanelList(_this.mViewer,eDwUIUtils.getAsJQueryObj(iEvent.target))}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-search-component-input","keyup",(function(iEvent){eDwUIUtils.searchPanelList(_this.mViewer,eDwUIUtils.getAsJQueryObj(iEvent.target))}));eDwUIUtils.addCloseEventHandler(c_compPanelID,this.mUIHTMLEventMgr);this.setAppEvents(true);return true};eDwUIComponentTreePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mUIHTMLEventMgr.removeEventHandlers(c_compPanelID,"click");this.setAppEvents(false);return true};eDwUIComponentTreePlugin.prototype.onInitFullUI=function(iViewer){this.sync(iViewer.getModel().getActiveModelView())};eDwUIComponentTreePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.sync(iNewModelView)};eDwUIComponentTreePlugin.prototype.onSelect=function(iViewer,iSelObjs){var selFunc=function(iViewer,iSelHierNode){eDwUIUtils.expandSelected(iViewer,iSelHierNode);eDwUIUtils.scrollToTreeNode(iSelHierNode,true)};this.processSelections(iViewer,iSelObjs,selFunc)};eDwUIComponentTreePlugin.prototype.onUnselect=function(iViewer,iSelObjs){var unSelFunc=function(iViewer,iSelHierNode){eDwUIUtils.scrollToTreeNode(iSelHierNode,false)};this.processSelections(iViewer,iSelObjs,unSelFunc)};eDwUIComponentTreePlugin.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIComponentTreePlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable);this.addAppObjEvent(eDwEvents.SelectEvent,"onSelect",iEnable);this.addAppObjEvent(eDwEvents.UnselectEvent,"onUnselect",iEnable);this.addAppObjEvent(eDwEvents.NodeAttribChangeEvent,"onNodeAttribChanged",iEnable)};eDwUIComponentTreePlugin.prototype.sync=function(iNewModelView){var listJQ=$(c_compPanelID+" .edrawings-submenu-list");listJQ.empty();var gen=eDwUIUtils.getUIGenerator(c_compPanelID);listJQ.append(gen.generateHTMLForTree(iNewModelView.Hierarchy));eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='item-tree-text']","edrawings-list-selected")};eDwUIComponentTreePlugin.prototype.zoomToFit=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()};eDwUIComponentTreePlugin.prototype.processSelections=function(iViewer,iSelObjsHC,iProcFunc){var model=iViewer.getModel();if(!model.isAssembly())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjsHC_1=iSelObjsHC;_i<iSelObjsHC_1.length;_i++){var selObjHC=iSelObjsHC_1[_i];var selObj=eDwSelObj.extendHCSelObj(selObjHC);var selHierNode=activeModelView.Nodes[selObj.getIDHC()];if(!selHierNode)continue;iProcFunc(iViewer,selHierNode)}};return eDwUIComponentTreePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_compPanelID="#edrawings-component-tree-menu";var c_eventIDSuffix=".edw.tree";return eDwUIComponentTreePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIConfigurationsPlugin",["require","exports","eDwUIModelViewHTMLGenerator","eDwUIUtils","eDwEvents","eDwUIBasePlugin"],(function(require,exports,eDwUIModelViewHTMLGenerator,eDwUIUtils,eDwEvents,eDwUIBasePlugin_1){"use strict";var eDwUIConfigurationsPlugin=function(_super){__extends(eDwUIConfigurationsPlugin,_super);function eDwUIConfigurationsPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-configurations"};_this=_super.call(this,"Configurations",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIConfigurationsPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_configPanelID,HTML:"configpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();eDwUIUtils.hide(this.PluginButtonID,model.isDrawing()||model.getModelViews().length===1&&model.getActiveModelView().Name==="#-^");eDwUIUtils.setUIGenerator(c_configPanelID,new eDwUIModelViewHTMLGenerator(this.mViewer,c_configPanelID));return[2]}}))}))};eDwUIConfigurationsPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_configPanelID)}};eDwUIConfigurationsPlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);this.setAppEvents(true)};eDwUIConfigurationsPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);this.setAppEvents(false)};eDwUIConfigurationsPlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_configPanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var switchModelView=function(iEvent){eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.target));eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-tree-text")};this.mUIHTMLEventMgr.addDelegatedEventHandler(c_configPanelID+" .edrawings-root","click",switchModelView);eDwUIUtils.addCloseEventHandler(c_configPanelID,this.mUIHTMLEventMgr);return true};eDwUIConfigurationsPlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mUIHTMLEventMgr.removeEventHandlers(c_configPanelID,"click");return true};eDwUIConfigurationsPlugin.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.populateModelViewPanel(this.mViewer,c_configPanelID,"config-tree-text")];case 1:_a.sent();this.updateModelViewLists(this.mViewer.getModel().getActiveModelView());return[2]}}))}))})()};eDwUIConfigurationsPlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.updateModelViewLists(iNewModelView)};eDwUIConfigurationsPlugin.prototype.updateModelViewLists=function(iModelView){var elements=$(c_configPanelID).find(".edrawings-submenu-list-item");elements.removeClass("edrawings-list-selected");if(iModelView){eDwUIUtils.updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected")}};eDwUIConfigurationsPlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable)};return eDwUIConfigurationsPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_configPanelID="#edrawings-configurations-menu";var c_eventIDSuffix=".edw.config";return eDwUIConfigurationsPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIExplodePlugin",["require","exports","eDwUIBasePlugin","eDwCommandMgr","eDwCompositeCmd","eDwExplodeCmd","eDwUIUtils","eDwEventMgr","eDwEvents","utils"],(function(require,exports,eDwUIBasePlugin_1,eDwCommandMgr,eDwCompositeCmd,eDwExplodeCmd,eDwUIUtils,eDwEventMgr,eDwEvents_1,utils){"use strict";var eDwUIExplodePlugin=function(_super){__extends(eDwUIExplodePlugin,_super);function eDwUIExplodePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-explode"};_this=_super.call(this,"Explode",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIExplodePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_explodePanelID,HTML:"explodepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();eDwUIUtils.hide(this.PluginButtonID,!this.mViewer.getModel().isAssembly());return[2]}}))}))};eDwUIExplodePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_explodePanelID)}};eDwUIExplodePlugin.prototype.destroy=function(){_super.prototype.destroy.call(this);$("#edrawings-button-explode").off("click.edw");var explodeHandle=$("#edrawings-explode-slider .ui-slider-handle");explodeHandle.off("touchmove.edw");explodeHandle.off("touchstart.edw");explodeHandle.off("touchend.edw");delete this.mExplodeCmd;delete this.mCompositeExplodeCmd};eDwUIExplodePlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);this.setAppEvents(true)};eDwUIExplodePlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);this.setAppEvents(false)};eDwUIExplodePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_explodePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));this.mCompositeExplodeCmd=new eDwCompositeCmd(this.mViewer);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(this.mCompositeExplodeCmd);this.mCompositeExplodeCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.InitialState=this.mViewer.getExplosionLevel();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.undoSubCmds();this.mViewer.setExplosionLevel(ioCmd.InitialState);return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.redoSubCmds();this.mViewer.setExplosionLevel(ioCmd.FinalState);return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=this.mViewer.getExplosionLevel();return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){delete ioCmd.FinalState;delete ioCmd.InitialState;return[2]}))}))}});var viewer=this.mViewer;var explodeSlider=$("#edrawings-explode-slider");try{explodeSlider.slider("option")}catch(iException){explodeSlider.slider({orientation:"vertical",range:"min",min:0,max:10,step:.1,value:viewer.getExplosionLevel(),slide:function(iEvent,iSliderParams){var val=iSliderParams.value;if(utils.isNumber(val))_this.mExplodeCmd.setLevel(val)},start:function(iEvent,iUI){_this.start(cmdMgr)},stop:function(iEvent,iUI){_this.stop(cmdMgr)}});$("#edrawings-explode-up").on("click.edw",(function(){_this.setLevel(cmdMgr,10)}));$("#edrawings-explode-down").on("click.edw",(function(){_this.setLevel(cmdMgr,0)}));var explodeHandle=$("#edrawings-explode-slider .ui-slider-handle");explodeHandle.on("touchmove.edw",(function(iEvent){var touchEvent=iEvent.originalEvent;if(!(touchEvent instanceof TouchEvent))return;var xPos=touchEvent.touches[0].clientX;var total=explodeSlider.width();var val=10*(xPos-60)/total;val=val>1?1:val;val=val<0?0:val;explodeSlider.slider("value",val);_this.mExplodeCmd.setLevel(val)}));explodeHandle.on("touchstart.edw",(function(iEvent){_this.start(cmdMgr)}));explodeHandle.on("touchend.edw",(function(iEvent){_this.stop(cmdMgr)}))}return true};eDwUIExplodePlugin.prototype.onDeactivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().remove(this.mCompositeExplodeCmd,"commit")];case 1:_a.sent();delete this.mCompositeExplodeCmd;return[2]}}))}))})();return true};eDwUIExplodePlugin.prototype.onExplodeLevelChange=function(iViewer){var explodeSlider=$("#edrawings-explode-slider");try{explodeSlider.slider("value",iViewer.getExplosionLevel())}catch(iException){}};eDwUIExplodePlugin.prototype.onResetScene=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.ExplodeLevelChangeEvent)];case 1:_a.sent();return[2]}}))}))})()};eDwUIExplodePlugin.prototype.start=function(ioCmdMgr){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mExplodeCmd=new eDwExplodeCmd(this.mViewer);return[4,ioCmdMgr.add(this.mExplodeCmd)];case 1:_a.sent();return[2]}}))}))})()};eDwUIExplodePlugin.prototype.stop=function(ioCmdMgr){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmdMgr.remove(this.mExplodeCmd,"commit")];case 1:_a.sent();delete this.mExplodeCmd;return[2]}}))}))})()};eDwUIExplodePlugin.prototype.setLevel=function(ioCmdMgr,iLevel){this.start(ioCmdMgr);this.mExplodeCmd.setLevel(iLevel);this.stop(ioCmdMgr)};eDwUIExplodePlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents_1.ResetSceneEvent,"onResetScene",iEnable);this.addAppObjEvent(eDwEvents_1.ExplodeLevelChangeEvent,"onExplodeLevelChange",iEnable)};return eDwUIExplodePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_explodePanelID="#edrawings-explode-menu";var c_eventIDSuffix=".edw.explode";return eDwUIExplodePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIModelViewTabHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_1){"use strict";var eDwUIModelViewTabHTMLGenerator=function(_super){__extends(eDwUIModelViewTabHTMLGenerator,_super);function eDwUIModelViewTabHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewTabHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_1,modelView,modelViewNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];modelViewNode=modelView.Hierarchy;generatedHTML+="<div class='edrawings-config-tab' "+"configname='"+modelView.Name+"'>"+"<span class='config-tab-text' "+this.forNodeGetDataAttributes(modelViewNode)+">"+modelView.Name+"</span></div>"}return[2,generatedHTML]}))}))};eDwUIModelViewTabHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUIModelViewTabHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIModelViewTabHTMLGenerator}));define("eDwUIModelViewTabsPlugin",["require","exports","eDwUIBasePlugin","eDwUIModelViewHTMLGenerator","eDwUIModelViewTabHTMLGenerator","eDwUIUtils","eDwEvents"],(function(require,exports,eDwUIBasePlugin_1,eDwUIModelViewHTMLGenerator,eDwUIModelViewTabHTMLGenerator,eDwUIUtils,eDwEvents){"use strict";var eDwUIModelViewTabsPlugin=function(_super){__extends(eDwUIModelViewTabsPlugin,_super);function eDwUIModelViewTabsPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-confignav"};_this=_super.call(this,"ModelViewTabs",iViewer,buttonInfo,iViewerFeatOpts)||this;return _this}eDwUIModelViewTabsPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_modelViewTabPanelID,HTML:"modelviewtabspanel.html"},{ID:c_modelViewTabNavPanelID,HTML:"configpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();if(!this.mViewer)return[2];eDwUIUtils.hide(c_modelViewTabPanelID,!this.shouldShowTabs());eDwUIUtils.hide(c_modelViewTabNavPanelID+".edrawings-menu-title",true);eDwUIUtils.setUIGenerator(c_modelViewTabNavPanelID,new eDwUIModelViewHTMLGenerator(this.mViewer,c_modelViewTabPanelID));eDwUIUtils.setUIGenerator(c_modelViewTabListID,new eDwUIModelViewTabHTMLGenerator(this.mViewer,c_modelViewTabListID));return[2]}}))}))};eDwUIModelViewTabsPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_modelViewTabNavPanelID)}};eDwUIModelViewTabsPlugin.prototype.addEventHandlers=function(){var _this=this;_super.prototype.addEventHandlers.call(this);this.mUIHTMLEventMgr.addEventHandler("window","resize",(function(iEvent){_this.adjustTabs()}));$(document).on("click.mvtedw",c_modelViewTabPanelID+" .edrawings-config-tab",(function(iEvent){var target=eDwUIUtils.getTarget($(iEvent.target));if(target.hasClass("active-modelview")){return}eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-tab-text")}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-config-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){var contentJQ=$("#edrawings-config-tab-list");if(contentJQ&&contentJQ.length>0){eDwUIUtils.executeScrolling(-l_determineIncrement(contentJQ),0,contentJQ,$("#edrawings-config-bar"))}}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-config-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){var contentJQ=$("#edrawings-config-tab-list");if(contentJQ&&contentJQ.length>0){eDwUIUtils.executeScrolling(l_determineIncrement(contentJQ,false),0,contentJQ,$("#edrawings-config-bar"))}}));eDwUIUtils.enableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-config-tab-list","#edrawings-config-bar");this.setAppEvents(true)};eDwUIModelViewTabsPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);$(document).off("click.mvtedw");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-config-tab-list");this.setAppEvents(false)};eDwUIModelViewTabsPlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_modelViewTabNavPanelID,c_eventIDSuffix);$(document).on("click.mvtedw",c_modelViewTabNavPanelID+" .edrawings-submenu-list-item",(function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-nav-text")}));return true};eDwUIModelViewTabsPlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);return true};eDwUIModelViewTabsPlugin.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var modelViewTabs,genericGen,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:modelViewTabs=$(c_modelViewTabListID);modelViewTabs.empty();genericGen=eDwUIUtils.getUIGenerator(c_modelViewTabListID);gen=genericGen;_b=(_a=modelViewTabs).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);return[4,eDwUIUtils.populateModelViewPanel(this.mViewer,c_modelViewTabNavPanelID,"config-nav-text")];case 2:_c.sent();this.setActiveModelView(iViewer.getModel().getActiveModelView());this.adjustTabs();return[2]}}))}))})()};eDwUIModelViewTabsPlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){$("[class~='edrawings-config-tab']").removeClass("active-modelview");var elements=$(c_modelViewTabNavPanelID).find(".edrawings-submenu-list-item");elements.removeClass("edrawings-list-selected");this.setActiveModelView(iViewer.getModel().getActiveModelView());l_adjustTabs()};eDwUIModelViewTabsPlugin.prototype.onDone=function(iViewer){$(c_modelViewTabListID).empty()};eDwUIModelViewTabsPlugin.prototype.adjustTabs=function(){eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu");if(this.shouldShowTabs()){var configTabBar=$(c_modelViewTabPanelID);var configTabList=$(c_modelViewTabListID);if(configTabList[0].scrollWidth-configTabBar.width()>1){configTabList.removeClass("edrawings-fullwidth").addClass("edrawings-compressed");configTabBar.addClass("edrawings-compressed-tab-list")}else{configTabList.removeClass("edrawings-compressed").addClass("edrawings-fullwidth");configTabBar.removeClass("edrawings-compressed-tab-list")}l_adjustTabs()}};eDwUIModelViewTabsPlugin.prototype.setActiveModelView=function(iNewModelView){eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='config-tab-text']","active-modelview");eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='config-nav-text']","edrawings-list-selected")};eDwUIModelViewTabsPlugin.prototype.shouldShowTabs=function(){return this.mViewer?this.mViewer.getModel().getModelViews().length>1:false};eDwUIModelViewTabsPlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.DoneEvent,"onDone",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable)};return eDwUIModelViewTabsPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_modelViewTabPanelID="#edrawings-config-bar";var c_modelViewTabNavPanelID="#edrawings-config-navigation";var c_modelViewTabListID="#edrawings-config-tab-list";var c_eventIDSuffix=".edw.config.navigation";function l_adjustTabs(){var bottomBarJQ=$("#edrawings-config-bar.bottom-bar");var configTablistJQ=bottomBarJQ.find("#edrawings-config-tab-list");if(configTablistJQ.hasClass("edrawings-compressed")){var leftButtonWrapperJQ=bottomBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=bottomBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(configTablistJQ[0].scrollLeft===0){leftButtonWrapperJQ.addClass("edrawings-disabled-button");bottomBarJQ.addClass("edrawings-removed-arrow-left")}else{leftButtonWrapperJQ.removeClass("edrawings-disabled-button");bottomBarJQ.removeClass("edrawings-removed-arrow-left")}if(configTablistJQ[0].scrollWidth-configTablistJQ[0].scrollLeft<=configTablistJQ.children(":last-child").width()){rightButtonWrapperJQ.addClass("edrawings-disabled-button");bottomBarJQ.addClass("edrawings-removed-arrow-right")}else{rightButtonWrapperJQ.removeClass("edrawings-disabled-button");bottomBarJQ.removeClass("edrawings-removed-arrow-right")}eDwUIUtils.scrollToTarget(configTablistJQ.find(".edrawings-config-tab.active-modelview"))}}function l_determineIncrement(iContentJQ,iUseFirstVisible){if(iUseFirstVisible===void 0){iUseFirstVisible=true}var children=iContentJQ.children();var result=children.length>0?children[0].offsetWidth:0;if(iUseFirstVisible){if(iContentJQ[0].scrollLeft>0){var sumOfWidth=0;for(var i=0;i<children.length;i++){sumOfWidth+=children[i].offsetWidth;if(sumOfWidth>=iContentJQ[0].scrollLeft){result=children[i].offsetWidth-(sumOfWidth-iContentJQ[0].scrollLeft);result+=i>0?children[i-1].offsetWidth:0;break}}}}else{var sumOfWidth=0;var contentScrollRight=iContentJQ[0].scrollLeft+iContentJQ.width();for(var i=0;i<children.length;i++){sumOfWidth+=children[i].offsetWidth;if(sumOfWidth>=contentScrollRight){result=sumOfWidth-contentScrollRight;result+=i+1<children.length?children[i+1].offsetWidth:0;break}}}return result}return eDwUIModelViewTabsPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();define("eDwCompXformMgr",["require","exports","eDwMoveOperator","eDwEventMgr","eDwCommandMgr","eDwCompositeCmd","eDwEvents","utils"],(function(require,exports,eDwMoveOperator,eDwEventMgr,eDwCommandMgr,eDwCompositeCmd,eDwEvents_1,Utils){"use strict";var eDwCompXformMgr=function(){function eDwCompXformMgr(iViewer){this.mViewer=iViewer;this.mMoveOp=new eDwMoveOperator(iViewer,iViewer.SelectionMgr);iViewer.OperatorMgr.registerCustomOperator(this.mMoveOp);var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents_1.ModelXformChangeStartEvent,this,c_eventCallbackName);this.mOrigModelXforms={};this.mChangedModelXforms={}}eDwCompXformMgr.prototype.unregister=function(){eDwEventMgr.get().removeEventHandlerObj(eDwEvents_1.ModelXformChangeStartEvent,this,c_eventCallbackName);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMoveOp.OperatorID)};eDwCompXformMgr.prototype.activateMoveOp=function(){var _this=this;if(!this.mMoveOp)return null;this.mCompositeMoveCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeMoveCmd);this.mCompositeMoveCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.InitialState=true;return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmd.undoSubCmds()];case 1:_a.sent();this.resetModelNodeXforms(ioCmd.InitialState);return[2,true]}}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmd.redoSubCmds()];case 1:_a.sent();this.resetModelNodeXforms(ioCmd.FinalState);return[2,true]}}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=false;return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=ioCmd.InitialState=undefined;return[2]}))}))}});var ret=this.mViewer.OperatorMgr.push(this.mMoveOp.OperatorID);return ret?this.mMoveOp:null};eDwCompXformMgr.prototype.deactivateMoveOp=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().remove(this.mCompositeMoveCmd,"commit")];case 1:_a.sent();this.mCompositeMoveCmd=null;return[2,this.mViewer.OperatorMgr.pop()]}}))}))};eDwCompXformMgr.prototype.getModelNodeXform=function(iID){return this.mOrigModelXforms?this.mOrigModelXforms[iID]:null};eDwCompXformMgr.prototype.resetModelNodeXforms=function(iRestoreOrigs){var _this=this;if(iRestoreOrigs===void 0){iRestoreOrigs=true}var modelHC=this.mViewer.getModel().getHCModel();var modelXforms=iRestoreOrigs?this.mOrigModelXforms:this.mChangedModelXforms;Utils.forAll((function(iCompNodeID,iCompXform){if(!_this.mChangedModelXforms[iCompNodeID]){_this.mChangedModelXforms[iCompNodeID]=modelHC.getNodeMatrix(iCompNodeID).copy()}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,modelHC.setNodeMatrix(iCompNodeID,iCompXform.copy())];case 1:_a.sent();return[2]}}))}))})()}),modelXforms)};eDwCompXformMgr.prototype.onModelXformChangeStart=function(iModelNodeID,iModelXform){if(!this.mOrigModelXforms)this.mOrigModelXforms={};if(!this.mOrigModelXforms[iModelNodeID]){this.mOrigModelXforms[iModelNodeID]=iModelXform}};return eDwCompXformMgr}();var c_eventCallbackName="onModelXformChangeStart";return eDwCompXformMgr}));define("eDwMoveComponentCmd",["require","exports","eDwSupportsHistoryCmd","utils"],(function(require,exports,eDwSupportsHistoryCmd,Utils){"use strict";var eDwMoveComponentCmd=function(_super){__extends(eDwMoveComponentCmd,_super);function eDwMoveComponentCmd(iViewer,iComponentData){var _this=_super.call(this,iViewer)||this;_this.mInitialComponentXforms=_this.assignModelXforms(iComponentData);return _this}eDwMoveComponentCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setModelXforms(this.mInitialComponentXforms);return[2,true]}}))}))};eDwMoveComponentCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setModelXforms(this.mFinalComponentXforms);return[2,true]}}))}))};eDwMoveComponentCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.setModelXforms(this.mFinalComponentXforms);return[2]}}))}))};Object.defineProperty(eDwMoveComponentCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwMoveComponentCmd.prototype.setFinalComponentXforms=function(iComponentData){this.mFinalComponentXforms=this.assignModelXforms(iComponentData)};eDwMoveComponentCmd.prototype.setModelXforms=function(iComponentXforms){if(!iComponentXforms)return;var modelHC=this.mViewer.getModel().getHCModel();for(var _i=0,iComponentXforms_1=iComponentXforms;_i<iComponentXforms_1.length;_i++){var compXform=iComponentXforms_1[_i];modelHC.setNodeMatrix(compXform.NodeID,compXform.Xform.copy())}};eDwMoveComponentCmd.prototype.assignModelXforms=function(iComponentData){var componentXforms=[];if(!iComponentData)return componentXforms;Utils.forAll((function(iCompNodeID,iCompData){componentXforms.push({NodeID:iCompNodeID,Xform:iCompData.Xform.copy()})}),iComponentData);return componentXforms};return eDwMoveComponentCmd}(eDwSupportsHistoryCmd);return eDwMoveComponentCmd}));define("eDwMoveOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwCommandMgr","eDwMoveComponentCmd","eDwTypes","eDwEvents","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwCommandMgr,eDwMoveComponentCmd,eDwTypes_1,eDwEvents_2,eDwGeomUtils,utils){"use strict";var eDwMoveOperator=function(_super){__extends(eDwMoveOperator,_super);function eDwMoveOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCompDataLocal=null;_this.mLastMousePt=null;_this.mSelectionEvent=null;_this.mMoveComponentCmd=null;return _this}eDwMoveOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.mSelMgr.unSelectAllObjects();return[2]}}))}))};eDwMoveOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.mSelMgr.unSelectAllObjects();this.mLastDragPt=null;return[2]}}))}))};eDwMoveOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var eventMgr,newlySelObj,selObjIDs;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(!ioMouseEvent)return[2];ioMouseEvent.setHandled(false);eventMgr=eDwEventMgr.get();if(!(this.ActiveMouseButton==="left"||this.ActiveMouseButton==="right"))return[3,3];if(this.mCompDataLocal){console.warn("Component transform already exists")}return[4,eDwBaseSelOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 2:newlySelObj=_a.sent();if(!newlySelObj||!ioMouseEvent.controlDown()){this.mSelMgr.unSelectAllObjects()}if(!newlySelObj)return[2];ioMouseEvent.setHandled(true);this.mSelMgr.append(newlySelObj);if(this.DragPt)console.warn("Still have last drag point");this.DragPt=this.mFirstPt;this.mLastDragPt=this.mFirstPt;this.mLastMousePt=ioMouseEvent.getPosition();this.mCompDataLocal={};selObjIDs=this.mSelMgr.getSelectableIDsHC();selObjIDs.forEach((function(iSelObjID){var model=_this.Viewer.getModel();var modelHC=model.getHCModel();var modelXform=modelHC.getNodeMatrix(iSelObjID);if(!_this.mCompDataLocal[iSelObjID]){_this.mCompDataLocal[iSelObjID]={Xform:null,Bbox:null}}_this.mCompDataLocal[iSelObjID].Xform=modelXform;(function(){return __awaiter(_this,void 0,void 0,(function(){var bboxHC,worldXformHC,invWorldXformHC,localBBoxHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_2.ModelXformChangeStartEvent,iSelObjID,modelXform.copy())];case 1:_a.sent();return[4,model.getBoundingBoxOfIDsHC([iSelObjID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];worldXformHC=modelHC.getNodeNetMatrix(iSelObjID);invWorldXformHC=eDwTypes_1.HC.Matrix.inverse(worldXformHC);localBBoxHC=bboxHC.copy();transformBox(invWorldXformHC,localBBoxHC);this.mCompDataLocal[iSelObjID].Bbox=localBBoxHC;return[2]}}))}))})()}));this.mMoveComponentCmd=new eDwMoveComponentCmd(this.Viewer,this.mCompDataLocal);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().add(this.mMoveComponentCmd)];case 1:_a.sent();return[2]}}))}))})();_a.label=3;case 3:return[2]}}))}))};eDwMoveOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var mousePt,dragVec,deltaPt;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();if(!ioMouseEvent)return[2];ioMouseEvent.setHandled(false);if(utils.isNaN(this.mSelMgr.getLastSelIDHC()))return[2];if(!this.CurrInputInfo)return[2];mousePt=ioMouseEvent.getPosition();switch(this.ActiveMouseButton){case"left":{dragVec=eDwTypes_1.HC.Point3.subtract(this.DragPt,this.mLastDragPt);ioMouseEvent.setHandled(this.dragFree(dragVec));break}case"right":{deltaPt=this.mLastMousePt.subtract(mousePt).scale(-1);ioMouseEvent.setHandled(this.dragOrbit(deltaPt));break}default:break}this.mLastDragPt=this.DragPt;this.mLastMousePt=mousePt;return[2]}}))}))};eDwMoveOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(!(ioMouseEvent&&this.mMoveComponentCmd))return[3,3];this.mMoveComponentCmd.setFinalComponentXforms(this.mCompDataLocal);return[4,eDwCommandMgr.get().remove(this.mMoveComponentCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:ioMouseEvent.setHandled(false);this.mCompDataLocal=null;this.mLastDragPt=null;this.mMoveComponentCmd=null;return[2]}}))}))};eDwMoveOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var selIDHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];ioTouchEvent.setHandled(false);if(this.mSelectionEvent){this.addTouch(ioTouchEvent);ioTouchEvent.setHandled(true);return[2]}return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.CurrInputInfo=null;selIDHC=this.mSelMgr.getLastSelIDHC();if(utils.isNumber(selIDHC)){this.mSelectionEvent={TouchEvent:ioTouchEvent,SelObjIDHC:selIDHC}}return[2]}}))}))};eDwMoveOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var lastTouchInfo,origTouchEvent,curDragPt,dragVec,deltaPt;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];lastTouchInfo=$.extend({},this.getTouchById(ioTouchEvent.getId()));return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent.getHandled())return[2];if(this.CurrTouches.length>2||!this.mSelectionEvent){ioTouchEvent.setHandled(false);return[2]}origTouchEvent=this.mSelectionEvent.TouchEvent;if(ioTouchEvent.getId()===origTouchEvent.getId()){curDragPt=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());dragVec=eDwTypes_1.HC.Point3.subtract(curDragPt,lastTouchInfo.DragPt);this.dragFree(dragVec)}else{deltaPt=eDwTypes_1.HC.Point2.subtract(ioTouchEvent.getPosition(),lastTouchInfo.Pos);this.dragOrbit(deltaPt)}ioTouchEvent.setHandled(true);return[2]}}))}))};eDwMoveOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());if(!(this.mSelectionEvent&&ioTouchEvent.getId()===this.mSelectionEvent.TouchEvent.getId()))return[3,2];return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();this.mSelectionEvent=null;_a.label=2;case 2:return[2]}}))}))};eDwMoveOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_1.HC.EventType.MouseDown||iEventType===eDwTypes_1.HC.EventType.TouchStart};eDwMoveOperator.prototype.dragFree=function(vec){if(!this.CurrInputInfo&&0===this.CurrTouches.length)return false;var modelHC=this.Viewer.getModel().getHCModel();var transMat=new eDwTypes_1.HC.Matrix;transMat.setTranslationComponent(vec.x,vec.y,vec.z);utils.forAll((function(iModelNodeID,ioNodeData){ioNodeData.Xform=eDwTypes_1.HC.Matrix.multiply(ioNodeData.Xform,transMat);modelHC.setNodeMatrix(iModelNodeID,ioNodeData.Xform)}),this.mCompDataLocal);return true};eDwMoveOperator.prototype.dragOrbit=function(deltaScrPt){if(!this.CurrInputInfo&&0===this.CurrTouches.length)return false;var view=this.Viewer.getHCView();var model=this.Viewer.getModel();var modelHC=model.getHCModel();var camera=view.getCamera();var projVec=eDwTypes_1.HC.Point3.subtract(camera.getTarget(),camera.getPosition()).normalize();var upVec=camera.getUp().copy().normalize();var dirVec=eDwTypes_1.HC.Point3.cross(upVec,projVec).normalize();utils.forAll((function(iModelNodeID,ioNodeData){if(!ioNodeData.Bbox)return;var xformedCenter=new eDwTypes_1.HC.Point3(0,0,0);ioNodeData.Xform.transform(ioNodeData.Bbox.center(),xformedCenter);var transMat=new eDwTypes_1.HC.Matrix;var revTransMat=new eDwTypes_1.HC.Matrix;revTransMat.setTranslationComponent(-xformedCenter.x,-xformedCenter.y,-xformedCenter.z);transMat.setTranslationComponent(xformedCenter.x,xformedCenter.y,xformedCenter.z);var upAxisRotMat=eDwTypes_1.HC.Matrix.createFromOffAxisRotation(upVec,deltaScrPt.x);var dirAxisRotMat=eDwTypes_1.HC.Matrix.createFromOffAxisRotation(dirVec,-deltaScrPt.y);var rotMatrix=eDwTypes_1.HC.Matrix.multiply(revTransMat,upAxisRotMat);rotMatrix=eDwTypes_1.HC.Matrix.multiply(rotMatrix,dirAxisRotMat);rotMatrix=eDwTypes_1.HC.Matrix.multiply(rotMatrix,transMat);ioNodeData.Xform=eDwTypes_1.HC.Matrix.multiply(ioNodeData.Xform,rotMatrix);modelHC.setNodeMatrix(iModelNodeID,ioNodeData.Xform)}),this.mCompDataLocal);return true};return eDwMoveOperator}(eDwBaseSelOperator);function transformBox(iXform,ioBox){iXform.transform(ioBox.min,ioBox.min);iXform.transform(ioBox.max,ioBox.max)}return eDwMoveOperator}));define("eDwUIMoveComponentPlugin",["require","exports","eDwUIBasePlugin","eDwCompXformMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIBasePlugin_1,eDwCompXformMgr,eDwEvents_3,eDwUIUtils){"use strict";var eDwUIMoveComponentPlugin=function(_super){__extends(eDwUIMoveComponentPlugin,_super);function eDwUIMoveComponentPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-move"};_this=_super.call(this,"MoveComponent",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();_this.mCompXformMgr=new eDwCompXformMgr(iViewer);var model=iViewer.getModel();eDwUIUtils.hide(_this.PluginButtonID,!model.isAssembly());return _this}eDwUIMoveComponentPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.init.call(this)];case 1:_a.sent();return[2]}}))}))};eDwUIMoveComponentPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,null)}};eDwUIMoveComponentPlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);_super.prototype.addAppObjEvent.call(this,eDwEvents_3.ResetSceneEvent,"onResetScene",true)};eDwUIMoveComponentPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);_super.prototype.addAppObjEvent.call(this,eDwEvents_3.ResetSceneEvent,"onResetScene",false)};eDwUIMoveComponentPlugin.prototype.onActivate=function(iButtonJQ){if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;this.mCompXformMgr.activateMoveOp();$("#edrawings-canvas")[0].style.cursor="pointer";return true};eDwUIMoveComponentPlugin.prototype.onDeactivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mCompXformMgr.deactivateMoveOp()];case 1:_a.sent();return[2]}}))}))})();$("#edrawings-canvas")[0].style.cursor="default";return true};eDwUIMoveComponentPlugin.prototype.onResetScene=function(iDoReset){this.mCompXformMgr.resetModelNodeXforms(iDoReset)};return eDwUIMoveComponentPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIMoveComponentPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwMeasureEntities",["require","exports","eDwEventMgr","eDwSelObj","eDwTypes","eDwGeomUtils","utils","eDwMeasureEvents"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwTypes_1,eDwGeomUtils,utils,eDwMeasureEvents_1){"use strict";var eDwMeasureEntities=function(_super){__extends(eDwMeasureEntities,_super);function eDwMeasureEntities(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;l_Model=iViewer.getModel();_this.mSelObjs=[];_this.mSelMeasureEntColor=eDwTypes_1.HC.Color.green();_this.mAuxGeoSelected=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate.setImmediateDrawMode(true);_this.mPanelInfo=new MeasurePanelInfo(_this.mAuxGeoSelected);return _this}eDwMeasureEntities.prototype.addEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var success,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:success=true;this.mAuxGeoSelected.reset();subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(!(subEntityInfo.SubEntityTypeName==="Point"))return[3,2];return[4,this.addAllForEntity(iSelObj)];case 1:_a.sent();return[3,7];case 2:if(!(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable))return[3,4];return[4,this.addAllForEntity(iSelObj)];case 3:_a.sent();return[3,7];case 4:if(!(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable))return[3,6];return[4,this.addAllForEntity(iSelObj)];case 5:_a.sent();return[3,7];case 6:this.reset();success=false;_a.label=7;case 7:this.updatePanelResult();return[2,success]}}))}))};eDwMeasureEntities.prototype.addEntityImmediate=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var subEntityInfo,selObjsHC,drawLabels;return __generator(this,(function(_a){switch(_a.label){case 0:if(!(!iSelObj||!eDwMeasureEntities.PointToPoint&&utils.isNumber(this.isItemSelected(iSelObj))))return[3,2];return[4,this.resetImmediateResults()];case 1:_a.sent();return[2,false];case 2:subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);selObjsHC=this.mSelObjs.slice();drawLabels=true;if(subEntityInfo.SubEntityTypeName==="Point"){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else{drawLabels=false}return[4,this.setImmediateResults(selObjsHC,drawLabels)];case 3:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.resetImmediateResults=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setImmediateResults(this.mSelObjs.slice())];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.removeEntityAtIndex=function(idx){return __awaiter(this,void 0,void 0,(function(){var toRemove,updated;return __generator(this,(function(_a){switch(_a.label){case 0:if(idx<0||idx>=this.mSelObjs.length)return[2,null];this.dehighlightAllTemporaryEntity();toRemove=this.mSelObjs[idx];this.mSelObjs.splice(idx,1);if(!utils.isNumber(this.isItemSelected(toRemove))){this.deColorEntity(toRemove)}return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 1:updated=_a.sent();if(!(updated||this.mSelObjs.length===0))return[3,3];return[4,this.resetImmediateResults()];case 2:_a.sent();return[3,4];case 3:this.mAuxGeoImmediate.regeneratePicks(this.mSelObjs);_a.label=4;case 4:this.updatePanelResult();return[2,toRemove]}}))}))};eDwMeasureEntities.prototype.setSelectedEntityColor=function(iColor){this.mSelMeasureEntColor=iColor};eDwMeasureEntities.prototype.setMeasureUnit=function(iUserUnits){var _this=this;this.mViewer.getModel().setUserUnits(iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.resetImmediateResults()];case 1:_a.sent();return[2]}}))}))})();this.mAuxGeoSelected.syncUnits();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePointToPoint=function(iEnable){eDwMeasureEntities.PointToPoint=iEnable;this.reset();this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updateDelta=function(iEnable){eDwMeasureEntities.ShowDelta=iEnable;this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePanelResult=function(){var userUnits=this.mViewer.getModel().getUserUnits();this.mPanelInfo.updatePanelResult(this.mSelObjs,userUnits)};eDwMeasureEntities.prototype.reset=function(){this.deColorAll();this.mAuxGeoSelected.reset();this.mAuxGeoImmediate.reset();this.mSelObjs=[];this.updatePanelResult()};eDwMeasureEntities.prototype.draw=function(){this.mAuxGeoSelected.draw();this.mAuxGeoImmediate.draw()};eDwMeasureEntities.prototype.getClassName=function(){return"eDwMeasureEntities"};eDwMeasureEntities.prototype.isItemSelected=function(iSelObj){if(utils.isNumber(iSelObj.getIDHC())){for(var i=0;i<this.mSelObjs.length;++i){var selObj=this.mSelObjs[i];if(selObj.equals(iSelObj))return i}}return NaN};eDwMeasureEntities.prototype.onDragLabelStart=function(iLabel,iPos){if(utils.isInstanceOf(iLabel,LabelItem)){this.mCurLabel=iLabel;this.mCurLabel.onDragStart(iPos)}};eDwMeasureEntities.prototype.onDragLabelMove=function(iPos){if(this.mCurLabel){this.mCurLabel.onDragMove(iPos);this.mViewer.getHCMarkupManager().refreshMarkup()}};eDwMeasureEntities.prototype.onDragLabelEnd=function(iPos){if(this.mCurLabel)this.mCurLabel.onDragEnd(iPos);this.mCurLabel=null};eDwMeasureEntities.prototype.highlightTemporaryEntityAt=function(iIndex){var _this=this;this.highlightEntityAt(iIndex);this.mAuxGeoSelected.updateInfoLabel(iIndex);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementSelectionEvent,iIndex)];case 1:_a.sent();return[2]}}))}))})()};eDwMeasureEntities.prototype.dehighlightTemporaryEntityAt=function(iIndex){this.highlightEntityAt(iIndex,false);this.mAuxGeoSelected.updateInfoLabel(-1)};eDwMeasureEntities.prototype.dehighlightAllTemporaryEntity=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementDeselectAllEvent)];case 1:_a.sent();return[2]}}))}))})();var n=this.mSelObjs.length;for(var i=0;i<n;++i){this.dehighlightTemporaryEntityAt(i)}};eDwMeasureEntities.getMeasureSelObjID=function(iSelObj){var subEntInfo=eDwSelObj.getSubEntityInfo(iSelObj);return subEntInfo.IsSelectable?eDwSelObj.getSubEntityID(subEntInfo.SubEntity):NaN};eDwMeasureEntities.highlightEntity=function(iSelObj,iModel,iHighlight){if(iHighlight===void 0){iHighlight=true}var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return false;var highlightFunc=null;var modelHC=iModel.getHCModel();var nodeIDHC=iSelObj.getNodeId();if(iSelObj.getFaceEntity()){highlightFunc=modelHC.setNodeFaceHighlighted}else if(iSelObj.getLineEntity()){highlightFunc=modelHC.setNodeLineHighlighted}else if(iSelObj.getPointEntity()){highlightFunc=modelHC.setNodePointHighlighted}if(highlightFunc){highlightFunc.call(modelHC,nodeIDHC,entityID,iHighlight);return true}return false};eDwMeasureEntities.prototype.addObjs=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(eDwMeasureEntities.PointToPoint&&2===this.mSelObjs.length))return[3,2];return[4,this.removeEntityAtIndex(1)];case 1:_a.sent();_a.label=2;case 2:this.mSelObjs.push(iSelObj);return[2]}}))}))};eDwMeasureEntities.prototype.deColorAll=function(){for(var i=0;i<this.mSelObjs.length;++i){this.deColorEntity(this.mSelObjs[i])}};eDwMeasureEntities.prototype.deColorEntity=function(iSelObj){this.colorEntity(iSelObj,false)};eDwMeasureEntities.prototype.colorEntity=function(iSelObj,iChangeColor){if(iChangeColor===void 0){iChangeColor=true}var modelHC=this.mViewer.getModel().getHCModel();var nodeID=iSelObj.getNodeId();var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return;if(iSelObj.getFaceEntity()){if(iChangeColor){modelHC.setNodeFaceColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeFaceColor(nodeID,entityID)}if(iSelObj.getLineEntity()){if(iChangeColor){modelHC.setNodeLineColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeLineColor(nodeID,entityID)}};eDwMeasureEntities.prototype.setImmediateResults=function(iSelObjs,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateResult(iSelObjs,this.mAuxGeoImmediate,iDrawLabels)];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.updateResult=function(iSelObjs,ioAuxGeo,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){var modelHC,selPropsHC,_i,iSelObjs_1,selObj,subEntityInfo,subEntityID,prop,isValid,_a,_b,_c,n,result;return __generator(this,(function(_d){switch(_d.label){case 0:ioAuxGeo.reset();ioAuxGeo.setDrawLabel(iDrawLabels);if(iSelObjs.length){console.debugLog("Measure","Measure - Selected object properties:")}modelHC=this.mViewer.getModel().getHCModel();selPropsHC=[];_i=0,iSelObjs_1=iSelObjs;_d.label=1;case 1:if(!(_i<iSelObjs_1.length))return[3,7];selObj=iSelObjs_1[_i];subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);prop=null;if(!selObj.getLineEntity())return[3,3];return[4,modelHC.getEdgeProperty(selObj.getNodeId(),subEntityID)];case 2:prop=_d.sent();return[3,5];case 3:if(!selObj.getFaceEntity())return[3,5];return[4,modelHC.getFaceProperty(selObj.getNodeId(),subEntityID)];case 4:prop=_d.sent();_d.label=5;case 5:selPropsHC.push(prop);console.debugLog("Measure","Entity properties: "+JSON.stringify(prop));_d.label=6;case 6:_i++;return[3,1];case 7:_c=eDwMeasureEntities.PointToPoint||this.updateSingleVert(iSelObjs)||this.updateSingleEdge(iSelObjs)||this.updateSingleFace(selPropsHC,iSelObjs)||this.updateVertEdge(selPropsHC,iSelObjs,ioAuxGeo);if(_c)return[3,9];return[4,this.updateVertFace(selPropsHC,iSelObjs,ioAuxGeo)];case 8:_c=_d.sent();_d.label=9;case 9:_b=_c||this.updateVertVert(iSelObjs,ioAuxGeo);if(_b)return[3,11];return[4,this.updateEdgeFace(selPropsHC,iSelObjs,ioAuxGeo)];case 10:_b=_d.sent();_d.label=11;case 11:_a=_b;if(_a)return[3,13];return[4,this.updateFaceFace(selPropsHC,iSelObjs,ioAuxGeo)];case 12:_a=_d.sent();_d.label=13;case 13:isValid=_a||this.updateEdgeEdge(selPropsHC,iSelObjs,ioAuxGeo)||this.updateEdges(selPropsHC,iSelObjs,ioAuxGeo);ioAuxGeo.addPickInfo(selPropsHC,iSelObjs,iDrawLabels);n=iSelObjs.length;if(!isValid&&n>0){result=new MeasureResultString("Info","Invalid combination");ioAuxGeo.addMessage(result,iSelObjs[n-1].getPosition(),eDwTypes_1.HC.Color.red())}ioAuxGeo.updateResultLabels();return[2,isValid]}}))}))};eDwMeasureEntities.prototype.updateSingleVert=function(iSelObjs){if(1!==iSelObjs.length)return false;var vertObj=iSelObjs[0];return vertObj.getPointEntity()?true:false};eDwMeasureEntities.prototype.updateSingleEdge=function(iSelObjs){if(1!==iSelObjs.length)return false;var edgeObj=iSelObjs[0];if(edgeObj.getLineEntity())return true;return false};eDwMeasureEntities.prototype.updateSingleFace=function(iSelPropsHC,iSelObjs){if(1!==iSelObjs.length)return false;var faceObj=iSelObjs[0];var faceProp=iSelPropsHC[0];if(!faceObj.getFaceEntity()||!faceProp)return false;if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){return true}else if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){return true}return false};eDwMeasureEntities.prototype.updateVertVert=function(iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(iSelObjs[0].getPointEntity()&&iSelObjs[1].getPointEntity()){var vertObj0=iSelObjs[0];var vertObj1=iSelObjs[1];if(vertObj0.equals(vertObj1))return false;iAuxGeo.setByVertexVertex(vertObj0,vertObj1);return true}return false};eDwMeasureEntities.prototype.updateVertEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;var edgeProp=iSelPropsHC[0];var edgeObj=iSelObjs[0];var vertObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getPointEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];vertObj=iSelObjs[0]}if(!vertObj.getPointEntity())return false;if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByVertexLine(vertObj,edgeProp,edgeObj);return true}else if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByVertexCircle(vertObj,edgeProp,edgeObj);return true}return false};eDwMeasureEntities.prototype.updateVertFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var vertObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];vertObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getPointEntity()&&iSelObjs[0].getFaceEntity()){vertObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!vertObj.getPointEntity())return[2,false];if(!(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByVertexPlane(vertObj,faceProp,faceObj,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var edgeProp,edgeObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];edgeProp=iSelPropsHC[0];edgeObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getFaceEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,1];iAuxGeo.setByPlaneLine(faceProp,edgeProp,faceObj,edgeObj);return[2,true];case 1:if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,3];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 2:minDistInfo=_a.sent();iAuxGeo.setByCirclePlane(edgeProp,faceProp,edgeObj,faceObj,minDistInfo);return[2,true];case 3:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(!iSelObjs[0].getLineEntity()||!iSelObjs[1].getLineEntity()){return false}var edgeObj0=iSelObjs[0];var edgeProp0=iSelPropsHC[0];var edgeObj1=iSelObjs[1];var edgeProp1=iSelPropsHC[1];if(edgeObj0.equals(edgeObj1))return false;if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByLineLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleLine(edgeProp1,edgeProp0,edgeObj1,edgeObj0)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByCircleLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleCircle(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}this.updateEdges(iSelPropsHC,iSelObjs,iAuxGeo);return true};eDwMeasureEntities.prototype.updateFaceFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var faceObj0,faceProp0,faceObj1,faceProp1,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];if(!iSelObjs[0].getFaceEntity()||!iSelObjs[1].getFaceEntity()){return[2,false]}faceObj0=iSelObjs[0];faceProp0=iSelPropsHC[0];faceObj1=iSelObjs[1];faceProp1=iSelPropsHC[1];if(faceObj0.equals(faceObj1))return[2,false];if(!faceObj1.getFaceEntity()||!faceProp1)return[2,false];if(!(faceProp0 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByPlanePlane(faceProp1,faceProp0,faceObj1,faceObj0,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdges=function(iSelPropsHC,iSelObjs,ioAuxGeo){var n=iSelObjs.length;var len=0;var ids=[];for(var i=0;i<n;++i){var selPropHC=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj.getLineEntity()||!selPropHC){return false}var lineId=selObj.getLineEntity().getLineId();if(-1!==ids.indexOf(lineId)){return false}ids.push(lineId);if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.LineElement||selPropHC instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){len+=selPropHC.length}else if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){var circularArc=l_getCircularArc(selObj,selPropHC);len+=circularArc.Length}else{return false}}var pos=new eDwTypes_1.HC.Point3(0,0,0);if(n>1){var result=new MeasureResultDistance("Total Length",len);pos=iSelObjs[n-1].getPosition();ioAuxGeo.addOtherResult(result,pos);return true}return false};eDwMeasureEntities.prototype.highlightEntityAt=function(iIndex,iHighlight){if(iHighlight===void 0){iHighlight=true}var n=this.mSelObjs.length;if(iIndex<0||iIndex>=n)return;eDwMeasureEntities.highlightEntity(this.mSelObjs[iIndex],this.mViewer.getModel(),iHighlight)};eDwMeasureEntities.prototype.addAllForEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.addObjs(iSelObj)];case 1:_a.sent();return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 2:_a.sent();return[4,this.resetImmediateResults()];case 3:_a.sent();this.colorEntity(iSelObj);return[2,true]}}))}))};eDwMeasureEntities.PointToPoint=false;eDwMeasureEntities.ShowDelta=false;return eDwMeasureEntities}(eDwTypes_1.HC.Markup.MarkupItem);var LabelItem=function(_super){__extends(LabelItem,_super);function LabelItem(iViewer,iLabel){var _this=_super.call(this)||this;_this.mLabel=iLabel;return _this}LabelItem.prototype.setStringContent=function(){this.mLabel.setStringContent()};LabelItem.prototype.draw=function(){this.mLabel.drawLabel()};LabelItem.prototype.hit=function(iPos){var box=this.mLabel.getLabelBox();if(!box)return false;var xMin=box.Min.x;var xMax=box.Max.x;var yMin=box.Min.y;var yMax=box.Max.y;return iPos.x<=xMax&&iPos.x>=xMin&&iPos.y<=yMax&&iPos.y>=yMin};LabelItem.prototype.onDragStart=function(iPos){this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragMove=function(iPos){var delta=eDwTypes_1.HC.Point2.subtract(iPos,this.mDragPos);var endPos=this.mLabel.getLeaderEndPos();if(!eDwGeomUtils.isValidHCPoint(endPos)||!eDwGeomUtils.isValidHCPoint(delta))return true;endPos.add(delta);this.mLabel.setLeaderEndPos(endPos);this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragEnd=function(iPos){return true};return LabelItem}(eDwTypes_1.HC.Markup.MarkupItem);var MeasureResultItem=function(){function MeasureResultItem(iName){this.mName=iName}Object.defineProperty(MeasureResultItem.prototype,"Value",{get:function(){return":NOVALUE:"},enumerable:false,configurable:true});Object.defineProperty(MeasureResultItem.prototype,"Name",{get:function(){return this.mName},enumerable:false,configurable:true});return MeasureResultItem}();var MeasureResultString=function(_super){__extends(MeasureResultString,_super);function MeasureResultString(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue;return _this}Object.defineProperty(MeasureResultString.prototype,"Value",{get:function(){return this.mValue},enumerable:false,configurable:true});return MeasureResultString}(MeasureResultItem);var MeasureResultNumber=function(_super){__extends(MeasureResultNumber,_super);function MeasureResultNumber(iName,iValueKind){var _this=_super.call(this,iName)||this;_this.mValueKind=iValueKind;return _this}Object.defineProperty(MeasureResultNumber.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue,this.mValueKind)},enumerable:false,configurable:true});return MeasureResultNumber}(MeasureResultItem);var MeasureResultDistance=function(_super){__extends(MeasureResultDistance,_super);function MeasureResultDistance(iName,iValue){var _this=_super.call(this,iName,cLength)||this;_this.mValue=iValue;return _this}return MeasureResultDistance}(MeasureResultNumber);var MeasureResultArea=function(_super){__extends(MeasureResultArea,_super);function MeasureResultArea(iName,iValue){var _this=_super.call(this,iName,"Area")||this;_this.mValue=iValue;return _this}return MeasureResultArea}(MeasureResultNumber);var MeasureResultAngle=function(_super){__extends(MeasureResultAngle,_super);function MeasureResultAngle(iName,iValue){var _this=_super.call(this,iName,"Angle")||this;_this.mValue=iValue;return _this}return MeasureResultAngle}(MeasureResultNumber);var MeasureResultPoint3D=function(_super){__extends(MeasureResultPoint3D,_super);function MeasureResultPoint3D(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue.copy();return _this}Object.defineProperty(MeasureResultPoint3D.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue.x,"Length")+","+l_Model.getValueWithUnit(this.mValue.y,"Length")+","+l_Model.getValueWithUnit(this.mValue.z,"Length")},enumerable:false,configurable:true});return MeasureResultPoint3D}(MeasureResultItem);var MeasureLabelItem=function(){function MeasureLabelItem(iViewer,iResult,iColor){this.mViewer=iViewer;this.mResult=iResult;this.mColor=iColor;this.mNameTextBox=undefined;this.mValueTextBox=undefined;this.mNameBox=undefined;this.mValueBox=undefined}MeasureLabelItem.prototype.drawItem=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();if(this.mNameBox)renderer.drawRectangle(this.mNameBox);if(this.mValueBox)renderer.drawRectangle(this.mValueBox);if(this.mNameTextBox)renderer.drawTextBox(this.mNameTextBox);if(this.mValueTextBox)renderer.drawTextBox(this.mValueTextBox)};MeasureLabelItem.prototype.setPosition=function(ioPos,iNameWidth,iValueWidth){if(!this.mNameBox||!this.mValueBox||!this.mNameTextBox||!this.mValueTextBox){this.mNameBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mNameBox.setFillColor(this.mColor?this.mColor:cGreyColor);this.mValueBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mValueBox.setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mNameTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setStrokeWidth(0);this.mNameTextBox.getTextPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setFillOpacity(0);this.mNameTextBox.getTextPortion().setFontFamily("arial");this.mValueTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mValueTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mValueTextBox.getBoxPortion().setStrokeWidth(0);this.mValueTextBox.getTextPortion().setFillColor(cGreyColor);this.mValueTextBox.getBoxPortion().setFillOpacity(0);this.mValueTextBox.getTextPortion().setFontFamily("arial")}var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=renderer.measureTextBox(this.mNameTextBox);var valueSize=renderer.measureTextBox(this.mValueTextBox);var height=Math.max(nameSize.y,valueSize.y);this.mNameBox.setSize(new eDwTypes_1.HC.Point2(iNameWidth,height));this.mValueBox.setSize(new eDwTypes_1.HC.Point2(iValueWidth,height));var namePos=ioPos.copy();var valuePos=ioPos.copy();valuePos.x+=iNameWidth;this.mNameBox.setPosition(namePos);this.mNameTextBox.setPosition(namePos);this.mValueBox.setPosition(valuePos);this.mValueTextBox.setPosition(valuePos);ioPos.y+=height};MeasureLabelItem.prototype.getWidth=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=this.mNameTextBox?renderer.measureTextBox(this.mNameTextBox):{x:0,y:0};var valueSize=this.mValueTextBox?renderer.measureTextBox(this.mValueTextBox):{x:0,y:0};return{NameWidth:nameSize.x,ValueWidth:valueSize.x}};MeasureLabelItem.prototype.setStringContent=function(){if(this.mNameTextBox){this.mNameTextBox.setTextString(this.mResult.Name)}if(this.mValueTextBox){this.mValueTextBox.setTextString(this.mResult.Value)}};MeasureLabelItem.prototype.getText=function(){return this.mResult.Name+": "+this.mResult.Value};MeasureLabelItem.prototype.getBoundingBox=function(){if(!this.mNameBox||!this.mValueBox){return null}var size1=this.mValueBox.getSize();var posS=this.mNameBox.getPosition().copy();var pos1=this.mValueBox.getPosition();var posE=new eDwTypes_1.HC.Point2(pos1.x+size1.x,pos1.y+size1.y);var min=new eDwTypes_1.HC.Point2(Math.min(posS.x,posE.x),Math.min(posS.y,posE.y));var max=new eDwTypes_1.HC.Point2(Math.max(posS.x,posE.x),Math.max(posS.y,posE.y));return{Min:min,Max:max}};return MeasureLabelItem}();var MeasureBaseLine=function(){function MeasureBaseLine(iViewer,iPntWCHC0,iPntWCHC1,iLineColor){this.mViewer=iViewer;this.mColor=iLineColor||cGreyColor;this.setWCPts(iPntWCHC0,iPntWCHC1)}MeasureBaseLine.prototype.draw=function(){if(!this.isValid())return;if(this.mLine)this.updateLinePts();else this.createHCLine();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawLine(this.mLine)};MeasureBaseLine.prototype.getLineColorHC=function(){return this.mColor};MeasureBaseLine.prototype.getMiddleWCPtHC=function(){var middle=eDwTypes_1.HC.Point3.scale(eDwTypes_1.HC.Point3.add(this.mWCEndPtHC0,this.mWCEndPntHC1),.5);return middle};MeasureBaseLine.prototype.setLineColor=function(iColor){this.mColor=iColor;if(this.mLine)this.setColorOnHCLine(iColor);else this.createHCLine()};MeasureBaseLine.prototype.isValid=function(){return this.mWCEndPtHC0&&this.mWCEndPntHC1&&eDwGeomUtils.isValidHCPoint(this.mWCEndPtHC0)&&eDwGeomUtils.isValidHCPoint(this.mWCEndPntHC1)};MeasureBaseLine.prototype.createHCLine=function(){this.mLine=new eDwTypes_1.HC.Markup.Shape.Line;this.setColorOnHCLine(this.mColor);this.updateLinePts();return this};MeasureBaseLine.prototype.copyFrom=function(iSrcLine){if(iSrcLine.mLine){this.mLine.setStrokeWidth(iSrcLine.mLine.getStrokeWidth());this.mLine.setEndcapType(iSrcLine.mLine.getEndEndcapType());this.mLine.setStartEndcapSize(iSrcLine.mLine.getStartEndcapSize());this.mLine.setEndEndcapSize(iSrcLine.mLine.getEndEndcapSize());this.mLine.setStartEndcapColor(iSrcLine.mLine.getStartEndcapColor());this.mLine.setEndEndcapColor(iSrcLine.mLine.getEndEndcapColor())}this.setWCPts(iSrcLine.mWCEndPtHC0,iSrcLine.mWCEndPntHC1);this.mColor=iSrcLine.mColor};MeasureBaseLine.prototype.setWCPts=function(iWCStartPntHC,iWCEndPntHC){if(!iWCStartPntHC||!iWCEndPntHC||!eDwGeomUtils.isValidHCPoint(iWCStartPntHC)||!eDwGeomUtils.isValidHCPoint(iWCEndPntHC)){console.warn("One or more measure points are invalid");return}this.mWCEndPtHC0=iWCStartPntHC.copy();this.mWCEndPntHC1=iWCEndPntHC.copy()};MeasureBaseLine.prototype.updateLinePts=function(){var viewHC=this.mViewer.getHCView();this.mLine.setP1(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPtHC0)));this.mLine.setP2(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPntHC1)))};MeasureBaseLine.prototype.setColorOnHCLine=function(iColor){this.mLine.setStrokeColor(iColor);this.mLine.setEndEndcapColor(iColor);this.mLine.setStartEndcapColor(iColor)};return MeasureBaseLine}();var MeasureLine=function(_super){__extends(MeasureLine,_super);function MeasureLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLine.prototype.copy=function(){var copy=new MeasureLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setWidthAndEndCapsOnHCLine();return this};MeasureLine.prototype.setWidthAndEndCapsOnHCLine=function(){this.mLine.setStrokeWidth(3);this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.None)};return MeasureLine}(MeasureBaseLine);var MeasureLeaderLine=function(_super){__extends(MeasureLeaderLine,_super);function MeasureLeaderLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLeaderLine.prototype.copy=function(){var copy=new MeasureLeaderLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLeaderLine.prototype.getLeaderStartPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPtHC0)};MeasureLeaderLine.prototype.getLeaderEndPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPntHC1)};MeasureLeaderLine.prototype.setLeaderEndPos=function(iPos){this.setWCPts(this.mWCEndPtHC0,eDwGeomUtils.screenToWorld(iPos,this.mViewer.getHCView()))};MeasureLeaderLine.prototype.setLeaderEnd=function(iPoint){this.mWCEndPntHC1=iPoint.copy()};MeasureLeaderLine.prototype.getLeaderStart=function(){return this.mWCEndPtHC0};return MeasureLeaderLine}(MeasureBaseLine);var MeasureDistLine=function(_super){__extends(MeasureDistLine,_super);function MeasureDistLine(iViewer,iPntHC0,iSelObj0,iPntHC1,iSelObj1,iLineColor,iUseArrowEnds){if(iUseArrowEnds===void 0){iUseArrowEnds=true}var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;_this.mStartSelObj=iSelObj0;_this.mEndSelObj=iSelObj1;_this.mDistColor=iLineColor||cLineDistanceColor;_this.mUseArrowEnds=iUseArrowEnds;if(!_this.isValid())_this.createHCLine();return _this}MeasureDistLine.prototype.copy=function(){var copy=new MeasureDistLine(this.mViewer,this.mWCEndPtHC0,this.mStartSelObj,this.mWCEndPntHC1,this.mEndSelObj,this.getLineColorHC(),this.mUseArrowEnds);copy.copyFrom(this);return copy};MeasureDistLine.prototype.setSelObjEndPts=function(iWCStartPntHC,iStartSelObj,iWCEndPntHC,iEndSelObj){_super.prototype.setWCPts.call(this,iWCStartPntHC,iWCEndPntHC);this.mStartSelObj=iStartSelObj;this.mEndSelObj=iEndSelObj};MeasureDistLine.prototype.getDistance=function(){var localPt0HC=this.mStartSelObj.getAsLocalPoint(this.mWCEndPtHC0);var localPt1HC=this.mEndSelObj.getAsLocalPoint(this.mWCEndPntHC1);return eDwTypes_1.HC.Point3.subtract(localPt0HC,localPt1HC).length()};MeasureDistLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setHCLineAttributes();return this};MeasureDistLine.prototype.setHCLineAttributes=function(){this.mLine.setStrokeWidth(3);if(this.mUseArrowEnds){this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead)}this.mLine.setStartEndcapSize(5);this.mLine.setEndEndcapSize(5);this.mLine.setStartEndcapColor(this.mDistColor);this.mLine.setEndEndcapColor(this.mDistColor);this.mLine.setStrokeColor(this.mDistColor)};return MeasureDistLine}(MeasureBaseLine);var MeasureLabel=function(){function MeasureLabel(iViewer,iPnt3DHC,iDrawEnabled){if(iDrawEnabled===void 0){iDrawEnabled=true}this.mViewer=iViewer;this.mItems=[];this.mDrawEnabled=iDrawEnabled;this.createLeaderIfPointValid(iPnt3DHC,iPnt3DHC)}MeasureLabel.prototype.reset=function(){this.mItems=[]};MeasureLabel.prototype.drawLabel=function(){if(!this.isValid()||!this.mDrawEnabled)return;this.setLabelPosition(this.mLeader.getLeaderEndPos());var n=this.mItems.length;if(0===n)return;this.mLeader.draw();for(var i=0;i<n;++i){this.mItems[i].drawItem()}};MeasureLabel.prototype.addItem=function(iResult,iColor){if(iResult){var item=new MeasureLabelItem(this.mViewer,iResult,iColor);this.mItems.push(item)}return this};MeasureLabel.prototype.setStringContent=function(){var n=this.mItems.length;for(var i=0;i<n;++i){this.mItems[i].setStringContent()}};MeasureLabel.prototype.setLeader=function(iEnd0){var end1=eDwTypes_1.HC.Point3.add(iEnd0,new eDwTypes_1.HC.Point3(1,1,1));this.createLeaderIfPointValid(iEnd0,end1)};MeasureLabel.prototype.getLeaderStartPos=function(){return this.mLeader?this.mLeader.getLeaderStartPos():null};MeasureLabel.prototype.getLeaderEndPos=function(){return this.mLeader?this.mLeader.getLeaderEndPos():null};MeasureLabel.prototype.setLeaderEndPos=function(pos){if(!this.isValid())return;this.setLabelPosition(pos.copy());this.adjustToFitOnScreen();var labelBox=this.getLabelBox();if(!labelBox)return;var leaderPos=new eDwTypes_1.HC.Point2(labelBox.Min.x,labelBox.Min.y);this.mLeader.setLeaderEndPos(leaderPos)};MeasureLabel.prototype.setDefaultEndPos=function(){if(!this.isValid())return false;var start=this.getLeaderStartPos();var end=eDwTypes_1.HC.Point2.add(start,new eDwTypes_1.HC.Point2(30,30));this.setLeaderEndPos(end);return true};MeasureLabel.prototype.getText=function(){this.setStringContent();var n=this.mItems.length;var str=n?this.mItems[0].getText():"";for(var i=1;i<n;++i){str=str+"\n"+this.mItems[i].getText()}return str};MeasureLabel.prototype.getLabelBox=function(){var n=this.mItems.length;if(0===n)return null;var boxes=[];for(var i=0;i<n;++i){var box_1=this.mItems[i].getBoundingBox();if(box_1)boxes.push(box_1)}n=boxes.length;if(!n)return null;var box=boxes[0];var xMin=box.Min.x,xMax=box.Max.x;var yMin=box.Min.y,yMax=box.Max.y;for(var i=1;i<n;++i){var box_2=boxes[i];xMin=Math.min(box_2.Min.x,xMin);yMin=Math.min(box_2.Min.y,yMin);xMax=Math.max(box_2.Max.x,xMax);yMax=Math.max(box_2.Max.y,yMax)}var min=new eDwTypes_1.HC.Point2(xMin,yMin);var max=new eDwTypes_1.HC.Point2(xMax,yMax);return{Min:min,Max:max}};MeasureLabel.prototype.isValid=function(){return this.mLeader?true:false};MeasureLabel.prototype.setLabelPosition=function(iPos){var nameWidth=0,valueWidth=0;for(var _i=0,_a=this.mItems;_i<_a.length;_i++){var item=_a[_i];var itemWidth=item.getWidth();nameWidth=Math.max(nameWidth,itemWidth.NameWidth);valueWidth=Math.max(valueWidth,itemWidth.ValueWidth)}for(var _b=0,_c=this.mItems;_b<_c.length;_b++){var item=_c[_b];item.setPosition(iPos,nameWidth,valueWidth)}};MeasureLabel.prototype.adjustToFitOnScreen=function(){var viewHC=this.mViewer.getHCView();var canvasSize=viewHC.getCanvasSize();var bbox2D=this.getLabelBox();if(!bbox2D)return;var bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);function adjustPos(iDimension){var adjust=canvasSize[iDimension]-bboxSize[iDimension];adjust=adjust<0?bbox2D.Min[iDimension]:adjust;var newPos=bbox2D.Min.copy();newPos[iDimension]=adjust;return newPos}if(bbox2D.Max.x>canvasSize.x&&bboxSize.x<canvasSize.x){this.setLabelPosition(adjustPos("x"))}if(bbox2D.Max.y>canvasSize.y&&bboxSize.y<canvasSize.y){bbox2D=this.getLabelBox();if(!bbox2D)return;bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);this.setLabelPosition(adjustPos("y"))}};MeasureLabel.prototype.createLeaderIfPointValid=function(iPnt3D0HC,iPnt3D1HC){this.mLeader=null;if(!eDwGeomUtils.isValidHCPoint(iPnt3D0HC)||!eDwGeomUtils.isValidHCPoint(iPnt3D1HC))return;this.mLeader=new MeasureLeaderLine(this.mViewer,iPnt3D0HC,iPnt3D1HC)};Object.defineProperty(MeasureLabel.prototype,"DrawEnabled",{get:function(){return this.mDrawEnabled},enumerable:false,configurable:true});return MeasureLabel}();var MeasureAuxMessage=function(){function MeasureAuxMessage(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxMessage.prototype.reset=function(){this.mLabels=[]};MeasureAuxMessage.prototype.addResult=function(iResult,iStart,iColor){var label=new MeasureLabel(this.mViewer,iStart);label.addItem(iResult,iColor);this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfVertex=function(iVertSelObj){if(!iVertSelObj.getPointEntity())return;var pntHC=iVertSelObj.getPosition();var label=new MeasureLabel(this.mViewer,pntHC);label.addItem(new MeasureResultString(cEntity,cVertex));var coordHC=iVertSelObj.getLocalPoint()||pntHC;label.addItem(new MeasureResultPoint3D(cCoordinate,coordHC));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCurve=function(iLineOrOtherHC,iEdgeSelObj,iEntityValue){if(!iEdgeSelObj.getLineEntity())return;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,iEntityValue));label.addItem(new MeasureResultDistance(cLength,iLineOrOtherHC.length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCircle=function(iCircleOrigHC,iEdgeSelObj){if(!iEdgeSelObj.getLineEntity())return;var circularArc=l_getCircularArc(iEdgeSelObj,iCircleOrigHC);var entityLabel="Circle";var diameterOrRadiusLabel="Diameter";var diameterOrRadius=circularArc.Diameter;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,entityLabel));label.addItem(new MeasureResultPoint3D("Center",circularArc.OriginWCHC));label.addItem(new MeasureResultDistance(diameterOrRadiusLabel,diameterOrRadius));label.addItem(new MeasureResultArea("Area",circularArc.Area));label.addItem(new MeasureResultDistance("Perimeter",circularArc.Length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfPlane=function(iFaceOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iFaceOrigHC instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cPlane));this.mLabels.push(label)}};MeasureAuxMessage.prototype.addIfCylinder=function(iCylinderOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iCylinderOrigHC instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cCylinder));label.addItem(new MeasureResultDistance(cDiameter,2*iCylinderOrigHC.radius));this.mLabels.push(label)}};MeasureAuxMessage.prototype.getLabels=function(){return this.mLabels};MeasureAuxMessage.prototype.countLabels=function(){return this.mLabels.length};MeasureAuxMessage.prototype.getText=function(){var str="";for(var _i=0,_a=this.mLabels;_i<_a.length;_i++){var label=_a[_i];if(str.length)str+="\n\n";str+=label.getText()}return str};return MeasureAuxMessage}();var MeasureAuxDelta=function(){function MeasureAuxDelta(iViewer,iLineColor,iLineNormal){if(iLineNormal===void 0){iLineNormal=false}this.mViewer=iViewer;this.mLineColor=iLineColor;this.mLineNormal=iLineNormal;this.reset();this.mEndGlyph0=new eDwTypes_1.HC.Markup.Shape.Circle;this.mEndGlyph1=new eDwTypes_1.HC.Markup.Shape.Circle;this.setPointColor(cAuxDeltaPointFillColor);var widthEdge=3;var pointSize=7;this.mEndGlyph0.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph0.setStrokeWidth(widthEdge);this.mEndGlyph0.setRadius(pointSize);this.mEndGlyph1.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph1.setStrokeWidth(widthEdge);this.mEndGlyph1.setRadius(pointSize)}MeasureAuxDelta.prototype.reset=function(){this.mWCPntsHC=[];this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;delete this.mLineDist;delete this.mDelta;this.mSomeCoordsArcCenters=false};MeasureAuxDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureAuxDelta(this.mViewer);auxDeltaCopy.mLineColor=this.mLineColor;auxDeltaCopy.mLineNormal=this.mLineNormal;auxDeltaCopy.mSomeCoordsArcCenters=this.mSomeCoordsArcCenters;auxDeltaCopy.mEndGlyph0.setFillColor(this.mEndGlyph0.getFillColor());auxDeltaCopy.mEndGlyph1.setFillColor(this.mEndGlyph1.getFillColor());auxDeltaCopy.mWCPntsHC=utils.deepCopyArray(this.mWCPntsHC);auxDeltaCopy.mModelSpaceMinDist=this.mModelSpaceMinDist;auxDeltaCopy.mModelSpaceMaxDist=this.mModelSpaceMaxDist;auxDeltaCopy.mLineDist=this.mLineDist?this.mLineDist.copy():undefined;auxDeltaCopy.mDelta=this.mDelta?this.mDelta.copy():undefined;return auxDeltaCopy};MeasureAuxDelta.prototype.getWCDeltaEnds=function(){return this.mWCPntsHC};MeasureAuxDelta.prototype.setWCDeltaEnds=function(iWCPntsHC,iSelObjs){this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;this.mWCPntsHC=utils.deepCopyArray(iWCPntsHC);if(!iWCPntsHC[0].equalsWithTolerance(iWCPntsHC[1],cLengthTol)){var startWCPtHC=iWCPntsHC[0].copy();var endWCPtHC=iWCPntsHC[1].copy();if(this.mDelta){this.mDelta.set(startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}else{this.mDelta=MeasureDelta.create(this.mViewer,startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}if(this.mLineDist){this.mLineDist.setSelObjEndPts(startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1])}else{this.mLineDist=new MeasureDistLine(this.mViewer,startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1],this.mLineColor)}}};MeasureAuxDelta.prototype.draw=function(iImmediateDrawMode){if(this.hasDistance()&&this.mLineDist&&this.mWCPntsHC.length>1){this.mLineDist.draw();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){this.mDelta.draw(iImmediateDrawMode)}var viewHC=this.mViewer.getHCView();this.mEndGlyph0.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[0])));this.mEndGlyph1.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[1])));if(!iImmediateDrawMode){var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawCircle(this.mEndGlyph0);renderer.drawCircle(this.mEndGlyph1)}}};MeasureAuxDelta.prototype.getLabelData=function(){var labelData={};var labelName=this.mLineNormal?cNormalDistance:this.mSomeCoordsArcCenters?cCenterDistance:cDistance;labelData[cDistance]=new MeasureResultDistance(labelName,this.getDistance());var minResultDist=new MeasureResultDistance(cMinDistance,this.mModelSpaceMinDist);if(parseFloat(minResultDist.Value)>0){labelData[cMinDistance]=minResultDist}var maxResultDist=new MeasureResultDistance(cMaxDistance,this.mModelSpaceMaxDist);if(parseFloat(maxResultDist.Value)>0){labelData[cMaxDistance]=maxResultDist}if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){$.extend(labelData,this.mDelta.getLabelData())}return labelData};MeasureAuxDelta.prototype.getLabels=function(){var labels=[];if(this.getDistance()<cLengthTol)return labels;var labelData=this.getLabelData();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}if(this.mLineDist&&this.mLineDist.isValid()){var labelDist=new MeasureLabel(this.mViewer,this.mLineDist.getMiddleWCPtHC());if(labelDist.isValid()){labels.push(labelDist.addItem(labelData[cDistance]))}}return labels};MeasureAuxDelta.prototype.getText=function(){if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){return this.mDelta.getText()}return""};MeasureAuxDelta.prototype.getDelta=function(){return this.mWCPntsHC.length>1&&this.mLineDist?eDwTypes_1.HC.Point3.subtract(this.mWCPntsHC[0],this.mWCPntsHC[1]):eDwTypes_1.HC.Point3.zero()};MeasureAuxDelta.prototype.getDistance=function(){return this.mLineDist?this.mLineDist.getDistance():0};MeasureAuxDelta.prototype.setDistLineColor=function(iColor){this.mLineColor=iColor};MeasureAuxDelta.prototype.setPointColor=function(iColor){this.mEndGlyph0.setFillColor(iColor);this.mEndGlyph1.setFillColor(iColor)};MeasureAuxDelta.prototype.setMinDist=function(iDist){this.mModelSpaceMinDist=iDist};MeasureAuxDelta.prototype.setMaxDist=function(iDist){this.mModelSpaceMaxDist=iDist};Object.defineProperty(MeasureAuxDelta.prototype,"LineNormal",{get:function(){return this.mLineNormal},set:function(iEnable){this.mLineNormal=iEnable},enumerable:false,configurable:true});Object.defineProperty(MeasureAuxDelta.prototype,"SomeCoordsArcCenters",{get:function(){return this.mSomeCoordsArcCenters},set:function(iEnable){this.mSomeCoordsArcCenters=iEnable},enumerable:false,configurable:true});MeasureAuxDelta.prototype.hasDistance=function(){var deltaDist=this.getDistance();return deltaDist>cLengthTol?true:false};return MeasureAuxDelta}();var MeasureDelta=function(){function MeasureDelta(iViewer){this.mViewer=iViewer;this.reset()}MeasureDelta.prototype.set=function(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];this.mLineDeltaMap[cDeltaX].setSelObjEndPts(iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1);this.mLineDeltaMap[cDeltaY].setSelObjEndPts(deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1);this.mLineDeltaMap[cDeltaZ].setSelObjEndPts(deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1)};MeasureDelta.prototype.getLabels=function(){var labelData=this.getLabelData();var numNonZeroLabelData=0;var nonZeroLabelData={};for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var deltaKey=_a[_i];var dist=this.mLineDeltaMap[deltaKey].getDistance();if(dist>cLengthTol){nonZeroLabelData[deltaKey]=labelData[deltaKey];numNonZeroLabelData++}}if(numNonZeroLabelData===1)nonZeroLabelData={};var labels=[];for(var key in nonZeroLabelData){var lineDelta=this.mLineDeltaMap[key];var label=new MeasureLabel(this.mViewer,lineDelta.getMiddleWCPtHC());label.addItem(labelData[key],lineDelta.getLineColorHC());if(label.isValid())labels.push(label)}return labels};MeasureDelta.prototype.draw=function(iImmediateDrawMode){if(this.isDeltaEnabled()){for(var key in this.mLineDeltaMap){var deltaLine=this.mLineDeltaMap[key];if(deltaLine.getDistance()>cLengthTol)deltaLine.draw()}}};MeasureDelta.prototype.reset=function(){this.mLineDeltaMap={}};MeasureDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureDelta(this.mViewer);for(var key in this.mLineDeltaMap){auxDeltaCopy.mLineDeltaMap[key]=this.mLineDeltaMap[key].copy()}return auxDeltaCopy};MeasureDelta.prototype.getLabelData=function(){var labelData={};if(this.isDeltaEnabled()){for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var delta=_a[_i];labelData[delta]=new MeasureResultDistance(delta,this.mLineDeltaMap[delta].getDistance())}}return labelData};MeasureDelta.prototype.getText=function(){if(this.isDeltaEnabled()){var data=this.getLabelData();return"Delta : "+data[cDeltaX].Value+", "+data[cDeltaY].Value+", "+(""+data[cDeltaZ].Value)}return""};MeasureDelta.create=function(iViewer,iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var measureDelta=new MeasureDelta(iViewer);var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];measureDelta.mLineDeltaMap[cDeltaX]=new MeasureDistLine(iViewer,iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1,eDwTypes_1.HC.Color.red(),false);measureDelta.mLineDeltaMap[cDeltaY]=new MeasureDistLine(iViewer,deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1,new eDwTypes_1.HC.Color(0,128,0),false);measureDelta.mLineDeltaMap[cDeltaZ]=new MeasureDistLine(iViewer,deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1,eDwTypes_1.HC.Color.blue(),false);return measureDelta};MeasureDelta.prototype.isDeltaEnabled=function(){return eDwMeasureEntities.ShowDelta&&!!this.mLineDeltaMap[cDeltaX]};return MeasureDelta}();var MeasureAuxDistance=function(){function MeasureAuxDistance(iViewer){this.mViewer=iViewer;this.mDistLine=new MeasureAuxDelta(iViewer);this.mNDistLine=new MeasureAuxDelta(iViewer,cAuxDistanceNormalDistanceLineColor,true);this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]}MeasureAuxDistance.prototype.reset=function(){this.mDistLine.reset();this.mNDistLine.reset();this.mNDistLine.setDistLineColor(cAuxDistanceNormalDistanceLineColor);this.mNDistLine.LineNormal=true;this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]};MeasureAuxDistance.prototype.draw=function(iImmediateDrawMode){if(!this.getLabels().length)return;this.mDistLine.draw(iImmediateDrawMode);this.mNDistLine.draw(iImmediateDrawMode);for(var _i=0,_a=this.mNormalDistExtLines;_i<_a.length;_i++){var normalExtLine=_a[_i];normalExtLine.draw()}};MeasureAuxDistance.prototype.setByPointPoint=function(iWCPntHC0,iSelObj0,iWCPntHC1,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}this.reset();this.mDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iWCPntHC0,iWCPntHC0,iWCPntHC1,iWCPntHC1]);this.avoidDuplication()};MeasureAuxDistance.prototype.setByPointLine=function(iPntWCHC,iSelObj0,iEdgeHC,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}var pickPntWCHC=iSelObj1.getPosition();var endPntsWCHC=l_getLineEndPts(iSelObj1);var vecWCHC=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,endPntsWCHC.P1HC);if(vecWCHC.length()<1e-6)return;vecWCHC.normalize();var k=eDwTypes_1.HC.Point3.dot(eDwTypes_1.HC.Point3.subtract(iPntWCHC,pickPntWCHC),vecWCHC);var basePntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecWCHC0=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,basePntWCHC);var vecWCHC1=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P1HC,basePntWCHC);if(eDwTypes_1.HC.Point3.dot(vecWCHC0,vecWCHC1)<0){this.setByPointPoint(iPntWCHC,iSelObj0,basePntWCHC,iSelObj1,isSomeCoordsArcCenters)}else{this.reset();var pntWCHC=vecWCHC0.length()<vecWCHC1.length()?endPntsWCHC.P0HC.copy():endPntsWCHC.P1HC.copy();this.mDistLine.setWCDeltaEnds([iPntWCHC,pntWCHC],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,basePntWCHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pntWCHC,basePntWCHC]);this.avoidDuplication()}};MeasureAuxDistance.prototype.setByPointPlane=function(iPntWCHC,iSelObj0,iFaceHC,iSelObj1,iMinDistInfo,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}if(!iMinDistInfo)return false;this.reset();var pickWCPntHC=iSelObj1.getPosition();var normWCHC=iFaceHC.normal;normWCHC.normalize();var vecWCHC=eDwTypes_1.HC.Point3.subtract(pickWCPntHC,iPntWCHC);var k=eDwTypes_1.HC.Point3.dot(vecWCHC,normWCHC);var baseWCPntHC=eDwTypes_1.HC.Point3.add(iPntWCHC,eDwTypes_1.HC.Point3.scale(normWCHC,k));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,baseWCPntHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pickWCPntHC,baseWCPntHC]);this.avoidDuplication();return true};MeasureAuxDistance.prototype.setByCircleCircle=function(iCircleHC0,iSelObj0,iCircleHC1,iSelObj1){this.setByPointPoint(iCircleHC0.origin,iSelObj0,iCircleHC1.origin,iSelObj1,true);this.setMinMaxForCircles(iCircleHC0,iCircleHC1)};MeasureAuxDistance.prototype.setByCircleLine=function(iCircleHC,iSelObj0,iLineHC,iSelObj1){this.setByPointLine(iCircleHC.origin,iSelObj0,iLineHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByCirclePlane=function(iCircleHC,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo){return this.setByPointPlane(iCircleHC.origin,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo,true)};MeasureAuxDistance.prototype.setByCirclePoint=function(iCircleHC,iSelObj0,iPointHC,iSelObj1){this.setByPointPoint(iCircleHC.origin,iSelObj0,iPointHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByPlanePlane=function(iFaceHC0,iFaceHC1,iSelObj0,iSelObj1,iMinDistInfo){if(!iMinDistInfo)return false;this.reset();var pickWCPntHC0=iSelObj0.getPosition().copy();var normWCHC0=iFaceHC0.normal;normWCHC0.normalize();var pickWCPntHC1=iSelObj1.getPosition().copy();var normWCHC1=iFaceHC1.normal;normWCHC1.normalize();var angle=iSelObj0.findAngle(iSelObj1);if(0!==angle&&180!==angle){var vecWCHC=eDwTypes_1.HC.Point3.cross(normWCHC0,normWCHC1);var wVecWCHC=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC0);var k0=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(wVecWCHC,normWCHC1);var origWCPntHC0=eDwTypes_1.HC.Point3.add(pickWCPntHC0,wVecWCHC.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC1);var k1=(eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC0)-eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC0))/eDwTypes_1.HC.Point3.dot(wVecHC1,normWCHC0);var origWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC1,wVecHC1.scale(k1));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mNDistLine.setWCDeltaEnds([origWCPntHC0,origWCPntHC0],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([origWCPntHC0,origWCPntHC0,origWCPntHC1,origWCPntHC1]);this.avoidDuplication()}else{var distWCPntHC1=eDwTypes_1.HC.Point3.zero();if(0!==eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1)){var k=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1);distWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC0,eDwTypes_1.HC.Point3.scale(normWCHC0,k))}this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);var distWCPntHC0=pickWCPntHC0.copy();this.mNDistLine.setWCDeltaEnds([distWCPntHC0,distWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([distWCPntHC0,pickWCPntHC0,distWCPntHC1,pickWCPntHC1]);this.avoidDuplication()}return true};MeasureAuxDistance.prototype.setByLinePlane=function(iEdgeHC,iFaceHC,iSelEdgeObj,iSelFaceObj){return __awaiter(this,void 0,void 0,(function(){var pickPntWCHC0,pickPntWCHC1,vecNormWCHC,minDistInfo,distLinePtsWCHC,distLineSelObjs,normDistLinePtsWCHC,normDistLineSelObjs,extendedLinePtsWCHC,angle,plnWCHC,pntOnPlnWCHC,pickVecWCHC,k,scalePickPntWCHC;return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();pickPntWCHC0=iSelEdgeObj.getPosition();pickPntWCHC1=iSelFaceObj.getPosition();vecNormWCHC=iFaceHC.normal;vecNormWCHC.normalize();return[4,eDwSelObj.getMinDistInfo([iEdgeHC,iFaceHC],[iSelEdgeObj,iSelFaceObj],this.mViewer.getModel())];case 1:minDistInfo=_a.sent();distLinePtsWCHC=minDistInfo?[minDistInfo.pos1,minDistInfo.pos2]:[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelFaceObj];normDistLinePtsWCHC=[];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[];angle=iSelEdgeObj.findAngle(iSelFaceObj);if(90===angle||270===angle){plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(pickPntWCHC1,vecNormWCHC);pntOnPlnWCHC=eDwGeomUtils.dropPointOnPlane(pickPntWCHC0,plnWCHC);normDistLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];if(eDwTypes_1.HC.Point3.distance(pntOnPlnWCHC,pickPntWCHC0)){normDistLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0]}extendedLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0,pickPntWCHC1,pickPntWCHC1]}else{pickVecWCHC=eDwTypes_1.HC.Point3.subtract(pickPntWCHC1,pickPntWCHC0);k=eDwTypes_1.HC.Point3.scale(vecNormWCHC,eDwTypes_1.HC.Point3.dot(vecNormWCHC,pickVecWCHC));scalePickPntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC0,k);distLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelEdgeObj];normDistLinePtsWCHC=[pickPntWCHC0,scalePickPntWCHC];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0,scalePickPntWCHC,pickPntWCHC1]}this.mDistLine.setWCDeltaEnds(distLinePtsWCHC,distLineSelObjs);this.mNDistLine.setWCDeltaEnds(normDistLinePtsWCHC,normDistLineSelObjs);this.setNormalDistExtPoints(extendedLinePtsWCHC);this.avoidDuplication();return[2]}}))}))};MeasureAuxDistance.prototype.setByLineLine=function(iEdgeHC0,iEdgeHC1,iSelEdgeObjHC0,iSelEdgeObjHC1){var lineWCPntsHC0=l_getLineEndPts(iSelEdgeObjHC0);var lineWCPntsHC1=l_getLineEndPts(iSelEdgeObjHC1);var angle=iSelEdgeObjHC0.findAngle(iSelEdgeObjHC1);var tmp;if(0!==angle&&180!==angle){tmp=l_distanceLineLineCross(lineWCPntsHC0,lineWCPntsHC1)}else{var pntWCHC0=iSelEdgeObjHC0.getPosition();var pntWCHC1=iSelEdgeObjHC1.getPosition();tmp=l_distanceLineLinePara(lineWCPntsHC0,lineWCPntsHC1,pntWCHC0,pntWCHC1)}this.mDistLine.setWCDeltaEnds([tmp.PntHC2,tmp.PntHC3],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.mNDistLine.setWCDeltaEnds([tmp.PntHC0,tmp.PntHC1],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.setNormalDistExtPoints([tmp.PntHC0,tmp.PntHC2,tmp.PntHC1,tmp.PntHC3]);this.avoidDuplication()};MeasureAuxDistance.prototype.getLabels=function(){var labels=[];labels=labels.concat(this.mDistLine.getLabels());labels=labels.concat(this.mNDistLine.getLabels());return labels};MeasureAuxDistance.prototype.getText=function(){var result=[];var distLine=this.mNDistLine.LineNormal?this.mDistLine:this.mNDistLine;var labelData=distLine.getLabelData();var dist=this.mDistLine.getDistance();var normalDist=this.mNDistLine.getDistance();if(this.mDistLine.getWCDeltaEnds().length&&dist>normalDist){result.push(cDistance+": "+labelData[cDistance].Value)}if(this.mNDistLine.getWCDeltaEnds().length&&normalDist){result.push((this.mNDistLine.LineNormal?"Normal ":"")+cDistance+": "+labelData[cDistance].Value)}var minDistResultItem=labelData[cMinDistance];if(minDistResultItem){result.push(cMinDistance+": "+minDistResultItem.Value)}var maxDistResultItem=labelData[cMaxDistance];if(maxDistResultItem){result.push(cMaxDistance+": "+maxDistResultItem.Value)}if(eDwMeasureEntities.ShowDelta){var nDeltaPt=this.mNDistLine.getDelta();var deltaPt=this.mNDistLine.LineNormal?this.mDistLine.getDelta():nDeltaPt;if(!deltaPt.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){result.push(distLine.getText())}}return result.join("\n")};MeasureAuxDistance.getAngle=function(iV0,iV1){var vec0=iV0.copy();var vec1=iV1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDgree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;return angleDgree};MeasureAuxDistance.prototype.setMinMaxForCircles=function(iCircleHC0,iCircleHC1){function setMinMax(ioAuxDelta,iNominalDist,iRadiiDist){if(!ioAuxDelta.getWCDeltaEnds().length){return}if(iNominalDist>iRadiiDist){ioAuxDelta.setMinDist(iNominalDist-iRadiiDist)}ioAuxDelta.setMaxDist(iNominalDist+iRadiiDist)}var circlePlaneHC0=eDwTypes_1.HC.Plane.createFromPointAndNormal(iCircleHC0.origin,iCircleHC0.normal);var projPnt=eDwGeomUtils.dropPointOnPlane(iCircleHC1.origin,circlePlaneHC0);var dot=eDwTypes_1.HC.Point3.dot(iCircleHC0.normal,iCircleHC1.normal);var dist=projPnt.subtract(iCircleHC0.origin).length();console.debugLog("Measure","2 circles/arcs: dot = "+dot+"  dist = "+dist);if(1-Math.abs(dot)<cAngleTol&&dist>cLengthTol){var radiiDist=iCircleHC0.radius+iCircleHC1.radius;setMinMax(this.mDistLine,dist,radiiDist);setMinMax(this.mNDistLine,dist,radiiDist)}};MeasureAuxDistance.prototype.avoidDuplication=function(){var delta0=this.mDistLine.getDelta();var delta1=this.mNDistLine.getDelta();var len0=delta0.length();var len1=delta1.length();var lenMax=Math.max(len0,len1);var lenDiff=Math.abs(len0-len1);if(0===lenMax||lenDiff/lenMax<cLengthTol){delta1=delta0.copy()}var diff=new eDwTypes_1.HC.Point3(Math.abs(delta0.x)-Math.abs(delta1.x),Math.abs(delta0.y)-Math.abs(delta1.y),Math.abs(delta0.z)-Math.abs(delta1.z));if(diff.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){this.mNDistLine=this.mDistLine.copy();this.mDistLine.reset()}if(0===delta1.x&&0===delta1.y&&0===delta1.z||0===diff.x&&0===diff.y&&0===diff.z){this.mNormalDistExtLines=[]}};MeasureAuxDistance.prototype.setNormalDistExtPoints=function(iPntsHC){if(!this.mNormalDistExtLines.length){this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[0],iPntsHC[1],cAuxDistanceNormalDistanceExtLineColor));this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[2],iPntsHC[3],cAuxDistanceNormalDistanceExtLineColor))}};return MeasureAuxDistance}();var MeasureAuxAngle=function(){function MeasureAuxAngle(iViewer){this.mViewer=iViewer;this.mAngleFace=new eDwTypes_1.HC.Markup.Shape.Polygon;this.mAngleArc=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleEdge=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleTip=new eDwTypes_1.HC.Markup.Shape.Circle;var cColorAngleFill=new eDwTypes_1.HC.Color(41,128,185);var cColorPoint=new eDwTypes_1.HC.Color(137,196,244);var cColorEdgeArc=new eDwTypes_1.HC.Color(52,73,94);var cColorEdgeStroke=new eDwTypes_1.HC.Color(100,100,100);var widthEdge=3;var arrowSize=5;var pointSize=7;this.mAngleFace.setFillColor(cColorAngleFill);this.mAngleFace.setStrokeWidth(0);this.mAngleFace.setFillOpacity(.5);this.mAngleArc.setStrokeColor(cColorEdgeArc);this.mAngleArc.setEndEndcapColor(cColorEdgeArc);this.mAngleArc.setStartEndcapColor(cColorEdgeArc);this.mAngleArc.setStrokeWidth(widthEdge);this.mAngleArc.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead);this.mAngleArc.setEndEndcapSize(arrowSize);this.mAngleArc.setStartEndcapSize(arrowSize);this.mAngleEdge.setStrokeColor(cColorEdgeStroke);this.mAngleEdge.setStrokeWidth(widthEdge+1);this.mAngleTip.setFillColor(cColorPoint);this.mAngleTip.setStrokeColor(cColorEdgeStroke);this.mAngleTip.setStrokeWidth(widthEdge);this.mAngleTip.setRadius(pointSize)}MeasureAuxAngle.prototype.reset=function(){this.mAngle=NaN;this.mOriginHC=undefined;this.mPointsArcEdge=[];this.mPointsBorder=undefined};MeasureAuxAngle.prototype.draw=function(iImmediateDrawMode){if(utils.isNaN(this.mAngle))return;this.projectPoints();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawPolygon(this.mAngleFace);renderer.drawPolyline(this.mAngleArc);renderer.drawPolyline(this.mAngleEdge);if(!iImmediateDrawMode){renderer.drawCircle(this.mAngleTip)}};MeasureAuxAngle.prototype.setByPlanePlane=function(iFace0,iFace1,iFaceObj0,iFaceObj1){this.reset();var pickHC0=iFaceObj0.getPosition();this.mOriginHC=pickHC0.copy();var norm0HC=iFace0.normal;norm0HC.normalize();var pickHC1=iFaceObj1.getPosition();var pntHC1=pickHC1.copy();var norm1HC=iFace1.normal;norm1HC.normalize();this.mAngle=iFaceObj0.findAngle(iFaceObj1);this.commonComputeAngle((function(){return false}),(function(){var vecHC=eDwTypes_1.HC.Point3.cross(norm0HC,norm1HC);var wVecHC0=eDwTypes_1.HC.Point3.cross(vecHC,norm0HC);var k0=(eDwTypes_1.HC.Point3.dot(pntHC1,norm1HC)-eDwTypes_1.HC.Point3.dot(pickHC0,norm1HC))/eDwTypes_1.HC.Point3.dot(wVecHC0,norm1HC);var originHC0=eDwTypes_1.HC.Point3.add(pickHC0,wVecHC0.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecHC,norm1HC);var k1=(eDwTypes_1.HC.Point3.dot(pickHC0,norm0HC)-eDwTypes_1.HC.Point3.dot(pntHC1,norm0HC))/eDwTypes_1.HC.Point3.dot(wVecHC1,norm0HC);var originHC1=eDwTypes_1.HC.Point3.add(pntHC1,wVecHC1.scale(k1));return[eDwTypes_1.HC.Point3.subtract(pickHC0,originHC0),eDwTypes_1.HC.Point3.subtract(pntHC1,originHC1)]}),this.maxScale(iFace0,iFaceObj0))};MeasureAuxAngle.prototype.setByLinePlane=function(iEdge,iFace,iEdgeObj,iFaceObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,false)};MeasureAuxAngle.prototype.setByPlaneLine=function(iFace,iEdge,iFaceObj,iEdgeObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,true)};MeasureAuxAngle.prototype.setByLineLine=function(iEdge0,iEdge1,iEdgeObj0,iEdgeObj1){var _this=this;var pntWCHC0=iEdgeObj0.getPosition();var pntWCHC1=iEdgeObj1.getPosition();var line0=l_getLineEndPts(iEdgeObj0);var line1=l_getLineEndPts(iEdgeObj1);this.mAngle=iEdgeObj0.findAngle(iEdgeObj1);this.commonComputeAngle((function(){return 0!==_this.mAngle&&180!==_this.mAngle}),(function(){var tmp=l_distanceLineLineCross(line0,line1);_this.mOriginHC=pntWCHC1;return[eDwTypes_1.HC.Point3.subtract(pntWCHC0,tmp.PntHC0),eDwTypes_1.HC.Point3.subtract(pntWCHC1,tmp.PntHC1)]}),this.maxScale(iEdge1,iEdgeObj1))};MeasureAuxAngle.prototype.getLabels=function(){var labels=[];if(utils.isNumber(this.mAngle)){var label=new MeasureLabel(this.mViewer,this.getAngleArcCenter());label.addItem(this.getResultItem());labels.push(label)}return labels};MeasureAuxAngle.prototype.getAngleArcCenter=function(){var n=this.mPointsArcEdge.length;return this.mPointsArcEdge[Math.round(n/2)].copy()};MeasureAuxAngle.prototype.getText=function(){var resultItem=this.getResultItem();return resultItem?resultItem.Name+": "+resultItem.Value:""};MeasureAuxAngle.prototype.getResultItem=function(){return utils.isNumber(this.mAngle)?new MeasureResultAngle("Angle",this.mAngle):null};MeasureAuxAngle.prototype.setByLinePlaneOrig=function(iEdge,iFace,iEdgeSelObj,iFaceSelObj,iReverseOrder){var _this=this;this.reset();var pntWCHC0=iEdgeSelObj.getPosition();var linePoints=l_getLineEndPts(iEdgeSelObj);var vecWCHC=eDwTypes_1.HC.Point3.subtract(linePoints.P0HC,linePoints.P1HC);vecWCHC.normalize();var pntWCHC1=iFaceSelObj.getPosition();var normalWCHC1=iFace.normal;normalWCHC1.normalize();var vec0PtALCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P0HC);var vec0PtBLCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P1HC);var edgeVecLCHC=eDwTypes_1.HC.Point3.subtract(vec0PtBLCHC,vec0PtALCHC);var plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(iFace.origin,iFace.normal);var ptAOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtALCHC,plnWCHC);var ptBOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtBLCHC,plnWCHC);var edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,ptAOnPlnLCHC);if(edgeVecInPlaneLCHC.length()<cLengthTol){edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,iFace.origin)}var maxScale=iReverseOrder?this.maxScale(iEdge,iEdgeSelObj):this.maxScale(iFace,iFaceSelObj);this.mAngle=l_getAngle(edgeVecInPlaneLCHC,edgeVecLCHC);this.commonComputeAngle((function(){return _this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,normalWCHC1)-eDwTypes_1.HC.Point3.dot(pntWCHC0,normalWCHC1))/eDwTypes_1.HC.Point3.dot(vecWCHC,normalWCHC1);var originHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecHC0=eDwTypes_1.HC.Point3.subtract(pntWCHC0,originHC);var vecHC1=eDwTypes_1.HC.Point3.subtract(pntWCHC1,originHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;if(90!==_this.mAngle&&270!==_this.mAngle){vecHC1=eDwTypes_1.HC.Point3.cross(normalWCHC1,eDwTypes_1.HC.Point3.cross(vecHC0,normalWCHC1))}vecHC1.normalize();vecHC1.scale(vecHC0.length());return[vecHC0,vecHC1]}),maxScale);if(utils.isNaN(this.mAngle)){this.mAngle=iEdgeSelObj.findAngle(iFaceSelObj);this.commonComputeAngle((function(){return 90!==_this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,vecWCHC)-eDwTypes_1.HC.Point3.dot(pntWCHC0,vecWCHC))/eDwTypes_1.HC.Point3.dot(vecWCHC,vecWCHC);var pnVecHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var angVecHC=iReverseOrder?eDwTypes_1.HC.Point3.subtract(pnVecHC,pntWCHC0):eDwTypes_1.HC.Point3.subtract(pntWCHC0,pnVecHC);if(0===angVecHC.x&&0===angVecHC.y&&0===angVecHC.z){vecWCHC=angVecHC.copy()}vecWCHC=iFaceSelObj.getAsLocalVector(vecWCHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;return[vecWCHC,vecWCHC]}),maxScale)}};MeasureAuxAngle.prototype.commonComputeAngle=function(iAcceptableAngleFunc,iComputeDisplayVecsFunc,iMaxScale){if(utils.isNaN(iMaxScale))return;if(iAcceptableAngleFunc()){var displayVecsHC=iComputeDisplayVecsFunc();if(!this.mOriginHC||!displayVecsHC||!displayVecsHC.length){return}var displayVec0=displayVecsHC[0];var displayVec1=displayVecsHC[1];var origin_1=this.mOriginHC.copy();var radius=Math.max(displayVec0.length(),displayVec1.length());radius=Math.min(radius*.8,iMaxScale*.6);var vec0=displayVec0.copy();var vec1=displayVec1.copy();vec0.normalize();vec1.normalize();var angleDegree=l_getAngle(vec0,vec1);var angle=angleDegree*Math.PI/180;var normal=eDwTypes_1.HC.Point3.cross(vec0,vec1);var vecY=eDwTypes_1.HC.Point3.cross(normal,vec0);vecY.normalize();if(isNaN(vecY.x)||isNaN(vecY.y)||isNaN(vecY.z)){for(var i=0;i<3;++i){var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,radius));this.mPointsArcEdge.push(point)}}else{var cNumSegments=20;for(var i=0;i<=cNumSegments;++i){var aX=vec0.copy();var aY=vecY.copy();var alpha=angle*i/cNumSegments;var vX=aX.scale(Math.cos(alpha)*radius);var vY=aY.scale(Math.sin(alpha)*radius);var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.add(vX,vY));this.mPointsArcEdge.push(point)}}var p0=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,1.2*radius));var p1=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec1,1.2*radius));this.mPointsBorder={end0:p0,end1:p1,tip:origin_1.copy()}}else{this.mAngle=NaN}};MeasureAuxAngle.prototype.maxScale=function(iProp,iSelObj){var lineEntity=iSelObj.getLineEntity();var faceEntity=iSelObj.getFaceEntity();if(lineEntity){var line=l_getLineEndPts(iSelObj);return eDwTypes_1.HC.Point3.subtract(line.P0HC,line.P1HC).length()}else{var box=faceEntity.getBounding();return eDwTypes_1.HC.Point3.subtract(box.max,box.min).length()}};MeasureAuxAngle.prototype.projectPoints=function(){if(utils.isNaN(this.mAngle)||!this.mOriginHC)return;this.mAngleFace.clearPoints();this.mAngleArc.clearPoints();this.mAngleEdge.clearPoints();if(0===this.mPointsArcEdge.length||!this.mPointsBorder)return;var viewHC=this.mViewer.getHCView();this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));for(var i=0;i<this.mPointsArcEdge.length;++i){var p=eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsArcEdge[i]));this.mAngleFace.pushPoint(p);this.mAngleArc.pushPoint(p)}this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end0)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end1)));this.mAngleTip.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)))};return MeasureAuxAngle}();var MeasureAuxPick=function(){function MeasureAuxPick(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxPick.prototype.reset=function(){this.mPntData=[];this.mDistResultText="";delete this.mDelta;delete this.mDistLine};MeasureAuxPick.prototype.draw=function(iImmediateDrawMode){if(!this.mPntData.length)return;if(eDwMeasureEntities.PointToPoint){if(this.mDistLine)this.mDistLine.draw();if(this.mDelta)this.mDelta.draw(iImmediateDrawMode)}this.drawEndPnts()};MeasureAuxPick.prototype.getLabels=function(iImmediateDrawMode){var labels=[];var numPnts=this.mPntData.length;if(numPnts<2||!eDwMeasureEntities.PointToPoint){return labels}var selObjFirst=this.mPntData[0].SelObj;var selObjLast=this.mPntData[numPnts-1].SelObj;var pntWCHC0=selObjFirst.getPosition();var pntLCHC0=selObjFirst.getAsLocalPoint(pntWCHC0);var pntWCHC1=selObjLast.getPosition();var pntLCHC1=selObjLast.getAsLocalPoint(pntWCHC1);var vecHC=pntWCHC1.copy().subtract(pntWCHC0);var label=new MeasureLabel(this.mViewer,pntWCHC0.copy().add(vecHC.scale(.5)));label.addItem(new MeasureResultDistance(cDistance,eDwTypes_1.HC.Point3.distance(pntLCHC0,pntLCHC1)));this.mDistResultText=label.getText();labels.push(label);if(this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}return labels};MeasureAuxPick.prototype.getPointLabels=function(){var cDrawEnabled=!eDwMeasureEntities.PointToPoint;var labels=[];var n=this.mPntData.length;for(var i=0;i<n;++i){var selObj=this.mPntData[i].SelObj;var pntWCHC=selObj.getPosition();var label=new MeasureLabel(this.mViewer,pntWCHC,cDrawEnabled);label.addItem(new MeasureResultPoint3D(cCoordinate,selObj.getAsLocalPoint(pntWCHC)));labels.push(label)}return labels};MeasureAuxPick.prototype.regeneratePicks=function(iSelObjs){this.reset();var n=iSelObjs.length;if(0===n)return;if(n>1){this.addDisplayMarker(iSelObjs[0]);delete this.mDelta;delete this.mDistLine}this.addDisplayMarker(iSelObjs[n-1]);if(eDwMeasureEntities.PointToPoint&&this.mPntData.length===2){var selObj0=this.mPntData[0].SelObj;var selObj1=this.mPntData[1].SelObj;var pntWCHC0=selObj0.getPosition();var pntWCHC1=selObj1.getPosition();var absLenTol=eDwGeomUtils.cAbsLengthTol;if(!pntWCHC0.equalsWithTolerance(pntWCHC1,absLenTol)){this.mDistLine=new MeasureDistLine(this.mViewer,pntWCHC0,selObj0,pntWCHC1,selObj1);this.mDistLine.draw();this.mDelta=MeasureDelta.create(this.mViewer,pntWCHC1,pntWCHC0,selObj1,selObj0)}}};MeasureAuxPick.prototype.getText=function(){var text="";if(eDwMeasureEntities.PointToPoint){text=this.mDistResultText;if(this.mDelta)text+="\n"+this.mDelta.getText()}return text};MeasureAuxPick.prototype.addDisplayMarker=function(iSelObj){var cWidthEdge=3;var cPointSize=7;var pntWCHC=iSelObj.getPosition().copy();var shapeCircleHC=new eDwTypes_1.HC.Markup.Shape.Circle;shapeCircleHC.setCenter(eDwTypes_1.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(pntWCHC)));shapeCircleHC.setFillColor(cAuxPickPointFillColor);shapeCircleHC.setStrokeColor(cAuxPickPointStrokeColor);shapeCircleHC.setStrokeWidth(cWidthEdge);shapeCircleHC.setRadius(cPointSize);this.mPntData.push({SelObj:iSelObj,Circle:shapeCircleHC});return shapeCircleHC};MeasureAuxPick.prototype.drawEndPnts=function(){var viewHC=this.mViewer.getHCView();var renderer=this.mViewer.getHCMarkupManager().getRenderer();for(var i=0;i<this.mPntData.length;++i){var pntData=this.mPntData[i];pntData.Circle.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(pntData.SelObj.getPosition())));renderer.drawCircle(pntData.Circle)}};return MeasureAuxPick}();var MeasureAuxGeo=function(){function MeasureAuxGeo(iViewer){this.mViewer=iViewer;this.mAuxAngle=new MeasureAuxAngle(iViewer);this.mAuxDist=new MeasureAuxDistance(iViewer);this.mAuxPick=new MeasureAuxPick(iViewer);this.mOtherResults=new MeasureAuxMessage(iViewer);this.mMessage=new MeasureAuxMessage(iViewer);this.mPickInfo=new MeasureAuxMessage(iViewer);this.mLabelIDs=[];this.mMarkupLabels=[];this.mDrawLabel=true;this.mImmediateDrawMode=false;this.reset()}MeasureAuxGeo.prototype.syncUnits=function(){for(var _i=0,_a=this.mResultLabels;_i<_a.length;_i++){var measureLabel=_a[_i];measureLabel.setStringContent()}};MeasureAuxGeo.prototype.reset=function(){this.mAuxAngle.reset();this.mAuxDist.reset();this.mOtherResults.reset();this.mMessage.reset();this.mPickInfo.reset();this.mAuxPick.reset();this.mResultLabels=[];this.mInfoLabels=[];this.clearMarkupLabels()};MeasureAuxGeo.prototype.draw=function(){if(!this.hasLabels())return;if(!eDwMeasureEntities.PointToPoint){this.mAuxAngle.draw(this.mImmediateDrawMode);var drawFunc=this.mAuxDist.draw.bind(this.mAuxDist);if(!this.mImmediateDrawMode){if(this.mPickInfo.getLabels().length===1){drawFunc=this.mAuxPick.draw.bind(this.mAuxPick)}}drawFunc(this.mImmediateDrawMode)}else{this.mAuxPick.draw(this.mImmediateDrawMode)}if(this.mDrawLabel){if(this.mImmediateDrawMode){this.drawResultLabels()}this.drawInfoLabels()}};MeasureAuxGeo.prototype.addMarkupLabels=function(){this.clearMarkupLabels();var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mResultLabels.length;for(var i=0;i<n;++i){var label=new LabelItem(this.mViewer,this.mResultLabels[i]);var id=markupMgr.registerMarkup(label);this.mLabelIDs.push(id);this.mMarkupLabels.push(label)}};MeasureAuxGeo.prototype.clearMarkupLabels=function(){var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mLabelIDs.length;for(var i=0;i<n;++i){markupMgr.unregisterMarkup(this.mLabelIDs[i])}this.mLabelIDs=[];this.mMarkupLabels=[]};MeasureAuxGeo.prototype.drawResultLabels=function(){var n=this.mResultLabels.length;for(var i=0;i<n;++i){this.mResultLabels[i].drawLabel()}};MeasureAuxGeo.prototype.drawInfoLabels=function(){var m=this.mInfoLabels.length;for(var i=0;i<m;++i){this.mInfoLabels[i].drawLabel()}};MeasureAuxGeo.prototype.setByVertexVertex=function(iSelVert0HC,iSelVert1HC){this.reset();this.mAuxDist.setByPointPoint(iSelVert0HC.getPosition(),iSelVert0HC,iSelVert1HC.getPosition(),iSelVert1HC)};MeasureAuxGeo.prototype.setByVertexLine=function(iSelVertHC,iLineOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByPointLine(iSelVertHC.getPosition(),iSelVertHC,iLineOrigHC,iSelEdgeHC)};MeasureAuxGeo.prototype.setByVertexCircle=function(iSelVertHC,iCircleOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByCirclePoint(iCircleOrigHC,iSelEdgeHC,iSelVertHC.getPosition(),iSelVertHC)};MeasureAuxGeo.prototype.setByVertexPlane=function(iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo){this.reset();return this.mAuxDist.setByPointPlane(iSelVertHC.getPosition(),iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlanePlane=function(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo){this.reset();this.mAuxAngle.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC);return this.mAuxDist.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlaneLine=function(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();this.mAuxAngle.setByPlaneLine(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC);return[4,this.mAuxDist.setByLinePlane(iLineOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC)];case 1:_a.sent();return[2]}}))}))};MeasureAuxGeo.prototype.setByLineLine=function(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC){this.reset();this.mAuxAngle.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC);this.mAuxDist.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC)};MeasureAuxGeo.prototype.setByCircleCircle=function(iCircleOrigHC0,iCircleOrigHC1,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleCircle(iCircleOrigHC0,iSelEdgeHC0,iCircleOrigHC1,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCircleLine=function(iCircleOrigHC,iLineOrigHC,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleLine(iCircleOrigHC,iSelEdgeHC0,iLineOrigHC,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCirclePlane=function(iCircleOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC,iMeasDistInfo){this.reset();return this.mAuxDist.setByCirclePlane(iCircleOrigHC,iSelEdgeHC,iPlaneOrigHC,iSelFaceHC,iMeasDistInfo)};MeasureAuxGeo.prototype.addPickInfo=function(iSelPropsHC,iSelObjs,iDrawLabels){var n=iSelObjs.length;var startIdx=0;if(this.mImmediateDrawMode){var hasImmediateEntity=iDrawLabels;startIdx=hasImmediateEntity&&n>0?n-1:n}for(var i=startIdx;i<n;++i){var selProp=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj)continue;this.mPickInfo.addIfVertex(selObj);if(selProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){this.mPickInfo.addIfCircle(selProp,selObj)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){this.mPickInfo.addIfCurve(selProp,selObj,cLine)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){this.mPickInfo.addIfCurve(selProp,selObj,cCurve)}this.mPickInfo.addIfCylinder(selProp,selObj);this.mPickInfo.addIfPlane(selProp,selObj)}this.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.regeneratePicks=function(iSelObjs){this.mAuxPick.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.addMessage=function(iResult,iStart,iColor){this.mMessage.addResult(iResult,iStart.copy(),iColor)};MeasureAuxGeo.prototype.addOtherResult=function(iResult,iStart){this.mOtherResults.addResult(iResult,iStart.copy())};MeasureAuxGeo.prototype.updateResultLabels=function(){this.mResultLabels=[];if(!eDwMeasureEntities.PointToPoint){this.mResultLabels=this.mResultLabels.concat(this.mAuxAngle.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mAuxDist.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mOtherResults.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mMessage.getLabels())}else{this.mResultLabels=this.mResultLabels.concat(this.mAuxPick.getLabels(this.mImmediateDrawMode))}var labelsToBeDistributed=this.mResultLabels.slice();if(this.mImmediateDrawMode){this.updateLastInfoLabels();if(this.mInfoLabels.length>0){labelsToBeDistributed=this.mInfoLabels.slice().concat(this.mResultLabels)}}this.distributeLabels(labelsToBeDistributed);if(!this.mImmediateDrawMode){this.addMarkupLabels()}};MeasureAuxGeo.prototype.updateLastInfoLabels=function(){this.updateInfoLabel(this.getLabels().length-1)};MeasureAuxGeo.prototype.updateInfoLabel=function(iIndex){this.mInfoLabels=[];function addTo(iCurrIndex,iLabels,ioLabels){if(iLabels.length>iCurrIndex&&iCurrIndex>=0){var label=iLabels[iCurrIndex];if(label.setDefaultEndPos()){label.setStringContent();ioLabels.push(label)}}}addTo(iIndex,this.getLabels(),this.mInfoLabels)};MeasureAuxGeo.prototype.getInfoLabelText=function(){var output=[];var labels=this.getLabels();for(var i=0;i<labels.length;++i){var label=labels[i];output.push(label.getText())}return output};MeasureAuxGeo.prototype.distributeLabels=function(ioResultLabels){var n=ioResultLabels.length;if(n<1)return;var startsOrig=[];for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;var leaderStartPos=resultLabel.getLeaderStartPos();if(leaderStartPos)startsOrig.push(leaderStartPos)}var startsNew=l_adjustLeaderEndByStart(startsOrig);var j=0;for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;resultLabel.setLeaderEndPos(startsNew[j++]);resultLabel.setStringContent()}};MeasureAuxGeo.prototype.getMeasureText=function(){if(!this.hasLabels())return"";var result=[];var distStr=this.mAuxDist.getText();if(eDwMeasureEntities.PointToPoint){if(distStr){result.push(distStr)}else{var pickStr=this.mAuxPick.getText();if(pickStr)result.push(pickStr)}}else{if(distStr)result.push(distStr);var angleStr=this.mAuxAngle.getText();if(angleStr)result.push(angleStr);if(this.mMessage.countLabels()){result.push(this.mMessage.getText())}if(this.mOtherResults.countLabels()){result.push(this.mOtherResults.getText())}}return result.join("\n")};MeasureAuxGeo.prototype.setDrawLabel=function(iEnable){this.mDrawLabel=iEnable};MeasureAuxGeo.prototype.setImmediateDrawMode=function(iEnable){this.mImmediateDrawMode=iEnable};MeasureAuxGeo.prototype.hasLabels=function(){return this.mAuxDist.getLabels().length||this.mAuxAngle.getLabels().length||this.mOtherResults.getLabels().length||this.mPickInfo.getLabels().length||this.mInfoLabels.length||this.mAuxPick.getLabels(this.mImmediateDrawMode).length?true:false};MeasureAuxGeo.prototype.getLabels=function(){return eDwMeasureEntities.PointToPoint?this.mAuxPick.getPointLabels():this.mPickInfo.getLabels()};return MeasureAuxGeo}();var MeasurePanelInfo=function(){function MeasurePanelInfo(iAuxGeo){this.mAuxGeo=iAuxGeo;this.mSelObjs=[]}MeasurePanelInfo.prototype.updatePanelResult=function(iSelObjs,iUserUnits){var _this=this;this.mSelObjs=[];for(var i=0;i<iSelObjs.length;++i){this.mSelObjs.push(iSelObjs[i])}(function(){return __awaiter(_this,void 0,void 0,(function(){var result;return __generator(this,(function(_a){switch(_a.label){case 0:result={SelObjs:iSelObjs,Descriptions:this.mAuxGeo.getInfoLabelText(),Message:this.mAuxGeo.getMeasureText()};return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementRefreshEvent,result)];case 1:_a.sent();return[2]}}))}))})();return};return MeasurePanelInfo}();var cDeltaX="dX";var cDeltaY="dY";var cDeltaZ="dZ";var cLength="Length";var cVertex="Vertex";var cCurve="Curve";var cLine="Straight Line";var cPlane="Plane";var cCylinder="Cylinder";var cDiameter="Diameter";var cDistance="Distance";var cEntity="Entity";var cCoordinate="Coordinate";var cNormalDistance="Normal Dist.";var cCenterDistance="Center Dist.";var cMinDistance="Min "+cDistance;var cMaxDistance="Max "+cDistance;var cLengthTol=1e-5;var cAngleTol=.05;var cParallelTol=4;var cPerpendicularTol=cAngleTol;var cGreyColor=new eDwTypes_1.HC.Color(50,50,50);var cLineDistanceColor=new eDwTypes_1.HC.Color(52,73,94);var cAuxPickPointFillColor=new eDwTypes_1.HC.Color(137,196,244);var cAuxPickPointStrokeColor=new eDwTypes_1.HC.Color(100,100,100);var cAuxPickLineColor=new eDwTypes_1.HC.Color(41,128,185);var cAuxDeltaPointFillColor=cAuxPickPointFillColor;var cAuxDeltaPointStrokeColor=cAuxPickPointStrokeColor;var cAuxDistanceNormalDistanceLineColor=cAuxPickLineColor;var cAuxDistanceNormalDistancePointColor=new eDwTypes_1.HC.Color(236,240,241);var cAuxDistanceNormalDistanceExtLineColor=new eDwTypes_1.HC.Color(154,236,219);var l_Model=null;function l_getCircularArc(iSelObj,ioCircleHC){var curvePts=iSelObj.getLineEntity().getPoints();var startPt=curvePts[0];var endPt=curvePts[curvePts.length-1];var len=Math.PI*ioCircleHC.radius*2;var area=Math.PI*Math.pow(ioCircleHC.radius,2);var angle=Math.PI*2;if(!startPt.equalsWithTolerance(endPt,cLengthTol)){var startVec=startPt.copy().subtract(ioCircleHC.origin).normalize();var endVec=endPt.copy().subtract(ioCircleHC.origin).normalize();var angleRange=Math.acos(eDwTypes_1.HC.Point3.dot(startVec,endVec));var refVec=eDwTypes_1.HC.Point3.cross(startVec,ioCircleHC.normal);var dir=eDwTypes_1.HC.Point3.dot(refVec,endVec);angleRange=dir>cAngleTol?angleRange+Math.PI:angleRange;var percRange=angleRange/(2*Math.PI);len*=percRange;area*=percRange;angle*=percRange}var circularArc={OriginWCHC:iSelObj.getAsLocalPoint(ioCircleHC.origin),NormalWCHC:ioCircleHC.normal,StartPtWCHC:startPt,EndPtWCHC:endPt,Length:len,Area:area,Diameter:ioCircleHC.radius*2,Angle:angle};return circularArc}function l_closestPoints(iPntHC0,iPntHC1){var pntHC0=iPntHC0[0].copy();var pntHC1=iPntHC1[0].copy();var minDist=eDwTypes_1.HC.Point3.subtract(iPntHC0[0],iPntHC1[0]).length();for(var i=0;i<iPntHC0.length;++i){for(var j=0;j<iPntHC1.length;++j){var dist=eDwTypes_1.HC.Point3.subtract(iPntHC0[i],iPntHC1[j]).length();if(dist<minDist){pntHC0.assign(iPntHC0[i]);pntHC1.assign(iPntHC1[j]);minDist=dist}}}return{P0HC:pntHC0,P1HC:pntHC1}}function l_getAngle(iVecHC0,iVecHC1){if(!iVecHC0||!iVecHC1)return NaN;var vec0=iVecHC0.copy();var vec1=iVecHC1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDegree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;if(Math.abs(angleDegree)<cParallelTol){angleDegree=0}if(Math.abs(angleDegree-90)<cPerpendicularTol){angleDegree=90}if(Math.abs(angleDegree-180)<cParallelTol){angleDegree=180}return angleDegree}function l_getLineEndPts(iSelObj){var pointsWCHC=iSelObj.getLineEntity().getPoints();return{P0HC:pointsWCHC[0].copy(),P1HC:pointsWCHC[pointsWCHC.length-1].copy()}}function l_distanceLineLineCross(iLine0,iLine1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,iLine0.P1HC);var vecHC1=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine1.P1HC);vecHC0.normalize();vecHC1.normalize();var crossVecHC=eDwTypes_1.HC.Point3.cross(vecHC0,vecHC1);crossVecHC.normalize();var tmpArray=[vecHC0.x,-1*vecHC1.x,-1*crossVecHC.x,0,vecHC0.y,-1*vecHC1.y,-1*crossVecHC.y,0,vecHC0.z,-1*vecHC1.z,-1*crossVecHC.z,0,0,0,0,1];var matrixHC=eDwTypes_1.HC.Matrix.createFromArray(tmpArray);var invMatrixHC=eDwTypes_1.HC.Matrix.inverse(matrixHC);var vecHC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine0.P0HC);var a=invMatrixHC.m[0]*vecHC.x+invMatrixHC.m[1]*vecHC.y+invMatrixHC.m[2]*vecHC.z;var b=invMatrixHC.m[4]*vecHC.x+invMatrixHC.m[5]*vecHC.y+invMatrixHC.m[6]*vecHC.z;var origPntHC0=eDwTypes_1.HC.Point3.add(iLine0.P0HC,eDwTypes_1.HC.Point3.scale(vecHC0,a));var origPntHC1=eDwTypes_1.HC.Point3.add(iLine1.P0HC,eDwTypes_1.HC.Point3.scale(vecHC1,b));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,origPntHC0);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLine0.P1HC,origPntHC0);var pntsL0HC=[iLine0.P0HC.copy(),iLine0.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){pntsL0HC.push(origPntHC0)}var vecL1P0HC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,origPntHC1);var vecL1P1HC=eDwTypes_1.HC.Point3.subtract(iLine1.P1HC,origPntHC1);var pntsL1HC=[iLine1.P0HC.copy(),iLine1.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)<0){pntsL1HC.push(origPntHC1)}var distPntHC0=origPntHC0.copy();var distPntHC1=origPntHC1.copy();if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)>0||eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)>0){var closePnts=l_closestPoints(pntsL0HC,pntsL1HC);distPntHC0=closePnts.P0HC;distPntHC1=closePnts.P1HC}return{PntHC0:origPntHC0,PntHC1:origPntHC1,PntHC2:distPntHC0,PntHC3:distPntHC1}}function l_distanceLineLinePara(iLineHC0,iLineHC1,iPntHC0,iPntHC1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,iLineHC0.P1HC);vecHC0.normalize();var k=eDwTypes_1.HC.Point3.dot(vecHC0,eDwTypes_1.HC.Point3.subtract(iPntHC1,iPntHC0))/eDwTypes_1.HC.Point3.dot(vecHC0,vecHC0);var basePnt1HC=eDwTypes_1.HC.Point3.add(iPntHC0,eDwTypes_1.HC.Point3.scale(vecHC0,k));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,basePnt1HC);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P1HC,basePnt1HC);if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1.copy(),PntHC2:basePnt1HC.copy(),PntHC3:iPntHC1.copy()}}var tmp=l_closestPoints([iLineHC1.P0HC,iLineHC1.P1HC],[iLineHC0.P0HC,iLineHC0.P1HC]);return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1,PntHC2:tmp.P1HC,PntHC3:tmp.P0HC}}function l_adjustLeaderEndByStart(iPoints){if(0===iPoints.length)return[];function computeAngle(iVect){var angle=Math.atan2(iVect.y,iVect.x);var degrees=180*angle/Math.PI;return(360+Math.round(degrees))%360}function compare(iA,iB){if(iA.ang<iB.ang)return-1;if(iA.ang>iB.ang)return 1;return 0}var targetRadius=90;var center=new eDwTypes_1.HC.Point2(0,0);for(var i=0;i<iPoints.length;++i){center.add(iPoints[i])}if(1===iPoints.length){var vec=new eDwTypes_1.HC.Point2(targetRadius,targetRadius);return[eDwTypes_1.HC.Point2.add(iPoints[0],vec)]}else{center.set(center.x/iPoints.length,center.y/iPoints.length)}var angles=[];for(var i=0;i<iPoints.length;++i){var vec=new eDwTypes_1.HC.Point2(iPoints[i].x-center.x,iPoints[i].y-center.y);angles.push({idx:i,ang:computeAngle(vec)})}angles.sort(compare);var tmp=0;for(var i=1;i<iPoints.length;++i){tmp=tmp+(angles[i].ang-angles[0].ang)-180}angles[0].ang=angles[0].ang+tmp/iPoints.length;var deltaAng=360/iPoints.length;for(var i=1;i<iPoints.length;++i){angles[i].ang=angles[i-1].ang+deltaAng}var leaderVec=new Array(iPoints.length);var targetRadiusGroup=targetRadius+iPoints.length*15;for(var i=0;i<iPoints.length;++i){var idx=angles[i].idx;var angle=angles[i].ang%360;angle=angle*Math.PI/180;var vec=new eDwTypes_1.HC.Point2(Math.cos(angle),Math.sin(angle));vec=vec.scale(targetRadiusGroup);leaderVec[idx]=eDwTypes_1.HC.Point2.add(iPoints[idx],vec)}return leaderVec}function l_getPosForPnt(iViewer,iPntHC){var viewerHC=iViewer.getHCView();return eDwTypes_1.HC.Point2.fromPoint3(viewerHC.projectPoint(iPntHC))}function l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var startPtHC=iSelObj0.getAsLocalPoint(iStartWCPtHC);var endPtHC=iSelObj1.getAsLocalPoint(iEndWCPtHC);var deltaPtHC=eDwTypes_1.HC.Point3.subtract(startPtHC,endPtHC);var deltaPt0HC=new eDwTypes_1.HC.Point3(startPtHC.x-deltaPtHC.x,startPtHC.y,startPtHC.z);var deltaPt1HC=new eDwTypes_1.HC.Point3(deltaPt0HC.x,deltaPt0HC.y-deltaPtHC.y,deltaPt0HC.z);var deltaWCPt0HC=iSelObj0.getAsWorldPoint(deltaPt0HC);var deltaWCPt1HC=iSelObj1.getAsWorldPoint(deltaPt1HC);return[deltaWCPt0HC,deltaWCPt1HC]}return eDwMeasureEntities}));define("eDwMeasureEvents",["require","exports","eDwEvents"],(function(require,exports,eDwEvents_1){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.MeasurementDeselectAllEvent=exports.MeasurementSelectionEvent=exports.MeasurementRefreshEvent=void 0;exports.MeasurementRefreshEvent=new eDwEvents_1.AppEvent;exports.MeasurementSelectionEvent=new eDwEvents_1.AppEvent;exports.MeasurementDeselectAllEvent=new eDwEvents_1.AppEvent}));define("eDwMeasureMgr",["require","exports","eDwMeasureOperator"],(function(require,exports,eDwMeasureOperator){"use strict";var eDwMeasureMgr=function(){function eDwMeasureMgr(iViewer){this.mViewer=iViewer;this.mMeasureOp=new eDwMeasureOperator(iViewer,this);this.mMeasureOp.OperatorID=iViewer.OperatorMgr.registerCustomOperator(this.mMeasureOp);this.mMarkupArray=[]}eDwMeasureMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMeasureOp.OperatorID)};eDwMeasureMgr.prototype.addMarkup=function(iNewMarkupID){if(!this.mMarkupArray){this.mMarkupArray=[]}this.mMarkupArray.push(iNewMarkupID)};eDwMeasureMgr.prototype.activateMeasure=function(iMode){this.mViewer.HCViewer.measureManager.setMeasurementColor(new Communicator.Color(4,200,5));var opMgr=this.mViewer.OperatorMgr;opMgr.push(this.mMeasureOp.OperatorID);this.setMeasureMode(iMode)};eDwMeasureMgr.prototype.deleteMeasurements=function(){var mkupMgr=this.mViewer.getHCMarkupManager();var markups=this.mMarkupArray.length;for(var i=0;i<markups;i++){mkupMgr.unregisterMarkup(this.mMarkupArray[i])}};eDwMeasureMgr.prototype.deactivateMeasure=function(){this.deleteMeasurements();var opMgr=this.mViewer.OperatorMgr;if(opMgr.getActiveOperatorID()===this.mMeasureOp.OperatorID){opMgr.pop()}this.mViewer.HCViewer.selectionManager.setNodeSelectionColor(new Communicator.Color(4,200,5))};eDwMeasureMgr.prototype.getLastMarkup=function(){return this.mMarkupArray.length?this.mMarkupArray[length-1]:null};eDwMeasureMgr.prototype.setMeasureUnits=function(iLengthUnit,iAngleUnit){var model=this.mViewer.getModel();var units={Length:iLengthUnit,Angle:iAngleUnit};model.setUserUnits(units);this.mMeasureOp.updateMeasureResults(units)};eDwMeasureMgr.prototype.getDistanceUnit=function(){return this.mViewer.getModel().getUserUnits().Length};eDwMeasureMgr.prototype.getAngleUnit=function(){return this.mViewer.getModel().getUserUnits().Angle};eDwMeasureMgr.prototype.getMeasureMode=function(){return this.mMeasureOp.getMeasureMode()};eDwMeasureMgr.prototype.setMeasureMode=function(iMode){this.mMeasureOp.setMeasureMode(iMode)};eDwMeasureMgr.prototype.setPointToPointMode=function(iEnable){this.mMeasureOp.setPointToPointMode(iEnable)};eDwMeasureMgr.prototype.setMeasureDelta=function(iEnable){this.mMeasureOp.setShowDelta(iEnable)};eDwMeasureMgr.prototype.removeMeasureEntityAt=function(idx){this.mMeasureOp.removeMeasureEntityAt(idx)};eDwMeasureMgr.prototype.clearMeasureEntities=function(){this.mMeasureOp.clearMeasureEntities()};eDwMeasureMgr.prototype.highlightSelectEntityAt=function(idx){this.mMeasureOp.highlightEntityTempAt(idx)};eDwMeasureMgr.prototype.dehighlightAllSelectEntity=function(){this.mMeasureOp.dehighlightAllTemporaryEntity()};return eDwMeasureMgr}();return eDwMeasureMgr}));define("eDwMeasureOperator",["require","exports","eDwSelObj","eDwBaseSelOperator","eDwMeasureEntities","eDwTypes","utils"],(function(require,exports,eDwSelObj,eDwBaseSelOperator,eDwMeasureEntities,eDwTypes_2,utils){"use strict";var eDwMeasureOperator=function(_super){__extends(eDwMeasureOperator,_super);function eDwMeasureOperator(iViewer,iMeasureMgr){var _this=_super.call(this,iViewer,iViewer.SelectionMgr)||this;_this.mTempHighlightItem=null;_this.mOperatingLabel=false;_this.mSelObjs=[];_this.mMeasureMgr=iMeasureMgr;_this.mMarkupMgrHC=_this.Viewer.getHCMarkupManager();_this.mHighlightColor=new eDwTypes_2.HC.Color(72,219,251);_this.mSelectionArray=new Array;_this.mMeasureEntities=new eDwMeasureEntities(_this.Viewer);var mkupId=_this.mMarkupMgrHC.registerMarkup(_this.mMeasureEntities);_this.mMeasureMgr.addMarkup(mkupId);_this.mMeasureMode=eDwTypes_2.EntityMode.ALL;return _this}eDwMeasureOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var mkupId,deltaButton,pickButton;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();if(!this.mMeasureEntities){this.mMeasureEntities=new eDwMeasureEntities(this.Viewer);mkupId=this.mMarkupMgrHC.registerMarkup(this.mMeasureEntities);this.mMeasureMgr.addMarkup(mkupId)}this.Viewer.getHCView().setPointSize(2,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.pushHighlightSelectionState("NODE",false);this.pushHighlightSelectionState("FACE",true);this.pushHighlightSelectionState("EDGE",true);this.pushHighlightSelectionState("VERTEX",true);this.pushElementSelectionColor(this.mHighlightColor);this.pushElementSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionColor(this.mHighlightColor);this.pushNodeSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionHighlightMode("HighlightAndOutline");this.pushElementSelectionHighlightMode("HighlightAndOutline");deltaButton=$("#edrawings-measure-panel "+".edrawings-measure-delta-button");pickButton=$("#edrawings-measure-panel "+".edrawings-measure-pickpoint-button");eDwMeasureEntities.ShowDelta=deltaButton.hasClass("state-on-button");eDwMeasureEntities.PointToPoint=pickButton.hasClass("state-on-button");this.mMeasureEntities.updatePointToPoint(eDwMeasureEntities.PointToPoint);return[2]}}))}))};eDwMeasureOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.Viewer.getHCView().setPointSize(0,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.clearMeasureEntities();this.mMeasureEntities=null;this.mMeasureMgr.deleteMeasurements();this.resetSelections();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseMove=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label,extSelObj,added,error_1;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();if(this.mOperatingLabel){this.mMeasureEntities.onDragLabelMove(pos);ioEvent.setHandled(true);return[2]}this.dehighlightAllTemporaryEntity();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.resetTempHighlight();return[2];case 2:if(!!this.CurrInputInfo)return[3,8];_a.label=3;case 3:_a.trys.push([3,6,,7]);return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 4:extSelObj=_a.sent();return[4,this.mMeasureEntities.addEntityImmediate(extSelObj)];case 5:added=_a.sent();this.resetTempHighlight();if(!extSelObj||!utils.isNumber(extSelObj.getNodeId())){return[2]}if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}if(added&&eDwMeasureEntities.highlightEntity(extSelObj,this.Viewer.getModel(),true)){this.mTempHighlightItem=extSelObj}else{this.mMarkupMgrHC.refreshMarkup()}return[3,7];case 6:error_1=_a.sent();this.mMarkupMgrHC.refreshMarkup();return[3,7];case 7:this.mMarkupMgrHC.refreshMarkup();return[2];case 8:return[4,_super.prototype.onMouseMove.call(this,ioEvent)];case 9:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseDown=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];this.resetTempHighlight();return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.mOperatingLabel=true;this.mMeasureEntities.onDragLabelStart(label,pos);ioEvent.setHandled(true);return[2];case 2:return[4,_super.prototype.onMouseDown.call(this,ioEvent)];case 3:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseUp=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var extSelObj,idx,isAdded;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mOperatingLabel){this.mOperatingLabel=false;this.mMeasureEntities.onDragLabelEnd(ioEvent.getPosition());ioEvent.setHandled(true);return[2]}this.resetTempHighlight();if(!(this.ActiveMouseButton==="left"&&!this.isDragging()))return[3,5];return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 1:extSelObj=_a.sent();idx=this.mMeasureEntities.isItemSelected(extSelObj);if(!(!eDwMeasureEntities.PointToPoint&&utils.isNumber(idx)))return[3,3];return[4,this.mMeasureEntities.removeEntityAtIndex(idx)];case 2:_a.sent();return[2];case 3:if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}return[4,this.mMeasureEntities.addEntity(extSelObj)];case 4:isAdded=_a.sent();if(isAdded){this.highlightMeasuringItem(extSelObj)}else{this.dehighlightMeasuringItems()}ioEvent.setHandled(true);_a.label=5;case 5:_super.prototype.onMouseUp.call(this,ioEvent);return[2]}}))}))};eDwMeasureOperator.prototype.updateMeasureResults=function(iUserUnits){this.mMeasureEntities.setMeasureUnit(iUserUnits)};eDwMeasureOperator.prototype.removeMeasureEntityAt=function(iIdx){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var theRemoved,idx;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mMeasureEntities.removeEntityAtIndex(iIdx)];case 1:theRemoved=_a.sent();if(theRemoved){idx=this.mSelObjs.indexOf(theRemoved);if(utils.isNumber(idx)&&idx>-1){this.mSelObjs.splice(idx,1)}}return[2]}}))}))})()};eDwMeasureOperator.prototype.clearMeasureEntities=function(){this.mMeasureEntities.reset()};eDwMeasureOperator.prototype.highlightEntityTempAt=function(idx){this.mMeasureEntities.highlightTemporaryEntityAt(idx)};eDwMeasureOperator.prototype.dehighlightAllTemporaryEntity=function(){this.mMeasureEntities.dehighlightAllTemporaryEntity();this.resetTempHighlight()};eDwMeasureOperator.prototype.getMeasureMode=function(){return this.mMeasureMode};eDwMeasureOperator.prototype.setMeasureMode=function(iMode){this.mMeasureMode=iMode};eDwMeasureOperator.prototype.setPointToPointMode=function(iEnable){this.mMeasureEntities.updatePointToPoint(iEnable)};eDwMeasureOperator.prototype.setShowDelta=function(iEnable){this.mMeasureEntities.updateDelta(iEnable)};eDwMeasureOperator.prototype.highlightMeasuringItem=function(iSelObj){this.mSelObjs.push(iSelObj);this.Viewer.HCViewer.selectionManager.add(iSelObj)};eDwMeasureOperator.prototype.dehighlightMeasuringItems=function(){this.mSelObjs=[];this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.removeMeasuringItemTempHighlight=function(){for(var _i=0,_a=this.mSelObjs;_i<_a.length;_i++){var selObj=_a[_i];eDwMeasureEntities.highlightEntity(selObj,this.Viewer.getModel(),false)}};eDwMeasureOperator.prototype.resetTempHighlight=function(){eDwMeasureEntities.highlightEntity(this.mTempHighlightItem,this.Viewer.getModel(),false);this.removeMeasuringItemTempHighlight()};eDwMeasureOperator.prototype.resetSelections=function(){var model=this.Viewer.getModel();var modelHC=model.getHCModel();var arraySize=this.mSelectionArray.length;for(var i=0;i<arraySize;i++){this.mSelectionArray[i].reset(modelHC)}this.mSelectionArray.length=0;this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.getPickConfig=function(){var pickConfig=new eDwTypes_2.HC.PickConfig(eDwTypes_2.HC.SelectionMask.None);pickConfig.allowPoints=this.mMeasureMode&eDwTypes_2.EntityMode.VERTEX?true:false;pickConfig.allowLines=this.mMeasureMode&eDwTypes_2.EntityMode.EDGE?true:false;pickConfig.allowFaces=this.mMeasureMode&eDwTypes_2.EntityMode.FACE?true:false;return pickConfig};return eDwMeasureOperator}(eDwBaseSelOperator);function l_isAllowedSelection(iSelObj,iMeasureMode){if(iSelObj&&iSelObj.getSelectionType()===eDwTypes_2.HC.SelectionType.None){return true}var subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(subEntityInfo&&subEntityInfo.SubEntity&&subEntityInfo.IsSelectable&&(iSelObj.getPointEntity()&&iMeasureMode&eDwTypes_2.EntityMode.VERTEX)||iSelObj.getLineEntity()&&iMeasureMode&eDwTypes_2.EntityMode.EDGE||iSelObj.getFaceEntity()&&iMeasureMode&eDwTypes_2.EntityMode.FACE){return true}return false}return eDwMeasureOperator}));define("eDwMeasureTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwUIMeasureHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwSelObj","eDwMeasureEntities"],(function(require,exports,eDwUIHTMLGenerator_1,eDwSelObj,eDwMeasureEntities){"use strict";var eDwUIMeasureHTMLGenerator=function(_super){__extends(eDwUIMeasureHTMLGenerator,_super);function eDwUIMeasureHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIMeasureHTMLGenerator.prototype.setMeasureResult=function(iMeasureResult){this.mMeasureResult=iMeasureResult};eDwUIMeasureHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelHC,numFaces,numCurves,numPnts,i,selObjHC,nodeIDHC,subEntityInfo,subEntityID,entityClass,entityIndex,highlight,_a,desc,status_1;return __generator(this,(function(_b){switch(_b.label){case 0:generatedHTML="";modelHC=this.mViewer.getModel().getHCModel();numFaces=0,numCurves=0,numPnts=0;i=0;_b.label=1;case 1:if(!(i<this.mMeasureResult.SelObjs.length))return[3,11];selObjHC=this.mMeasureResult.SelObjs[i];nodeIDHC=selObjHC.getNodeId();subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);entityClass=subEntityInfo.SubEntityTypeName;entityIndex=0;highlight=false;_a=subEntityInfo.SubEntityTypeName;switch(_a){case"Face":return[3,2];case"Line":return[3,4];case"Point":return[3,6]}return[3,8];case 2:entityIndex=numFaces++;entityClass="Surface";return[4,modelHC.getNodeFaceHighlighted(nodeIDHC,subEntityID)];case 3:highlight=_b.sent();return[3,9];case 4:entityIndex=numCurves++;entityClass="Curve";return[4,modelHC.getNodeLineHighlighted(nodeIDHC,subEntityID)];case 5:highlight=_b.sent();return[3,9];case 6:entityIndex=numPnts++;return[4,modelHC.getNodePointHighlighted(nodeIDHC,subEntityID)];case 7:highlight=_b.sent();return[3,9];case 8:return[3,10];case 9:desc=this.mMeasureResult.Descriptions[i];if(eDwMeasureEntities.PointToPoint){entityClass="Point";entityIndex=i+1;desc="\n"+desc}status_1=highlight?" edrawings-list-selected":"";generatedHTML+="<div class='edrawings-measure-entities-list-item"+status_1+"' index='"+i+"'>"+"<div class='edrawings-measure-entities-info'>"+"<span class='edrawings-measure-entities-type'>"+entityClass+"-"+entityIndex+" </span>"+"<span class='edrawings-measure-entities-type'>"+desc+"</span></div>"+"<div class='edrawings-measure-entities-remove "+"edrawings-close-icon'></div></div>";_b.label=10;case 10:++i;return[3,1];case 11:return[2,generatedHTML]}}))}))};return eDwUIMeasureHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIMeasureHTMLGenerator}));define("eDwUIMeasurePlugin",["require","exports","eDwEventMgr","eDwKeyMgr","eDwUIUtils","eDwMeasureMgr","eDwUIMeasureHTMLGenerator","eDwTypes","eDwUIBasePlugin","eDwEvents","eDwMeasureEvents","eDwUIShortcutMenu"],(function(require,exports,eDwEventMgr,eDwKeyMgr_1,eDwUIUtils,eDwMeasureMgr,eDwUIMeasureHTMLGenerator,eDwTypes_3,eDwUIBasePlugin_1,eDwEvents_2,eDwMeasureEvents_2,eDwUIShortcutMenu_1){"use strict";var eDwUIMeasurePlugin=function(_super){__extends(eDwUIMeasurePlugin,_super);function eDwUIMeasurePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-measure"};_this=_super.call(this,"Measure",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIMeasurePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model,value,measureButton;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_measurePanelID,HTML:"measurepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();value=model.getProperty("measure");eDwUIUtils.hide("#edrawings-button-measure",false);measureButton=$("#edrawings-button-measure");measureButton[value==="true"?"removeClass":"addClass"]("edrawings-disabled-button");this.mMeasureMgr=new eDwMeasureMgr(this.mViewer);eDwUIUtils.setUIGenerator(c_measurePanelID,new eDwUIMeasureHTMLGenerator(this.mViewer,c_measurePanelID));return[2]}}))}))};eDwUIMeasurePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_measurePanelID)}};eDwUIMeasurePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_measurePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-remove",(function(iEvent,iUIItemJQ,iArg){var selMeasureItem=$(c_measurePanelID+" .edrawings-list-selected");if(selMeasureItem){var indexStr=selMeasureItem.attr("index");if(indexStr){var index=parseInt(indexStr);_this.mMeasureMgr.removeMeasureEntityAt(index)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-clear",(function(iEvent,iUIItemJQ,iArg){_this.mMeasureMgr.clearMeasureEntities();_this.mMeasureMgr.dehighlightAllSelectEntity();eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));var selectorName=c_measurePanelID+" .edrawings-measure-entities-list-item";this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=$(iEvent.target);if(!targetJQ||!targetJQ.length)return;eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();_this.updateMeasureSelection(targetJQ[0],selectorName)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"mousedown",(function(iEvent){var eventJQ=iEvent;if(!eDwKeyMgr_1.eDwKeyMgr.isRMBPressed(eventJQ)){return}_this.updateMeasureSelection(eventJQ.target,selectorName);(function(){return __awaiter(_this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:screenPos=new eDwTypes_3.HC.Point2(eventJQ.clientX,eventJQ.clientY);return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.RightClickEvent,this.mViewer,screenPos,null,this.PluginGroupName)];case 1:_a.sent();return[2]}}))}))})()}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-entities-remove","click",(function(iEvent){var targetJQ=$(iEvent.target);var idxStr=targetJQ.parent().attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);_this.mMeasureMgr.removeMeasureEntityAt(idx)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-filter-button","click",(function(iEvent){var target=$(iEvent.target);if(target.hasClass("state-on-button")){target.removeClass("state-on-button")}else{target.addClass("state-on-button")}_this.mMeasureMgr.setMeasureMode(l_getCurrentMeasureMode())}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-delta-button","click",(function(iEvent){var target=$(iEvent.target);_this.mMeasureMgr.setMeasureDelta(!target.hasClass("state-on-button"));target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-pickpoint-button","click",(function(iEvent){var target=$(iEvent.target);var isSelected=target.hasClass("state-on-button");_this.mMeasureMgr.setPointToPointMode(!isSelected);target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-unit-selector","change",(function(iEvent){var lengthUnit=$("#edrawings-measure-distant-unit").val();var angleUnit=$("#edrawings-measure-angle-unit").val();_this.mMeasureMgr.setMeasureUnits(lengthUnit,angleUnit)}));var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,l_onMeasurementRefresh);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,l_onMeasurementSelected);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,l_onMeasurementDeselectAll);this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",true);this.mMeasureMgr.activateMeasure(this.mMeasureMgr.getMeasureMode());l_syncMeasureModeUI(this.mMeasureMgr,this.mViewer.getModel().getUserUnits());return true};eDwUIMeasurePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mMeasureMgr.deactivateMeasure();var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();shortcutMenu.removeAllMenuItems(this.PluginGroupName);this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,"l_onMeasurementRefresh");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,"l_onMeasurementSelected");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,"l_onMeasurementDeselectAll");this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",false);return true};eDwUIMeasurePlugin.prototype.updateMeasureSelection=function(iTarget,iSelectorName){var targetJQ=$(iTarget);var idxStr=targetJQ.attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);var measureMgr=this.mMeasureMgr;$(iSelectorName).removeClass("edrawings-list-selected");measureMgr.dehighlightAllSelectEntity();targetJQ.addClass("edrawings-list-selected");measureMgr.highlightSelectEntityAt(idx)};eDwUIMeasurePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.mMeasureMgr.dehighlightAllSelectEntity();this.mMeasureMgr.clearMeasureEntities()};return eDwUIMeasurePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_measurePanelID="#edrawings-measure-panel";var c_eventIDSuffix=".edw.measure";function l_onMeasurementDeselectAll(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementSelected(iSelListIndex){return __awaiter(this,void 0,void 0,(function(){var selector,itemJQ;return __generator(this,(function(_a){selector='.edrawings-measure-entities-list-item[index="'+iSelListIndex+'"]';itemJQ=$(selector);if(itemJQ.length&&!itemJQ.hasClass("edrawings-list-selected")){eDwUIUtils.scrollToTarget(itemJQ,"fast")}$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");itemJQ.addClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementRefresh(iMeasureResult){return __awaiter(this,void 0,void 0,(function(){var list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:list=$("#edrawings-measure-submenu-list");$("#edrawings-measure-result").text("");list.empty();$("#edrawings-measure-result").text(iMeasureResult.Message);gen=eDwUIUtils.getUIGenerator(c_measurePanelID);gen.setMeasureResult(iMeasureResult);_b=(_a=list).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);eDwUIUtils.fixMenuPanelInwardToolbar($(c_measurePanelID));return[2]}}))}))}function l_getCurrentMeasureMode(){var vertexEnabled=eDwUIUtils.isStateOn("#edrawings-measure-vertex-button")?eDwTypes_3.EntityMode.VERTEX:0;var edgeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-edge-button")?eDwTypes_3.EntityMode.EDGE:0;var faceEnabled=eDwUIUtils.isStateOn("#edrawings-measure-face-button")?eDwTypes_3.EntityMode.FACE:0;var holeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-hole-button")?eDwTypes_3.EntityMode.HOLE:0;return vertexEnabled|edgeEnabled|faceEnabled|holeEnabled}function l_syncMeasureModeUI(iMeasureMgr,iUserUnits){function setMeasureButton(iID,iMeasureModes,iTargetModes){var method=iMeasureModes&iTargetModes?"addClass":"removeClass";$(iID)[method]("state-on-button")}$("#edrawings-measure-distant-unit").val(iUserUnits.Length);$("#edrawings-measure-angle-unit").val(iUserUnits.Angle);var measureMode=iMeasureMgr.getMeasureMode();setMeasureButton("#edrawings-measure-vertex-button",measureMode,eDwTypes_3.EntityMode.VERTEX);setMeasureButton("#edrawings-measure-edge-button",measureMode,eDwTypes_3.EntityMode.EDGE);setMeasureButton("#edrawings-measure-face-button",measureMode,eDwTypes_3.EntityMode.FACE)}return eDwUIMeasurePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __spreadArrays=this&&this.__spreadArrays||function(){for(var s=0,i=0,il=arguments.length;i<il;i++)s+=arguments[i].length;for(var r=Array(s),k=0,i=0;i<il;i++)for(var a=arguments[i],j=0,jl=a.length;j<jl;j++,k++)r[k]=a[j];return r};console.assert(!console.debugLog);console.debugLog=function(iCategory,iMsg){var iParams=[];for(var _i=2;_i<arguments.length;_i++){iParams[_i-2]=arguments[_i]}if(!console.debugLogCategories){console.debugLogCategories=[]}if(!console.excludeDebugLogCategories){console.excludeDebugLogCategories=[]}if(console.excludeDebugLogCategories.indexOf(iCategory)>-1){return}var augmentedMsg=iMsg;var stack=(new Error).stack;if(stack){var stackLine=stack.split("\n")[2];if(!stackLine)return;var callerLine=stackLine.slice(stackLine.lastIndexOf("("),stackLine.lastIndexOf(")")+1);if(!callerLine){callerLine=stackLine.slice(stackLine.lastIndexOf("@")+1);callerLine="("+callerLine+")"}augmentedMsg=callerLine+" "+iMsg}if(console.debugLogCategories.indexOf(iCategory)>-1||console.debugLogCategories.indexOf("*")>-1){if(iParams&&iParams.length)console.log(augmentedMsg,iParams);else console.log(augmentedMsg)}};define("eDrawingsWebViewer",["require","exports","eDwUI","eDwServiceMgr","eDwUIMessageReporter","eDrawingsWebViewerUtils","utils","eDwUIUtils"],(function(require,exports,eDwUI_1,eDwServiceMgr,eDwUIMessageReporter,eDrawingsWebViewerUtils,Utils,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.start=void 0;function start(iViewerOpts,iServerURL){eDrawingsWebViewerUtils.startViewer(iServerURL||c_server,"edrawings-canvas",iViewerOpts,l_init,eDwUIMessageReporter.showResultPanel)}exports.start=start;function l_init(ioViewerOpts,iContainerElemID){c_eDrawingsUI.initUIEvents(ioViewerOpts);var 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";if(modelContents!=="<!-- SC_MODEL_DATA"+" -->"){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("Global-SPC-650-Default-RC2-Array",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}var c_eDrawingsUI=new eDwUI_1.eDwUI;var c_server=location.origin+location.pathname.slice(0,location.pathname.lastIndexOf("/")+1)}));define("eDrawingsWebViewerUtils",["require","exports","eDwEventMgr","eDwServiceMgr","eDwResultError","eDwAJAXError","eDwUIPluginMgr","eDwTypes","eDwEvents","eDwUIUtils","utils"],(function(require,exports,eDwEventMgr,eDwServiceMgr,eDwResultError,eDwAJAXError,eDwUIPluginMgr,eDwTypes_1,eDwEvents_1,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.removeModelStreamCache=exports.shutdownViewer=exports.startViewer=exports.getViewerVersion=void 0;function getViewerVersion(){return"30.5.0.0019"}exports.getViewerVersion=getViewerVersion;function startViewer(iServerURL,iCanvasID,iViewerOpts,iInit,iOnError){var _this=this;l_ModelLoadEvents=function(iState){var viewerCanvasID="#"+iCanvasID;if(iState==="init"){var viewerJQ=$(viewerCanvasID);viewerJQ.on("edw:ModelLoaded",(function(iEvent,iViewer){var viewHC=iViewer.getHCView();viewHC.setPointSize(0,eDwTypes_1.HC.PointSizeUnit.ScreenPixels);viewHC.setHardEdgesEnabled(false);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_1;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,l_processProductStructure(iViewer,iServerURL)];case 1:_a.sent();return[3,3];case 2:iExcp_1=_a.sent();l_displayError(iExcp_1,iOnError);return[3,3];case 3:return[2]}}))}))})()}));viewerJQ.on("edw:ModelLoadFailed",(function(iEvent,iViewer,iModelName,iReason){if(iOnError){iOnError({ErrorCode:"ModelLoadInViewerFailed",ErrorData:[iReason,iModelName]})}}))}else{var viewerJQ=$(viewerCanvasID);viewerJQ.off("edw:ModelLoaded");viewerJQ.off("edw:ModelLoadFailed")}};var viewerFeatOpts={};$.extend(viewerFeatOpts,c_featOps);if(iViewerOpts){$.extend(viewerFeatOpts,iViewerOpts)}else{eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts)}if(viewerFeatOpts.Debug){if(!console.debugLogCategories||console.debugLogCategories.length===0){console.debugLogCategories=[];console.debugLogCategories.push("*")}}eDwServiceMgr.create(iServerURL);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_2;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);l_ModelLoadEvents("init");return[4,l_init(iCanvasID,viewerFeatOpts,iInit)];case 1:_a.sent();return[3,3];case 2:iExcp_2=_a.sent();l_displayError(iExcp_2,iOnError);return[3,3];case 3:return[2]}}))}))})()}exports.startViewer=startViewer;function shutdownViewer(iViewer){l_ModelLoadEvents("shutdown");iViewer.unregister()}exports.shutdownViewer=shutdownViewer;function removeModelStreamCache(iViewer,iServer){return __awaiter(this,void 0,void 0,(function(){var modelKey,serviceMgr,iExcp_3;return __generator(this,(function(_a){switch(_a.label){case 0:modelKey=iViewer.getCurrModelKey();if(!modelKey||!iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone){return[2]}console.debugLog("ModelLoad","Attempting to remove cached model: "+modelKey);serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,serviceMgr.removeNamedCache(modelKey,iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone)];case 2:_a.sent();console.debugLog("ModelLoad","Removed cached model: "+modelKey);return[3,4];case 3:iExcp_3=_a.sent();console.debugLog("ModelLoad","Failed to remove cached model: "+modelKey);console.debugLog("ModelLoad",iExcp_3.message);throw iExcp_3;case 4:return[2]}}))}))}exports.removeModelStreamCache=removeModelStreamCache;function l_init(iContainerElemID,ioViewerOpts,iInit){return __awaiter(this,void 0,void 0,(function(){var serviceMgr;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();serviceMgr.disableAdvancedServices(utils.getExtension(ioViewerOpts.URL)==="scs");(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginFiles,_i,pluginFiles_1,pluginFile,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,serviceMgr.getPluginFiles()];case 1:pluginFiles=_a.sent();_i=0,pluginFiles_1=pluginFiles;_a.label=2;case 2:if(!(_i<pluginFiles_1.length))return[3,5];pluginFile=pluginFiles_1[_i];if(!pluginFile.match(/.*EarlyLoad.*Plugin.*\.js/i))return[3,4];return[4,serviceMgr.importPlugin(pluginFile)];case 3:pluginClassName=_a.sent();eDwUIPluginMgr.get().loadPlugins([pluginClassName],null,ioViewerOpts);_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))})();if(iInit)iInit(ioViewerOpts,iContainerElemID);if(!ioViewerOpts.URL)return[3,2];return[4,l_processInputURL(iContainerElemID,ioViewerOpts)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}function l_processProductStructure(iViewer,iServerURL){return __awaiter(this,void 0,void 0,(function(){var model,modelHC,rootId,onDone,iException_1,msg,_i,_a,msg_1;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:model=iViewer.getModel();modelHC=model.getHCModel();_b.label=1;case 1:_b.trys.push([1,4,,5]);rootId=modelHC.getAbsoluteRootNode();modelHC._getModelStructure().resetPmiColor(rootId);eDwUIUtils.createUIGenerators(iViewer);return[4,model.initModelData()];case 2:_b.sent();onDone=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){removeModelStreamCache(iViewer,iServerURL);return[2]}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents_1.DoneEvent,onDone);return[4,iViewer.processProductStructure()];case 3:_b.sent();return[3,5];case 4:iException_1=_b.sent();msg=iException_1.message?iException_1.message:"No product structure XML?";console.debugLog("ModelLoad",msg);if(iException_1 instanceof eDwResultError){for(_i=0,_a=iException_1.Result.ErrorData;_i<_a.length;_i++){msg_1=_a[_i];console.debugLog("ModelLoad",msg_1)}if(iException_1.Result.ErrorCode==="NoNodeWithName"){iException_1.Result.ErrorCode="IncompleteFileProcessing"}throw iException_1}else if(!(iException_1 instanceof TypeError)){throw new eDwAJAXError(msg,"AJAXFailure")}return[3,5];case 5:return[2]}}))}))}function l_processInputURL(iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var ext,pos2,fileName;return __generator(this,(function(_a){switch(_a.label){case 0:ext=utils.getExtension(ioParams.URL);if(!ext)throw new Error("The file has no extension");if(!(ext==="scs"))return[3,2];pos2=ioParams.URL.lastIndexOf("/");fileName=ioParams.URL.substring(pos2+1);fileName=fileName.slice(0,-(ext.length+1));return[4,l_viewSCSFile(fileName,iContainerElemID,ioParams)];case 1:_a.sent();return[3,6];case 2:if(!(ioParams.URL.indexOf("http")===0))return[3,4];return[4,l_convert(iContainerElemID,ioParams)];case 3:_a.sent();return[3,6];case 4:return[4,eDwUIUtils.viewFile(ioParams.URL,ioParams.URL,ioParams,iContainerElemID)];case 5:_a.sent();_a.label=6;case 6:return[2]}}))}))}function l_viewSCSFile(iFileName,iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var modelContents,_a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=Uint8Array.bind;return[4,eDwServiceMgr.get().getFileFromServer(ioParams.URL,true)];case 1:modelContents=new(_a.apply(Uint8Array,[void 0,_b.sent()]));return[4,eDwUIUtils.viewFile(iFileName,null,ioParams,iContainerElemID,modelContents)];case 2:_b.sent();return[2]}}))}))}function l_convert(iContainerID,ioParams){return __awaiter(this,void 0,void 0,(function(){var serviceMgr,result,viewer,iExcp_4;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,6,,7]);return[4,serviceMgr.convert(ioParams)];case 2:result=_a.sent();if(result.ErrorCode!=="Success"){throw new eDwResultError(result)}return[4,eDwUIUtils.viewFile(result.FileName,result.ModelCacheName,ioParams,iContainerID)];case 3:viewer=_a.sent();if(!viewer)return[3,5];return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.LicenseKeyEvent,viewer,result.LicenseKey)];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_4=_a.sent();if(iExcp_4 instanceof eDwResultError)throw iExcp_4;console.debugLog("ModelLoad","Model loading failed: "+iExcp_4.message);throw new eDwAJAXError(iExcp_4.message,"AJAXFailure");case 7:return[2]}}))}))}function l_displayError(iExcp,iOnError){if(iOnError){iOnError(eDwUIUtils.makeResult(iExcp))}}var c_featOps={URL:"",ValidateClientIP:false,RenderType:"ShadedWithEdges",Debug:false,DeleteModelCacheFileWhenDone:true,StreamAlwaysConnected:false,WebSocketEndpoint:""};var l_ModelLoadEvents}));define("eDwAJAXError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwAJAXError=function(_super){__extends(eDwAJAXError,_super);function eDwAJAXError(iMsg,iErrorCode){var _this=_super.call(this,"AJAX Error",iMsg)||this;_this.ErrorCode=iErrorCode;return _this}return eDwAJAXError}(eDwBaseError);return eDwAJAXError}));define("eDwAmbientOcclusionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwAmbientOcclusionCmd=function(_super){__extends(eDwAmbientOcclusionCmd,_super);function eDwAmbientOcclusionCmd(iViewer,iActivate){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=!iActivate;_this.mFinallyActive=iActivate;return _this}eDwAmbientOcclusionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mInitiallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwAmbientOcclusionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwAmbientOcclusionCmd}(eDwSupportsHistoryCmd);return eDwAmbientOcclusionCmd}));define("eDwAnimateCmd",["require","exports","eDwCmd"],(function(require,exports,eDwCmd){"use strict";var eDwAnimateCmd=function(_super){__extends(eDwAnimateCmd,_super);function eDwAnimateCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mExclusive=false;return _this}eDwAnimateCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!this.mViewer.getModel().isDrawing()){viewMgr=this.mViewer.ViewMgr;if(viewMgr.isActive()){viewMgr.stop()}else{viewMgr.start()}}return[2]}}))}))};eDwAnimateCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();viewMgr=this.mViewer.ViewMgr;viewMgr.stop();return[2]}}))}))};return eDwAnimateCmd}(eDwCmd);return eDwAnimateCmd}));define("eDwBaseError",["require","exports"],(function(require,exports){"use strict";var eDwBaseError=function(_super){__extends(eDwBaseError,_super);function eDwBaseError(iName,iMessage){var _newTarget=this.constructor;var _this=this;var trueProto=_newTarget.prototype;_this=_super.call(this,iMessage)||this;Object.setPrototypeOf(_this,trueProto);_this.name=iName?iName:"eDwBaseError";return _this}return eDwBaseError}(Error);return eDwBaseError}));define("eDwBaseMarkupItem",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_2){"use strict";var eDwBaseMarkupItem=function(_super){__extends(eDwBaseMarkupItem,_super);function eDwBaseMarkupItem(){var _this=_super.call(this)||this;_this.mPosHC=new eDwTypes_2.HC.Point2(0,0);return _this}eDwBaseMarkupItem.prototype.getClassName=function(){return"eDwBaseMarkupItem"};Object.defineProperty(eDwBaseMarkupItem.prototype,"Position",{get:function(){return this.mPosHC},set:function(iPosHC){this.mPosHC=iPosHC},enumerable:false,configurable:true});return eDwBaseMarkupItem}(eDwTypes_2.HC.Markup.MarkupItem);return eDwBaseMarkupItem}));define("eDwBaseSelOperator",["require","exports","eDwOperatorBaseDeps","eDwGeomUtils"],(function(require,exports,eDwOperatorBaseDeps_1,eDwGeomUtils){"use strict";var eDwBaseSelOperator=function(_super){__extends(eDwBaseSelOperator,_super);function eDwBaseSelOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer)||this;_this.mSelMgr=iSelMgr;_this.mPrevHighlightStates={};return _this}eDwBaseSelOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.popHighlightSelectionState("NODE");this.popHighlightSelectionState("FACE");this.popHighlightSelectionState("EDGE");this.popHighlightSelectionState("VERTEX");this.popNodeSelectionColor();this.popNodeSelectionOutlineColor();this.popNodeSelectionHighlightMode();this.popElementSelectionColor();this.popElementSelectionOutlineColor();this.popElementSelectionHighlightMode();return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionStart(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionEnd(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionStart(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionEnd(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.pushHighlightSelectionState=function(iSelType,iNewState){return this.mPrevHighlightStates[iSelType]=this.mSelMgr.setHighlightSelection(iSelType,iNewState)};eDwBaseSelOperator.prototype.pushNodeSelectionColor=function(iColor){return this.mPrevNodeColor=this.mSelMgr.setNodeSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionOutlineColor=function(iColor){return this.mPrevNodeOutlineColor=this.mSelMgr.setNodeSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevNodeHighlightMode=this.mSelMgr.setNodeSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.pushElementSelectionColor=function(iColor){return this.mPrevElementColor=this.mSelMgr.setElementSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionOutlineColor=function(iColor){return this.mPrevElementOutlineColor=this.mSelMgr.setElementSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevElementHighlightMode=this.mSelMgr.setElementSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.popHighlightSelectionState=function(iSelType){if(this.mPrevHighlightStates&&this.mPrevHighlightStates.hasOwnProperty(iSelType)){this.mSelMgr.setHighlightSelection(iSelType,this.mPrevHighlightStates[iSelType]);delete this.mPrevHighlightStates[iSelType]}};eDwBaseSelOperator.prototype.popNodeSelectionColor=function(){if(this.mPrevNodeColor){this.mSelMgr.setNodeSelectionColor(this.mPrevNodeColor);this.mPrevNodeColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionOutlineColor=function(){if(this.mPrevNodeOutlineColor){this.mSelMgr.setNodeSelectionOutlineColor(this.mPrevNodeOutlineColor);this.mPrevNodeOutlineColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionHighlightMode=function(){if(this.mPrevNodeHighlightMode){this.mSelMgr.setNodeSelectionHighlightMode(this.mPrevNodeHighlightMode);this.mPrevNodeHighlightMode=null}};eDwBaseSelOperator.prototype.popElementSelectionColor=function(){if(this.mPrevElementColor){this.mSelMgr.setElementSelectionColor(this.mPrevElementColor);this.mPrevElementColor=null}};eDwBaseSelOperator.prototype.popElementSelectionOutlineColor=function(){if(this.mPrevElementOutlineColor){this.mSelMgr.setElementSelectionOutlineColor(this.mPrevElementOutlineColor);this.mPrevElementOutlineColor=null}};eDwBaseSelOperator.prototype.popElementSelectionHighlightMode=function(){if(this.mPrevElementHighlightMode){this.mSelMgr.setElementSelectionHighlightMode(this.mPrevElementHighlightMode);this.mPrevElementHighlightMode=null}};eDwBaseSelOperator.prototype.actionStart=function(iPoint){this.mFirstPt=eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView());console.debugLog("BaseSelOp","down screen pt = "+JSON.stringify(iPoint))};eDwBaseSelOperator.prototype.actionEnd=function(iPoint){this.mFirstPt=null;console.debugLog("BaseSelOp","up screen pt = "+JSON.stringify(eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView())))};return eDwBaseSelOperator}(eDwOperatorBaseDeps_1.eDwBaseOperator);return eDwBaseSelOperator}));define("eDwChangeModelViewCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeModelViewCmd=function(_super){__extends(eDwChangeModelViewCmd,_super);function eDwChangeModelViewCmd(iViewer,iModelView){var _this=_super.call(this,iViewer)||this;_this.mInitialModelView=iViewer.getModel().getActiveModelView();_this.mFinalModelView=iModelView;return _this}eDwChangeModelViewCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mInitialModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mFinalModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.activateModelView(this.mFinalModelView);return[2]}}))}))};Object.defineProperty(eDwChangeModelViewCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwChangeModelViewCmd.prototype.activateModelView=function(iModelView){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();return[4,this.mViewer.getModel().activateModelView(iModelView)];case 2:_a.sent();return[2]}}))}))})()};return eDwChangeModelViewCmd}(eDwSupportsHistoryCmd);return eDwChangeModelViewCmd}));define("eDwChangeSectionPlaneCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeSectionPlaneCmd=function(_super){__extends(eDwChangeSectionPlaneCmd,_super);function eDwChangeSectionPlaneCmd(iViewer,iInitialPlane,iFinalPlane){var _this=_super.call(this,iViewer)||this;_this.mInitialPlane=iInitialPlane;_this.mFinalPlane=iFinalPlane;return _this}eDwChangeSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mInitialPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2]}}))}))};eDwChangeSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPlane&&!!this.mFinalPlane};Object.defineProperty(eDwChangeSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwChangeSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwChangeSectionPlaneCmd}));define("eDwCmd",["require","exports","eDwOperationMixin"],(function(require,exports,eDwOperationMixin){"use strict";var eDwCmd=function(_super){__extends(eDwCmd,_super);function eDwCmd(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;return _this}eDwCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.setHierarchyNodeIDsAttribs=function(iNodesWithAttribs){var _this=this;if(!iNodesWithAttribs)return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.getModel().setAttribs(iNodesWithAttribs);return[2]}))}))})()};eDwCmd.prototype.getHierarchyNodesAttribs=function(iExcludeModelViewNode){if(iExcludeModelViewNode===void 0){iExcludeModelViewNode=true}var nodeWithAttrib=[];var modelView=this.mViewer.getModel().getActiveModelView();var hierNodes=modelView.Nodes;for(var hierNodeName in hierNodes){var hierNode=hierNodes[hierNodeName];if(iExcludeModelViewNode&&modelView.Hierarchy===hierNode){continue}var attrib=$.extend(true,{},hierNode.getAttribs());nodeWithAttrib.push({HierNode:hierNode,Attribs:attrib})}return nodeWithAttrib};return eDwCmd}(eDwOperationMixin);return eDwCmd}));define("eDwCommandMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwCommandMgr=function(){function eDwCommandMgr(){this.mActiveCmds=[]}eDwCommandMgr.get=function(){if(!eDwCommandMgr.sCommandMgr){eDwCommandMgr.sCommandMgr=new eDwCommandMgr}return eDwCommandMgr.sCommandMgr};eDwCommandMgr.prototype.add=function(iCmd){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iCmd){console.debugLog("CommandMgr","Command noexistant.  Not added.");return[2]}return[4,this.popCmds(iCmd)];case 1:_a.sent();this.mActiveCmds.push(iCmd);console.debugLog("CommandMgr","Added "+Utils.getObjectTypeName(iCmd)+" as an active command.");return[2]}}))}))};eDwCommandMgr.prototype.remove=function(iCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){var detached;return __generator(this,(function(_a){switch(_a.label){case 0:detached=false;if(!iCmd)return[3,2];detached=this.detach(iCmd);if(!(detached&&iCmdAction))return[3,2];return[4,iCmd[iCmdAction]()];case 1:_a.sent();_a.label=2;case 2:console.debugLog("CommandMgr",(detached?"Removed ":"Not Found ")+Utils.getObjectTypeName(iCmd)+" as an active command. "+(detached&&iCmdAction?" Also, "+iCmdAction+"ed it.":""));return[2,detached]}}))}))};eDwCommandMgr.prototype.run=function(ioCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.add(ioCmd)];case 1:_a.sent();return[4,this.remove(ioCmd,iCmdAction)];case 2:_a.sent();return[2]}}))}))};eDwCommandMgr.prototype.clear=function(){return __awaiter(this,void 0,void 0,(function(){var cmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmd=this.mActiveCmds.pop();_a.label=1;case 1:if(!cmd)return[3,4];return[4,cmd.cancel()];case 2:_a.sent();_a.label=3;case 3:cmd=this.mActiveCmds.pop();return[3,1];case 4:console.debugLog("CommandMgr","All active commands cleared.");return[2]}}))}))};eDwCommandMgr.prototype.popCmds=function(iCmd){return __awaiter(this,void 0,void 0,(function(){var exclusiveCmds,i;return __generator(this,(function(_a){switch(_a.label){case 0:if(iCmd.Aggregable&&(!this.mActiveCmds.length||this.mActiveCmds[this.mActiveCmds.length-1].AllowsAggregation)){return[2]}if(!iCmd.Exclusive)return[3,5];exclusiveCmds=this.mActiveCmds.filter((function(iCmd){return iCmd.Exclusive}));i=exclusiveCmds.length-1;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,exclusiveCmds[i].commit()];case 2:_a.sent();_a.label=3;case 3:--i;return[3,1];case 4:this.mActiveCmds=this.mActiveCmds.filter((function(iCmd){return!iCmd.Exclusive}));_a.label=5;case 5:return[2]}}))}))};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr}));define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils"],(function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mSubCmds=[];eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mCmdHistoryActions=iHistoryActions;if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit))return[3,2];return[4,this.mCmdHistoryActions.compositeInit(this)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwCompositeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.undo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeUndo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.undoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.redo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeRedo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.redoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit))return[3,3];return[4,this.mCmdHistoryActions.compositeCommit(this)];case 2:_a.sent();_a.label=3;case 3:return[2]}}))}))};eDwCompositeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel))return[3,3];return[4,this.mCmdHistoryActions.compositeCancel(this)];case 2:_a.sent();return[3,5];case 3:return[4,this.cancelSubCmds()];case 4:_a.sent();_a.label=5;case 5:this.clearSubCmds();return[2]}}))}))};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined)&&!(this.FinalState===undefined)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:false,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,lastCmdIndex,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.undo()];case 2:ret=_a.sent();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i--;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.cancelSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr,lastCmdIndex,i;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,cmdMgr.remove(this.mSubCmds[i],"cancel")];case 2:_a.sent();_a.label=3;case 3:i--;return[3,1];case 4:delete this.InitialState;delete this.FinalState;return[2]}}))}))};eDwCompositeCmd.prototype.redoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,numCmds,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;numCmds=this.mSubCmds.length;i=0;_a.label=1;case 1:if(!(i<numCmds))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.redo()];case 2:ret=_a.sent();console.debugLog("History","Redo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i++;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.clearSubCmds=function(){this.mSubCmds=[]};return eDwCompositeCmd}(eDwSupportsHistoryCmd);return eDwCompositeCmd}));define("eDwConvTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwDrawModeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwDrawModeCmd=function(_super){__extends(eDwDrawModeCmd,_super);function eDwDrawModeCmd(iViewer,iDrawMode){var _this=_super.call(this,iViewer)||this;_this.mInitialDrawMode=iViewer.getDrawMode();_this.mFinalDrawMode=iDrawMode;return _this}eDwDrawModeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mInitialDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mFinalDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setDrawMode(this.mFinalDrawMode);return[2]}}))}))};Object.defineProperty(eDwDrawModeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwDrawModeCmd}(eDwSupportsHistoryCmd);return eDwDrawModeCmd}));define("eDwEventMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwEventMgr=function(){function eDwEventMgr(){this.mEventHandlers=new Map}eDwEventMgr.get=function(){if(!eDwEventMgr.sMgr)eDwEventMgr.sMgr=new eDwEventMgr;return eDwEventMgr.sMgr};eDwEventMgr.prototype.addEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){if(!iEventHandlerFuncName){throw new Error("Eventhandler object has no function name")}this.initHandlersMapForEvent(iEvent);var handlerMap={};handlerMap[iEventHandlerFuncName]=iEventHandlerObj;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.addEventHandlerFunc=function(iEvent,ioEventHandlerFunc){this.initHandlersMapForEvent(iEvent);ioEventHandlerFunc.funcName=ioEventHandlerFunc.name;if(!ioEventHandlerFunc.funcName){var eventTypeName=this.constructor.toString().match(/\w+/g)[1];ioEventHandlerFunc.funcName=eventTypeName+this.mEventHandlers.get(iEvent).length}var handlerMap={};handlerMap[ioEventHandlerFunc.funcName]=ioEventHandlerFunc;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.removeEventHandlerFunc=function(iEvent,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var key in eventHandlerMaps){var handlerMap=eventHandlerMaps[key];if(handlerMap[iEventHandlerFuncName]){eventHandlerMaps.splice(parseInt(key,10),1);++numRemoved}}return numRemoved};eDwEventMgr.prototype.removeEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var _i=0,eventHandlerMaps_1=eventHandlerMaps;_i<eventHandlerMaps_1.length;_i++){var handlerMap=eventHandlerMaps_1[_i];var handlerObj=handlerMap[iEventHandlerFuncName];if(handlerObj===iEventHandlerObj){var index=eventHandlerMaps.indexOf(handlerMap);if(index>-1){eventHandlerMaps.splice(index,1);++numRemoved}}}return numRemoved};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.mEventHandlers.clear()};eDwEventMgr.prototype.removeEventHandlers=function(iEvent){this.mEventHandlers.delete(iEvent)};eDwEventMgr.prototype.fireEvent=function(iEvent){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}return __awaiter(this,void 0,void 0,(function(){var handlerMaps,allPromises,_a,handlerMaps_1,handlerMap,keys,funcName,handlerItem,retPromise,handlerFunc,retPromise;return __generator(this,(function(_b){switch(_b.label){case 0:handlerMaps=this.mEventHandlers.get(iEvent);if(!handlerMaps)return[2,[]];allPromises=[];for(_a=0,handlerMaps_1=handlerMaps;_a<handlerMaps_1.length;_a++){handlerMap=handlerMaps_1[_a];keys=Object.keys(handlerMap);console.assert(keys.length===1);funcName=keys[0];handlerItem=handlerMap[funcName];if("funcName"in handlerItem){retPromise=handlerItem.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}else{handlerFunc=eDwEventMgr.getHandler(handlerItem,funcName);if(handlerFunc){handlerFunc=handlerFunc.bind(handlerItem);retPromise=handlerFunc.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}}}return[4,Promise.all(allPromises)];case 1:return[2,_b.sent()]}}))}))};eDwEventMgr.getHandler=function(iHandlerObj,iHandlerName){var handler;var handlerObj=iHandlerObj;var parentClass=Object.getPrototypeOf(iHandlerObj);while(handlerObj&&!handler){handler=handlerObj[iHandlerName];if(!handler){handlerObj=parentClass;parentClass=handlerObj?Object.getPrototypeOf(handlerObj):null}}return handler instanceof Function?handler:null};eDwEventMgr.prototype.initHandlersMapForEvent=function(iEvent){if(!this.mEventHandlers.has(iEvent)){this.mEventHandlers.set(iEvent,[])}};return eDwEventMgr}();return eDwEventMgr}));define("eDwEvents",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.ViewDeletedEvent=exports.ViewLoadedEvent=exports.ViewCreatedEvent=exports.LicenseKeyEvent=exports.GLContextLostEvent=exports.UserUnitsChangeEvent=exports.DeactivateUIOpEvent=exports.ActivateUIOpEvent=exports.ExplodeLevelChangeEvent=exports.AmbientOcclChangeEvent=exports.ResetSceneEvent=exports.CameraChangeEvent=exports.ModelXformChangeStartEvent=exports.ProjModeChangeEvent=exports.DrawModeChangeEvent=exports.TimeoutEvent=exports.LeftDoubleClickEvent=exports.RightClickEvent=exports.MiddleClickEvent=exports.LeftClickEvent=exports.StopAnimationEvent=exports.StartAnimationEvent=exports.ProdStructLoadedEvent=exports.ModelViewChangeEvent=exports.UnselectEvent=exports.SelectEvent=exports.NodeAttribChangeEvent=exports.DoneEvent=exports.InitFullUIEvent=exports.InitEvent=exports.AppEvent=void 0;var AppEvent=function(){function AppEvent(){this.doNotUse}return AppEvent}();exports.AppEvent=AppEvent;exports.InitEvent=new AppEvent;exports.InitFullUIEvent=new AppEvent;exports.DoneEvent=new AppEvent;exports.NodeAttribChangeEvent=new AppEvent;exports.SelectEvent=new AppEvent;exports.UnselectEvent=new AppEvent;exports.ModelViewChangeEvent=new AppEvent;exports.ProdStructLoadedEvent=new AppEvent;exports.StartAnimationEvent=new AppEvent;exports.StopAnimationEvent=new AppEvent;exports.LeftClickEvent=new AppEvent;exports.MiddleClickEvent=new AppEvent;exports.RightClickEvent=new AppEvent;exports.LeftDoubleClickEvent=new AppEvent;exports.TimeoutEvent=new AppEvent;exports.DrawModeChangeEvent=new AppEvent;exports.ProjModeChangeEvent=new AppEvent;exports.ModelXformChangeStartEvent=new AppEvent;exports.CameraChangeEvent=new AppEvent;exports.ResetSceneEvent=new AppEvent;exports.AmbientOcclChangeEvent=new AppEvent;exports.ExplodeLevelChangeEvent=new AppEvent;exports.ActivateUIOpEvent=new AppEvent;exports.DeactivateUIOpEvent=new AppEvent;exports.UserUnitsChangeEvent=new AppEvent;exports.GLContextLostEvent=new AppEvent;exports.LicenseKeyEvent=new AppEvent;exports.ViewCreatedEvent=new AppEvent;exports.ViewLoadedEvent=new AppEvent;exports.ViewDeletedEvent=new AppEvent}));define("eDwExplodeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwExplodeCmd=function(_super){__extends(eDwExplodeCmd,_super);function eDwExplodeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialLevel=_this.mViewer.getExplosionLevel();_this.mFinalLevel=NaN;return _this}eDwExplodeCmd.prototype.setLevel=function(iLevel){this.setExplosionLevel(iLevel);this.mFinalLevel=iLevel};eDwExplodeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mInitialLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mFinalLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();this.setExplosionLevel(this.mInitialLevel);this.mViewer.HCViewer.explodeManager.stop();return[2]}}))}))};Object.defineProperty(eDwExplodeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwExplodeCmd.prototype.setExplosionLevel=function(iLevel){var explodeMgrHC=this.mViewer.HCViewer.explodeManager;if(!explodeMgrHC.getActive())explodeMgrHC.start();this.mViewer.setExplosionLevel(iLevel)};return eDwExplodeCmd}(eDwSupportsHistoryCmd);return eDwExplodeCmd}));define("eDwGenericError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwGenericError=function(_super){__extends(eDwGenericError,_super);function eDwGenericError(iMessage){return _super.call(this,"Generic Error",iMessage)||this}return eDwGenericError}(eDwBaseError);return eDwGenericError}));define("eDwGeomUtils",["require","exports","eDwTypes","utils"],(function(require,exports,eDwTypes_3,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cAbsAngleTol=exports.cAbsLengthTol=exports.isValidHCPoint=exports.isPoint3DInBox=exports.screenToWorld=exports.dropPointOnPlane=void 0;function dropPointOnPlane(iPtHC,iPlnHC){var dist=iPlnHC.distanceToPoint(iPtHC);var vecHC=iPlnHC.normal.copy();return vecHC.normalize().scale(-dist).add(iPtHC)}exports.dropPointOnPlane=dropPointOnPlane;function screenToWorld(iScreenPosHC,iViewHC){var cameraHC=iViewHC.getCamera();var pnt3DHC=cameraHC.getCameraPlaneIntersectionPoint(iScreenPosHC,iViewHC);console.debugLog("GeomUtils","Screen pt = "+JSON.stringify(iScreenPosHC)+" 3D pt = "+JSON.stringify(pnt3DHC));return pnt3DHC}exports.screenToWorld=screenToWorld;function isPoint3DInBox(iPt3HC,iBboxHC){var pntArr=[];iPt3HC.toArray(pntArr);var minPt=[];iBboxHC.min.toArray(minPt);var maxPt=[];iBboxHC.max.toArray(maxPt);console.debugLog("GeomUtils","3D pt = "+JSON.stringify(iPt3HC)+" Bounding box = "+JSON.stringify(iBboxHC));for(var i=0;i<3;++i){if(pntArr[i]<minPt[i]||pntArr[i]>maxPt[i])return false}return true}exports.isPoint3DInBox=isPoint3DInBox;function isValidHCPoint(iPntHC){if(!iPntHC)return false;if(iPntHC instanceof eDwTypes_3.HC.Point3){if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)||utils.isNaN(iPntHC.z)){return false}}else{if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)){return false}}return true}exports.isValidHCPoint=isValidHCPoint;exports.cAbsLengthTol=1e-6;exports.cAbsAngleTol=1e-9}));define("eDwHierNodeAttribArray",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwHierarchyNode",["require","exports","eDwNodeAttributes","utils","eDwTypes"],(function(require,exports,eDwNodeAttributes_1,utils,eDwTypes_4){"use strict";var eDwHierarchyNode=function(){function eDwHierarchyNode(iName,iCategory,iAttributes,iNodeIDHC,iParentNode,iModeView){this.Category=iCategory;this.HOOPSID=iNodeIDHC;this.mModelView=iModeView;this.mChildNameToHierNode={};this.mBoundingBoxNodeInfo={IDs:[],VisState:false};this.mParentNode=iParentNode;this.Name=iName;if("`"===iName.charAt(0)&&"`"===iName.charAt(iName.length-1)){this.Name=iName.slice(1,-1)}this.mAttribs={};$.extend(this.mAttribs,iAttributes);this.mReadOnlyAttribs={};$.extend(this.mReadOnlyAttribs,this.mAttribs);this.mReadOnlyOverrideAttribs={};if(this.mModelView){this.mModelView.Nodes[iNodeIDHC]=this}}eDwHierarchyNode.prototype.addChild=function(iName,iCategory,iAttribs,iNodeIDHC,iParentNode){var node=new eDwHierarchyNode(iName,iCategory,iAttribs,iNodeIDHC,iParentNode,this.mModelView);this.mChildNameToHierNode[iName]=node;return node};eDwHierarchyNode.prototype.getChildren=function(){return utils.makeArray(this.mChildNameToHierNode)};eDwHierarchyNode.prototype.getAllChildren=function(ioHierNodes){for(var name_1 in this.mChildNameToHierNode){var hierNode=this.mChildNameToHierNode[name_1];if(hierNode){ioHierNodes.push(hierNode);hierNode.getAllChildren(ioHierNodes)}}};eDwHierarchyNode.prototype.getChildrenAndKeys=function(){return this.mChildNameToHierNode};Object.defineProperty(eDwHierarchyNode.prototype,"Parent",{get:function(){return this.mParentNode},enumerable:false,configurable:true});eDwHierarchyNode.prototype.getModelView=function(){return this.mModelView};eDwHierarchyNode.prototype.getAttribs=function(iIgnoreActive){if(iIgnoreActive===void 0){iIgnoreActive=false}var attribs={};$.extend(attribs,this.mAttribs);$.extend(attribs,this.mReadOnlyOverrideAttribs);if(!iIgnoreActive&&!this.isActive()){$.extend(attribs,{Visible:false})}return attribs};eDwHierarchyNode.prototype.getInitialAttribs=function(){var attribs={};$.extend(attribs,this.mReadOnlyAttribs);return attribs};eDwHierarchyNode.prototype.setAttribs=function(iAttribs){var changedAttribNames=eDwNodeAttributes_1.eDwNodeAttributes.setAttribs(this.mAttribs,iAttribs);return changedAttribNames};eDwHierarchyNode.prototype.setOverrideAttribs=function(iAttribs){this.mReadOnlyOverrideAttribs={};var overridesExist=false;for(var attribName in iAttribs){if(this.mAttribs[attribName]!==iAttribs[attribName]){overridesExist=true;break}}if(overridesExist)$.extend(this.mReadOnlyOverrideAttribs,iAttribs);return Object.keys(iAttribs)};eDwHierarchyNode.prototype.mergeAttribs=function(iAttribs){this.mAttribs=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(this.mAttribs,iAttribs);return this.mAttribs};eDwHierarchyNode.prototype.getMergedChildrenAttribs=function(iTraverseOption,ioAccumAttrib){var attrib={};var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){attrib=ioAccumAttrib||attrib;for(var i=0;i<childNodeKeys.length;i++){var childHierNode=childHierNodes[childNodeKeys[i]];var childAttrib=childHierNode.getAttribs();attrib=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(attrib,childAttrib);if(iTraverseOption==="All"){childHierNode.getMergedChildrenAttribs(iTraverseOption,attrib)}}}return attrib};eDwHierarchyNode.prototype.syncAttribsWithChildren=function(iTraverseOption){if(iTraverseOption===void 0){iTraverseOption="DirectDescendantsOnly"}this.setAttribs(this.getMergedChildrenAttribs(iTraverseOption))};eDwHierarchyNode.prototype.propagateAttribsToChildren=function(iPropagatingAttribNames,iUseSetOverride,iTraverseOption){if(iUseSetOverride===void 0){iUseSetOverride=false}if(iTraverseOption===void 0){iTraverseOption="All"}var setMethod=iUseSetOverride?eDwHierarchyNode.prototype.setOverrideAttribs:eDwHierarchyNode.prototype.setAttribs;var changedHierNodes=[];var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){for(var i=0;i<childNodeKeys.length;i++){if(iPropagatingAttribNames&&iPropagatingAttribNames.length){for(var _i=0,iPropagatingAttribNames_1=iPropagatingAttribNames;_i<iPropagatingAttribNames_1.length;_i++){var attribName=iPropagatingAttribNames_1[_i];var attrib={};attrib[attribName]=this.mAttribs[attribName];var childHierNode=childHierNodes[childNodeKeys[i]];var changedAttribNames=setMethod.call(childHierNode,attrib);if(changedAttribNames.length){changedHierNodes.push(childHierNode)}if(iTraverseOption==="All"){var childrenChangedHierNodes=childHierNode.propagateAttribsToChildren(iPropagatingAttribNames,iUseSetOverride,iTraverseOption);Array.prototype.push.apply(changedHierNodes,childrenChangedHierNodes)}}}}}return changedHierNodes};eDwHierarchyNode.prototype.invertAttrib=function(iAttribName){this.mAttribs[iAttribName]=!this.mAttribs[iAttribName];return this.mAttribs};eDwHierarchyNode.prototype.getDisplayState=function(iOtherAttribs){var state=eDwNodeAttributes_1.NodeDisplayState.Invisible;var setVisible=this.mAttribs.Opaque!==undefined&&Object.keys(this.mAttribs).length===1&&iOtherAttribs&&iOtherAttribs.Visible;this.mAttribs.Visible=setVisible?true:this.mAttribs.Visible;if(this.mAttribs.Visible){var opaque=this.mAttribs.Opaque===undefined||this.mAttribs.Opaque;state=opaque?eDwNodeAttributes_1.NodeDisplayState.Visible:eDwNodeAttributes_1.NodeDisplayState.Transparent;if(iOtherAttribs&&iOtherAttribs.Opaque===false){state=eDwNodeAttributes_1.NodeDisplayState.Transparent}}return state};eDwHierarchyNode.prototype.find=function(iPropName,iPropValue,iIncludeThis,iRecurse,iStrictMatch){if(iIncludeThis===void 0){iIncludeThis=true}if(iRecurse===void 0){iRecurse=true}if(iStrictMatch===void 0){iStrictMatch=false}var hierNodes=[];function getHierNodeWithPropNameAndValue(iHierNode){var propValue=iHierNode[iPropName];if(propValue&&utils.isEqual(iPropValue,propValue,iStrictMatch)){hierNodes.push(iHierNode)}}function getChildHierNodesWithPropNameAndValue(iHierNode){for(var childNodeName in iHierNode.mChildNameToHierNode){var childHierNode=iHierNode.mChildNameToHierNode[childNodeName];getHierNodeWithPropNameAndValue(childHierNode);if(iRecurse){getChildHierNodesWithPropNameAndValue(childHierNode)}}}if(iIncludeThis)getHierNodeWithPropNameAndValue(this);getChildHierNodesWithPropNameAndValue(this);return hierNodes};eDwHierarchyNode.prototype.getAllHierNodesWithChangedAttribs=function(ioHierNodes){if(!utils.isEqual(this.getInitialAttribs(),this.mAttribs)){ioHierNodes.push(this)}for(var key in this.mChildNameToHierNode){this.mChildNameToHierNode[key].getAllHierNodesWithChangedAttribs(ioHierNodes)}};eDwHierarchyNode.prototype.showBoundingBox=function(iViewer,iState){return __awaiter(this,void 0,void 0,(function(){var model,isVisible,beautifulGreen,bboxHC,width,height,length_1,scale,vmin,vmax,p0,p1,p2,p3,polylineData,rgba,i,tmp,boxMesh,modelHC,key,meshInstance,nodeID;return __generator(this,(function(_a){switch(_a.label){case 0:model=iViewer.getModel();isVisible=!this.mBoundingBoxNodeInfo||!this.mBoundingBoxNodeInfo.IDs.length||!this.mBoundingBoxNodeInfo.VisState?false:true;if(iState==="on"&&isVisible)return[2,true];if(iState==="off"||iState==="toggle"&&isVisible){this.mBoundingBoxNodeInfo.VisState=false;model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,false);return[2,false]}return[4,model.activateModelView(this.mModelView)];case 1:_a.sent();this.mBoundingBoxNodeInfo.VisState=true;if(!!this.mBoundingBoxNodeInfo.IDs.length)return[3,5];beautifulGreen=new eDwTypes_4.HC.Color(0,255,0);return[4,model.getBoundingBoxOfIDsHC([this.HOOPSID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2,false];width=bboxHC.max.x-bboxHC.min.x;height=bboxHC.max.y-bboxHC.min.y;length_1=Math.max(width,height);scale=.05/2;vmin=new eDwTypes_4.HC.Point3(bboxHC.min.x-length_1*scale,bboxHC.min.y-length_1*scale,bboxHC.min.z);vmax=new eDwTypes_4.HC.Point3(bboxHC.max.x+length_1*scale,bboxHC.max.y+length_1*scale,bboxHC.max.z);p0=new eDwTypes_4.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_4.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_4.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_4.HC.Point3(vmax.x,vmin.y,vmax.z);polylineData=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_4.HC.MeshData;boxMesh.addPolyline(polylineData,rgba);modelHC=model.getHCModel();return[4,modelHC.createMesh(boxMesh)];case 3:key=_a.sent();meshInstance=new eDwTypes_4.HC.MeshInstanceData(key);return[4,modelHC.createMeshInstance(meshInstance,0)];case 4:nodeID=_a.sent();this.mBoundingBoxNodeInfo.IDs.push(nodeID);_a.label=5;case 5:model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,true);return[2,true]}}))}))};eDwHierarchyNode.prototype.isSelectable=function(){return this.mAttribs.Selectable};eDwHierarchyNode.prototype.isActive=function(){var activeModelView=this.mModelView.Model.getActiveModelView();return this.mModelView===activeModelView?true:false};eDwHierarchyNode.prototype.resetAttribs=function(){var changedHierNodes=[];this.getAllHierNodesWithChangedAttribs(changedHierNodes);for(var _i=0,changedHierNodes_1=changedHierNodes;_i<changedHierNodes_1.length;_i++){var changedHierNode=changedHierNodes_1[_i];changedHierNode.mAttribs=changedHierNode.getInitialAttribs()}return changedHierNodes};eDwHierarchyNode.create=function(iAttribs){return new eDwHierarchyNode("","",iAttribs?iAttribs:{},Number.NaN,null,null)};eDwHierarchyNode.findPropagatingAttribNames=function(iChangedAttribNames){var propagatingAttribNames=eDwHierarchyNode.sPropagatingAttribNames;var changedPropAttribNames=[];for(var _i=0,iChangedAttribNames_1=iChangedAttribNames;_i<iChangedAttribNames_1.length;_i++){var attribName=iChangedAttribNames_1[_i];if(propagatingAttribNames.indexOf(attribName)>-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.isHierarchyNode=function(iNode){return iNode.Name};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode}));define("eDwHistoryMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack from index "+(this.mCmdStacksStack.length-1)+" down to 0.");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();if(currStackElem){var currCmdIndex=currStackElem.getCurrCmdIndex()+1;for(var i=0;i<currCmdIndex;i++){activeCmds.push(currStackElem.Stack[i])}}return activeCmds};eDwHistoryMgr.prototype.getCurrStackElem=function(){return this.mCmdStacksStack[this.mCmdStacksStack.length-1]};return eDwHistoryMgr}();var eDwCmdStacksElem=function(){function eDwCmdStacksElem(){this.mCmdStack=[];this.mCurrCmdIndex=-1}Object.defineProperty(eDwCmdStacksElem.prototype,"Stack",{get:function(){return this.mCmdStack},enumerable:false,configurable:true});eDwCmdStacksElem.prototype.getCurrCmdIndex=function(){return this.mCurrCmdIndex};eDwCmdStacksElem.prototype.incrementCurrCmdIndex=function(iIndex){if(typeof iIndex!=="number")return;this.mCurrCmdIndex+=iIndex};return eDwCmdStacksElem}();return eDwHistoryMgr}));define("eDwKeyMgr",["require","exports","eDwUIHTMLEventMgr","eDwTypes","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwTypes_5,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwKeyMgr=void 0;var eDwKeyMgr=function(){function eDwKeyMgr(){var _this=this;window.frames.focus();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;var processKeyEventFunc=function(iEvent){var keyEventJQ=iEvent;if(iEvent.type==="keydown"){_this.mDownKeys[keyEventJQ.key]=true}else if(iEvent.type=="keyup"){delete _this.mDownKeys[keyEventJQ.key]}else{return}var eventHandlers=_this.mKeyEventHandlers[iEvent.type][keyEventJQ.key];for(var i in eventHandlers){var eventHandler=eventHandlers[i];if(l_isEqual(keyEventJQ,eventHandler.Modifiers)){eventHandler.KeyFunc(keyEventJQ)}}};this.mUIHTMLEventMgr.addEventHandler("document","keydown",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keyup",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keypress",processKeyEventFunc);this.mKeyEventHandlers={};this.mKeyEventHandlers["keydown"]={};this.mKeyEventHandlers["keyup"]={};this.mKeyEventHandlers["keypress"]={};this.mDownKeys={}}eDwKeyMgr.get=function(){if(!eDwKeyMgr.sKeyMgr){eDwKeyMgr.sKeyMgr=new eDwKeyMgr}return eDwKeyMgr.sKeyMgr};eDwKeyMgr.prototype.add=function(iKeyInfo,iEventName,iFunc){var eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key];if(!eventHandlers){eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key]={}}var keyModifiers=l_getKeyModifiers(iKeyInfo);this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]={Modifiers:iKeyInfo,KeyFunc:iFunc}};eDwKeyMgr.prototype.remove=function(iKeyInfo,iEventName){var keyModifiers=l_getKeyModifiers(iKeyInfo);delete this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]};eDwKeyMgr.prototype.isDown=function(iKey){return this.mDownKeys[iKey]?true:false};eDwKeyMgr.isLMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="left"?true:false};eDwKeyMgr.isMMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="middle"?true:false};eDwKeyMgr.isRMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="right"?true:false};eDwKeyMgr.isAnyPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="none"?false:true};eDwKeyMgr.getMouseButtonPressed=function(iEvent){var buttonPressed="none";if(utils.isOfType(iEvent,"which")){if(utils.isNumber(iEvent.which)){switch(iEvent.which){case 0:buttonPressed="none";break;case 1:buttonPressed="left";break;case 2:buttonPressed="middle";break;case 3:buttonPressed="right";break;default:break}}else{switch(iEvent.button){case 0:return buttonPressed="none";break;case 1:return buttonPressed="left";break;case 4:return buttonPressed="middle";break;case 2:return buttonPressed="right";break;default:break}}return buttonPressed}else{if(iEvent.getButtons()===eDwTypes_5.HC.Buttons.None){switch(iEvent.getButton()){case eDwTypes_5.HC.Button.None:buttonPressed="none";break;case eDwTypes_5.HC.Button.Left:buttonPressed="left";break;case eDwTypes_5.HC.Button.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Button.Right:buttonPressed="right";break;default:break}return buttonPressed}}switch(iEvent.getButtons()){case eDwTypes_5.HC.Buttons.None:buttonPressed="none";break;case eDwTypes_5.HC.Buttons.Left:buttonPressed="left";break;case eDwTypes_5.HC.Buttons.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Buttons.Right:buttonPressed="right";break;default:break}return buttonPressed};return eDwKeyMgr}();exports.eDwKeyMgr=eDwKeyMgr;function l_isEqual(iKey1,iKey2){var numMatch=0;var compareFields=["altKey","ctrlKey","metaKey","shiftKey"];for(var _i=0,compareFields_1=compareFields;_i<compareFields_1.length;_i++){var i=compareFields_1[_i];if(iKey1[i]===iKey2[i])++numMatch}return numMatch===Object.keys(iKey2).length-1?true:false}function l_getKeyModifiers(iKeyInfo){var keyModifiers="";for(var key in iKeyInfo){if(key.indexOf("Key")>-1&&iKeyInfo[key]){keyModifiers+=key+"-"}}return keyModifiers?keyModifiers.substring(0,keyModifiers.length-1):"none"}}));define("eDwLayer",["require","exports","eDwNodeAttributes","utils"],(function(require,exports,eDwNodeAttributes_2,utils){"use strict";var eDwLayer=function(){function eDwLayer(iLayerName,iLayerIDHC,iAttribs){this.mName=iLayerName;this.mIDHC=iLayerIDHC;this.mInitAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mNodeIDHCToHierNodeMap={}}eDwLayer.prototype.addNodes=function(iNodeIDsHC,iModel){for(var _i=0,iNodeIDsHC_1=iNodeIDsHC;_i<iNodeIDsHC_1.length;_i++){var nodeIDHC=iNodeIDsHC_1[_i];if(!this.mNodeIDHCToHierNodeMap[nodeIDHC]){this.mNodeIDHCToHierNodeMap[nodeIDHC]=iModel.getHierarchyNode(nodeIDHC)}}};eDwLayer.prototype.getName=function(){return this.mName};eDwLayer.prototype.getIDHC=function(){return this.mIDHC};eDwLayer.prototype.getAttribs=function(){return eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs)};eDwLayer.prototype.setAttribs=function(iSrcAttribs){if(utils.isEqual(this.mAttribs,iSrcAttribs,true))return false;this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iSrcAttribs);return true};eDwLayer.prototype.resetAttribs=function(){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mInitAttribs)};eDwLayer.prototype.mergeAttribs=function(iSrcAttribs){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.mergeAttribs(this.mAttribs,iSrcAttribs)};eDwLayer.prototype.getNodeIDsHC=function(){var nodeIDsHC=[];for(var nodeIDHCStr in this.mNodeIDHCToHierNodeMap){nodeIDsHC.push(parseInt(nodeIDHCStr,10))}return nodeIDsHC};eDwLayer.prototype.getHCNodesAndAttribs=function(ioNodeIDsHCAndAttribs){var nodeOnLayerIDsHC=this.getNodeIDsHC();for(var _i=0,nodeOnLayerIDsHC_1=nodeOnLayerIDsHC;_i<nodeOnLayerIDsHC_1.length;_i++){var nodeOnLayerIDHC=nodeOnLayerIDsHC_1[_i];var combinedAttribs=this.getCombinedAttribsForHCNode(nodeOnLayerIDHC);if(!combinedAttribs)continue;ioNodeIDsHCAndAttribs.push({IDHC:nodeOnLayerIDHC,Attribs:combinedAttribs})}};eDwLayer.prototype.getCombinedAttribsForHCNode=function(iNodeIDHC){var parentHierNode=this.mNodeIDHCToHierNodeMap[iNodeIDHC];if(!parentHierNode)return undefined;var detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs);while(parentHierNode){detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.intersectAttribs(detachedAttribs,parentHierNode.getAttribs());parentHierNode=parentHierNode.Parent}return detachedAttribs};return eDwLayer}();return eDwLayer}));define("eDwMBDNoteMgr",["require","exports","eDwTypes","eDwGeomUtils"],(function(require,exports,eDwTypes_6,eDwGeomUtils){"use strict";var MBDNote=function(){function MBDNote(iViewer,iRefPntHC,iCurPntHC,nodeId){var modelHC=iViewer.getModel().getHCModel();var viewHC=iViewer.getHCView();this.mViewer=iViewer;this.mRefPntHC=iRefPntHC.copy();this.mNodeId=nodeId;var rPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(iCurPntHC));this.mOffset=eDwTypes_6.HC.Point2.subtract(cPos2,rPos2);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);this.mOffsetLen=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3).length();var cDelta=eDwTypes_6.HC.Point3.subtract(cPos3,iCurPntHC);var matrix=new eDwTypes_6.HC.Matrix;matrix.loadIdentity();matrix.setTranslationComponent(cDelta.x,cDelta.y,cDelta.z);var nodeMatrix=modelHC.getNodeMatrix(nodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,matrix);modelHC.setNodeMatrix(nodeId,nodeMatrix);this.mOrigPos=cPos3.copy();var camera=this.mViewer.getHCView().getCamera();this.mOrigCamMatrix=camera.getMatrixFromCamera().copy();this.mOrigModMatrix=modelHC.getNodeMatrix(nodeId)}MBDNote.prototype.updatePos=function(){var viewHC=this.mViewer.getHCView();var modelHC=this.mViewer.getModel().getHCModel();var rPos2=eDwTypes_6.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.add(rPos2,this.mOffset);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);var crDelta=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3);crDelta.normalize();crDelta.scale(this.mOffsetLen);cPos3=eDwTypes_6.HC.Point3.add(rPos3,crDelta);var posDelta=eDwTypes_6.HC.Point3.subtract(cPos3,this.mOrigPos);var revTransMat=new eDwTypes_6.HC.Matrix;var transMat=new eDwTypes_6.HC.Matrix;var extraTransMat=new eDwTypes_6.HC.Matrix;revTransMat.setTranslationComponent(-this.mOrigPos.x,-this.mOrigPos.y,-this.mOrigPos.z);transMat.setTranslationComponent(this.mOrigPos.x,this.mOrigPos.y,this.mOrigPos.z);extraTransMat.setTranslationComponent(posDelta.x,posDelta.y,posDelta.z);this.mOrigPos=cPos3.copy();var nodeMatrix=this.mOrigModMatrix.copy();var camera=viewHC.getCamera();var curCamMatrix=camera.getMatrixFromCamera().copy();var oriCamMatrix=this.mOrigCamMatrix.copy();var oriCamMatrixR=oriCamMatrix.inverseAndDeterminant()[0];this.mOrigCamMatrix=curCamMatrix.copy();var rotMatrix=eDwTypes_6.HC.Matrix.multiply(revTransMat,oriCamMatrixR);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,curCamMatrix);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,transMat);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,extraTransMat);nodeMatrix=modelHC.getNodeMatrix(this.mNodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,rotMatrix);modelHC.setNodeMatrix(this.mNodeId,nodeMatrix,false)};return MBDNote}();var eDwMBDNoteMgr=function(){function eDwMBDNoteMgr(iViewer){this.mNotes=[];this.mViewer=iViewer}eDwMBDNoteMgr.prototype.addNote=function(nodeId,refBox){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var model,boxHC;return __generator(this,(function(_a){switch(_a.label){case 0:model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC([nodeId])];case 1:boxHC=_a.sent();if(boxHC.isDegenerate())return[2];this.mNotes.push(new MBDNote(this.mViewer,refBox.center(),boxHC.center(),nodeId));return[2]}}))}))})();return true};eDwMBDNoteMgr.prototype.updateNote=function(){var len=this.mNotes.length;for(var i=0;i<len;++i){this.mNotes[i].updatePos()}};return eDwMBDNoteMgr}();return eDwMBDNoteMgr}));define("eDwModel",["require","exports","eDwEventMgr","eDwHierarchyNode","eDwModelView","eDwLayer","eDwNodeAttributes","eDwEvents","eDwTypes","eDwUnits","utils"],(function(require,exports,eDwEventMgr,eDwHierarchyNode,eDwModelView,eDwLayer,eDwNodeAttributes_3,eDwEvents_2,eDwTypes_7,eDwUnits_1,utils){"use strict";var eDwModel=function(){function eDwModel(iViewer){this.mViewer=iViewer;this.mModelHC=iViewer.HCViewer.model;this.mModelViews=[];this.mLayers=[];this.mInitialModelView=this.mActiveModelView=null;this.mCategory="UNKNOWN";this.mOrigin="";this.mBox=new eDwTypes_7.HC.Box;this.mProperties=$([]);this.setUserUnits({Length:eDwUnits_1.cDefaultLengthUnit,Angle:eDwUnits_1.cDefaultAngleUnit});this.mModelHC.setEnableAutomaticUnitScaling(false);this.mModelHC.setBehaviorInitiallyHidden(false);this.calculateBoundingBox()}eDwModel.prototype.initModelData=function(){return __awaiter(this,void 0,void 0,(function(){var bbox,nodeProps,modelViews,_loop_1,this_1,_i,modelViews_1,modelView,state_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mViewer)return[2];bbox=this.getBoundingBox();if(!bbox.extents().equals(eDwTypes_7.HC.Point3.zero()))return[3,2];return[4,this.calculateBoundingBox()];case 1:_a.sent();_a.label=2;case 2:this.mViewer.initializeManagers();return[4,this.mModelHC.getNodeProperties(this.getModelIDHC())];case 3:nodeProps=_a.sent();if(nodeProps)this.loadProperties(nodeProps);modelViews=this.getModelViews();_loop_1=function(modelView){var attribs=modelView.Hierarchy.getInitialAttribs();if(attribs.Visible){this_1.mActiveModelView=modelView;this_1.mInitialModelView=this_1.mActiveModelView;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelView)];case 1:_a.sent();return[2]}}))}))})();return{value:void 0}}};this_1=this;for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];state_1=_loop_1(modelView);if(typeof state_1==="object")return[2,state_1.value]}if(modelViews.length){console.warn("There is no active model view."+"  Defaulting to first.");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelViews[0])];case 1:_a.sent();return[2]}}))}))})();return[2]}console.warn("There are no model views in this model.");return[2]}}))}))};eDwModel.prototype.getBoundingBox=function(){return this.mBox};eDwModel.prototype.calculateBoundingBox=function(iIgnoreInvisible,iIncludeExcluded){if(iIgnoreInvisible===void 0){iIgnoreInvisible=true}if(iIncludeExcluded===void 0){iIncludeExcluded=false}return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=this;return[4,this.mModelHC.getModelBounding(iIgnoreInvisible,iIncludeExcluded)];case 1:_a.mBox=_b.sent();return[2,this.mBox]}}))}))};eDwModel.prototype.getBoundingBoxOfIDsHC=function(iUDsHC){return __awaiter(this,void 0,void 0,(function(){var bboxHC,iExcp_5;return __generator(this,(function(_a){switch(_a.label){case 0:bboxHC=eDwTypes_7.HC.Box.invalid();if(!(iUDsHC&&iUDsHC.length))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesBounding(iUDsHC)];case 2:bboxHC=_a.sent();return[3,4];case 3:iExcp_5=_a.sent();console.debugLog("Model",iExcp_5.message);return[3,4];case 4:return[2,bboxHC]}}))}))};eDwModel.prototype.getLayers=function(){return this.mLayers};eDwModel.prototype.getUserUnits=function(){return $.extend({},this.mUserUnits)};eDwModel.prototype.setUserUnits=function(iUserUnits){var _this=this;if(utils.isEqual(this.mUserUnits,iUserUnits))return;this.mUserUnits=$.extend({},iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.UserUnitsChangeEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwModel.prototype.getValueWithUnit=function(iValue,iUnitType){var _this=this;var cUnitScaleFactor={degree:1,radian:Math.PI/180,millimeter:c_lengthUnitToMMFactor,centimeter:c_lengthUnitToMMFactor/10,meter:c_lengthUnitToMMFactor/1e3,inch:c_lengthUnitToMMFactor/25.4,foot:c_lengthUnitToMMFactor/304.8,footAndInch:NaN};function l_getScaledValue(iNonScaledVal,iUnit){var scale=cUnitScaleFactor[iUnit];return iUnitType==="Area"?iNonScaledVal*scale*scale:iNonScaledVal*scale}var cCommonUnitFormat="${val}${unit}";function l_getFormattedScaledValue(iVal,iUnit,iUserUnitLabel){var val=l_getScaledValue(iVal,iUnit);return utils.formatString(cCommonUnitFormat,val.toFixed(2),iUserUnitLabel)}var basicUserUnitResults={degree:function(iVal){return l_getFormattedScaledValue(iVal,"degree","deg")},radian:function(iVal){return l_getFormattedScaledValue(iVal,"radian","rad")},millimeter:function(iVal){return l_getFormattedScaledValue(iVal,"millimeter","mm")},centimeter:function(iVal){return l_getFormattedScaledValue(iVal,"centimeter","cm")},meter:function(iVal){return l_getFormattedScaledValue(iVal,"meter","m")},inch:function(iVal){return l_getFormattedScaledValue(iVal,"inch","in")},foot:function(iVal){return l_getFormattedScaledValue(iVal,"foot","ft")},footAndInch:function(iVal){var signFactor=iVal<0?-1:1;var absValue=Math.abs(iVal);var footVal=Math.floor(l_getScaledValue(absValue,"foot"));var footValInDBUnits=footVal/l_getScaledValue(1,"foot");var inchVal=l_getScaledValue(absValue-footValInDBUnits,"inch")*signFactor;var formattedString=utils.formatString("${inchVal}in",inchVal.toFixed(2));if(footVal>.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i<iHierNodes_1.length;_i++){hierNode=iHierNodes_1[_i];if(!hierNode||utils.isNaN(hierNode.HOOPSID))continue;changedAttribNames=hierNode.setAttribs(iAttribs);propagatingAttribNames=eDwHierarchyNode.findPropagatingAttribNames(changedAttribNames);if(propagatingAttribNames.length){changedHierNodes.push(hierNode);changedChildHierNodes=hierNode.propagateAttribsToChildren(propagatingAttribNames);Array.prototype.push.apply(changedHierNodes,changedChildHierNodes);parentHierNode=hierNode.Parent;if(parentHierNode&&parentHierNode.Parent){for(_a=0,propagatingAttribNames_1=propagatingAttribNames;_a<propagatingAttribNames_1.length;_a++){attribName=propagatingAttribNames_1[_a];attrib={};attrib[attribName]=iAttribs[attribName];parentAttrib=parentHierNode.getAttribs();value=parentAttrib[attribName];if(value){if(value!==attrib[attribName]){mergedAttrib=parentHierNode.getMergedChildrenAttribs("DirectDescendantsOnly");if(!mergedAttrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}else{if(value!==attrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}}}}changedHierNodesAndAttribs=l_makeNodeAttribArray(changedHierNodes,null,false);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 1:_b.sent();for(changedHCNodeID in changedAncestorHierNodeMap){ancHierNode=changedAncestorHierNodeMap[changedHCNodeID];changedHierNodes.push(ancHierNode);changedHierNodesAndAttribs.push({HierNode:ancHierNode,Attribs:iAttribs})}if(!changedHierNodes.length)return[3,3];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 2:_b.sent();_b.label=3;case 3:return[2]}}))}))};eDwModel.prototype.setAttribs=function(iNodesWithAttribs){return __awaiter(this,void 0,void 0,(function(){var nodesWithAttribs,_i,nodesWithAttribs_1,nodeWithAttrib;return __generator(this,(function(_a){switch(_a.label){case 0:nodesWithAttribs=iNodesWithAttribs;_i=0,nodesWithAttribs_1=nodesWithAttribs;_a.label=1;case 1:if(!(_i<nodesWithAttribs_1.length))return[3,4];nodeWithAttrib=nodesWithAttribs_1[_i];return[4,this.setAttribOnHierNodes([nodeWithAttrib.HierNode],nodeWithAttrib.Attribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[2]}}))}))};eDwModel.prototype.setOverrideAttribOnHierNodes=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var overriddenHierNodesAndAttribs,_i,iHierNodesAndAttribs_1,hierNodeAndAttribs,hierNode,attribs,childHierNodesAndAttribs,childNodesAndKeys,key;return __generator(this,(function(_a){switch(_a.label){case 0:overriddenHierNodesAndAttribs=[];_i=0,iHierNodesAndAttribs_1=iHierNodesAndAttribs;_a.label=1;case 1:if(!(_i<iHierNodesAndAttribs_1.length))return[3,4];hierNodeAndAttribs=iHierNodesAndAttribs_1[_i];hierNode=hierNodeAndAttribs.HierNode;attribs=hierNodeAndAttribs.Attribs;hierNode.setOverrideAttribs(attribs);overriddenHierNodesAndAttribs.push({HierNode:hierNode,Attribs:hierNode.getAttribs()});childHierNodesAndAttribs=[];childNodesAndKeys=hierNode.getChildrenAndKeys();for(key in childNodesAndKeys){childHierNodesAndAttribs.push({HierNode:childNodesAndKeys[key],Attribs:attribs})}return[4,this.setOverrideAttribOnHierNodes(childHierNodesAndAttribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[4,this.syncHCNodesState(overriddenHierNodesAndAttribs)];case 5:_a.sent();if(!overriddenHierNodesAndAttribs.length)return[3,7];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,overriddenHierNodesAndAttribs)];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.isAssembly=function(){return this.mCategory==="ASSEMBLY"?true:false};eDwModel.prototype.isPart=function(){return this.mCategory==="PART"?true:false};eDwModel.prototype.isDrawing=function(){return this.mCategory==="DRAWING"?true:false};eDwModel.prototype.getNodeType=function(iNodeID){return utils.isNaN(iNodeID)?eDwTypes_7.HC.NodeType.Unknown:this.mModelHC.getNodeType(iNodeID)};eDwModel.prototype.getHierarchyNode=function(iIDHC){var modelHC=this.getHCModel();var modelViews=this.getModelViews();var i=0;var modelView;var hierNode;while(i<modelViews.length&&(modelView=modelViews[i++])&&!hierNode){var nodeType=this.getNodeType(iIDHC);var nodeIDHC=iIDHC;hierNode=modelView.Nodes[nodeIDHC];while(hierNode&&(!hierNode.isSelectable()&&hierNode!==modelView.Hierarchy)||!hierNode&&nodeType!==eDwTypes_7.HC.NodeType.Unknown){var parentNodeIDHC=modelHC.getNodeParent(nodeIDHC);nodeType=this.getNodeType(parentNodeIDHC);nodeIDHC=parentNodeIDHC||0;hierNode=modelView.Nodes[nodeIDHC]}}return hierNode};eDwModel.prototype.getModelViews=function(){return this.mModelViews};eDwModel.prototype.getActiveModelView=function(){return this.mActiveModelView};eDwModel.prototype.activateModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(iModelView===this.mActiveModelView)return[2];return[4,this.setActiveModelView(iModelView)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getFileOriginType=function(){return this.mOrigin};eDwModel.prototype.resetToDefault=function(){return __awaiter(this,void 0,void 0,(function(){var _i,_a,layer,changedHierNodesAndAttribs,modelViews,_b,modelViews_2,modelView;return __generator(this,(function(_c){switch(_c.label){case 0:for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.resetAttribs()}return[4,this.setActiveModelView(this.mInitialModelView)];case 1:_c.sent();changedHierNodesAndAttribs=l_makeNodeAttribArray(this.mActiveModelView.resetAttribs());return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_c.sent();modelViews=this.getModelViews();for(_b=0,modelViews_2=modelViews;_b<modelViews_2.length;_b++){modelView=modelViews_2[_b];if(modelView!==this.mActiveModelView){modelView.resetAttribs()}}return[2]}}))}))};eDwModel.prototype.syncLayersAttribsState=function(){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndAttribs,_i,_a,layer;return __generator(this,(function(_b){switch(_b.label){case 0:nodeIDsHCAndAttribs=[];for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.getHCNodesAndAttribs(nodeIDsHCAndAttribs)}return[4,this.setHCToAttrib(nodeIDsHCAndAttribs)];case 1:_b.sent();return[2]}}))}))};eDwModel.prototype.getProperty=function(iPropName){for(var i=0;i<this.mProperties.length;i++){var property=$(this.mProperties[i]);var propName=property.attr("name");if(propName===iPropName)return property.attr("val")}return""};eDwModel.prototype.isVisibleForNodeHC=function(iNodeIDHC){return this.mModelHC.getNodeVisibility(iNodeIDHC)};eDwModel.prototype.setVisibilityForNodesHC=function(iNodeIDsHC,iVisible){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibility(iNodeIDsHC,iVisible)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.setVisibilitiesForNodesHC=function(iNodeIDVisMapHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibilities(iNodeIDVisMapHC)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getOpacityForNodeHC=function(iNodeIDHC){return __awaiter(this,void 0,void 0,(function(){var opacity,opacities,iErrorMsg_1;return __generator(this,(function(_a){switch(_a.label){case 0:opacity=NaN;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesOpacity([iNodeIDHC])];case 2:opacities=_a.sent();if(opacities.length)opacity=opacities[0];return[3,4];case 3:iErrorMsg_1=_a.sent();return[3,4];case 4:return[2,opacity]}}))}))};eDwModel.prototype.setOpacityForNodesHC=function(iNodeIDsHC,iOpacity){this.mModelHC.setNodesOpacity(iNodeIDsHC,iOpacity)};eDwModel.prototype.getModelIDHC=function(){return 0};eDwModel.prototype.parseHierarchy=function(iConfig,ioParentHierNode,iXMLNode,iParseDepth){if(iParseDepth!==undefined&&iParseDepth===0||this.isPart()){return}var children=$(iXMLNode).children("body,assembly,view");for(var i=0;i<children.length;i++){var childJQ=$(children[i]);var elemTag=childJQ.prop("tagName");var nodeProps=l_getProperties(childJQ);var attribs=l_getPropsAsAttribs(nodeProps);var newChild=ioParentHierNode.addChild(nodeProps.Name,elemTag,attribs,nodeProps.HOOPSID,ioParentHierNode);this.parseHierarchy(iConfig,newChild,childJQ,iParseDepth-1)}};eDwModel.prototype.loadProperties=function(iPropsMapHC){var propsToParse=iPropsMapHC.eDrawingsXMLData;console.debugLog("ViewerLoad","extra model data = "+propsToParse);var docJQ=$($.parseXML(propsToParse));var data=docJQ.find("sceneData");if(data.length>0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}this.mProperties=docJQ.find("property");var lengthUnit=this.getProperty("lengthunit");var isValidUnit=eDwUnits_1.LengthTypeValues.indexOf(lengthUnit)>-1;this.mUserUnits.Length=isValidUnit?lengthUnit:this.mUserUnits.Length;var angleUnit=this.getProperty("angleunit");isValidUnit=eDwUnits_1.AngleTypeValues.indexOf(angleUnit)>-1;this.mUserUnits.Angle=isValidUnit?angleUnit:this.mUserUnits.Angle;if(this.mCategory==="DRAWING"){this.parseModelViews(docJQ,"sheet","views","Unnamed Sheet","sheet");this.processLayers(iPropsMapHC)}else{this.parseModelViews(docJQ,"configuration","hierarchy","Unnamed Config","config");if(this.mCategory==="ASSEMBLY"){var modelViews=this.getModelViews();for(var _i=0,modelViews_3=modelViews;_i<modelViews_3.length;_i++){var modelView=modelViews_3[_i];var childHierNodes=modelView.Hierarchy.getChildren();var assemRootHierNode=childHierNodes[0];assemRootHierNode.Name=decodeURIComponent(assemRootHierNode.Name)}}}if(this.getModelViews().length===0){var attrib={Visible:true};this.mModelViews.push(new eDwModelView("eDrawingsDefault","config",attrib,this.getModelIDHC(),this))}};eDwModel.prototype.processLayers=function(iPropsMapHC){var _this=this;this.mModelHC.getLayers().forEach((function(iLayerName,iLayerIDHC){if(!iLayerName)return;var attribs={Visible:iPropsMapHC[iLayerName]!=="off"};var layer=new eDwLayer(iLayerName,iLayerIDHC,attribs);_this.mLayers.push(layer);layer.addNodes(_this.mModelHC.getNodesFromLayer(iLayerIDHC),_this)}))};eDwModel.prototype.setActiveModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){var oldModelView,changedHierNodesAndAttribs,visAttrib,invisAttrib,iError_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iModelView)return[3,7];oldModelView=this.mActiveModelView;this.mActiveModelView=iModelView;changedHierNodesAndAttribs=[];_a.label=1;case 1:_a.trys.push([1,5,,6]);visAttrib={Visible:true};invisAttrib={Visible:false};if(oldModelView&&oldModelView!==iModelView){changedHierNodesAndAttribs=l_makeNodeAttribArray(oldModelView.Hierarchy.find("mAttribs",visAttrib),invisAttrib);oldModelView.Hierarchy.setAttribs(invisAttrib)}if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("Before set active view = true")}changedHierNodesAndAttribs.push({HierNode:this.mActiveModelView.Hierarchy,Attribs:visAttrib});Array.prototype.push.apply(changedHierNodesAndAttribs,l_makeNodeAttribArray(this.mActiveModelView.Hierarchy.find("mAttribs",invisAttrib,false)));this.mActiveModelView.Hierarchy.setAttribs(visAttrib);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_a.sent();if(!changedHierNodesAndAttribs.length)return[3,4];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 3:_a.sent();_a.label=4;case 4:if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("After set active view = true")}this.mViewer.ViewMgr.setCamera(iModelView.getDefaultCamera(),400);return[3,6];case 5:iError_1=_a.sent();console.debugLog("NodeVisibility","activateModelView failed to set node visibilities.");console.error(iError_1);return[3,6];case 6:(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_notifyModelViewChange(this.mViewer,iModelView,this.isPart())];case 1:_a.sent();return[2]}}))}))})();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.setHCToAttrib=function(iNodeIDsHCAndAttribs){return __awaiter(this,void 0,void 0,(function(){var _i,iNodeIDsHCAndAttribs_1,nodeIDHCAndAttribs,nodeIDHC,attribs,oldVisibility,oldOpacity,nodeNameHC,opacity,newVisibility;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iNodeIDsHCAndAttribs.length)return[2];_i=0,iNodeIDsHCAndAttribs_1=iNodeIDsHCAndAttribs;_a.label=1;case 1:if(!(_i<iNodeIDsHCAndAttribs_1.length))return[3,7];nodeIDHCAndAttribs=iNodeIDsHCAndAttribs_1[_i];nodeIDHC=nodeIDHCAndAttribs.IDHC;attribs=nodeIDHCAndAttribs.Attribs;oldVisibility=void 0;oldOpacity=void 0;nodeNameHC=void 0;if(!this.mViewer.ViewerFeatureOpts.Debug)return[3,3];return[4,this.getOpacityForNodeHC(nodeIDHC)];case 2:oldOpacity=_a.sent();oldVisibility=this.isVisibleForNodeHC(nodeIDHC);nodeNameHC=this.mModelHC.getNodeName(nodeIDHC);_a.label=3;case 3:if(!(oldVisibility!==attribs.Visible))return[3,5];return[4,this.setVisibilityForNodesHC([nodeIDHC],attribs.Visible)];case 4:_a.sent();_a.label=5;case 5:opacity=attribs.Opaque===undefined?NaN:attribs.Opaque?1:.5;if(attribs.Visible&&utils.isNumber(opacity)){this.setOpacityForNodesHC([nodeIDHC],opacity)}if(this.mViewer.ViewerFeatureOpts.Debug){newVisibility=this.isVisibleForNodeHC(nodeIDHC);console.debugLog("NodeVisibility","HC Node (name = "+nodeNameHC+", ID = "+nodeIDHC+") | old visibility = "+oldVisibility+" | new visibility = "+newVisibility+" | intended visibility = "+attribs.Visible+" | old opacity = "+oldOpacity+" | intended opacity = "+opacity)}_a.label=6;case 6:_i++;return[3,1];case 7:return[2]}}))}))};eDwModel.prototype.syncHCNodesState=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndVisAttribs,nodeIDsHCAndInvisAttribs,_i,iHierNodesAndAttribs_2,hierNodeAndAttribs,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDsHCAndVisAttribs=[];nodeIDsHCAndInvisAttribs=[];for(_i=0,iHierNodesAndAttribs_2=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_2.length;_i++){hierNodeAndAttribs=iHierNodesAndAttribs_2[_i];hierNode=hierNodeAndAttribs.HierNode;if(hierNode.HOOPSID&&utils.isNumber(hierNode.HOOPSID)){if(hierNodeAndAttribs.Attribs.Visible){nodeIDsHCAndVisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}else{nodeIDsHCAndInvisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}}}if(!nodeIDsHCAndVisAttribs.length)return[3,3];return[4,this.setHCToAttrib(nodeIDsHCAndVisAttribs)];case 1:_a.sent();return[4,this.syncLayersAttribsState()];case 2:_a.sent();_a.label=3;case 3:return[4,this.setHCToAttrib(nodeIDsHCAndInvisAttribs)];case 4:_a.sent();return[2]}}))}))};eDwModel.prototype.parseModelViews=function(iDocJQ,iXMLDocModelViewSearchKeyword,iXMLDocModelViewSubElemSearchKeyword,iDefaultModelViewName,iModelViewCategory){var modelViews=iDocJQ.find(iXMLDocModelViewSearchKeyword);for(var i=0;i<modelViews.length;i++){var modelViewJQ=$(modelViews[i]);var nodeProps=l_getProperties(modelViewJQ);if(!nodeProps.Name){nodeProps.Name=iDefaultModelViewName+(i+1)}var attribs=l_getPropsAsAttribs(nodeProps);var cameraHC=l_getDefaultCamera(modelViewJQ);var modelView=new eDwModelView(nodeProps.Name,iModelViewCategory,attribs,nodeProps.HOOPSID,this,cameraHC);this.mModelViews.push(modelView);var hierarchyNode=modelView.Hierarchy;this.parseHierarchy(modelView,hierarchyNode,modelViewJQ.find(iXMLDocModelViewSubElemSearchKeyword));l_addTables(this.mViewer,iDocJQ,this,hierarchyNode,modelView)}};eDwModel.prototype.dumpModelViewStateHC=function(iPrefixMsg){var msg=iPrefixMsg+" -> (HC values) | ";for(var _i=0,_a=this.mModelViews;_i<_a.length;_i++){var modelView=_a[_i];var nodeIDHC=modelView.Hierarchy.HOOPSID;msg+=modelView.Name+" - "+this.isVisibleForNodeHC(nodeIDHC)+" | "}console.debugLog("NodeVisibility",msg);console.debugLog("NodeVisibility","Active model view = "+this.mActiveModelView.Name);var hierNodes=this.mActiveModelView.getNodes();for(var _b=0,hierNodes_1=hierNodes;_b<hierNodes_1.length;_b++){var hierNode=hierNodes_1[_b];console.debugLog("NodeVisibility",hierNode.Name+" HOOPS ID "+hierNode.HOOPSID+" Visibility = "+this.isVisibleForNodeHC(hierNode.HOOPSID)+" Opacity = "+this.getOpacityForNodeHC(hierNode.HOOPSID))}};eDwModel.prototype.getHCModel=function(){return this.mModelHC};return eDwModel}();var c_lengthUnitToMMFactor=1e3;function l_addTables(iViewer,iDoc,iModel,ioHierachyNode,ioModelView){var tables=$(iDoc).find("table");var numTables=tables.length;if(numTables>0&&ioHierachyNode){for(var i=0;i<numTables;i++){var tableJQ=$(tables[i]);var nodeProps=l_getProperties(tableJQ);if(!nodeProps.Name){nodeProps.Name="Unnamed Table"+(i+1)}nodeProps.NotesArea=tableJQ.attr("notesarea")==="1"?true:false;var attribs=l_getPropsAsAttribs(nodeProps);var hierarchyNode=ioHierachyNode.addChild(nodeProps.Name,"table",attribs,nodeProps.HOOPSID,ioHierachyNode);iViewer.TableMgr.add(hierarchyNode)}}}function l_getProperties(iElemJQ){function trueFalseOrIndeterminate(iVal){if(iVal===undefined)return undefined;return iVal==="1"?true:iVal==="0"?false:undefined}function falseTrueOrIndeterminate(iVal){var val=trueFalseOrIndeterminate(iVal);return val===undefined?undefined:!val}var props={};if(iElemJQ){props.Name=iElemJQ.attr("name");if(props.Name.charAt(0)=="<"&&props.Name.charAt(props.Name.length-1)==">"){props.Name=props.Name.replace("<","&lt;");props.Name=props.Name.replace(">","&gt;")}props.Visible=trueFalseOrIndeterminate(iElemJQ.attr("visible"));props.Opaque=falseTrueOrIndeterminate(iElemJQ.attr("transparent"));props.Selectable=trueFalseOrIndeterminate(iElemJQ.attr("selectable"));props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getPropsAsAttribs(iNodeProps){var nodeAttribs={};eDwNodeAttributes_3.eDwNodeAttributes.setAttribs(nodeAttribs,iNodeProps);return nodeAttribs}function l_getDefaultCamera(iElemJQ){var perspectiveStr=iElemJQ.attr("camPerspective");if(!perspectiveStr)return undefined;var posPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camPosX")),parseFloat(iElemJQ.attr("camPosY")),parseFloat(iElemJQ.attr("camPosZ")));var tgtPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camTgtX")),parseFloat(iElemJQ.attr("camTgtY")),parseFloat(iElemJQ.attr("camTgtZ")));var upVecHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("upX")),parseFloat(iElemJQ.attr("upY")),parseFloat(iElemJQ.attr("upZ")));var width=parseFloat(iElemJQ.attr("camFieldWidth"));var height=parseFloat(iElemJQ.attr("camFieldHeight"));var projHC=perspectiveStr==="true"?eDwTypes_7.HC.Projection.Perspective:eDwTypes_7.HC.Projection.Orthographic;return eDwTypes_7.HC.Camera.create(posPtHC,tgtPtHC,upVecHC,projHC,width,height)}function l_makeNodeAttribArray(iHierNodes,iAttrib,iIgnoreActive){if(iAttrib===void 0){iAttrib=null}if(iIgnoreActive===void 0){iIgnoreActive=true}return iHierNodes.map((function(iHierNode){var attrib={};$.extend(attrib,iHierNode.getAttribs(iIgnoreActive));if(iAttrib)$.extend(attrib,iAttrib);return{HierNode:iHierNode,Attribs:attrib}}))}function l_notifyModelViewChange(iViewer,iModelView,iIsPart){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.ModelViewChangeEvent,iViewer,iModelView,!iIsPart)];case 1:_a.sent();return[2]}}))}))}return eDwModel}));define("eDwModelView",["require","exports","eDwHierarchyNode"],(function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeIDHC,iModel,iDefCameraHC){if(iDefCameraHC===void 0){iDefCameraHC=null}this.Name=Name;this.Category=Category;this.Nodes={};this.mDefCameraHC=iDefCameraHC;this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeIDHC,null,this);this.Model=iModel}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.getDefaultCamera=function(){return this.mDefCameraHC};eDwModelView.prototype.resetAttribs=function(){return this.Hierarchy.resetAttribs()};return eDwModelView}();return eDwModelView}));define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd"],(function(require,exports,eDwTypes_8,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var altDir;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane);return[2]}}))}))};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd}));define("eDwNodeAttributes",["require","exports","utils"],(function(require,exports,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.NodeDisplayState=exports.eDwNodeAttributes=void 0;var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.initAttribs=function(iSourceAttribs){var targetAttribs={};targetAttribs=eDwNodeAttributes.mergeAttribs(targetAttribs,iSourceAttribs);return targetAttribs};eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttribNames=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttribNames.push(attribKey)}}return changedAttribNames};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){return eDwNodeAttributes.combineAttribs(ioTargetAttribs,iSourceAttribs,(function(iTargetValue,iSourceValue){return iTargetValue||iSourceValue}))};eDwNodeAttributes.intersectAttribs=function(iSrcAttrib1,iSrcAttrib2){return eDwNodeAttributes.combineAttribs(iSrcAttrib1,iSrcAttrib2,(function(iTargetValue,iSourceValue){return iTargetValue&&iSourceValue}))};eDwNodeAttributes.combineAttribs=function(iSrcAttrib1,iSrcAttrib2,iCombineFunc){var fullAttribs={};if(iSrcAttrib1&&iSrcAttrib2){fullAttribs=l_syncAttributeKeys(iSrcAttrib1,iSrcAttrib2);for(var attribKey in fullAttribs){var value=iCombineFunc(iSrcAttrib1[attribKey],iSrcAttrib2[attribKey]);if(value!==undefined)fullAttribs[attribKey]=value;else delete fullAttribs[attribKey]}}return utils.isEqual(fullAttribs,{})?undefined:fullAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function l_syncAttributeKeys(ioTargetAttribs,iSourceAttribs){var attribs=$.extend({},ioTargetAttribs);for(var attribKey in iSourceAttribs){if(!attribs[attribKey]){attribs[attribKey]=undefined}}return attribs}}));define("eDwNodeColorInfo",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_9){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(iNodeID,iSecondaryID,iColor,iType){this.mNodeID=iNodeID;this.mSecondID=iSecondaryID;this.mType=iType}eDwNodeColorInfo.prototype.reset=function(iModelHC){switch(this.mType){case eDwTypes_9.EntityMode.EDGE:iModelHC.unsetNodeLineColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.FACE:iModelHC.unsetNodeFaceColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.VERTEX:default:break}};return eDwNodeColorInfo}();return eDwNodeColorInfo}));define("eDwOperationMixin",["require","exports"],(function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:false,configurable:true});return eDwOperationMixin}();return eDwOperationMixin}));define("eDwOperatorBaseDeps",["require","exports","eDwSelObj","eDwKeyMgr","eDwTypes","utils","eDwGeomUtils"],(function(require,exports,eDwSelObj,eDwKeyMgr_1,eDwTypes_10,utils,eDwGeomUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwBaseOperator=exports.OperatorHC=exports.eDwOperatorMgr=void 0;var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_10.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(iOp.OperatorID)};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll((function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)}),this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){var activeOpID=this.getActiveOperatorID();if(activeOpID!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()||eDwTypes_10.HC.OperatorId.None}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i<numOps;i++){if(this.getOperator(this.getActiveOperatorID())===iOp){index=i;break}var op=this.mOperatorMgrHC.pop();if(op)opsStack.push(op)}var lastOpPos=opsStack.length-1;for(var i=lastOpPos;i>=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(iOp.OperatorID,iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_10.HC.OperatorId.NavCube;opID>eDwTypes_10.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll((function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}}),this.mOpsData)};return eDwOperatorMgr}();exports.eDwOperatorMgr=eDwOperatorMgr;var OperatorHC=function(){function OperatorHC(iOp){this.mOp=iOp;this.OperatorID=NaN}OperatorHC.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onActivate;if(!_a)return[3,2];return[4,this.mOp.onActivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onDeactivate;if(!_a)return[3,2];return[4,this.mOp.onDeactivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseDown;if(!_a)return[3,2];return[4,this.mOp.onMouseDown(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseMove;if(!_a)return[3,2];return[4,this.mOp.onMouseMove(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseUp;if(!_a)return[3,2];return[4,this.mOp.onMouseUp(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMousewheel=function(ioMouseEveent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEveent)return[2];_a=this.mOp.onMousewheel;if(!_a)return[3,2];return[4,this.mOp.onMousewheel(ioMouseEveent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyDown=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyDown;if(!_a)return[3,2];return[4,this.mOp.onKeyDown(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyUp=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyUp;if(!_a)return[3,2];return[4,this.mOp.onKeyUp(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onViewOrientationChange=function(){return __awaiter(this,void 0,void 0,(function(){var op,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];op=this.mOp;_a=op.onViewOrientationChange;if(!_a)return[3,2];return[4,op.onViewOrientationChange()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.stopInteraction=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.stopInteraction;if(!_a)return[3,2];return[4,this.mOp.stopInteraction()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};return OperatorHC}();exports.OperatorHC=OperatorHC;var OperatorBaseHC=function(){function OperatorBaseHC(iViewer,iClickCB,iDoubleClickCB){this.Viewer=iViewer;this.CurrTouches=[];this.DragPt=undefined;this.CurrInputInfo=undefined;this.ActiveMouseButton="none";this.mDoPickTimeOutHandle=NaN;this.mClickCB=iClickCB;this.mDoubleClickCB=iDoubleClickCB}OperatorBaseHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];if(eDwKeyMgr_1.eDwKeyMgr.isAnyPressed(ioMouseEvent)){this.setMouse(ioMouseEvent);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(ioMouseEvent)}return[2]}))}))};OperatorBaseHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,oldInputInfo;return __generator(this,(function(_a){if(!ioMouseEvent)return[2];pos=ioMouseEvent.getPosition();if(this.CurrInputInfo){oldInputInfo=this.CurrInputInfo;this.setMouse(ioMouseEvent);if(!oldInputInfo.DragPt.equals(this.CurrInputInfo.DragPt)){this.DragPt=this.CurrInputInfo.DragPt}}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos));return[2]}))}))};OperatorBaseHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];this.onUp(ioMouseEvent);delete this.DragPt;delete this.CurrInputInfo;return[2]}))}))};OperatorBaseHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Start - touch ID = "+ioTouchEvent.getId());this.addTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Move - touch ID = "+ioTouchEvent.getId());if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return[2]}this.updateTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","End - touch ID = "+ioTouchEvent.getId());ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());return[2]}))}))};OperatorBaseHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){delete this.DragPt;return[2]}))}))};OperatorBaseHC.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_10.HC.Event.MouseInputEvent(pos.x,pos.y,eDwTypes_10.HC.Button.None,iButton,eDwTypes_10.HC.KeyModifiers.None,iMouseInputType);mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};OperatorBaseHC.prototype.isDragging=function(){return!!this.DragPt};OperatorBaseHC.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){var pnt3DHC=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());if(pnt3DHC){this.CurrTouches.push({Event:ioTouchEvent,DragPt:pnt3DHC,Pos:ioTouchEvent.getPosition()})}}};OperatorBaseHC.prototype.getTouchById=function(iTouchID){for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){return this.CurrTouches[i]}}return null};OperatorBaseHC.prototype.removeTouchById=function(iTouchID){var _this=this;var dumpTouch=function(){var touchIDs=[];for(var _i=0,_a=_this.CurrTouches;_i<_a.length;_i++){var touch=_a[_i];touchIDs.push(touch.Event.getId())}console.debugLog("TouchOp","touch IDs: "+JSON.stringify(touchIDs))};console.debugLog("TouchOp","Touch IDs before remove:");dumpTouch();for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){this.CurrTouches.splice(i,1);break}}console.debugLog("TouchOp","Touch IDs after remove:");dumpTouch()};OperatorBaseHC.prototype.hasTouchMoved=function(ioTouchEvent){if(!ioTouchEvent)return false;var touch=this.getTouchById(ioTouchEvent.getId());if(!touch)return false;var curPos=ioTouchEvent.getPosition();if(curPos.x!==Math.round(curPos.x)||curPos.y!==Math.round(curPos.y)){return false}var origPos=touch.Event.getPosition();var epsX=1,epsY=1;var delta=eDwTypes_10.HC.Point2.subtract(curPos,origPos);return Math.abs(delta.x)>epsX&&Math.abs(delta.y)>epsY};OperatorBaseHC.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){var pos2DHC=ioTouchEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(pnt3DHC){touch.Pos=pos2DHC;touch.DragPt=pnt3DHC}}};OperatorBaseHC.prototype.setMouse=function(ioMouseEvent){var pos2DHC=ioMouseEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(!pnt3DHC)return;this.CurrInputInfo={Event:ioMouseEvent,DragPt:pnt3DHC,Pos:pos2DHC}};OperatorBaseHC.prototype.onClick=function(ioInputEvent){return this.mClickCB?this.mClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onDoubleClick=function(ioInputEvent){return this.mDoubleClickCB?this.mDoubleClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onUp=function(ioMouseEvent){var _this=this;var clearPickTimeOut=function(){if(utils.isNaN(_this.mDoPickTimeOutHandle))return;clearTimeout(_this.mDoPickTimeOutHandle);_this.mDoPickTimeOutHandle=NaN;_this.ActiveMouseButton="none"};var processClick=function(ioMouseEvent){_this.onClick(ioMouseEvent);clearPickTimeOut()};var stopFurtherProcessing=false;if(this.ActiveMouseButton==="left"){stopFurtherProcessing=true;if(utils.isNaN(this.mDoPickTimeOutHandle)){this.mDoPickTimeOutHandle=setTimeout((function(){processClick(ioMouseEvent)}),500)}else{clearPickTimeOut();stopFurtherProcessing=this.onDoubleClick(ioMouseEvent)}}else if(this.ActiveMouseButton!=="none"){processClick(ioMouseEvent);stopFurtherProcessing=true}return stopFurtherProcessing};return OperatorBaseHC}();var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=this;var clickCB=function(ioInputEvent){return _this.onClick(ioInputEvent)};var doubleClickCB=function(ioInputEvent){return _this.onDoubleClick(ioInputEvent)};_this=_super.call(this,new OperatorBaseHC(iViewer,clickCB,doubleClickCB))||this;return _this}eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Down,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseDown(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Move,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseMove(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Up,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseUp(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}),this.convertTouchToButtonHC(ioTouchEvent))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};Object.defineProperty(eDwBaseOperator.prototype,"Viewer",{get:function(){return this.mOp.Viewer},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrInputInfo",{get:function(){return this.mOp.CurrInputInfo},set:function(iInputInfo){this.mOp.CurrInputInfo=iInputInfo},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrTouches",{get:function(){return this.mOp.CurrTouches},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"ActiveMouseButton",{get:function(){return this.mOp.ActiveMouseButton},set:function(iActiveMouseButton){this.mOp.ActiveMouseButton=iActiveMouseButton},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"DragPt",{get:function(){return this.mOp.DragPt},set:function(iPnt3DHC){this.mOp.DragPt=iPnt3DHC},enumerable:false,configurable:true});eDwBaseOperator.prototype.isDragging=function(){return this.mOp.isDragging()};eDwBaseOperator.prototype.hasTouchMoved=function(ioTouchEvent){return this.mOp.hasTouchMoved(ioTouchEvent)};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){this.mOp.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.getTouchById=function(iTouchID){return this.mOp.getTouchById(iTouchID)};eDwBaseOperator.prototype.removeTouchById=function(iTouchID){this.mOp.removeTouchById(iTouchID)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}return __awaiter(this,void 0,void 0,(function(){var mouseEvent;return __generator(this,(function(_a){switch(_a.label){case 0:mouseEvent=OperatorBaseHC.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(!mouseEvent)return[3,2];console.debugLog("TouchAsMouse","Touch handled as mouse button "+iButton);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(mouseEvent);return[4,iMouseFunc(mouseEvent)];case 1:_a.sent();ioTouchEvent.setHandled(mouseEvent.getHandled());_a.label=2;case 2:return[2]}}))}))};eDwBaseOperator.prototype.onClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onClick()");return false};eDwBaseOperator.prototype.onDoubleClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onDoubleClick()");return false};eDwBaseOperator.getPickResult=function(iEvent,iViewMgr,iPickConfig){if(iPickConfig===void 0){iPickConfig=new eDwTypes_10.HC.PickConfig(eDwTypes_10.HC.SelectionMask.All)}return __awaiter(this,void 0,void 0,(function(){var selObj;return __generator(this,(function(_a){switch(_a.label){case 0:selObj=eDwSelObj.createEmpty();if(!(iEvent&&iViewMgr))return[3,2];return[4,iViewMgr.pickFromPoint(iEvent.getPosition(),iPickConfig)];case 1:selObj=_a.sent();_a.label=2;case 2:return[2,selObj]}}))}))};eDwBaseOperator.prototype.convertTouchToButtonHC=function(ioTouchEvent){var buttonHC=eDwTypes_10.HC.Buttons.None;if(ioTouchEvent){buttonHC=eDwTypes_10.HC.Buttons.Left;if(!this.hasTouchMoved(ioTouchEvent)){var touchInfo=this.getTouchById(ioTouchEvent.getId());var startTime=touchInfo?touchInfo.Event.getDate().getTime():(new Date).getTime();if((new Date).getTime()-startTime>1e3){buttonHC=eDwTypes_10.HC.Buttons.Right}}}return buttonHC};return eDwBaseOperator}(OperatorHC);exports.eDwBaseOperator=eDwBaseOperator}));define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mInitiallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd}));define("eDwResetCmd",["require","exports","eDwSupportsHistoryCmd","eDwEventMgr","eDwEvents"],(function(require,exports,eDwSupportsHistoryCmd,eDwEventMgr,eDwEvents_3){"use strict";var eDwResetCmd=function(_super){__extends(eDwResetCmd,_super);function eDwResetCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mPerspective=iViewer.getPerspectiveMode();_this.mExplosionLevel=iViewer.getExplosionLevel();_this.mDrawMode=iViewer.getDrawMode();_this.mAmbientOcclusion=iViewer.getHCView().getAmbientOcclusionEnabled();_this.mCamera=iViewer.getHCView().getCamera();_this.resetToHome();return _this}eDwResetCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToPrevious()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToHome()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.resetToHome=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:viewMgr=this.mViewer.ViewMgr;viewMgr.reset();return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();this.mViewer.OperatorMgr.resetToDefault();this.mViewer.setPerspectiveMode(false);return[4,this.mViewer.getModel().resetToDefault()];case 2:_a.sent();this.mViewer.setExplosionLevel(0);this.mViewer.resetDrawMode();this.mViewer.ViewMgr.enableAmbientOcclusion(false);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,true)];case 3:_a.sent();return[2]}}))}))};eDwResetCmd.prototype.resetToPrevious=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mViewer.setPerspectiveMode(this.mPerspective);this.mViewer.ViewMgr.setCamera(this.mCamera);this.mViewer.setExplosionLevel(this.mExplosionLevel);this.mViewer.setDrawMode(this.mDrawMode);this.mViewer.ViewMgr.enableAmbientOcclusion(this.mAmbientOcclusion);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,false)];case 1:_a.sent();return[2]}}))}))};return eDwResetCmd}(eDwSupportsHistoryCmd);return eDwResetCmd}));define("eDwResultError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwResultError=function(_super){__extends(eDwResultError,_super);function eDwResultError(iResult){var _this=_super.call(this,"Result Error")||this;_this.Result=iResult;return _this}return eDwResultError}(eDwBaseError);return eDwResultError}));define("eDwSectionFlipCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionFlipCmd=function(_super){__extends(eDwSectionFlipCmd,_super);function eDwSectionFlipCmd(iViewer){return _super.call(this,iViewer)||this}eDwSectionFlipCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.flipSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSectionFlipCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionFlipCmd}(eDwSupportsHistoryCmd);return eDwSectionFlipCmd}));define("eDwSectionShowCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionShowCmd=function(_super){__extends(eDwSectionShowCmd,_super);function eDwSectionShowCmd(iViewer,iShow){var _this=_super.call(this,iViewer)||this;_this.mInitialShow=true;_this.mFinalShow=iShow;return _this}eDwSectionShowCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mInitialShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2]}}))}))};Object.defineProperty(eDwSectionShowCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionShowCmd}(eDwSupportsHistoryCmd);return eDwSectionShowCmd}));define("eDwSelMgr",["require","exports","eDwSelObj","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDwTypes","eDwEvents","utils"],(function(require,exports,eDwSelObj,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr_2,eDwTypes_11,eDwEvents_4,utils){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mSelMgrHC=iViewer.HCViewer.selectionManager;this.mSelectableObjsHC=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorIDHC=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var _this=this;var nodeSelColor;var nodeSelOutlineColor=new eDwTypes_11.HC.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new eDwTypes_11.HC.Color(255,255,0);var beautifulGreen=new eDwTypes_11.HC.Color(4,200,5);switch(mode){case eDwTypes_11.HC.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Wireframe:case eDwTypes_11.HC.DrawMode.HiddenLine:nodeSelColor=eDwTypes_11.HC.Color.white();nodeElmtSelColor=eDwTypes_11.HC.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mSelMgrHC.setNodeSelectionColor(nodeSelColor);this.mSelMgrHC.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mSelMgrHC.setNodeElementSelectionColor(nodeElmtSelColor);this.mSelMgrHC.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mSelMgrHC.setNodeSelectionHighlightMode(eDwTypes_11.HC.SelectionHighlightMode.OutlineOnly);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mSelMgrHC.setHighlightNodeSelection(false)];case 1:_a.sent();return[2]}}))}))})()}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorIDHC);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.removeSelectOverlayNotifier=function(iTypeIndex,iNotifier){var typeNotifiers=this.mSelectOverlayNotifiers[iTypeIndex];var pos=typeNotifiers.indexOf(iNotifier);if(pos>-1){typeNotifiers.splice(pos,1)}return false};eDwSelMgr.prototype.getSelectedNodeIDIndex=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)};eDwSelMgr.prototype.onSelection=function(iSelectionEvent){return __awaiter(this,void 0,void 0,(function(){var keyMgr,ctrlKeyDown,shiftKeyDown,hierNodeSelObj,selObjIDHC,existingIdx,selectedAlready,selObjExists,numOfSelObjsAtStart;return __generator(this,(function(_a){switch(_a.label){case 0:keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();ctrlKeyDown=keyMgr.isDown("Control");shiftKeyDown=keyMgr.isDown("Shift");hierNodeSelObj=this.createHierNodeSelObj(eDwSelObj.extendHCSelObj(iSelectionEvent.getSelection()));selObjIDHC=hierNodeSelObj.getIDHC();existingIdx=this.getSelectedNodeIDIndex(selObjIDHC);selectedAlready=existingIdx>-1;l_debugDumpSelection(hierNodeSelObj.getIDHC(),hierNodeSelObj.getSelectionType());selObjExists=utils.isNumber(selObjIDHC);numOfSelObjsAtStart=this.mSelectableObjsHC.length;if(!(numOfSelObjsAtStart&&!ctrlKeyDown&&!shiftKeyDown))return[3,2];return[4,this.unSelectAllObjects(false)];case 1:_a.sent();selectedAlready=false;return[3,5];case 2:if(!(ctrlKeyDown&&!shiftKeyDown&&selectedAlready&&selObjExists))return[3,4];this.mSelectableObjsHC.splice(existingIdx,1);return[4,this.unSelectObjs([hierNodeSelObj],this.mViewer.getModel().isDrawing())];case 3:_a.sent();return[2];case 4:if(!ctrlKeyDown&&shiftKeyDown&&selectedAlready&&selObjExists){return[2]}_a.label=5;case 5:if(!selObjExists)return[3,7];if(!selectedAlready)this.mSelectableObjsHC.push(hierNodeSelObj);return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,this.mViewer,[hierNodeSelObj])];case 6:_a.sent();return[3,9];case 7:if(!!numOfSelObjsAtStart)return[3,9];return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.LeftClickEvent,this.mViewer)];case 8:_a.sent();_a.label=9;case 9:return[2]}}))}))};eDwSelMgr.prototype.selectByID=function(iID){return utils.isNumber(iID)?this.executeSelection(iID):false};eDwSelMgr.prototype.select=function(iCoords,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var pickCfg,selObj,hierNodeSelObj;return __generator(this,(function(_a){switch(_a.label){case 0:pickCfg=iPickConfig?iPickConfig:new eDwTypes_11.HC.PickConfig(eDwTypes_11.HC.SelectionMask.Face);return[4,this.mViewer.ViewMgr.pickFromPoint(iCoords,pickCfg)];case 1:selObj=_a.sent();if(this.isSelectionHandled(selObj)){return[2,false]}hierNodeSelObj=this.createHierNodeSelObj(selObj);if(utils.isNumber(hierNodeSelObj.getIDHC())){return[2,this.executeSelection(hierNodeSelObj)]}this.mSelMgrHC.set(null);return[2,false]}}))}))};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mSelMgrHC.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(iClearHCSelList){if(iClearHCSelList===void 0){iClearHCSelList=true}return __awaiter(this,void 0,void 0,(function(){var unselectedHCObjs;return __generator(this,(function(_a){switch(_a.label){case 0:unselectedHCObjs=this.mSelectableObjsHC;this.mSelectableObjsHC=[];return[4,this.unSelectObjs(unselectedHCObjs,this.mViewer.getModel().isDrawing())];case 1:_a.sent();if(unselectedHCObjs.length>0&&iClearHCSelList){this.mSelMgrHC.selectNode(null)}return[2]}}))}))};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mSelMgrHC.getResults();for(var _i=0,selObjs_1=selObjs;_i<selObjs_1.length;_i++){var selObj=selObjs_1[_i];var faceObj=selObj.getFaceEntity();if(faceObj){camera=this.mViewer.ViewMgr.setViewOrientationToDirection(faceObj.getNormal());break}}return camera};eDwSelMgr.prototype.getLastSelIDHC=function(){var selIDsHC=this.getSelectableIDsHC();if(selIDsHC.length>0){return selIDsHC[selIDsHC.length-1]}return NaN};eDwSelMgr.prototype.getLastSelHierarchyNode=function(){var modelView=this.mViewer.getModel().getActiveModelView();return modelView.Nodes[this.getLastSelIDHC()]};eDwSelMgr.prototype.getSelectableIDsHC=function(){var selIDsHC=[];for(var _i=0,_a=this.mSelectableObjsHC;_i<_a.length;_i++){var selObjHC=_a[_i];var selIDHC=selObjHC.getNodeId();if(utils.isNumber(selIDHC))selIDsHC.push(selIDHC)}return selIDsHC};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var seoIDsHC=this.getSelectableIDsHC();for(var _i=0,seoIDsHC_1=seoIDsHC;_i<seoIDsHC_1.length;_i++){var selNodeID=seoIDsHC_1[_i];selHierNodes.push(modelView.Nodes[selNodeID])}return selHierNodes};Object.defineProperty(eDwSelMgr.prototype,"length",{get:function(){return this.mSelectableObjsHC.length},enumerable:false,configurable:true});eDwSelMgr.prototype.isIDSelectable=function(iNodeIDHC){var modelView=this.mViewer.getModel().getActiveModelView();var hierNode=modelView?modelView.Nodes[iNodeIDHC]:null;return hierNode?hierNode.isSelectable():false};eDwSelMgr.prototype.setHighlightSelection=function(iType,iEnable){var _this=this;var highlighted=false;var selMgr=this.mSelMgrHC;if(iType==="NODE"){highlighted=selMgr.getHighlightNodeSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightNodeSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="FACE"){highlighted=selMgr.getHighlightFaceElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightFaceElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="EDGE"){highlighted=selMgr.getHighlightLineElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightLineElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="VERTEX"){highlighted=selMgr.getHighlightPointElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightPointElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else{console.debugLog("Selection","Unknown selection type: "+iType)}return highlighted};eDwSelMgr.prototype.setNodeSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeSelectionHighlightMode()]};eDwSelMgr.prototype.setNodeSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionColor();this.mSelMgrHC.setNodeSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setNodeSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionOutlineColor();this.mSelMgrHC.setNodeSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeElementSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeElementSelectionHighlightMode()]};eDwSelMgr.prototype.setElementSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionColor();this.mSelMgrHC.setNodeElementSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionOutlineColor();this.mSelMgrHC.setNodeElementSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.getSelObjFromPos=function(iPos,iPickConfig,iViewer){return __awaiter(this,void 0,void 0,(function(){var selObj,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iViewer.getHCView().pickFromPoint(iPos,iPickConfig)];case 1:selObj=_a.sent();subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);return[2,subEntityInfo.SubEntity?selObj:null]}}))}))};eDwSelMgr.prototype.initMappings=function(ioMapping,ioRevMapping){var HCM=eDwTypes_11.HC.SelectionHighlightMode;ioRevMapping[ioMapping["Highlight"]=HCM.HighlightOnly]="Highlight";ioMapping["HighlightAndOutline"]=HCM.HighlightAndOutline;ioRevMapping[HCM.HighlightAndOutline]="HighlightAndOutline";ioRevMapping[ioMapping["Outline"]=HCM.OutlineOnly]="Outline"};eDwSelMgr.prototype.createHierNodeSelObj=function(iSelObj){var hierNode=this.mViewer.getModel().getHierarchyNode(iSelObj.getIDHC());var newSelObj=eDwSelObj.createEmpty();if(hierNode){newSelObj=eDwSelObj.extendHCSelObj(eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID,iSelObj.getIncludeId(),iSelObj.getFaceEntity(),iSelObj.getLineEntity(),iSelObj.getPointEntity()))}return newSelObj};eDwSelMgr.prototype.isSelectionHandled=function(iSelObjHC){var index=iSelObjHC.overlayIndex();if(!utils.isNumber(index))return false;var notifiers=this.mSelectOverlayNotifiers[index];if(!notifiers)return false;for(var _i=0,notifiers_1=notifiers;_i<notifiers_1.length;_i++){var notifier=notifiers_1[_i];if(notifier.onSelect(iSelObjHC))return true}return false};eDwSelMgr.prototype.unSelectObjs=function(iSelObjsHC,iIs2D){return __awaiter(this,void 0,void 0,(function(){var modelView,_i,iSelObjsHC_1,selObjHC,selObj,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.UnselectEvent,this.mViewer,iSelObjsHC)];case 1:_a.sent();if(!iIs2D)return[3,5];modelView=this.mViewer.getModel().getActiveModelView();_i=0,iSelObjsHC_1=iSelObjsHC;_a.label=2;case 2:if(!(_i<iSelObjsHC_1.length))return[3,5];selObjHC=iSelObjsHC_1[_i];selObj=eDwSelObj.extendHCSelObj(selObjHC);hierNode=modelView.Nodes[selObj.getIDHC()];if(!hierNode)return[3,4];return[4,hierNode.showBoundingBox(this.mViewer,"off")];case 3:_a.sent();_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))};eDwSelMgr.prototype.addUniqueToSelectableObjsHC=function(iSelObj){if(this.mSelectableObjsHC.indexOf(iSelObj)<0){this.mSelectableObjsHC.push(iSelObj)}};eDwSelMgr.prototype.executeSelection=function(iSelection){var nodeIDHC;var selObjHC;if(utils.isNumber(iSelection)){nodeIDHC=iSelection}else{nodeIDHC=iSelection.getIDHC();if(!utils.isNumber(nodeIDHC))return false;selObjHC=iSelection}function selectNodeHC(iSelMgr,iSelModeHC){var _this=this;var viewer=iSelMgr.mViewer;var model=viewer.getModel();var modelView=model.getActiveModelView();var hierNode=modelView.Nodes[nodeIDHC];if(hierNode){if(model.isDrawing()){var shown=false;var index=iSelMgr.getSelectedNodeIDIndex(nodeIDHC);var setState=iSelModeHC===eDwTypes_11.HC.SelectionMode.Set;if(setState){if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}var unselObjsHC_1=iSelMgr.mSelectableObjsHC;iSelMgr.mSelectableObjsHC=[];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iSelMgr.unSelectObjs(unselObjsHC_1,true)];case 1:_a.sent();return[4,hierNode.showBoundingBox(viewer,"on")];case 2:_a.sent();return[2]}}))}))})();shown=true}else{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,hierNode.showBoundingBox(viewer,"toggle")];case 1:_a.sent();return[2]}}))}))})();shown=index>-1?false:true}if(shown){var selObjDupHC_1=eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID);iSelMgr.addUniqueToSelectableObjsHC(selObjDupHC_1);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,viewer,[selObjDupHC_1])];case 1:_a.sent();l_debugDumpSelection(selObjDupHC_1.getNodeId(),selObjDupHC_1.getSelectionType());return[2]}}))}))})()}}else{var selMgrHC=iSelMgr.mSelMgrHC;if(!selObjHC){selMgrHC.selectNode(nodeIDHC,iSelModeHC);var selObj=eDwSelObj.extendHCSelObj(selMgrHC.getLast());if(selObj.getIDHC()===nodeIDHC){iSelMgr.addUniqueToSelectableObjsHC(selObj)}}else{if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Add){selMgrHC.add(selObjHC)}else if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Set){selMgrHC.set(selObjHC)}else{var wasSelected=selMgrHC.isSelected(selObjHC);selMgrHC.toggle(selObjHC);if(wasSelected){var index=iSelMgr.mSelectableObjsHC.indexOf(selObjHC);if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}}}if(selMgrHC.isSelected(selObjHC)){iSelMgr.addUniqueToSelectableObjsHC(selObjHC)}}}return eDwTypes_11.HC.SelectionType.Part}return eDwTypes_11.HC.SelectionType.None}var ret=false;try{var selType=eDwTypes_11.HC.SelectionType.None;var keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();if(!keyMgr.isDown("Control")&&!keyMgr.isDown("Shift")){selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Set);ret=true}else{var existingIdx=this.getSelectedNodeIDIndex(nodeIDHC);if(existingIdx>-1){if(keyMgr.isDown("Control")){this.mSelMgrHC.remove(this.mSelectableObjsHC[existingIdx]);this.mSelectableObjsHC.splice(existingIdx,1)}else if(keyMgr.isDown("Shift")){ret=true}}else{selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Add);if(this.getSelectedNodeIDIndex(nodeIDHC)>-1){ret=true}}}if(selType!==eDwTypes_11.HC.SelectionType.None){l_debugDumpSelection(nodeIDHC,selType)}}catch(iErr){console.log("eDwSelMgr.selectByID failed")}return ret};return eDwSelMgr}();function l_debugDumpSelection(iID,iSelType){console.debugLog("Selection","Selected Obj ID: "+iID+" - type: "+eDwTypes_11.HC.SelectionType[iSelType])}return eDwSelMgr}));define("eDwSelObj",["require","exports","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwTypes_12,eDwGeomUtils_1,utils){"use strict";var eDwSelObj=function(){function eDwSelObj(iSelObjHC,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(this,[eDwTypes_12.HC.Selection.SelectionItem]);$.extend(true,this,iSelObjHC);this.setPointInLocalSpace(iSelObjHC.getPosition(),iToLocalTransformHC)}eDwSelObj.prototype.getIDHC=function(){var nodeIDHC=this.getNodeId();return utils.isNumber(nodeIDHC)?nodeIDHC:NaN};eDwSelObj.prototype.getLocalPoint=function(){return this.mLocalPnt};eDwSelObj.prototype.getWorldPoint=function(){return this.getPosition()};eDwSelObj.prototype.getAsLocalPoint=function(iWorldPtHC){return this.mToLocalTransformHC&&iWorldPtHC?this.mToLocalTransformHC.transform(iWorldPtHC):iWorldPtHC};eDwSelObj.prototype.getAsWorldPoint=function(iLocalPtHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;return toWorldTransformHC&&iLocalPtHC?toWorldTransformHC.transform(iLocalPtHC):iLocalPtHC};eDwSelObj.prototype.getLocalVector=function(){var _this=this;return this.getVectorInfo((function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)})).Vec};eDwSelObj.prototype.getWorldVector=function(){return this.getVectorInfo().Vec};eDwSelObj.prototype.getAsLocalVector=function(iWorldVecHC){var normalMatrix=this.mToLocalTransformHC?this.mToLocalTransformHC.normalMatrix():null;return iWorldVecHC&&normalMatrix?normalMatrix.transform(iWorldVecHC):null};eDwSelObj.prototype.getAsWorldVector=function(iLocalVecHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;var normalMatrix=toWorldTransformHC?toWorldTransformHC.normalMatrix():null;return iLocalVecHC&&normalMatrix?normalMatrix.transform(iLocalVecHC):null};eDwSelObj.prototype.getToLocalTransform=function(){return this.mToLocalTransformHC};eDwSelObj.prototype.findAngle=function(iSelObj){var _this=this;var selObj1Type=eDwSelObj.getSubEntityInfo(this).SubEntityTypeName;var selObj2Type=eDwSelObj.getSubEntityInfo(iSelObj).SubEntityTypeName;if(!selObj1Type||!selObj2Type||selObj2Type==="Point"||selObj1Type==="Point"){return NaN}var toLocalFunc;if(this.getToLocalTransform().equals(iSelObj.getToLocalTransform())){toLocalFunc=function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)}}var selObjVecInfo1=this.getVectorInfo(toLocalFunc);var selObjVecInfo2=iSelObj.getVectorInfo(toLocalFunc);if(selObj1Type!==selObj2Type){var curveVecInfo=selObjVecInfo1;var faceVecInfo=selObjVecInfo2;if(selObj1Type==="Face"){curveVecInfo=selObjVecInfo2;faceVecInfo=selObjVecInfo1}var surfPlane=eDwTypes_12.HC.Plane.createFromPointAndNormal(faceVecInfo.Pts[0],faceVecInfo.Vec);faceVecInfo.Pts[0]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[0],surfPlane);faceVecInfo.Pts[1]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[1],surfPlane);faceVecInfo.Vec=eDwTypes_12.HC.Point3.subtract(faceVecInfo.Pts[0],faceVecInfo.Pts[1])}if(!selObjVecInfo1.Vec||!selObjVecInfo1.Pts||!selObjVecInfo2.Vec||!selObjVecInfo2.Pts)return NaN;var normal3DHC=eDwTypes_12.HC.Point3.cross(selObjVecInfo1.Vec,selObjVecInfo2.Vec);if(!eDwGeomUtils_1.isValidHCPoint(normal3DHC)||normal3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){return eDwTypes_12.HC.Point3.dot(selObjVecInfo1.Vec,selObjVecInfo1.Vec)*180}var planeNormal=normal3DHC.copy();planeNormal.normalize();var pts3DHC=[];for(var _i=0,_a=__spreadArrays(selObjVecInfo1.Pts,selObjVecInfo2.Pts);_i<_a.length;_i++){var pnt3DHC=_a[_i];pts3DHC.push(eDwGeomUtils_1.dropPointOnPlane(pnt3DHC,eDwTypes_12.HC.Plane.createFromPointAndNormal(selObjVecInfo1.Pts[0],planeNormal)))}var betweenVec3DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],pts3DHC[0]);var crossVec3DHC=eDwTypes_12.HC.Point3.cross(betweenVec3DHC,selObjVecInfo2.Vec);var normalLen=normal3DHC.length();var t1=eDwTypes_12.HC.Point3.dot(crossVec3DHC,normal3DHC)/(normalLen*normalLen);var intPt3DHC=eDwTypes_12.HC.Point3.add(pts3DHC[0],selObjVecInfo1.Vec.scale(t1));var newVec13DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[0],intPt3DHC);var newVec23DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[1],intPt3DHC);var vec13DHC=newVec23DHC;if(newVec13DHC.length()>newVec23DHC.length())vec13DHC=newVec13DHC;var newVec33DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],intPt3DHC);var newVec43DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[3],intPt3DHC);var vec23DHC=newVec43DHC;if(newVec33DHC.length()>newVec43DHC.length())vec23DHC=newVec33DHC;vec13DHC.normalize();vec23DHC.normalize();return Math.acos(eDwTypes_12.HC.Point3.dot(vec13DHC,vec23DHC))*180/Math.PI};eDwSelObj.extendHCSelObj=function(ioSelObj,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(ioSelObj,[eDwSelObj]);if(utils.isInstanceOf(ioSelObj,eDwSelObj)){var pos2DHC=ioSelObj.getPosition();if(pos2DHC){ioSelObj.setPointInLocalSpace(pos2DHC,iToLocalTransformHC)}return ioSelObj}throw new TypeError("eDwSelObj is undefined")};eDwSelObj.createEmpty=function(){return new eDwSelObj(eDwTypes_12.HC.Selection.SelectionItem.create())};eDwSelObj.getLocalTransform=function(ioSelObjHC,iModel){var toLocalTransformHC=new eDwTypes_12.HC.Matrix;var subEntityInfo=eDwSelObj.getSubEntityInfo(ioSelObjHC);if(subEntityInfo.SubEntity){var selObj=eDwSelObj.extendHCSelObj(ioSelObjHC);var selObjIDHC=selObj.getIDHC();var selHierNode=iModel.getHierarchyNode(selObjIDHC);if(selHierNode&&selHierNode.Category==="view"){var modelHC=iModel.getHCModel();var parentNodeHC=modelHC.getNodeParent(selHierNode.HOOPSID);var parentNetMatrixHC=modelHC.getNodeNetMatrix(parentNodeHC);var selNetMatrixHC=modelHC.getNodeNetMatrix(selObjIDHC);var invParentNetMatrix=parentNetMatrixHC.inverseAndDeterminant()[0]||new eDwTypes_12.HC.Matrix;var matrixHC=eDwTypes_12.HC.Matrix.multiply(selNetMatrixHC,invParentNetMatrix);toLocalTransformHC=eDwTypes_12.HC.Matrix.inverse(matrixHC)||new eDwTypes_12.HC.Matrix}}return toLocalTransformHC};eDwSelObj.getMinDistInfo=function(iSelPropsHC,iSelObjs,iModel){return __awaiter(this,void 0,void 0,(function(){function getMinDistPtToFace(iPointHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var lineRay;return __generator(this,(function(_a){switch(_a.label){case 0:lineRay=new eDwTypes_12.HC.Ray(iPointHC,new eDwTypes_12.HC.Point3(0,0,0));return[4,getMinDistLineToFace(lineRay,iSelObj,iFaceSelObj,iModelHC)];case 1:return[2,_a.sent()]}}))}))}function getMinDistLineToFace(iRayHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var distItem;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModelHC.computeMinimumFaceLineDistance(iFaceSelObj.getNodeId(),iFaceSelObj.getFaceEntity().getCadFaceIndex(),iRayHC)];case 1:distItem=_a.sent();return[2,adjustDistance(iSelObj,iFaceSelObj,distItem)]}}))}))}function adjustDistance(iSelObj,iFaceSelObj,ioDistItem){var toLocalTransformHC=iSelObj.getToLocalTransform();var toLocalTransformForFaceHC=iFaceSelObj.getToLocalTransform();if(toLocalTransformHC&&toLocalTransformForFaceHC&&toLocalTransformHC.equals(toLocalTransformForFaceHC)){ioDistItem.distance*=toLocalTransformHC.upperLeft3x3Determinant()}return ioDistItem}var selEntInfoHC0,selEntInfoHC1,modelHC,vertSelObj,faceSelObj,faceProp,pos2DHC,faceSelObj0,faceSelObj1,faceProp0,faceProp1,distItem,edgeSelObj,edgeProp,faceSelObj,faceProp,pntsWCHC,lineHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,null];selEntInfoHC0=eDwSelObj.getSubEntityInfo(iSelObjs[0]);selEntInfoHC1=eDwSelObj.getSubEntityInfo(iSelObjs[1]);modelHC=iModel.getHCModel();if(!(selEntInfoHC0.SubEntityTypeName==="Point"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,3];vertSelObj=iSelObjs[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"){vertSelObj=iSelObjs[1];faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0]}pos2DHC=vertSelObj.getPosition();if(!pos2DHC){throw new TypeError("vertSelObj position is undefined")}if(!(faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,2];return[4,getMinDistPtToFace(vertSelObj.getPosition(),vertSelObj,faceSelObj,modelHC)];case 1:return[2,_a.sent()];case 2:return[3,10];case 3:if(!(selEntInfoHC0.SubEntityTypeName==="Face"&&selEntInfoHC1.SubEntityTypeName==="Face"))return[3,6];faceSelObj0=iSelObjs[0],faceSelObj1=iSelObjs[1];faceProp0=iSelPropsHC[0],faceProp1=iSelPropsHC[1];if(!(faceProp0 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,5];return[4,modelHC.computeMinimumFaceFaceDistance(faceSelObj0.getNodeId(),faceSelObj0.getFaceEntity().getCadFaceIndex(),faceSelObj1.getNodeId(),faceSelObj1.getFaceEntity().getCadFaceIndex())];case 4:distItem=_a.sent();return[2,adjustDistance(faceSelObj0,faceSelObj1,distItem)];case 5:return[3,10];case 6:if(!(selEntInfoHC0.SubEntityTypeName==="Line"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,10];edgeSelObj=iSelObjs[0];edgeProp=iSelPropsHC[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"){faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0];edgeSelObj=iSelObjs[1];edgeProp=iSelPropsHC[1]}if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,8];return[4,getMinDistPtToFace(edgeProp.origin,edgeSelObj,faceSelObj,modelHC)];case 7:return[2,_a.sent()];case 8:if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,10];pntsWCHC=edgeSelObj.getLineEntity().getPoints();if(!(pntsWCHC.length===2))return[3,10];lineHC=new eDwTypes_12.HC.Ray(pntsWCHC[0],pntsWCHC[1]);return[4,getMinDistLineToFace(lineHC,edgeSelObj,faceSelObj,modelHC)];case 9:return[2,_a.sent()];case 10:return[2,null]}}))}))};eDwSelObj.getSelObjProperty=function(iSelObjHC,iModel){return __awaiter(this,void 0,void 0,(function(){var subEntityProperty,subEntityInfo,subEntityTypeName,selObj,subEntityID,modelHC,_a;return __generator(this,(function(_b){switch(_b.label){case 0:subEntityProperty=null;subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObjHC);subEntityTypeName="Unknown";if(!subEntityInfo.SubEntity)return[3,6];selObj=eDwSelObj.extendHCSelObj(iSelObjHC);subEntityTypeName=subEntityInfo.SubEntityTypeName;subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);modelHC=iModel.getHCModel();_a=subEntityTypeName;switch(_a){case"Line":return[3,1];case"Face":return[3,3];case"Point":return[3,5]}return[3,5];case 1:return[4,modelHC.getEdgeProperty(selObj.getIDHC(),subEntityID)];case 2:subEntityProperty=_b.sent();return[3,6];case 3:return[4,modelHC.getFaceProperty(selObj.getIDHC(),subEntityID)];case 4:subEntityProperty=_b.sent();return[3,6];case 5:return[3,6];case 6:return[2,{Property:subEntityProperty,Name:subEntityTypeName}]}}))}))};eDwSelObj.setSelObjSubEntityColor=function(iSelObjsHC,iModel,iColor){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iColor)};eDwSelObj.setSelObjSubEntityHighlight=function(iSelObjsHC,iModel,iHighlight){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iHighlight)};eDwSelObj.getSubEntityInfo=function(iSelObjHC){function checkIfSelectable(iSubEntity,iSelTypeMask){return eDwSelObj.getSubEntityBits(iSubEntity)&iSelTypeMask?true:false}var subEntity=null;var typeName="";var isSelectable=false;if(iSelObjHC){if(subEntity=iSelObjHC.getPointEntity()){typeName="Point";isSelectable=true}else if(subEntity=iSelObjHC.getLineEntity()){typeName="Line";var cEdgeSelMeasureHC=4;isSelectable=checkIfSelectable(subEntity,cEdgeSelMeasureHC)}else if(subEntity=iSelObjHC.getFaceEntity()){typeName="Face";var cFaceSelMeasureHC=1;isSelectable=checkIfSelectable(subEntity,cFaceSelMeasureHC)}}return{SubEntity:subEntity,SubEntityTypeName:typeName,IsSelectable:isSelectable}};eDwSelObj.getSubEntityTypeName=function(iSubEntityType){if(!iSubEntityType)return"";return utils.getObjectTypeName(iSubEntityType).slice(0,-6)};eDwSelObj.getSubEntityID=function(iSubEntity){return iSubEntity?iSubEntity._elementIndex:NaN};eDwSelObj.getSubEntityBits=function(iSubEntity){return iSubEntity?iSubEntity._elementBits:NaN};eDwSelObj.prototype.setPointInLocalSpace=function(iWorldPtHC,iToLocalTransformHC){if(iToLocalTransformHC){this.mLocalPnt=iWorldPtHC?iToLocalTransformHC.transform(iWorldPtHC):null;this.mToLocalTransformHC=iToLocalTransformHC}};eDwSelObj.setSelObjSubEntity=function(iSelObjsHC,iModel,iSetting){if(!iSelObjsHC||!iSelObjsHC.length)return[];var modelHC=iModel.getHCModel();var subEntityIDs=[];for(var _i=0,iSelObjsHC_2=iSelObjsHC;_i<iSelObjsHC_2.length;_i++){var selObjHC=iSelObjsHC_2[_i];var nodeID=selObjHC.getNodeId();var subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);var subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);var isColor=typeof iSetting==="object"?true:false;var action="setNode"+subEntityInfo.SubEntityTypeName+(isColor?"Color":"Highlighted");action=!iSetting&&isColor?"un"+action:action;try{modelHC[action](nodeID,subEntityID,iSetting);subEntityIDs.push(subEntityID)}catch(iExcp){}}return subEntityIDs};eDwSelObj.prototype.getVectorInfo=function(iTransformPointFunc){if(iTransformPointFunc===void 0){iTransformPointFunc=function(iPntHC){return iPntHC}}var vec3DHC;var startCrvPt3DHC;var endCrvPt3DHC;var entityHC;if(entityHC=this.getLineEntity()){var crvPtsWC3DHC=entityHC.getPoints();var numPts=crvPtsWC3DHC.length;if(numPts>1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){console.warn("eDwSelObj.getVectorInfo failed")}}}vec3DHC.normalize()}else if(entityHC=this.getFaceEntity()){vec3DHC=entityHC.getNormal();vec3DHC.normalize();startCrvPt3DHC=iTransformPointFunc(entityHC.getPosition());endCrvPt3DHC=eDwTypes_12.HC.Point3.add(startCrvPt3DHC,vec3DHC)}return{Vec:vec3DHC,Pts:[startCrvPt3DHC,endCrvPt3DHC]}};return eDwSelObj}();return eDwSelObj}));define("eDwSelectionOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwEvents","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwEvents_5,eDwTypes_13,eDwGeomUtils,utils){"use strict";var eDwSelectionOperator=function(_super){__extends(eDwSelectionOperator,_super);function eDwSelectionOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCalloutTimeoutHandle=NaN;_this.mNameCallout=null;_this.mSelObjIDHC=NaN;_this.mMousePosCopy=null;_super.prototype.pushHighlightSelectionState.call(_this,"NODE",true);_super.prototype.pushHighlightSelectionState.call(_this,"FACE",true);_super.prototype.pushHighlightSelectionState.call(_this,"EDGE",false);_super.prototype.pushHighlightSelectionState.call(_this,"VERTEX",false);_super.prototype.pushElementSelectionHighlightMode.call(_this,"HighlightAndOutline");return _this}eDwSelectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(ioMouseEvent&&this.CurrInputInfo))return[3,2];return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onDown(ioMouseEvent.getPosition()));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,activeOpID;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];pos=ioMouseEvent.getPosition();activeOpID=this.Viewer.OperatorMgr.getActiveOperatorID();if(!this.CurrInputInfo&&this.Viewer.getModel().isAssembly()&&activeOpID===this.OperatorID){this.mMousePosCopy=pos.copy();(function(){return __awaiter(_this,void 0,void 0,(function(){var selObj,op;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMousePosCopy)return[2];return[4,this.Viewer.ViewMgr.pickFromPoint(this.mMousePosCopy,new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.Face))];case 1:selObj=_a.sent();this.mSelObjIDHC=selObj.getIDHC();op=this;this.mCalloutTimeoutHandle=setTimeout((function(){op.updateCallout()}),1e3);return[2]}}))}))})()}return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onMove(pos));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onDoubleClick=function(ioInputEvent){var _this=this;var stopFurtherProcessing=false;if(!ioInputEvent)return stopFurtherProcessing;(function(){return __awaiter(_this,void 0,void 0,(function(){var pnt2DHC,haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:pnt2DHC=ioInputEvent.getPosition();return[4,this.doPick(pnt2DHC)];case 1:haveSelection=_a.sent();_super.prototype.onDoubleClick.call(this,ioInputEvent);return[4,eDwEventMgr.get().fireEvent(eDwEvents_5.LeftDoubleClickEvent,this.Viewer,pnt2DHC,haveSelection)];case 2:_a.sent();return[2]}}))}))})();return stopFurtherProcessing};eDwSelectionOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.onDown(ioTouchEvent.getPosition());return[2]}}))}))};eDwSelectionOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var pos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];pos=ioTouchEvent.getPosition();if(!(pos.x===Math.round(pos.x)&&pos.y===Math.round(pos.y)))return[3,2];return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];if(!this.hasTouchMoved(ioTouchEvent)){if(this.CurrTouches.length===1){this.onClick(ioTouchEvent);ioTouchEvent.setHandled(true)}else{ioTouchEvent.setHandled(false)}}return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwSelectionOperator.prototype.onClick=function(ioInputEvent){var _this=this;var processButton=function(iAppEvent){if(!_this.isDragging()){(function(){return __awaiter(_this,void 0,void 0,(function(){var haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.doPick(pos2DHC)];case 1:haveSelection=_a.sent();return[4,eventMgr.fireEvent(iAppEvent,this.Viewer,pos2DHC,haveSelection)];case 2:_a.sent();if(!ioInputEvent.getHandled()){ioInputEvent.setHandled(true)}return[2]}}))}))})()}};var stopFurtherProcessing=false;var pos2DHC=ioInputEvent.getPosition();var eventMgr=eDwEventMgr.get();switch(this.ActiveMouseButton){case"left":{processButton(eDwEvents_5.LeftClickEvent);stopFurtherProcessing=true;break}case"middle":{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_5.MiddleClickEvent,this.Viewer,pos2DHC)];case 1:_a.sent();return[2]}}))}))})();stopFurtherProcessing=true;break}case"right":{processButton(eDwEvents_5.RightClickEvent);stopFurtherProcessing=true;break}default:break}return stopFurtherProcessing};eDwSelectionOperator.prototype.updateCallout=function(){if(this.CurrInputInfo||!this.mMousePosCopy){return}var isSameID=this.mNameCallout?this.mNameCallout.isSameID(this.mSelObjIDHC):false;if(isSameID)return;var markupMgrHC=this.Viewer.getHCMarkupManager();try{if(this.mNameCallout){markupMgrHC.unregisterMarkup(this.mNameCallout.MarkupID);this.mNameCallout=null;if(utils.isNumber(this.mCalloutTimeoutHandle)){clearTimeout(this.mCalloutTimeoutHandle);this.mCalloutTimeoutHandle=NaN}}if(utils.isNumber(this.mSelObjIDHC)){var model=this.Viewer.getModel();var hierNode=model.getHierarchyNode(this.mSelObjIDHC);if(!hierNode)return;var name_2=hierNode.Name?hierNode.Name:cDefaultModelName;var pos=eDwTypes_13.HC.Point2.add(this.mMousePosCopy.copy(),new eDwTypes_13.HC.Point2(0,20));this.mNameCallout=new NameCallout(this.Viewer,this.mSelObjIDHC,name_2,pos);this.mNameCallout.MarkupID=markupMgrHC.registerMarkup(this.mNameCallout)}}catch(iExcp){this.mNameCallout=null}markupMgrHC.refreshMarkup()};eDwSelectionOperator.prototype.doPick=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var isDrawing,_a;return __generator(this,(function(_b){switch(_b.label){case 0:isDrawing=this.Viewer.getModel().isDrawing();if(!isDrawing)return[3,2];return[4,this.doPickInDrawing(iCoords)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.Viewer.SelectionMgr.select(iCoords)];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwSelectionOperator.prototype.doPickInDrawing=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var selSuccess,model,activeSheetHierNode,childHierarchyMap,children,viewIDsHC,i,currentNode,pickConfig,selObj,selObjIDHC,hierNode,_i,viewIDsHC_1,viewIDHC,bboxHC,viewHC,selPt3D;return __generator(this,(function(_a){switch(_a.label){case 0:selSuccess=false;model=this.Viewer.getModel();activeSheetHierNode=model.getActiveModelView();childHierarchyMap=activeSheetHierNode.Hierarchy.getChildrenAndKeys();children=Object.keys(childHierarchyMap);viewIDsHC=[];for(i=children.length-1;i>-1;--i){currentNode=childHierarchyMap[children[i]];viewIDsHC.push(currentNode.HOOPSID)}pickConfig=new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.All);return[4,this.Viewer.ViewMgr.pickFromPoint(iCoords,pickConfig)];case 1:selObj=_a.sent();selObjIDHC=selObj.getIDHC();if(!utils.isNaN(selObjIDHC))return[3,3];return[4,this.Viewer.SelectionMgr.select(iCoords)];case 2:selSuccess=_a.sent();_a.label=3;case 3:hierNode=model.getHierarchyNode(selObjIDHC);if(!hierNode)return[3,6];if(!(viewIDsHC.indexOf(hierNode.HOOPSID)>-1))return[3,5];return[4,this.Viewer.SelectionMgr.selectByID(hierNode.HOOPSID)];case 4:selSuccess=_a.sent();_a.label=5;case 5:return[3,10];case 6:_i=0,viewIDsHC_1=viewIDsHC;_a.label=7;case 7:if(!(_i<viewIDsHC_1.length))return[3,10];viewIDHC=viewIDsHC_1[_i];return[4,model.getBoundingBoxOfIDsHC([viewIDHC])];case 8:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[3,9];viewHC=this.Viewer.getHCView();selPt3D=viewHC.unprojectPoint(iCoords,0);if(!selPt3D)return[3,9];selPt3D.z=bboxHC.center().z;if(eDwGeomUtils.isPoint3DInBox(selPt3D,bboxHC)){selSuccess=this.Viewer.SelectionMgr.selectByID(viewIDHC);return[3,10]}_a.label=9;case 9:_i++;return[3,7];case 10:return[2,selSuccess]}}))}))};eDwSelectionOperator.prototype.onDown=function(iCoord){var isDrawing=this.Viewer.getModel().isDrawing();var cActiveBtn=this.ActiveMouseButton;return isDrawing&&!(isDrawing&&cActiveBtn==="right")&&!(isDrawing&&this.Viewer.ViewerFeatureOpts.Debug&&cActiveBtn==="left")};eDwSelectionOperator.prototype.onMove=function(iCoord){return!this.CurrInputInfo};return eDwSelectionOperator}(eDwBaseSelOperator);var NameCallout=function(_super){__extends(NameCallout,_super);function NameCallout(iVewer,iSelObjIDHC,iText,iPos){var _this=_super.call(this)||this;_this.mViewer=iVewer;_this.mTextBox=new eDwTypes_13.HC.Markup.Shape.TextBox;_this.mTextBox.getBoxPortion().setFillColor(eDwTypes_13.HC.Color.white());_this.mTextBox.getBoxPortion().setFillOpacity(1);_this.mMarkupID="";_this.mSelObjIDHC=iSelObjIDHC;_this.mTextBox.setPosition(iPos);_this.mTextBox.setTextString(iText);return _this}NameCallout.prototype.draw=function(){var str=this.mTextBox.getTextString();if(str==="")return;var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawTextBox(this.mTextBox)};NameCallout.prototype.isSameID=function(iSelObjIDHC){return this.mSelObjIDHC===iSelObjIDHC||isNaN(iSelObjIDHC)&&isNaN(this.mSelObjIDHC)?true:false};Object.defineProperty(NameCallout.prototype,"MarkupID",{get:function(){return this.mMarkupID},set:function(iMarkupID){this.mMarkupID=iMarkupID},enumerable:false,configurable:true});return NameCallout}(eDwTypes_13.HC.Markup.MarkupItem);var cDefaultModelName="???";return eDwSelectionOperator}));define("eDwServiceMgr",["require","exports"],(function(require,exports){"use strict";var eDwServiceMgr=function(){function eDwServiceMgr(iServerURL,iDisable){this.mServerURL=iServerURL.replace(/(\/*)$/,"");this.mAdvancedServicesDisabled=iDisable;this.mPluginFiles=[];this.mBaseCacheDirs=[]}eDwServiceMgr.create=function(iServerURL,iDisable){if(iDisable===void 0){iDisable=false}if(!eDwServiceMgr.sServiceMgr){eDwServiceMgr.sServiceMgr=new eDwServiceMgr(iServerURL,iDisable)}};eDwServiceMgr.get=function(){return eDwServiceMgr.sServiceMgr};eDwServiceMgr.usesWebServices=function(){return false};eDwServiceMgr.prototype.disableAdvancedServices=function(iDisable){if(iDisable===void 0){iDisable=true}this.mAdvancedServicesDisabled=iDisable};eDwServiceMgr.prototype.getFileFromServer=function(iFileURL,iLoadAsNativeType){if(iLoadAsNativeType===void 0){iLoadAsNativeType=false}return __awaiter(this,void 0,void 0,(function(){var jqNativePlugin,_a,iExcp_6;return __generator(this,(function(_b){switch(_b.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,null];_b.label=1;case 1:_b.trys.push([1,6,,7]);jqNativePlugin=$;if(!iLoadAsNativeType)return[3,3];return[4,jqNativePlugin.getNative(iFileURL)];case 2:_a=_b.sent();return[3,5];case 3:return[4,$.get(iFileURL)];case 4:_a=_b.sent();_b.label=5;case 5:return[2,_a];case 6:iExcp_6=_b.sent();return[3,7];case 7:return[2,null]}}))}))};eDwServiceMgr.prototype.getFileFromServerModelCache=function(iModelKey,iFileName){return __awaiter(this,void 0,void 0,(function(){var fileInfo,baseCacheDirs,_i,baseCacheDirs_1,dir,fileURL,_a,iExcp_7;return __generator(this,(function(_b){switch(_b.label){case 0:fileInfo={Path:""};if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,fileInfo]}return[4,this.getBaseCacheDirs()];case 1:baseCacheDirs=_b.sent();_i=0,baseCacheDirs_1=baseCacheDirs;_b.label=2;case 2:if(!(_i<baseCacheDirs_1.length))return[3,7];dir=baseCacheDirs_1[_i];fileURL=dir+"/"+iModelKey+"/"+iFileName;_b.label=3;case 3:_b.trys.push([3,5,,6]);_a=fileInfo;return[4,this.getFileFromServer(fileURL)];case 4:_a.Data=_b.sent();fileInfo.Path=this.mServerURL+"/"+fileURL;return[2,fileInfo];case 5:iExcp_7=_b.sent();return[3,6];case 6:_i++;return[3,2];case 7:return[2,fileInfo]}}))}))};eDwServiceMgr.prototype.getClientPublicIP=function(iGetClientPublicIP){return __awaiter(this,void 0,void 0,(function(){var ret,iExcp_8;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iGetClientPublicIP||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,"0.0.0.0"]}if(!iGetClientPublicIP||this.mAdvancedServicesDisabled)return[2,""];ret="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.get("https://api.ipify.org","",$.noop(),"text")];case 2:ret=_a.sent();return[3,4];case 3:iExcp_8=_a.sent();console.warn("Failed to get client public IP: "+iExcp_8.name+" - "+iExcp_8.message);if(!iExcp_8.message){iExcp_8.message="Possible CORS failure.  See the browser "+"console output for more details."}throw iExcp_8;case 4:return[2,ret]}}))}))};eDwServiceMgr.prototype.convert=function(ioParams){return __awaiter(this,void 0,void 0,(function(){var result,clientIP,params;return __generator(this,(function(_a){switch(_a.label){case 0:result={FileName:"",ModelCacheName:"",ErrorCode:"",ErrorData:[],ServerID:"",LicenseKey:""};if(!ioParams.URL)return[2,result];result.FileName=ioParams.URL;if(!(ioParams.URL.indexOf("http")===0&&!this.mAdvancedServicesDisabled&&eDwServiceMgr.usesWebServices()))return[3,3];return[4,this.getClientPublicIP(ioParams.ValidateClientIP)];case 1:clientIP=_a.sent();params={data:{iFileURL:ioParams.URL},headers:{"X-Forwarded-For":clientIP},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/Conversion",params)];case 2:result=_a.sent();return[3,4];case 3:ioParams.URL="";_a.label=4;case 4:return[2,result]}}))}))};eDwServiceMgr.prototype.removeNamedCache=function(iModelKey,iAllowRemove){return __awaiter(this,void 0,void 0,(function(){var iExcp_9;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iAllowRemove||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/RemoveNamedCache",{data:{iModelKey:iModelKey}})];case 2:_a.sent();return[3,4];case 3:iExcp_9=_a.sent();console.warn("Could not remove the cache: "+iModelKey);console.warn(iExcp_9.message);throw iExcp_9;case 4:return[2]}}))}))};eDwServiceMgr.prototype.getWebSocketEndpoint=function(iModelKey,iWSEndPt){return __awaiter(this,void 0,void 0,(function(){var params,ws,iExpc_1;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,""]}if(iWSEndPt){this.disableAdvancedServices();return[2,iWSEndPt]}params={data:{iModelCacheName:iModelKey},cache:false};ws="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/GetWSEndpoint",params)];case 2:ws=_a.sent();return[3,4];case 3:iExpc_1=_a.sent();console.warn("Cannot get WebSocket.");return[3,4];case 4:return[2,ws]}}))}))};eDwServiceMgr.prototype.load=function(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loadedHTML;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2];return[4,this.ajax("GET",iPanelHTML,{dataType:"html"})];case 1:loadedHTML=_a.sent();$(iElemOrClassID).html(loadedHTML);return[2]}}))}))};eDwServiceMgr.prototype.fileUpload=function(iJQObj,iParams){if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return}var paramsObj={url:this.mServerURL+"/EDrawingsService.svc/FileUploadConversion"};if(iParams)$.extend(paramsObj,iParams);iJQObj.fileupload(paramsObj)};eDwServiceMgr.prototype.importDependencies=function(iPluginKeyNames){return __awaiter(this,void 0,void 0,(function(){var pluginFiles,_i,iPluginKeyNames_1,pluginKeyName,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:pluginFiles=[];_i=0,iPluginKeyNames_1=iPluginKeyNames;_a.label=1;case 1:if(!(_i<iPluginKeyNames_1.length))return[3,4];pluginKeyName=iPluginKeyNames_1[_i];return[4,this.getValidPluginFileName(pluginKeyName)];case 2:pluginFileName=_a.sent();if(pluginFileName)pluginFiles.push(pluginFileName);_a.label=3;case 3:_i++;return[3,1];case 4:return[2,pluginFiles.length?this.importPlugins(pluginFiles):[]]}}))}))};eDwServiceMgr.prototype.importPlugins=function(iPluginNames){return __awaiter(this,void 0,void 0,(function(){var pluginNames,importedPluginPromises,pluginFiles,_a,_i,pluginFiles_2,pluginFile,pluginName,iExcp_10;return __generator(this,(function(_b){switch(_b.label){case 0:pluginNames=[];importedPluginPromises=[];_b.label=1;case 1:_b.trys.push([1,5,,6]);_a=iPluginNames;if(_a)return[3,3];return[4,this.getPluginFiles()];case 2:_a=_b.sent();_b.label=3;case 3:pluginFiles=_a;for(_i=0,pluginFiles_2=pluginFiles;_i<pluginFiles_2.length;_i++){pluginFile=pluginFiles_2[_i];try{pluginName=this.importPlugin(pluginFile);if(pluginName){importedPluginPromises.push(pluginName)}}catch(iExcp){console.warn("Plugin failed to load: "+iExcp.message)}}return[4,Promise.all(importedPluginPromises).then((function(iPluginClassNames){pluginNames=iPluginClassNames}))];case 4:_b.sent();return[3,6];case 5:iExcp_10=_b.sent();console.warn("Failed to find any external plugins - "+iExcp_10.message);return[3,6];case 6:return[2,pluginNames]}}))}))};eDwServiceMgr.prototype.importPlugin=function(iPluginFile){return __awaiter(this,void 0,void 0,(function(){var pluginName,script,matches,iExcp_11;return __generator(this,(function(_a){switch(_a.label){case 0:pluginName="";if(!eDwServiceMgr.usesWebServices())return[2,pluginName];_a.label=1;case 1:_a.trys.push([1,4,,5]);return[4,new Promise((function(resolve_1,reject_1){require([iPluginFile],resolve_1,reject_1)}))];case 2:_a.sent();return[4,$.getScript(iPluginFile)];case 3:script=_a.sent();matches=script.match(/return ([a-z,A-Z,0-9,-,_,.]*Plugin)/);if(matches&&matches.length>0){pluginName=matches[1]}else{console.warn("Could not locate external plugin name in file "+iPluginFile)}return[3,5];case 4:iExcp_11=_a.sent();console.warn("Failed to load external plugin - "+iExcp_11.message);return[3,5];case 5:return[2,pluginName]}}))}))};eDwServiceMgr.prototype.getPluginFiles=function(){return __awaiter(this,void 0,void 0,(function(){var _a,_b,iExcp_12;return __generator(this,(function(_c){switch(_c.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,this.mPluginFiles];if(!!this.mPluginFiles.length)return[3,7];_c.label=1;case 1:_c.trys.push([1,6,,7]);if(!this.mAdvancedServicesDisabled)return[3,3];console.debugLog("ServiceMgr","Loading static plugin list");_a=this;return[4,this.ajax("GET","js/staticPluginList.json",{})];case 2:_a.mPluginFiles=_c.sent();return[3,5];case 3:console.debugLog("ServiceMgr","Finding plugins...");_b=this;return[4,this.ajax("GET","EDrawingsService.svc/GetPlugins",{})];case 4:_b.mPluginFiles=_c.sent();_c.label=5;case 5:return[3,7];case 6:iExcp_12=_c.sent();console.warn("No plugins available.");return[3,7];case 7:return[2,this.mPluginFiles]}}))}))};eDwServiceMgr.prototype.extendLicense=function(iKey){return __awaiter(this,void 0,void 0,(function(){var params;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}params={data:{iKey:iKey},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/ExtendLicense",params)];case 1:_a.sent();return[2]}}))}))};eDwServiceMgr.prototype.getBaseCacheDirs=function(){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!!this.mBaseCacheDirs.length)return[3,2];this.mBaseCacheDirs=[];this.mGetBaseCacheDirsPromise=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i<numDirs;++i){var cacheDir=cacheDirs[i].textContent;cacheDir=cacheDir?cacheDir.split("/").pop():null;if(cacheDir){_this.mBaseCacheDirs.push(cacheDir);console.debugLog("ServiceMgr","Added cache dir: "+cacheDir)}}}),"xml").fail((function(iJQXHR,iStatus,iError){console.warn("Could not get model cache directories: "+iStatus+": "+iError)}));return[4,this.mGetBaseCacheDirsPromise];case 1:_a.sent();return[3,4];case 2:return[4,this.mGetBaseCacheDirsPromise];case 3:_a.sent();_a.label=4;case 4:return[2,this.mBaseCacheDirs]}}))}))};eDwServiceMgr.prototype.getValidPluginFileName=function(iPluginKey){return __awaiter(this,void 0,void 0,(function(){var allPluginFileNames,foundPluginFileName,_i,allPluginFileNames_1,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getPluginFiles()];case 1:allPluginFileNames=_a.sent();foundPluginFileName="";for(_i=0,allPluginFileNames_1=allPluginFileNames;_i<allPluginFileNames_1.length;_i++){pluginFileName=allPluginFileNames_1[_i];if(pluginFileName.indexOf("/"+iPluginKey+".")>-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.extend(paramsObj,iParams);_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.ajax(paramsObj)];case 2:retAJAX=_a.sent();return[3,4];case 3:iExcp_13=_a.sent();console.warn("AJAX "+iMethod+" failed for "+iService+": "+iExcp_13.message);throw iExcp_13;case 4:return[2,retAJAX]}}))}))};return eDwServiceMgr}();return eDwServiceMgr}));define("eDwSetHierNodeAttribsCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetHierNodeAttribsCmd=function(_super){__extends(eDwSetHierNodeAttribsCmd,_super);function eDwSetHierNodeAttribsCmd(iViewer,iHierNodes,iAttrib){var _this=_super.call(this,iViewer)||this;_this.mInitialHierNodeAttribs=[];_this.mFinalHierNodeAttribs=[];var finalAttrib=$.extend(true,{},iAttrib);for(var _i=0,iHierNodes_2=iHierNodes;_i<iHierNodes_2.length;_i++){var hierNode=iHierNodes_2[_i];var initialAttrib=$.extend(true,{},hierNode.getAttribs());_this.mInitialHierNodeAttribs.push({HierNode:hierNode,Attribs:initialAttrib});_this.mFinalHierNodeAttribs.push({HierNode:hierNode,Attribs:finalAttrib})}return _this}eDwSetHierNodeAttribsCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mInitialHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetHierNodeAttribsCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetHierNodeAttribsCmd}(eDwSupportsHistoryCmd);function l_setAttribs(iModel,iAttribs){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModel.setAttribs(iAttribs)];case 1:_a.sent();return[2]}}))}))}return eDwSetHierNodeAttribsCmd}));define("eDwSetLayerVisibilityCmd",["require","exports","eDwSetNodeVisibilityCmd"],(function(require,exports,eDwSetNodeVisibilityCmd){"use strict";var eDwSetLayerVisibilityCmd=function(_super){__extends(eDwSetLayerVisibilityCmd,_super);function eDwSetLayerVisibilityCmd(iViewer,iLayers,iVisible){var _this=_super.call(this,iViewer,l_getNodeIDsHC(iLayers),iVisible)||this;_this.mLayersAndVisibilities=[];for(var _i=0,iLayers_1=iLayers;_i<iLayers_1.length;_i++){var layer=iLayers_1[_i];var visible=layer.getAttribs().Visible;_this.mLayersAndVisibilities.push({Layer:layer,Visible:visible});layer.setAttribs({Visible:iVisible})}return _this}eDwSetLayerVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.setVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.setVisibility()];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetLayerVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetLayerVisibilityCmd.prototype.resetVisibility=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setVisibility(true)];case 1:_a.sent();return[2]}}))}))};eDwSetLayerVisibilityCmd.prototype.setVisibility=function(iReset){if(iReset===void 0){iReset=false}return __awaiter(this,void 0,void 0,(function(){var _i,_a,layerAndVis;return __generator(this,(function(_b){switch(_b.label){case 0:for(_i=0,_a=this.mLayersAndVisibilities;_i<_a.length;_i++){layerAndVis=_a[_i];layerAndVis.Layer.setAttribs({Visible:iReset?layerAndVis.Visible:this.mVisible})}return[4,this.mViewer.getModel().syncLayersAttribsState()];case 1:_b.sent();return[2]}}))}))};return eDwSetLayerVisibilityCmd}(eDwSetNodeVisibilityCmd);function l_getNodeIDsHC(iLayers){var nodeIDsHC=[];for(var _i=0,iLayers_2=iLayers;_i<iLayers_2.length;_i++){var layer=iLayers_2[_i];nodeIDsHC=nodeIDsHC.concat(layer.getNodeIDsHC())}return nodeIDsHC}return eDwSetLayerVisibilityCmd}));define("eDwSetNodeVisibilityCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetNodeVisibilityCmd=function(_super){__extends(eDwSetNodeVisibilityCmd,_super);function eDwSetNodeVisibilityCmd(iViewer,iNodeIDsHC,iVisible){var _this=_super.call(this,iViewer)||this;_this.mNodeIDs=iNodeIDsHC;_this.mVisible=iVisible;var model=_this.mViewer.getModel();_this.mNodeIDVisMap={};for(var _i=0,iNodeIDsHC_2=iNodeIDsHC;_i<iNodeIDsHC_2.length;_i++){var nodeIDHC=iNodeIDsHC_2[_i];_this.mNodeIDVisMap[nodeIDHC]=model.isVisibleForNodeHC(nodeIDHC)}return _this}eDwSetNodeVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilitiesForNodesHC(this.mNodeIDVisMap)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetNodeVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetNodeVisibilityCmd}(eDwSupportsHistoryCmd);return eDwSetNodeVisibilityCmd}));define("eDwSetViewCameraCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewCameraCmd=function(_super){__extends(eDwSetViewCameraCmd,_super);function eDwSetViewCameraCmd(iViewer,iSetViewCB){if(iSetViewCB===void 0){iSetViewCB=function(iViewer){return iViewer.SelectionMgr.setViewToSelectedFace()}}var _this=_super.call(this,iViewer)||this;_this.mSetViewCB=iSetViewCB;return _this}eDwSetViewCameraCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mViewer.getModel().isDrawing())return[2];return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialViewCamera=viewHC.getCamera();this.mFinalViewCamera=this.setView();return[2]}}))}))};eDwSetViewCameraCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialViewCamera&&!!this.mFinalViewCamera};Object.defineProperty(eDwSetViewCameraCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetViewCameraCmd.prototype.setView=function(){return this.mSetViewCB(this.mViewer)};return eDwSetViewCameraCmd}(eDwSupportsHistoryCmd);return eDwSetViewCameraCmd}));define("eDwSetViewCmd",["require","exports","eDwSetViewCameraCmd"],(function(require,exports,eDwSetViewCameraCmd){"use strict";var eDwSetViewCmd=function(_super){__extends(eDwSetViewCmd,_super);function eDwSetViewCmd(iViewer,iOrientation){var _this=_super.call(this,iViewer)||this;_this.mViewOrientation=iOrientation;return _this}eDwSetViewCmd.prototype.setView=function(){return this.mViewer.ViewMgr.setViewOrientation(this.mViewOrientation)};return eDwSetViewCmd}(eDwSetViewCameraCmd);return eDwSetViewCmd}));define("eDwSetViewNormalToSectionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewNormalToSectionCmd=function(_super){__extends(eDwSetViewNormalToSectionCmd,_super);function eDwSetViewNormalToSectionCmd(iViewer){return _super.call(this,iViewer)||this}eDwSetViewNormalToSectionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialCamera=viewHC.getCamera();this.mFinalCamera=this.mViewer.XSectionMgr.setViewToSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Committed",{get:function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialCamera&&!!this.mFinalCamera},enumerable:false,configurable:true});Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetViewNormalToSectionCmd}(eDwSupportsHistoryCmd);return eDwSetViewNormalToSectionCmd}));define("eDwShowOnlyCmd",["require","exports","eDwCommandMgr","eDwCompositeCmd","eDwSetHierNodeAttribsCmd"],(function(require,exports,eDwCommandMgr,eDwCompositeCmd,eDwSetHierNodeAttribsCmd){"use strict";var eDwShowOnlyCmd=function(_super){__extends(eDwShowOnlyCmd,_super);function eDwShowOnlyCmd(iViewer,iHierNodes){if(iHierNodes===void 0){iHierNodes=[]}var _this=_super.call(this,iViewer)||this;_this.FinalState=true;var model=iViewer.getModel();var modelView=model.getActiveModelView();var modelViewHierNode=modelView.Hierarchy;var childHierNodes=[];modelViewHierNode.getAllChildren(childHierNodes);if(iHierNodes.length){childHierNodes=childHierNodes.filter((function(hierNode){return iHierNodes.indexOf(hierNode)===-1}));_this.FinalState=false;_this.mSetHierNodeVisCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,iHierNodes,{Visible:true})}_this.InitialState=!_this.FinalState;_this.mSetHierNodeAttribsCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,childHierNodes,{Visible:_this.FinalState});return _this}eDwShowOnlyCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();return[4,cmdMgr.run(this.mSetHierNodeAttribsCmd,"commit")];case 1:_a.sent();return[4,cmdMgr.run(this.mSetHierNodeVisCmd,"commit")];case 2:_a.sent();return[4,_super.prototype.commit.call(this)];case 3:_a.sent();return[2]}}))}))};eDwShowOnlyCmd.prototype.isCommitted=function(){var visCmdCommitted=this.mSetHierNodeVisCmd?this.mSetHierNodeVisCmd.isCommitted:true;return _super.prototype.isCommitted.call(this)&&visCmdCommitted&&this.mSetHierNodeAttribsCmd.isCommitted()};Object.defineProperty(eDwShowOnlyCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowOnlyCmd}(eDwCompositeCmd);return eDwShowOnlyCmd}));define("eDwShowSectionCapCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwShowSectionCapCmd=function(_super){__extends(eDwShowSectionCapCmd,_super);function eDwShowSectionCapCmd(iViewer,iVisible){var _this=_super.call(this,iViewer)||this;_this.mInitialVisibility=_this.mViewer.XSectionMgr.SectionCapVisibility;_this.mFinalVisibility=iVisible;return _this}eDwShowSectionCapCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mInitialVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2]}}))}))};Object.defineProperty(eDwShowSectionCapCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowSectionCapCmd}(eDwSupportsHistoryCmd);return eDwShowSectionCapCmd}));define("eDwSupportsHistoryCmd",["require","exports","eDwHistoryMgr","eDwCmd"],(function(require,exports,eDwHistoryMgr,eDwCmd){"use strict";var eDwSupportsHistoryCmd=function(_super){__extends(eDwSupportsHistoryCmd,_super);function eDwSupportsHistoryCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mAddedToHistory=false;_this.mUndone=false;return _this}eDwSupportsHistoryCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&!this.isUndone();this.mUndone=true;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&this.isUndone();this.mUndone=false;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();eDwHistoryMgr.get().push(this);this.mAddedToHistory=true;return[2]}}))}))};eDwSupportsHistoryCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();return[2]}}))}))};eDwSupportsHistoryCmd.prototype.isCommitted=function(){return this.mAddedToHistory};eDwSupportsHistoryCmd.prototype.isUndone=function(){return this.mUndone};return eDwSupportsHistoryCmd}(eDwCmd);return eDwSupportsHistoryCmd}));define("eDwTableMgr",["require","exports"],(function(require,exports){"use strict";var eDwTableMgr=function(){function eDwTableMgr(iViewer){this.mViewer=iViewer;this.mTables=[]}eDwTableMgr.prototype.numTables=function(){return this.mTables.length};eDwTableMgr.prototype.getTables=function(){return this.mTables};eDwTableMgr.prototype.add=function(iHierNode){if(!iHierNode||iHierNode.Category!=="table")return;this.mTables.push(iHierNode)};return eDwTableMgr}();return eDwTableMgr}));define("eDwTimer",["require","exports"],(function(require,exports){"use strict";var eDwTimer=function(){function eDwTimer(){this.start()}eDwTimer.prototype.start=function(){this.mMilliSeconds=0;this.mSeconds=0;this.mMinutes=0;this.mHours=0;this.mDays=0;this.mStart=new Date};eDwTimer.prototype.ellapsed=function(){var endDate=new Date;var timeDiff=endDate.valueOf()-this.mStart.valueOf();this.mMilliSeconds=Math.round(timeDiff%1e3);timeDiff=Math.floor(timeDiff/1e3);this.mSeconds=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mMinutes=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mHours=Math.round(timeDiff%24);this.mDays=Math.floor(timeDiff/24)};eDwTimer.prototype.dumpToConsole=function(){console.debugLog("Timer","Elapsed time = "+this.mDays+" days - "+this.mHours+":"+this.mMinutes+":"+this.mSeconds+" and "+this.mMilliSeconds+" milliseconds")};Object.defineProperty(eDwTimer.prototype,"Days",{get:function(){return this.mDays},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Hours",{get:function(){return this.mHours},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Minutes",{get:function(){return this.mMinutes},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Seconds",{get:function(){return this.mSeconds},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"MilliSeconds",{get:function(){return this.mMilliSeconds},enumerable:false,configurable:true});return eDwTimer}();return eDwTimer}));define("eDwTouchOpsMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwTouchOpsMgr=function(){function eDwTouchOpsMgr(iViewer){iViewer.TouchOpsMgr=this;this.mViewer=iViewer}eDwTouchOpsMgr.prototype.unregister=function(){if(!eDwTouchOpsMgr.isTouchEnabled())return;for(var _i=0,_a=this.mTouchOpIDs;_i<_a.length;_i++){var touchOpID=_a[_i];this.mViewer.OperatorMgr.unregisterCustomOperatorByID(touchOpID)}delete this.mViewer.TouchOpsMgr};eDwTouchOpsMgr.prototype.addOp=function(iOp){if(!eDwTouchOpsMgr.isTouchEnabled())return-1;var opID=this.mViewer.OperatorMgr.registerCustomOperator(iOp,true);this.mTouchOpIDs.push(opID);return opID};eDwTouchOpsMgr.prototype.removeOp=function(iOpID){if(!eDwTouchOpsMgr.isTouchEnabled()||iOpID<0)return;var opIndex=this.mTouchOpIDs.indexOf(iOpID);if(opIndex>-1){this.mTouchOpIDs.splice(opIndex,1);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(iOpID)}};eDwTouchOpsMgr.isTouchEnabled=function(){function matchMedia(iFeature){return window.matchMedia&&window.matchMedia(iFeature).matches?true:false}var enabled=false;if("PointerEvent"in window&&"maxTouchPoints"in navigator){var maxTouchPoints=navigator.maxTouchPoints;if(utils.isNumber(maxTouchPoints)){if(navigator.maxTouchPoints>0){enabled=true}else if(navigator.maxTouchPoints===0&&matchMedia("(any-pointer:coarse)")){enabled=true}}}else{if(matchMedia("(any-pointer:coarse)")){enabled=true}else if("TouchEvent"in window||"ontouchstart"in window){enabled=true}}console.debugLog("TouchOps","Touch enabled = "+enabled);return enabled};return eDwTouchOpsMgr}();return eDwTouchOpsMgr}));define("eDwTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.EntityMode=exports.SectionPlaneOrientation=exports.HCI=exports.HC=void 0;var HC=Communicator;exports.HC=HC;var HCI=Communicator.Internal;exports.HCI=HCI;exports.SectionPlaneOrientation={XY:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,0,1)),Index:0},YZ:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(1,0,0)),Index:1},ZX:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,1,0)),Index:2}};exports.EntityMode={FACE:1,EDGE:2,VERTEX:4,HOLE:8,ALL:4294967295}}));define("eDwUI",["require","exports","eDwTypes","eDwKeyMgr","eDwUIBaseEventHandlers","eDwCommandMgr","eDwZoomToFitCmd","eDwDrawModeCmd","eDwAnimateCmd","eDwAmbientOcclusionCmd","eDwPerspectiveCmd","eDwSetViewCmd","eDwSetViewCameraCmd","eDwCompositeCmd","eDwSectionFlipCmd","eDwSetViewNormalToSectionCmd","eDwShowSectionCapCmd","eDwSectionShowCmd","eDwChangeSectionPlaneCmd","eDwUIPluginMgr","eDwEventMgr","eDwUIMessageReporter","eDwUIShortcutMenu","eDwUIUtils","eDrawingsWebViewerUtils","eDwEvents","utils"],(function(require,exports,eDwTypes_14,eDwKeyMgr_3,eDwUIBaseEventHandlers,eDwCommandMgr,eDwZoomToFitCmd,eDwDrawModeCmd,eDwAnimateCmd,eDwAmbientOcclusionCmd,eDwPerspectiveCmd,eDwSetViewCmd,eDwSetViewCameraCmd,eDwCompositeCmd,eDwSectionFlipCmd,eDwSetViewNormalToSectionCmd,eDwShowSectionCapCmd,eDwSectionShowCmd,eDwChangeSectionPlaneCmd,eDwUIPluginMgr,eDwEventMgr,eDwUIMessageReporter,eDwUIShortcutMenu_1,eDwUIUtils,eDrawingsWVUtils,eDwEvents,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUI=void 0;var eDwUI=function(){function eDwUI(){this.mUIEventHandlers=new UIEventHandlers(this,eDwUIUtils.getViewerElementName(),c_canvasID);this.mItemActiveCallbacks={};this.mItemDeactiveCallbacks={};solidworks.web.touch.support();this.awfulUIHacks()}eDwUI.prototype.initUIEvents=function(iViewerFeatOpts){this.mViewerFeatureOpts=iViewerFeatOpts;this.registerHTMLEvents()};eDwUI.prototype.init=function(iViewer){var _this=this;this.mViewer=iViewer;this.centerBottomBar();this.mViewer.XSectionMgr.SectionCapVisibility=true;$("#edrawings-section-capping-button").addClass("state-on-button");$("#edrawings-section-show-button").addClass("state-on-button");eDwUIUtils.hide(".edrawings-ui-main",false);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents.ResetSceneEvent,true)];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.toggleFullScreen=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var methodName,viewerElem,iExcp_14;return __generator(this,(function(_a){switch(_a.label){case 0:methodName="exitFullScreen()";_a.label=1;case 1:_a.trys.push([1,6,,7]);if(!l_isFullScreen())return[3,3];document.exitFullscreen=document.exitFullscreen||utils.getFirstMatchedMethodObj(document,"xitFullscreen");if(!document.exitFullscreen){console.warn("exitFullscreen() does not exist.");return[2]}return[4,document.exitFullscreen()];case 2:_a.sent();return[3,5];case 3:methodName="requestFullscreen()";viewerElem=$("#edrawings-viewer")[0];viewerElem.requestFullscreen=viewerElem.requestFullscreen||utils.getFirstMatchedMethodObj(viewerElem,"equestFullscreen");if(!viewerElem.requestFullscreen){console.warn("requestFullscreen() does not exist.");return[2]}return[4,viewerElem.requestFullscreen()];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_14=_a.sent();console.warn(methodName+" failed.  It took too long.");return[3,7];case 7:return[2]}}))}))})()};eDwUI.prototype.unregister=function(){this.unregisterHTMLEvents();UIEventHandlers.doModelDataUnloadActions(this.mViewer)};eDwUI.prototype.setDrawMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var drawModeCmd;return __generator(this,(function(_a){switch(_a.label){case 0:drawModeCmd=new eDwDrawModeCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(drawModeCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setInitialDrawMode=function(){if(!this.mViewer.ViewerFeatureOpts.RenderType)return;this.setDrawMode(this.mViewer.ViewerFeatureOpts.RenderType)};eDwUI.prototype.setPerspectiveMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveCmd;return __generator(this,(function(_a){switch(_a.label){case 0:perspectiveCmd=new eDwPerspectiveCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(perspectiveCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.hideAllOtherPanels=function(iPanelCSSClassName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iPanelCSSClassName!==".edrawings-hud-menu"))return[3,2];return[4,this.hideActiveHUDMenu()];case 1:_a.sent();_a.label=2;case 2:if(!(iPanelCSSClassName!==".edrawings-submenu"))return[3,4];return[4,this.hideActiveSubmenu()];case 3:_a.sent();_a.label=4;case 4:eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();return[2]}}))}))};eDwUI.prototype.onClick=function(iID,iActivate){var activateCallback=this.mItemActiveCallbacks[iID];var deactivateCallback=this.mItemDeactiveCallbacks[iID];if(iActivate){if(activateCallback)activateCallback()}else{if(deactivateCallback)deactivateCallback()}return activateCallback||deactivateCallback?true:false};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mModelDataLoadCompleteHandler=function(iEvent,iViewer){_this.mViewer=iViewer;eDwUIBaseEventHandlers.doModelDataLoadCompleteActions(_this.mUIEventHandlers,iViewer)};$("#"+c_canvasID).on("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);var self=this;this.registerButtonForClickEffect("edrawings-section-flip-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var sectionFlipCmd;return __generator(this,(function(_a){switch(_a.label){case 0:sectionFlipCmd=new eDwSectionFlipCmd(this.mViewer);return[4,eDwCommandMgr.get().run(sectionFlipCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-section-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewNormalToSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewNormalToSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));function setXSectionOrientation(iEvent,iUI,iOrientation){iUI.setXSectionOrientation(iOrientation);eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.currentTarget))}$("#edrawings-section-xz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.ZX)}));$("#edrawings-section-yz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.YZ)}));$("#edrawings-section-xy-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.XY)}));$("#edrawings-section-capping-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var visibility=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showCapsCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,visibility);return[4,eDwCommandMgr.get().run(showCapsCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));$("#edrawings-section-show-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var showSection=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showSectionCmd=new eDwSectionShowCmd(this.mViewer,showSection);return[4,eDwCommandMgr.get().run(showSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));this.mItemActiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){function compositeSectionDone(ioCmd){ioCmd.clearSubCmds();self.mViewer.XSectionMgr.deactivateCurrent();self.mViewer.XSectionMgr.turnOnSectionPlane(false)}var self;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.addPanelModeEvents("#edrawings-section-menu",".edw.section","#edrawings-button-section");this.mCompositeXSectionCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeXSectionCmd);this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.XSectionMgr.turnOnSectionPlane(true);this.setXSectionOrientation();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))}});self=this;if(!!this.mViewer.getModel().isDrawing())return[3,2];return[4,this.setActiveSubmenu("#edrawings-button-section","#edrawings-section-menu")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.deactivateMoveInput(".edw.section");return[4,eDwCommandMgr.get().remove(this.mCompositeXSectionCmd,"cancel")];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-section"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-section"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateDebugPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){var shortcutMenu;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-debug","#edrawings-debug-menu",".edw.debug",iHandlers)];case 1:_a.sent();if(iActivate){shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(c_debugGroupName)}shortcutMenu.addMenuItem(c_debugGroupName,"edrawings-debug-node-matrices",(function(iEvent,iUIItemJQ,iArg){if(utils.isOfType(iArg,"attr")){var nodeIDHC=parseInt(iArg.attr("data-hoopsid"),10);if(utils.isNumber(nodeIDHC)){var modelHC=self.mViewer.getModel().getHCModel();var matrixHC=modelHC.getNodeMatrix(nodeIDHC);var msg="<div>Matrix = "+JSON.stringify(matrixHC)+"</div>";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="<div>Net matrix = "+JSON.stringify(matrixHC)+"</div>";eDwUIMessageReporter.showMessageInDebugPanel(msg)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}))}else{eDwUIShortcutMenu_1.eDwUIShortcutMenu.get().removeAllMenuItems(c_debugGroupName)}return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-debug"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-debug"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));this.mItemActiveCallbacks["#edrawings-button-reset"]=function(){return __awaiter(_this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){eDwUIUtils.resetToHomeView(this.mViewer);window.setTimeout((function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI()];case 1:_a.sent();return[2]}}))}))})()}),1e3);return[2]}))}))};$(document).on(c_fullScreenChange,(function(iEvent){if(l_isFullScreen()){l_fullScreenBtnJS.removeClass(c_restoreClass)}else{l_fullScreenBtnJS.addClass(c_restoreClass);$("#edrawings-canvas-canvas-container").css({"background-color":""})}}));$("#edrawings-button-fs").on("click.edw",(function(){_this.toggleFullScreen()}));function clickDrawMode(iUI,iMode){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:iUI.setDrawMode(iMode);return[4,iUI.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}$("#edrawings-button-shaded-hlrr").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesRemoved")}));$("#edrawings-button-shaded-hlrv").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesVisible")}));$("#edrawings-button-shaded-wireframe").on("click.edw",(function(){clickDrawMode(_this,"Wireframe")}));$("#edrawings-button-shaded-full").on("click.edw",(function(){clickDrawMode(_this,"ShadedWithEdges")}));$("#edrawings-button-shaded-noedges").on("click.edw",(function(){clickDrawMode(_this,"Shaded")}));this.mItemActiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){var animateCmd;return __generator(this,(function(_a){switch(_a.label){case 0:animateCmd=new eDwAnimateCmd(this.mViewer);return[4,eDwCommandMgr.get().run(animateCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mItemActiveCallbacks["#edrawings-button-animate"]()];case 1:_a.sent();return[2]}}))}))};$("#edrawings-button-frame-file-open").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-view"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view","#edrawings-hud-view-menu")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-help"]=function(){return __awaiter(_this,void 0,void 0,(function(){var version,viewerHC;return __generator(this,(function(_a){switch(_a.label){case 0:version="<div>Version #: "+eDrawingsWVUtils.getViewerVersion()+"</div>";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="<div>HC Version:"+viewerHC.getViewerVersionString()+"</div><div>Format Version: "+viewerHC.getFormatVersionString()+"<div>"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#edrawings-hud-help-close").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-zoomtofit"]=function(){return __awaiter(_this,void 0,void 0,(function(){var viewHC,curModelView,nodeID,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:viewHC=this.mViewer.getHCView();curModelView=this.mViewer.getModel().getActiveModelView();nodeID=curModelView.Hierarchy.HOOPSID;zoomToFitCmd=new eDwZoomToFitCmd(this.mViewer,nodeID,viewHC.getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-shaded"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-shaded","#edrawings-hud-shaded-menu")];case 1:_a.sent();return[2]}}))}))};function togglePanel(iActivate,iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iActivate)return[3,2];return[4,self.setActiveSubmenu(iButtonID,iPanelID)];case 1:_a.sent();eDwUIUtils.addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID);return[3,3];case 2:eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix);_a.label=3;case 3:return[2]}}))}))}function activateSheetPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-sheet-tree","#edrawings-sheet-tree-menu",".edw.sheet",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-sheet-tree"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateLayerPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-layer-control","#edrawings-layer-control-menu",".edw.layer",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-layer-control"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));eDwKeyMgr_3.eDwKeyMgr.get().add({key:"F11"},"keydown",(function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()}));this.mItemActiveCallbacks["#edrawings-button-view-settings"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view-settings","#edrawings-hud-view-settings-menu")];case 1:_a.sent();return[2]}}))}))};var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var buttonActive,ambientOcclCmd;return __generator(this,(function(_a){switch(_a.label){case 0:buttonActive=ambientOcc.hasClass("state-on-button");return[4,this.hideActiveHUDMenu()];case 1:_a.sent();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");ambientOcclCmd=new eDwAmbientOcclusionCmd(this.mViewer,!buttonActive);return[4,eDwCommandMgr.get().run(ambientOcclCmd,"commit")];case 2:_a.sent();return[2]}}))}))})()}));$("#edrawings-button-view-perspective").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveMode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();perspectiveMode=!this.mViewer.getPerspectiveMode();this.setPerspectiveMode(perspectiveMode);return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-button-view-top",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Top)}));this.registerButtonForClickEffect("edrawings-button-view-bottom",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Bottom)}));this.registerButtonForClickEffect("edrawings-button-view-left",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Left)}));this.registerButtonForClickEffect("edrawings-button-view-right",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Right)}));this.registerButtonForClickEffect("edrawings-button-view-front",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Front)}));this.registerButtonForClickEffect("edrawings-button-view-back",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Back)}));this.registerButtonForClickEffect("edrawings-button-view-iso",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Iso)}))};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();$("#"+c_canvasID).off("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-section-show-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-hud-help-close").off("click.edw");$(document).off(c_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.hideActiveSubmenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){$(".tool-bar").css({height:"auto"});var barJQ=$(".tool-bar");var viewerElemJQ=$(eDwUIUtils.getViewerElementID());var leftButtonsJQ=$(".edrawings-icon-set.left");var rightButtonsJQ=$(".edrawings-icon-set.right");var centerButtonsJQ=$(".edrawings-icon-set.center");var width=(iWidth?iWidth:viewerElemJQ.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){width=viewerElemJQ[0].clientWidth-1}barJQ.css({position:"absolute"});leftButtonsJQ.css({left:1+"px",position:"absolute"});rightButtonsJQ.css({right:1+"px",position:"absolute"});centerButtonsJQ.css({left:width/2-52/2+"px",position:"absolute"})};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var buttonJQ,buttonOffset,posx,posy,canvasWidth,panelJQ,panelWidth;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 2:_a.sent();if(iButtonID!=="#edrawings-button-help"){buttonJQ=$(iButtonID);buttonOffset=buttonJQ.offset();posx=buttonOffset.left;posy=buttonOffset.top+parseInt(buttonJQ.css("marginTop"))+parseInt(buttonJQ.css("borderTopWidth"))+buttonJQ.height();canvasWidth=$("#edrawings-canvas").width();panelJQ=$(iPanelID);panelWidth=panelJQ[0].offsetWidth;if(posx+panelWidth>canvasWidth){posx=canvasWidth-panelWidth-10}panelJQ.css({top:posy+"px",left:posx+"px"})}return[2]}}))}))};eDwUI.prototype.hideActiveHUDMenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var butJQ=$("#"+iButtonID);butJQ.on("mousedown.edw",(function(){butJQ.addClass("edrawings-on-state");eDwUIUtils.scrollToTarget(butJQ)}));butJQ.on("mouseup.edw",(function(){butJQ.removeClass("edrawings-on-state");iHandler()}))};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var butJQ=$("#"+iButtonID);butJQ.off("mousedown.edw");butJQ.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);return[4,eDwCommandMgr.get().run(setViewCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setXSectionOrientation=function(iNewSection){var _this=this;function setActive(iButtonID,iIsActive){$(iButtonID)[iIsActive?"addClass":"removeClass"]("state-on-button")}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}if(planeFromEnum&&origPlaneEnum){(function(){return __awaiter(_this,void 0,void 0,(function(){var changeSectionPlaneCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);return[4,eDwCommandMgr.get().run(changeSectionPlaneCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").removeClass("edrawings-inactive");_this.registerButtonForClickEffect("edrawings-face-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCameraCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCameraCmd=new eDwSetViewCameraCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewCameraCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()}))};l_uninit=function(){$("#edrawings-face-normal-button").addClass("edrawings-inactive");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$("#edrawings-viewer").on("click.edw",".edrawings-tool-button",(function(iEvent){_this.onClick(iEvent,".edrawings-tool-button")}));$("#edrawings-viewer").on("click.edw",".edrawings-hud-button",(function(iEvent){_this.onClick(iEvent,".edrawings-hud-button",".edrawings-submenu")}));this.mUIHTMLEventMgr.addEventHandler("window","beforeunload",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));this.mUIHTMLEventMgr.addEventHandler("window","Timeout",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));$(".edrawings-menu-close").on("click.edw",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.deactivateActiveButton(".edrawings-tool-button")];case 1:_a.sent();return[2]}}))}))})()}));var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.on("edw:ChangeViewerStyling",(function(iEvent,iStyleClassName){viewerJQ.removeClass("edrawings-viewer-regular");viewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)viewerJQ.addClass(iStyleClassName)}));viewerJQ.on("edw:HidePanels",(function(iEvent,iSkipPanelsWithClass){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mUI.hideAllOtherPanels(iSkipPanelsWithClass)];case 1:_a.sent();return[2]}}))}))})()}));viewerJQ.on("edw:ReInitViewer",(function(iEvent,iViewerFeatOpts){_this.mUI.unregister();_this.mUI.initUIEvents(iViewerFeatOpts)}))};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw");$("#edrawings-viewer").off("click.edw",".edrawings-tool-button");$("#edrawings-viewer").off("click.edw",".edrawings-hud-button");var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.off("edw:ChangeViewerStyling");viewerJQ.off("edw:HidePanels");viewerJQ.off("edw:ReInitViewer")};UIEventHandlers.doModelDataUnloadActions=function(iViewer){eDwUIBaseEventHandlers.doModelDataUnloadActions(iViewer)};UIEventHandlers.prototype.onInit=function(iViewer){var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var isDrawing=model.isDrawing();eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);this.removeHTMLEventHandlers()};UIEventHandlers.prototype.onInitFullUI=function(iViewer){_super.prototype.onInitFullUI.call(this,iViewer);this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){_super.prototype.onSelect.call(this,iViewer,iSelObjs);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){_super.prototype.onUnselect.call(this,iViewer,iSelObjs);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);$(eDwUIUtils.getViewerElementID()).trigger("edw:ChangeViewerStyling","edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",(function(){eDwViewer.ViewMgr.stop()}));var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.removeClass("edrawings-animate-play-icon");animateBtnJQ.addClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onStopAnimation=function(iViewer){var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.addClass("edrawings-animate-play-icon");animateBtnJQ.removeClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("state-on-button")){$(iButtonID).addClass("state-on-button")}else if(!iIsActive&&$(iButtonID).hasClass("state-on-button")){$(iButtonID).removeClass("state-on-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onClick=function(iEvent,iButtonCSSClassName,iPanelCSSClassName){var _this=this;if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}(function(){return __awaiter(_this,void 0,void 0,(function(){var targetJQ,buttonClickedID,deactivatedButtonID;return __generator(this,(function(_a){switch(_a.label){case 0:targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);buttonClickedID=targetJQ.closest(iButtonCSSClassName).attr("id");return[4,this.deactivateActiveButton(iButtonCSSClassName,iPanelCSSClassName)];case 1:deactivatedButtonID=_a.sent();if(deactivatedButtonID===buttonClickedID)return[2];this.handleClick("#"+buttonClickedID,true);return[2]}}))}))})()};UIEventHandlers.prototype.deactivateActiveButton=function(iButtonCSSClassName,iPanelCSSClassName){if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonID,activeButtonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonID="";activeButtonJQ=$(iButtonCSSClassName+".active-button");return[4,this.mUI.hideAllOtherPanels(iPanelCSSClassName)];case 1:_a.sent();if(activeButtonJQ.length){activeButtonID=activeButtonJQ[0].id;this.handleClick("#"+activeButtonID,false)}return[2,activeButtonID]}}))}))};UIEventHandlers.prototype.handleClick=function(iButtonID,iActivate){eDwUIUtils.scrollToTarget($(iButtonID));if(!this.mUI.onClick(iButtonID,iActivate)){var pluginMgr=eDwUIPluginMgr.get();pluginMgr.onClick(iButtonID,iActivate)}};return UIEventHandlers}(eDwUIBaseEventHandlers);var c_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw"+" webkitfullscreenchange.edw";var c_restoreClass="edrawings-button-fs-restore";var c_canvasID="edrawings-canvas";var c_debugGroupName="Debug";var l_fullScreenBtnJS;var l_init;var l_uninit;function l_isFullScreen(){if(!l_fullScreenBtnJS)l_fullScreenBtnJS=$("#edrawings-button-fs");return l_fullScreenBtnJS.hasClass(c_restoreClass)}}));define("eDwUIBaseEventHandlers",["require","exports","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwCompositeCmd","eDwSetLayerVisibilityCmd","eDwUIPluginMgr","eDwEvents","eDwUIUtils","eDwUIShortcutMenu","utils"],(function(require,exports,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwCompositeCmd,eDwSetLayerVisibilityCmd,eDwUIPluginMgr,eDwEvents,eDwUIUtils,eDwUIShortcutMenu_2,utils){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("window","resize",(function(iEvent){_this.onResize(iEvent,_this.mViewer)}));eDwEventMgr.get().addEventHandlerFunc(eDwEvents.ResetSceneEvent,l_onResize);eDwUIUtils.addSubTreeArrowEventHandler(eventMgrHTML,"#edrawings-sheet-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(targetJQ.hasClass("edrawings-root")){return}var selObjIDHC=eDwUIUtils.getIDHC(targetJQ);if(isNaN(selObjIDHC)||selObjIDHC<0){return}(function(){return __awaiter(_this,void 0,void 0,(function(){var cmdMgr,zoomToViewCmd,targetModelView,model,modelHC,modelViews,_i,modelViews_4,modelView,configIDHC,configChildren,activeModelView,changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();zoomToViewCmd=new eDwCompositeCmd(this.mViewer);zoomToViewCmd.initCmdActionImplementation();return[4,cmdMgr.add(zoomToViewCmd)];case 1:_a.sent();targetModelView=null;model=this.mViewer.getModel();modelHC=model.getHCModel();modelViews=model.getModelViews();for(_i=0,modelViews_4=modelViews;_i<modelViews_4.length;_i++){modelView=modelViews_4[_i];configIDHC=modelView.Hierarchy.HOOPSID;configChildren=modelHC.getNodeChildren(configIDHC);if(-1!==configChildren.indexOf(selObjIDHC)){targetModelView=modelView;break}}activeModelView=this.mViewer.getModel().getActiveModelView();if(!(targetModelView&&targetModelView!==activeModelView))return[3,3];this.mViewer.SelectionMgr.selectByID(selObjIDHC);changeModelViewCmd=new eDwChangeModelViewCmd(this.mViewer,targetModelView);return[4,cmdMgr.run(changeModelViewCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:this.onLeftDoubleClick(this.mViewer);return[4,cmdMgr.remove(zoomToViewCmd,"commit")];case 4:_a.sent();return[2]}}))}))})()}));var switchModelView=function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".item-tree-text")};eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-root","click",switchModelView);eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,"#edrawings-debug-menu");var inputSelectorName="#edrawings-console-debug-categories "+".edrawings-menu-search-input";eventMgrHTML.addDelegatedEventHandler(inputSelectorName,"blur",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var inputElem=targetJQ[0];var categories=inputElem.value.split(",");if(categories.length===0)return;for(var _i=0,categories_1=categories;_i<categories_1.length;_i++){var category=categories_1[_i];category=category.trim();if(!category)continue;console.debugLogCategories.push(category);var pos=console.excludeDebugLogCategories.indexOf(category);if(pos>-1){console.excludeDebugLogCategories.slice(pos,1)}}}));var selectorName="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;$(selectorName).removeClass("edrawings-list-selected");$(targetJQ).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",(function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var isVisible=targetJQ.prop("checked");_this.setAllLayerVisibility(isVisible)}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseover",(function(iEvent){var filenameJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);if(filenameJQ.length===1&&filenameJQ[0].scrollWidth>filenameJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,filenameJQ,$("#edrawings-filename-text").text())}}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseover",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var itemTreeTextJQ=targetJQ.find(".item-tree-text");var edrawingsSubmenuListJQ=targetJQ.closest(".edrawings-submenu-list");if(edrawingsSubmenuListJQ.length===1&&itemTreeTextJQ.length===1&&itemTreeTextJQ[0].scrollWidth>itemTreeTextJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,itemTreeTextJQ,itemTreeTextJQ.text())}}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",-c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-hud-bar .edrawings-hud-bar-content","#edrawings-hud-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-up)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",-c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-down)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-left-bar .edrawings-tool-bar-content","#edrawings-left-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))}))};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){if(this.mViewerFeatureOpts.Debug){eDwUIUtils.addCloseEventHandler("#edrawings-debug-menu",this.mUIHTMLEventMgr)}eDwUIUtils.addCloseEventHandler("#edrawings-sheet-tree-menu",this.mUIHTMLEventMgr);eDwUIUtils.addCloseEventHandler("#edrawings-layer-control-menu",this.mUIHTMLEventMgr)};eDwUIBaseEventHandlers.doModelDataLoadCompleteActions=function(ioEventHandlerObj,iViewer){ioEventHandlerObj.mViewer=iViewer;l_loadUIPlugins(iViewer);var handlerObj=ioEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents.InitEvent,handlerObj,"onInit");eventMgr.addEventHandlerObj(eDwEvents.InitFullUIEvent,handlerObj,"onInitFullUI");eventMgr.addEventHandlerObj(eDwEvents.SelectEvent,handlerObj,"onSelect");eventMgr.addEventHandlerObj(eDwEvents.UnselectEvent,handlerObj,"onUnselect");eventMgr.addEventHandlerObj(eDwEvents.StartAnimationEvent,handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj(eDwEvents.StopAnimationEvent,handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj(eDwEvents.LeftDoubleClickEvent,handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj(eDwEvents.TimeoutEvent,handlerObj,"onTimeout");eventMgr.addEventHandlerObj(eDwEvents.DrawModeChangeEvent,handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj(eDwEvents.ProjModeChangeEvent,handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj(eDwEvents.NodeAttribChangeEvent,handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj(eDwEvents.ResetSceneEvent,handlerObj,"onResetScene");eventMgr.addEventHandlerObj(eDwEvents.AmbientOcclChangeEvent,handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj(eDwEvents.DoneEvent,handlerObj,"onDone");eventMgr.addEventHandlerObj(eDwEvents.ModelViewChangeEvent,handlerObj,"onModelViewChange")};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-hud-bar .edrawings-hud-bar-content");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-left-bar .edrawings-tool-bar-content");this.mUIHTMLEventMgr.removeAllEventHandlers();eDwUIShortcutMenu_2.eDwUIShortcutMenu.destroy()};eDwUIBaseEventHandlers.doModelDataUnloadActions=function(iViewer){l_unloadUIPlugins();if(iViewer)iViewer.unregister();eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer};eDwUIBaseEventHandlers.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iViewer.getModel().getActiveModelView(),true)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,true)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,false)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_2.eDwUIShortcutMenu.hide()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_3.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_3[_i];console.debugLog("NodeAttribChanged","Node (name = "+hierNodeAndAttribs.HierNode.Name+", ID = "+hierNodeAndAttribs.HierNode.HOOPSID+") attributes = "+JSON.stringify(hierNodeAndAttribs.Attribs))}}eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIBaseEventHandlers.prototype.onResize=function(iEvent,iViewer){if(iViewer)iViewer.HCViewer.resizeCanvas();l_onResize()};eDwUIBaseEventHandlers.prototype.setOneLayerVisibility=function(layerName,isVisible){var layers=this.mViewer.getModel().getLayers();var layer;for(var _i=0,layers_1=layers;_i<layers_1.length;_i++){layer=layers_1[_i];if(layer.getName()===layerName)break}if(!layer)return;this.setLayersVisibility([layer],isVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");var isAnyShow=false,isAnyHidden=false;$.each(eachLayer,(function(iIdx,iTarget){if($(iTarget).prop("checked")){isAnyShow=true}else{isAnyHidden=true}}));var allLayerBox=$("#edrawings-layer-control-menu .layer-all");if(isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",true)}if(isAnyShow&&!isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",true)}if(!isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setAllLayerVisibility=function(iVisible){var activeModelView=this.mViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return;this.setLayersVisibility(this.mViewer.getModel().getLayers(),iVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");if(iVisible){eachLayer.prop("checked",true)}else{eachLayer.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setLayersVisibility=function(iLayers,iVisible){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setNodeVisCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setNodeVisCmd=new eDwSetLayerVisibilityCmd(this.mViewer,iLayers,iVisible);return[4,eDwCommandMgr.get().run(setNodeVisCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.handleSelectionChange=function(iViewer,iSelObjs,iIsObjSelected){var model=iViewer.getModel();if(!model.isDrawing())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjs_1=iSelObjs;_i<iSelObjs_1.length;_i++){var selObj=iSelObjs_1[_i];var selIDHC=selObj.getNodeId();if(!utils.isNumber(selIDHC))continue;var selHierNode=activeModelView.Nodes[selIDHC];eDwUIUtils.scrollToTreeNode(selHierNode,iIsObjSelected)}};return eDwUIBaseEventHandlers}();var c_hudBarIconWidth=2+44;var c_toolBarIconWidth=5+2+44;var c_hudBarContentThresholdWidth=2+2*46;var c_filenameBlockThresholdWidth=50;var c_toolBarContentThresholdHeight=2*46;function l_loadUIPlugins(iViewer){var _this=this;if(!iViewer)return;try{(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginMgr;return __generator(this,(function(_a){switch(_a.label){case 0:pluginMgr=eDwUIPluginMgr.get();return[4,pluginMgr.loadPlugins(["eDwUIHierNodeVisMenuItemsPlugin" , "eDwUIMoveComponentPlugin", "eDwUIModelViewTabsPlugin", "eDwUIExplodePlugin", "eDwUIConfigurationsPlugin", "eDwUIComponentTreePlugin", "eDwUIMeasurePlugin"],iViewer)];case 1:_a.sent();return[4,pluginMgr.loadDynamicPlugins(iViewer)];case 2:_a.sent();return[4,eDwUIUtils.loadComponentHTML()];case 3:_a.sent();iViewer.resetDrawMode();return[4,eDwEventMgr.get().fireEvent(eDwEvents.InitFullUIEvent,iViewer)];case 4:_a.sent();return[2]}}))}))})()}catch(iExcp){console.warn("Plugin loading did not complete.")}}function l_unloadUIPlugins(){eDwUIPluginMgr.get().destroy()}function l_resizeTopBar(){var topBarJQ=$("#edrawings-top-bar");var filenameBlockJQ=$("#edrawings-filename-block");var hudBarJQ=$("#edrawings-hud-bar");var hudBarContentJQ=hudBarJQ.find(".edrawings-hud-bar-content");var filenameBlockOffset=filenameBlockJQ.offset();var filenameBlockInnerWidth=filenameBlockJQ.css("display")==="none"?0:filenameBlockJQ.innerWidth();var filenameBlockRight=filenameBlockOffset.left+filenameBlockInnerWidth;var hudBarOffset=hudBarJQ.offset();var leftButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(filenameBlockOffset.left!==hudBarOffset.left&&Math.abs(filenameBlockRight-hudBarOffset.left)>1){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});l_resizeTopBar()}else if(hudBarContentJQ[0].scrollWidth===0||hudBarContentJQ.width()>=hudBarContentJQ[0].scrollWidth){topBarJQ.removeClass("edrawings-collided-hud-bar");hudBarJQ.removeClass("edrawings-collided");hudBarJQ.css({left:""})}}else{if(filenameBlockOffset.left!==hudBarOffset.left&&filenameBlockRight>hudBarOffset.left){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});topBarJQ.addClass("edrawings-collided-hud-bar");hudBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(hudBarContentJQ[0].scrollLeft,hudBarContentJQ[0].scrollWidth,hudBarContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,hudBarJQ);if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(hudBarContentJQ.innerWidth()<c_hudBarContentThresholdWidth){if(filenameBlockJQ.width()>c_filenameBlockThresholdWidth){if(topBarJQ.hasClass("edrawings-out-of-view")){topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.addClass("edrawings-out-of-view")}}else{if(filenameBlockJQ[0].scrollWidth-filenameBlockInnerWidth>1){if(filenameBlockJQ.width()<c_filenameBlockThresholdWidth){topBarJQ.addClass("edrawings-out-of-view")}else{topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.removeClass("edrawings-out-of-view")}}}else{topBarJQ.removeClass("edrawings-out-of-view")}}function l_resizeToolBar(){var leftBarJQ=$("#edrawings-left-bar.edrawings-tool-bar");var leftBarContentJQ=leftBarJQ.find(".edrawings-bottom-centered-icons");var toolBarContentJQ=leftBarContentJQ.find(".edrawings-tool-bar-content");var upButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-up").parent(".edrawings-arrow-wrapper");var downButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-down").parent(".edrawings-arrow-wrapper");if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ[0].scrollHeight>0&&toolBarContentJQ[0].scrollHeight<=leftBarContentJQ.innerHeight()){leftBarJQ.removeClass("edrawings-collided")}}else{if(leftBarContentJQ[0].scrollHeight>0&&leftBarContentJQ[0].scrollHeight>Math.round(leftBarContentJQ.innerHeight())){leftBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(toolBarContentJQ[0].scrollTop,toolBarContentJQ[0].scrollHeight,toolBarContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,leftBarJQ);if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ.innerHeight()<c_toolBarContentThresholdHeight){leftBarJQ.addClass("edrawings-out-of-view")}else{leftBarJQ.removeClass("edrawings-out-of-view")}}else{leftBarJQ.removeClass("edrawings-out-of-view")}}function l_onResize(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){l_resizeTopBar();l_resizeToolBar();l_positionMenuPanelCollapseButton();l_fixMenuPanelInwardToolbar();return[2]}))}))}function l_positionTicker(iMouseEvent,iItemJQ,iText){var tickerMinWidth=100;var tickerMinHeight=34;var scrollWidthPadding=2;var tickerJQ=$(".edrawings-ticker");var itemOffset=iItemJQ.offset();var tickerLeft=iMouseEvent.clientX;var tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding;var tickerTop=itemOffset.top-tickerMinHeight;var tickerAnimation=false;tickerJQ.text(iText);if(iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding>=window.innerWidth){var diff=iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding-window.innerWidth;if(iMouseEvent.clientX>=diff){tickerLeft=iMouseEvent.clientX-diff;tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding}else{tickerLeft=0;tickerAnimation=true;if(window.innerWidth>tickerMinWidth){tickerWidth=window.innerWidth}else{tickerWidth=tickerMinWidth}var threeTimes=[iText,iText,iText].join("   ");tickerJQ.text(threeTimes)}}if(itemOffset.top-tickerMinHeight<=0){if(itemOffset.top+iItemJQ[0].clientHeight+tickerMinHeight<=window.innerHeight){tickerTop=itemOffset.top+iItemJQ[0].clientHeight}else{var diff=iMouseEvent.clientY+tickerMinHeight-window.innerHeight;if(iMouseEvent.clientY>diff){tickerTop=iMouseEvent.clientY-diff}else{tickerTop=0}}}var tickerwrapJQ=tickerJQ.closest(".edrawings-ticker-wrapper");tickerwrapJQ.offset({left:tickerLeft,top:tickerTop}).css("width",tickerWidth).removeClass("edrawings-ui-hide");if(tickerAnimation){tickerwrapJQ.addClass("edrawings-animation")}}function l_hideTicker(){var tickerwrapJQ=$(".edrawings-ticker-wrapper");if(!tickerwrapJQ.hasClass("edrawings-ui-hide")){var tickerJQ=tickerwrapJQ.find(".edrawings-ticker");tickerJQ.text("");tickerwrapJQ.addClass("edrawings-ui-hide").removeClass("edrawings-animation").css("left","").css("top","").css("width","")}}function l_positionMenuPanelCollapseButton(){var activeButtonsJQ=$(".edrawings-tool-button.active-button");if(activeButtonsJQ.length){if(eDwUIUtils.scrollToTarget(activeButtonsJQ)){l_resizeToolBar()}var collapsedPanelsJQ=$(".edrawings-submenu.active.edrawings-collapsed");if(collapsedPanelsJQ.length){var attrStyle=collapsedPanelsJQ.find(".edrawings-menu-panel-arrow-collapse").attr("style");if(!!attrStyle){eDwUIUtils.positionMenuPanelArrowCollapseButton(collapsedPanelsJQ,activeButtonsJQ)}}}}function l_fixMenuPanelInwardToolbar(){var panelsJQ=$(".edrawings-submenu.active:not(.edrawings-collapsed),            .edrawings-hud-menu.active");panelsJQ.each((function(iIndex,iPanel){var panelJQ=$(iPanel);eDwUIUtils.fixMenuPanelInwardToolbar(panelJQ)}))}function l_scrollUIBar(iContentJQ,iDeactivateButtonClass,iDeactivateMenuClass,iScrollDist,iBarJQ){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iContentJQ&&iContentJQ.length>0))return[3,2];return[4,eDwUIUtils.deactivateUI(iDeactivateButtonClass,iDeactivateMenuClass)];case 1:_a.sent();eDwUIUtils.executeScrolling(iScrollDist,0,iContentJQ,iBarJQ);_a.label=2;case 2:return[2]}}))}))}return eDwUIBaseEventHandlers}));define("eDwUIBasePlugin",["require","exports","eDwUIHTMLEventMgr","eDwEventMgr","eDwEvents","eDwUIShortcutMenu","eDwUIUtils","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwEventMgr,eDwEvents_6,eDwUIShortcutMenu_3,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIBasePlugin=void 0;var eDwUIBasePlugin=function(){function eDwUIBasePlugin(iPluginGroupName,iViewer,iButtonInfo,iViewerFeatOpts){var _this=this;if(iViewer===void 0){iViewer=null}if(iButtonInfo===void 0){iButtonInfo=null}if(iViewerFeatOpts===void 0){iViewerFeatOpts=null}console.debugLog("UIPlugin","Constructed "+iPluginGroupName+" plugin.");this.mPluginGroupName=iPluginGroupName;this.mViewer=iViewer;this.mViewerFeatOpts=iViewerFeatOpts||iViewer&&iViewer.ViewerFeatureOpts;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mPluginDependencies=[];this.mPluginButtonInfo=iButtonInfo;if(iViewer){eDwUIShortcutMenu_3.eDwUIShortcutMenu.get().setPluginCheck(iPluginGroupName,(function(iPluginName){return _this.check(iPluginName)}))}}eDwUIBasePlugin.prototype.init=function(iPanelsToLoad){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPanelsToLoad_1,panelToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",true);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",true);if(!iPanelsToLoad)return[3,2];promises=[];for(_i=0,iPanelsToLoad_1=iPanelsToLoad;_i<iPanelsToLoad_1.length;_i++){panelToLoad=iPanelsToLoad_1[_i];utils.appendToArray(this.loadPanel(panelToLoad.ID,panelToLoad.HTML),promises)}return[4,Promise.all(promises)];case 1:_a.sent();_a.label=2;case 2:this.addEventHandlers();return[2]}}))}))};eDwUIBasePlugin.prototype.onClick=function(iActivate){};eDwUIBasePlugin.prototype.destroy=function(){this.removeEventHandlers();this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",false);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",false);console.debugLog("UIPlugin","Destroyed "+this.mPluginGroupName+" plugin.")};eDwUIBasePlugin.prototype.initPluginButton=function(){if(this.mPluginButtonInfo){var buttonJQ=$(this.mPluginButtonInfo.ID);if(buttonJQ){buttonJQ.removeClass("edrawings-icon-plugin");eDwUIUtils.hide(this.mPluginButtonInfo.ID,false)}}};eDwUIBasePlugin.prototype.check=function(iPluginName){return iPluginName===this.PluginGroupName};eDwUIBasePlugin.prototype.isButtonForThisPlugin=function(iButtonJQ){return iButtonJQ&&iButtonJQ.length&&this.mPluginButtonInfo&&this.mPluginButtonInfo.ID&&this.mPluginButtonInfo.ID.indexOf(iButtonJQ[0].id)>-1?true:false};eDwUIBasePlugin.prototype.addEventHandlers=function(){};eDwUIBasePlugin.prototype.removeEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers()};eDwUIBasePlugin.prototype.onActivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.onDeactivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.addAppObjEvent=function(iAppEvent,iEventObjMethod,iAdd){var eventMgr=eDwEventMgr.get();var eventMgrMethod=iAdd?"addEventHandlerObj":"removeEventHandlerObj";eventMgr[eventMgrMethod](iAppEvent,this,iEventObjMethod)};eDwUIBasePlugin.prototype.loadPanel=function(iPanelID,iHTMLFileName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.loadPanel(iPanelID,iHTMLFileName)];case 1:return[2,_a.sent()]}}))}))};Object.defineProperty(eDwUIBasePlugin.prototype,"PluginGroupName",{get:function(){return this.mPluginGroupName},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"PluginButtonID",{get:function(){return this.mPluginButtonInfo?this.mPluginButtonInfo.ID:""},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"Dependencies",{get:function(){return this.mPluginDependencies},enumerable:false,configurable:true});return eDwUIBasePlugin}();exports.eDwUIBasePlugin=eDwUIBasePlugin}));define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwTypes"],(function(require,exports,eDwUIHTMLGenerator_1,eDwTypes_15){"use strict";var _a;var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return l_getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(l_getHCNode(iNode))||"unknown node name"};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(l_getHCNode(iNode))||NaN};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(l_getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var _this=this;var nodeIDHC=this.forNodeGetID(iNode);(function(){return __awaiter(_this,void 0,void 0,(function(){var meshIDs,numMeshIDs;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mHCModel.getMeshIds([nodeIDHC])];case 1:meshIDs=_a.sent();numMeshIDs=meshIDs.length;console.log("Node ID: "+nodeIDHC+" Num mesh IDs: "+numMeshIDs);return[2]}}))}))})();return this.forNodeGetName(iNode)+" ID: "+nodeIDHC+" TYPE: "+c_nodeTypes[this.mHCModel.getNodeType(nodeIDHC)]+" VISIBLE: "+this.mHCModel.getNodeVisibility(nodeIDHC)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);var c_nodeTypes=(_a={},_a[eDwTypes_15.HC.NodeType.AssemblyNode]="Assembly",_a[eDwTypes_15.HC.NodeType.Body]="Body",_a[eDwTypes_15.HC.NodeType.BodyInstance]="Body Instance",_a[eDwTypes_15.HC.NodeType.BrepBody]="BRep Body",_a[eDwTypes_15.HC.NodeType.CadView]="CAD View",_a[eDwTypes_15.HC.NodeType.DrawingSheet]="Drawing Sheet",_a[eDwTypes_15.HC.NodeType.Part]="Part",_a[eDwTypes_15.HC.NodeType.PartInstance]="Part Instance",_a[eDwTypes_15.HC.NodeType.Pmi]="PMI",_a[eDwTypes_15.HC.NodeType.PmiBody]="PMI Body",_a[eDwTypes_15.HC.NodeType.PointsBody]="Points Body",_a[eDwTypes_15.HC.NodeType.TessBody]="Tessellation Body",_a[eDwTypes_15.HC.NodeType.Unknown]="Unknown",_a[eDwTypes_15.HC.NodeType.ViewFrame]="View Frame",_a[eDwTypes_15.HC.NodeType.WireBody]="Wire Body",_a);function l_isHCNode(iNode){return!isNaN(iNode)}function l_getHCNode(iNode){if(!l_isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator}));define("eDwUIHTMLEventMgr",["require","exports","eDwUIUtils"],(function(require,exports,eDwUIUtils){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();return this.commonAddEventHandler(ancestorElementID,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;return this.commonAddEventHandler(iElemID,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}delete this.mEventHandlerData[eventName]}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElemID,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElemID)return false;var elements=[];if(iElemID==="window")elements.push(window);else if(iElemID==="document")elements.push(document);else elements=$(iElemID).toArray();if(!elements.length)return false;var handlersOfEvent=this.mEventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=this.mEventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=handlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){for(var _i=0,elements_1=elements;_i<elements_1.length;_i++){var element=elements_1[_i];element.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}}elemHandlers.MainDispatcher=function(ioEvent){eventDispatcher(ioEvent,elemHandlers.Handlers)};for(var _a=0,elements_2=elements;_a<elements_2.length;_a++){var element=elements_2[_a];element.addEventListener(iEventName,elemHandlers.MainDispatcher,true);elemHandlers.Handlers.push({EventTarget:element,ElementID:iElemID,TargetElemClasses:iElemClasses,Handler:iEventHandler})}console.debugLog("UIEventMgr","Added event - name = "+iEventName+", id = "+iElemID+", classes = "+iElemClasses+", Num handlers = "+elemHandlers.Handlers.length);return true};eDwUIHTMLEventMgr.prototype.removeEventHandlersByID=function(iElemID,iEventName,ioHandlersOfEvent){var handlersRemoved=false;var elemHandlers=ioHandlersOfEvent[iElemID];if(elemHandlers&&elemHandlers.Handlers.length){console.debugLog("UIEventMgr","Removed "+elemHandlers.Handlers.length+" handlers for event "+iEventName+" on element ID "+iElemID);for(var _i=0,_a=elemHandlers.Handlers;_i<_a.length;_i++){var handler=_a[_i];handler.EventTarget.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}elemHandlers.Handlers=[];handlersRemoved=true}else{console.debugLog("UIEventMgr","Tried to remove handlers for event "+iEventName+" on element ID "+iElemID+" but they were removed already.")}return handlersRemoved};return eDwUIHTMLEventMgr}();function eventDispatcher(ioEvent,iHandlerObjs){if(!iHandlerObjs||!iHandlerObjs.length)return;console.debugLog("UIEvents","Event = "+ioEvent.type+", Num handlers = "+iHandlerObjs.length);var runHandler=false;var targetJQ=eDwUIUtils.getAsJQueryObj(ioEvent.target);while(targetJQ.length&&!runHandler){for(var _i=0,iHandlerObjs_1=iHandlerObjs;_i<iHandlerObjs_1.length;_i++){var handlerObj=iHandlerObjs_1[_i];var targetClassName=targetJQ.className;console.debugLog("UIEvents","  element ID = "+handlerObj.ElementID+", target classes = "+handlerObj.TargetElemClasses+(targetClassName?", event target classes = "+targetClassName:""));var targetElemClasses=handlerObj.TargetElemClasses;var classes=targetElemClasses?targetElemClasses.split(" "):[];var numMatches=0;for(var j=0;j<classes.length;j++){numMatches+=targetJQ.hasClass(classes[j])?1:0}if(numMatches!==classes.length)continue;handlerObj.Handler(ioEvent);runHandler=true;var eventJQ=$(ioEvent);if(ioEvent.cancelable&&ioEvent.cancelBubble||eventJQ.isPropagationStopped&&eventJQ.isPropagationStopped()){return}}targetJQ=eDwUIUtils.getAsJQueryObj(targetJQ.parent());if(!runHandler&&targetJQ.length){console.debugLog("UIEvents","Events not found on target, checking parent "+"id="+targetJQ.id+", class="+targetJQ.className)}else if(!runHandler){console.debugLog("UIEvents","No matching events found on target.")}else{console.debugLog("UIEvents","Done processing event handlers.")}}}return eDwUIHTMLEventMgr}));define("eDwUIHTMLGenerator",["require","exports","eDwHierarchyNode","utils"],(function(require,exports,eDwHierarchyNode,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIHTMLGenerator=void 0;var cDefaultInitialLeftPaddingInPX=4;var cDefaultLeftPaddingInPX=27;var eDwUIHTMLGenerator=function(){function eDwUIHTMLGenerator(iViewer,iPanelUIID,iInitialLeftPaddingInPX,iLeftPaddingInPX){if(iInitialLeftPaddingInPX===void 0){iInitialLeftPaddingInPX=cDefaultInitialLeftPaddingInPX}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=cDefaultLeftPaddingInPX}this.mViewer=iViewer;this.mPanelUIID=iPanelUIID;this.mLeftPaddingInPX=iLeftPaddingInPX;this.mInitialLeftPaddingInPX=iInitialLeftPaddingInPX}eDwUIHTMLGenerator.prototype.generateHTMLForChildNodes=function(iParentNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var offset=this.computeOffset(iLeftPaddingInPX);var childrenNodes=this.forNodeGetChildren(iParentNode);for(var _i=0,childrenNodes_1=childrenNodes;_i<childrenNodes_1.length;_i++){var childNode=childrenNodes_1[_i];var descendentsHTML=iIncludeAllDescendents?this.generateHTMLForChildNodes(childNode,iIncludeAllDescendents,offset):"";if(!this.shouldIncludeNode(childNode)&&descendentsHTML.length===0){continue}var moreClasses=descendentsHTML?" edrawings-tree-expanded ":"";var nodeHTML=this.generateHTMLForNode(childNode,offset,moreClasses);generatedHTML+=nodeHTML+descendentsHTML}return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTMLForNode=function(iNode,iLeftPaddingInPX,iAdditionalClasses,iIgnoreChildren){if(iAdditionalClasses===void 0){iAdditionalClasses=""}if(iIgnoreChildren===void 0){iIgnoreChildren=false}var additionalClasses=iAdditionalClasses.replace("edrawings-tree-expanded","");var expanded=iAdditionalClasses.length!==additionalClasses.length;var highlight=this.getHighlightClass(iNode);var nonRootClass=additionalClasses.indexOf("edrawings-root")>-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="<div class='edrawings-submenu-list-item"+highlight+" "+additionalClasses+"' style='padding-left: "+currOffset+"; width:calc(100% - "+currOffset+");' "+this.forNodeGetDataAttributes(iNode)+">";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+="<span class='item-tree-text"+highlight+" "+additionalClasses+"' "+this.forNodeGetDataAttributes(iNode)+"style='margin-left: 0px;'>"+this.forNodeGetElementContent(iNode)+"</span>";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="</div>";return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,""]}))}))};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_5=modelViews;_i<modelViews_5.length;_i++){var modelView=modelViews_5[_i];var hierNode=modelView.Nodes[iNodeID];if(hierNode)return hierNode}return undefined};eDwUIHTMLGenerator.getDisplayStateCSSClass=function(iHierNode,iNewAttrib){var classCSS="edrawings-"+iHierNode.Category;classCSS+=iHierNode.isActive()?"":"-inactive";var dummyNode=eDwHierarchyNode.create(iNewAttrib);var displayState=iNewAttrib?dummyNode.getDisplayState(iHierNode.getAttribs()):iHierNode.getDisplayState();switch(displayState){case"Invisible":classCSS+="-invisible";break;case"Visible":classCSS+="-visible";break;case"Transparent":classCSS+="-transparent";break;default:console.debugLog("UI","Invalid node display type: "+displayState)}return classCSS};eDwUIHTMLGenerator.prototype.shouldIncludeNode=function(iNode){var searchField=$(this.mPanelUIID+" .edrawings-menu-search-input");if(searchField&&searchField.val()){var regex=new RegExp(searchField.val(),"i");if(this.forNodeGetName(iNode).search(regex)<0)return false}return true};eDwUIHTMLGenerator.prototype.getHighlightClass=function(iNode){var isSelected=this.mViewer.SelectionMgr.isSelected(this.forNodeGetID(iNode));return isSelected?" edrawings-list-selected ":""};eDwUIHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="";if(!iIgnoreChildren&&this.forNodeHasChildren(iNode)){generatedHTML+="edrawings-tree-arrow "+"edrawings-tree-arrow-space-common ";if(iNodeExpanded)generatedHTML+="edrawings-tree-expanded "}else{generatedHTML+="edrawings-tree-space "+"edrawings-tree-arrow-space-common "}return generatedHTML};eDwUIHTMLGenerator.prototype.getPreSpanHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="<div class='"+this.getPreSpanIconHTML(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren);var nodeIconClass=this.forNodeGetDisplayStateCSSClass(iNode);generatedHTML+=iAdditionalClasses+"' data-hoopsid='"+this.forNodeGetID(iNode)+"'> </div> <div class='"+nodeIconClass+" "+iAdditionalClasses+" edrawings-tree-icon'> </div>";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"<div class='edrawings-submenu-list-item-button "+iAdditionalClasses+"'> </div>"};eDwUIHTMLGenerator.prototype.computeOffset=function(iLeftPaddingInPX){if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}return utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX:iLeftPaddingInPX+this.mLeftPaddingInPX};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=l_getHierarchyNode(iNode).Parent;return parentHierNode?parentHierNode.HOOPSID:NaN};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=l_getHierarchyNode(iNode).getChildrenAndKeys();return Object.keys(childrenObj).map((function(key){return childrenObj[key]}))};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(l_getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();exports.eDwUIHTMLGenerator=eDwUIHTMLGenerator;function l_getHierarchyNode(iNode){if(!eDwHierarchyNode.isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}}));define("eDwUIHierNodeVisMenuItemsPlugin",["require","exports","eDwCommandMgr","eDwSetHierNodeAttribsCmd","eDwShowOnlyCmd","eDwUIUtils","eDwEventMgr","eDwUIShortcutMenu","eDwKeyMgr","eDwEvents","eDwTypes","eDwUIBasePlugin","utils"],(function(require,exports,eDwCommandMgr,eDwSetHierNodeAttribsCmd,eDwShowOnlyCmd,eDwUIUtils,eDwEventMgr,eDwUIShortcutMenu_4,eDwKeyMgr_4,eDwEvents_7,eDwTypes_16,eDwUIBasePlugin_1,utils){"use strict";var eDwUIHierNodeVisMenuItemPlugin=function(_super){__extends(eDwUIHierNodeVisMenuItemPlugin,_super);function eDwUIHierNodeVisMenuItemPlugin(iViewer,iViewerFeatOpts){return _super.call(this,"HideShow",iViewer)||this}eDwUIHierNodeVisMenuItemPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){function isNotPartModel(iViewer){return!iViewer.getModel().isPart()}var shortcutMenu,isVisibleForASMAndDRW,isVisibleForASM,isVisibleNonRootForASMAndDRW;var _this=this;return __generator(this,(function(_a){_super.prototype.init.call(this);shortcutMenu=eDwUIShortcutMenu_4.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}isVisibleForASMAndDRW=function(iViewer,iIsSelected){return iIsSelected&&isNotPartModel(iViewer)};isVisibleForASM=function(iViewer,iIsSelected){return iIsSelected&&iViewer.getModel().isAssembly()};isVisibleNonRootForASMAndDRW=function(iViewer,iIsSelected){var model=iViewer.getModel();var modelViewHierNode=model.getActiveModelView().Hierarchy;var lastSelHierNode=iViewer.SelectionMgr.getLastSelHierarchyNode();return iIsSelected&&(model.isDrawing()||model.isAssembly()&&modelViewHierNode!==lastSelHierNode.Parent)};shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-hide-show",(function(iEvent,iUIItemJQ,iArg){var selMgr=_this.mViewer.SelectionMgr;var selHierNodes=selMgr.getSelHierarchyNodes();if(selHierNodes&&selHierNodes.length){(function(){return __awaiter(_this,void 0,void 0,(function(){var attrib,selHideShowCmd;return __generator(this,(function(_a){switch(_a.label){case 0:attrib={Visible:!selHierNodes[0].getAttribs().Visible};selHideShowCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selHideShowCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-transp-solid",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,selHierNodes,attrib,selTransSolidCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();if(!(selHierNodes&&selHierNodes.length))return[3,2];attrib={Opaque:!selHierNodes[0].getAttribs().Opaque};selTransSolidCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selTransSolidCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASM);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-isolate",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,showOnlyCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;showOnlyCmd=new eDwShowOnlyCmd(this.mViewer,selMgr.getSelHierarchyNodes());return[4,eDwCommandMgr.get().run(showOnlyCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleNonRootForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-show-all",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var showAllCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showAllCmd=new eDwShowOnlyCmd(this.mViewer);return[4,eDwCommandMgr.get().run(showAllCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isNotPartModel);this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item-button","click",(function(iEvent){console.debugLog("UIPlugin","HideShow menu button click");var selected=false;var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var parentJQ=targetJQ.parent();eDwUIUtils.scrollToTarget(parentJQ);var selIDHC=eDwUIUtils.getIDHC(parentJQ);if(!isNaN(selIDHC)){var existingIdx=_this.mViewer.SelectionMgr.getSelectedNodeIDIndex(selIDHC);selected=existingIdx>-1?true:_this.mViewer.SelectionMgr.selectByID(selIDHC)}if(selected){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))})()}}));console.debugLog("UIPlugin","Added HideShow click event handler");this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseup",(function(iEvent){console.debugLog("UIPlugin","HideShow menu mouseup");var eventJQ=$(iEvent);var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(!targetJQ||!targetJQ.length||!eventJQ||!eventJQ.length||targetJQ.hasClass("edrawings-root")||targetJQ.hasClass("edrawings-tree-arrow")||targetJQ.hasClass("edrawings-tree-expanded")||targetJQ.hasClass("edrawings-tree-icon")){return}if(!targetJQ.hasClass("edrawings-submenu-list-item"))return;var mouseEvent=iEvent;var pressedRMB=eDwKeyMgr_4.eDwKeyMgr.isRMBPressed(mouseEvent);var selected=false;var selIDHC=eDwUIUtils.getIDHC(targetJQ);if(utils.isNumber(selIDHC)){if(!eDwKeyMgr_4.eDwKeyMgr.get().isDown("Shift")){selected=_this.mViewer.SelectionMgr.selectByID(selIDHC)}else{var selector=".edrawings-submenu-list-item"+".edrawings-list-selected:has([data-hoopsid])";var filter=".edrawings-submenu-list-item:has([data-hoopsid])";var collectionPrevJQ=targetJQ.prevUntil(selector,filter);if(collectionPrevJQ.length===0||collectionPrevJQ.last().prev(selector).length===0){collectionPrevJQ=$([])}var collectionNextJQ=targetJQ.nextUntil(selector,filter);if(collectionNextJQ.length===0||collectionNextJQ.last().next(selector).length===0){collectionNextJQ=$([])}var collectionJQ=$([]).add(collectionPrevJQ).add(targetJQ).add(collectionNextJQ);collectionJQ.each((function(iIdx,iElement){var elementJQ=$(iElement);var selIDHC=eDwUIUtils.getIDHC(elementJQ);_this.mViewer.SelectionMgr.selectByID(selIDHC)}));selected=true;iEvent.preventDefault()}}else{selected=!targetJQ.hasClass("edrawings-list-selected");targetJQ[selected?"addClass":"removeClass"]("edrawings-list-selected")}(function(){return __awaiter(_this,void 0,void 0,(function(){var eventMgr,onSelectDoRMB;var _this=this;return __generator(this,(function(_a){eventMgr=eDwEventMgr.get();onSelectDoRMB=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eventMgr.removeEventHandlerFunc(eDwEvents_7.SelectEvent,"onSelectDoRMB");return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))};if(selected&&pressedRMB){eventMgr.addEventHandlerFunc(eDwEvents_7.SelectEvent,onSelectDoRMB)}return[2]}))}))})()}));console.debugLog("UIPlugin","Added HideShow mouseup event handler");return[2]}))}))};eDwUIHierNodeVisMenuItemPlugin.prototype.check=function(iPluginName){return _super.prototype.check.call(this,iPluginName)||iPluginName===undefined};eDwUIHierNodeVisMenuItemPlugin.prototype.fireEvent=function(iEvent,iAppEvent){return __awaiter(this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iEvent||!iAppEvent||!this.mViewer)return[2];if(!(iAppEvent===eDwEvents_7.RightClickEvent))return[3,3];if(!utils.isOfType(iEvent,"clientX"))return[3,2];screenPos=new eDwTypes_16.HC.Point2(iEvent.clientX,iEvent.clientY);return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,screenPos,$(iEvent.target),this.PluginGroupName)];case 1:_a.sent();_a.label=2;case 2:return[3,5];case 3:if(!(iAppEvent===eDwEvents_7.UnselectEvent))return[3,5];return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,[])];case 4:_a.sent();_a.label=5;case 5:return[2]}}))}))};return eDwUIHierNodeVisMenuItemPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIHierNodeVisMenuItemPlugin}));define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwLayer","utils"],(function(require,exports,eDwUIHTMLGenerator_2,eDwLayer,utils){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,layers,_i,layers_2,layer;return __generator(this,(function(_a){generatedHTML="";layers=this.mViewer.getModel().getLayers();if(layers.length){generatedHTML+="<div class='edrawings-submenu-list-item "+"edrawings-root' style='padding-left: "+this.mInitialLeftPaddingInPX+"px; "+"width:calc(100% - "+this.mInitialLeftPaddingInPX+"px);'> "+"<input id='layer-all' class='layer-all "+" edrawings-layer-checkbox-style' "+" type='checkbox' checked> "+"<span class='item-tree-text'>"+"Name</span></div>"+"<hr style='margin-top:0;margin-left:5px;"+"margin-right:10px;'>"}for(_i=0,layers_2=layers;_i<layers_2.length;_i++){layer=layers_2[_i];if(!this.shouldIncludeNode(layer))continue;generatedHTML+=this.generateHTMLForNode(layer,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUILayerHTMLGenerator.prototype.getPreSpanHTML=function(iLayer,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return"<input class='item-layer-checkbox"+" edrawings-layer-checkbox-style' type='checkbox' "+(iLayer.getAttribs().Visible?"checked":"unchecked")+">"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUILayerHTMLGenerator.prototype.shouldIncludeNode=function(iLayer){return true};eDwUILayerHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getLayer(iNode).getName()};eDwUILayerHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getLayer(iNode).getIDHC()};eDwUILayerHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return NaN};eDwUILayerHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childNodes=[];if(this.mViewer.ViewerFeatureOpts.Debug){childNodes=l_getLayer(iNode).getNodeIDsHC()}return childNodes};eDwUILayerHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return""};eDwUILayerHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator_2.eDwUIHTMLGenerator);function l_getLayer(iNode){if(!utils.isInstanceOf(iNode,eDwLayer)){throw new Error("Not a layer:\n"+JSON.stringify(iNode))}return iNode}return eDwUILayerHTMLGenerator}));define("eDwUIMessageReporter",["require","exports","eDwUIUtils","utils"],(function(require,exports,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.showMessageInDebugPanel=exports.showMessagePanelFromCSScontent=exports.showResultPanel=exports.showServerLoadErrorPanel=void 0;function showServerLoadErrorPanel(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({},"edrawings-server-load-failure-1")];case 1:_a.sent();return[4,l_showServerError(iServerID,iModelCacheName)];case 2:_a.sent();return[2]}}))}))}exports.showServerLoadErrorPanel=showServerLoadErrorPanel;function showResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=false;if(!utils.isOfType(iResult,"ServerID"))return[3,2];return[4,l_showConversionResultPanel(iResult)];case 1:showButtons=_b.sent();return[3,5];case 2:_a=iResult.ErrorCode;return[3,3];case 3:return[4,l_showPanelGeneric(iResult)];case 4:showButtons=_b.sent();return[3,5];case 5:return[2,showButtons]}}))}))}exports.showResultPanel=showResultPanel;function showMessagePanelFromCSScontent(iTextClass,iOptions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText(!!iOptions?iOptions:{},iTextClass)];case 1:_a.sent();return[4,l_showMessagePanel()];case 2:_a.sent();return[2]}}))}))}exports.showMessagePanelFromCSScontent=showMessagePanelFromCSScontent;function showMessageInDebugPanel(iMsg){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_showMessagePanel(iMsg,true,true)];case 1:_a.sent();return[2]}}))}))}exports.showMessageInDebugPanel=showMessageInDebugPanel;function l_showConversionResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=l_shouldShowButtons();_a=iResult.ErrorCode;switch(_a){case"URLNotAccessible":return[3,1];case"UnsupportedFileType":return[3,4];case"UnknownLicenseError":return[3,7];case"LicenseVersionMismatch":return[3,10];case"NoMoreLicenses":return[3,13];case"CannotConnectToLicenseServer":return[3,16];case"LicenseExpired":return[3,19];case"UnknownError":return[3,22]}return[3,25];case 1:return[4,l_addParagraphToPanelText({"data-file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible")];case 2:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_b.sent();return[3,29];case 4:return[4,l_addParagraphToPanelText({"data-file":iResult.FileName},"edrawings-server-unsupported-file-type")];case 5:_b.sent();return[4,l_showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close")];case 6:_b.sent();return[3,29];case 7:return[4,l_addParagraphToPanelText({},"edrawings-unknown-license-error")];case 8:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 9:_b.sent();return[3,29];case 10:return[4,l_addParagraphToPanelText({},"edrawings-license-version-mismatch-error")];case 11:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 12:_b.sent();return[3,29];case 13:return[4,l_addParagraphToPanelText({},"edrawings-no-licenses-error")];case 14:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 15:_b.sent();return[3,29];case 16:return[4,l_addParagraphToPanelText({},"edrawings-license-server-connection-error")];case 17:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 18:_b.sent();return[3,29];case 19:return[4,l_addParagraphToPanelText({},"edrawings-license-expired-error")];case 20:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 21:_b.sent();return[3,29];case 22:return[4,l_addParagraphToPanelText({},"edrawings-unknown-error")];case 23:_b.sent();return[4,l_showServerError(iResult.ServerID,iResult.ModelCacheName)];case 24:_b.sent();return[3,29];case 25:if(!l_isDebug())return[3,27];return[4,l_showPanelGeneric(iResult)];case 26:_b.sent();return[3,28];case 27:showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName);_b.label=28;case 28:return[3,29];case 29:return[2,showButtons]}}))}))}function l_showPanelGeneric(iResult){return __awaiter(this,void 0,void 0,(function(){var _a,msg,classes,_i,_b,data;return __generator(this,(function(_c){switch(_c.label){case 0:_a=iResult.ErrorCode;switch(_a){case"AJAXFailure":return[3,1];case"IncompleteFileProcessing":return[3,4];case"ModelLoadInViewerFailed":return[3,7]}return[3,11];case 1:return[4,l_addParagraphToPanelText({},"edrawings-server-ajax-failure")];case 2:_c.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_c.sent();return[3,13];case 4:return[4,l_addParagraphToPanelText({},"edrawings-unable-process-file")];case 5:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 6:_c.sent();return[3,13];case 7:return[4,l_addParagraphToPanelText({"data-error-message":iResult.ErrorData[0]},"edrawings-viewer-load-failure")];case 8:_c.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iResult.ErrorData[1]},"edrawings-server-load-failure-3")];case 9:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 10:_c.sent();return[3,13];case 11:msg="";classes="edrawings-dialog-no-close";switch(iResult.ErrorCode){case"Error":classes+=" edrawings-error-title";break;case"Warn":classes+=" edrawings-warn-title";break;default:classes+=" edrawings-info-title";msg+="<div>"+iResult.ErrorCode+"</div>";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="<div style='white-space: nowrap'>"+data+"</div>"}return[4,l_showMessagePanel(msg,true,false,classes)];case 12:_c.sent();return[3,13];case 13:return[2,l_shouldShowButtons()]}}))}))}function l_addParagraphToPanelText(iOptions,iTextClass){return __awaiter(this,void 0,void 0,(function(){function getValue(iValue){return typeof iValue==="string"?"'"+iValue+"'":iValue.toString()}var msgPanelTextJQ,div,optionKeys,_i,optionKeys_1,optionKey;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();div="<div class='"+iTextClass+" edrawings-dialog-content'";optionKeys=Object.keys(iOptions);for(_i=0,optionKeys_1=optionKeys;_i<optionKeys_1.length;_i++){optionKey=optionKeys_1[_i];div+=" "+optionKey+"="+getValue(iOptions[optionKey])}div+="></div>";msgPanelTextJQ.append(div);return[2]}}))}))}function l_showMessagePanel(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}return __awaiter(this,void 0,void 0,(function(){var msgPanelTextJQ,opts,msgPanel,msgPanelTitleJQ,text;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();if(iMsg)msgPanelTextJQ.html(iMsg);opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}$.extend(opts,{beforeClose:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().off("drop")},open:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().on("drop",(function(iEvent2){iEvent2.preventDefault();iEvent2.stopPropagation()}))}});eDwUIUtils.hide("#WaitBanner",true);msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){msgPanelTitleJQ=msgPanel.prev().find(".ui-dialog-title");text="";if(msgPanelTitleJQ){text=msgPanelTitleJQ.css("content").replace(/^['"]+|\\|(;\s?})+|['"]$/g,"")}msgPanelTitleJQ.text(text)}return[2]}}))}))}function l_shouldShowButtons(){var viewerHTMLElem=$(eDwUIUtils.getViewerElementID()).get(0);return $._data(viewerHTMLElem,"events").dragover}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug||false}function l_getDialogPanelTextElem(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!!lDialogTextJQ.length)return[3,2];return[4,eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html")];case 1:_a.sent();lDialogTextJQ=$("#edrawings-dialog-panel-text");_a.label=2;case 2:return[2,lDialogTextJQ]}}))}))}function l_showServerError(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({"data-server-id":iServerID},"edrawings-server-load-failure-2")];case 1:_a.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iModelCacheName},"edrawings-server-load-failure-3")];case 2:_a.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_a.sent();return[2]}}))}))}var lDialogTextJQ=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_i<modelViews_6.length;_i++){modelView=modelViews_6[_i];modelViewHierNode=modelView.Hierarchy;if(!this.shouldIncludeNode(modelViewHierNode)){continue}generatedHTML+=this.generateHTMLForNode(modelViewHierNode,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUIModelViewHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};eDwUIModelViewHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUIModelViewHTMLGenerator}(eDwUIHTMLGenerator_3.eDwUIHTMLGenerator);return eDwUIModelViewHTMLGenerator}));define("eDwUIPluginMgr",["require","exports","eDwServiceMgr","eDwGenericError","utils"],(function(require,exports,eDwServiceMgr,eDwGenericError,utils){"use strict";var eDwUIPluginMgr=function(){function eDwUIPluginMgr(){this.clearPluginData()}eDwUIPluginMgr.prototype.loadPlugins=function(iPluginClassNames,iViewer,iViewerFeatOpts){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPluginClassNames_1,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iPluginClassNames.length)return[2];promises=[];for(_i=0,iPluginClassNames_1=iPluginClassNames;_i<iPluginClassNames_1.length;_i++){pluginClassName=iPluginClassNames_1[_i];if(!pluginClassName)continue;l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),promises)}return[4,Promise.all(promises)];case 1:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.loadDynamicPlugins=function(iViewer){return __awaiter(this,void 0,void 0,(function(){var pluginClassNames;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwServiceMgr.get().importPlugins()];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer)];case 2:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.onClick=function(iID,iActivate){var plugin=this.mIDToPluginMap[iID];if(plugin){plugin.onClick(iActivate);return true}return false};eDwUIPluginMgr.prototype.destroy=function(){for(var _i=0,_a=this.mUIPlugins;_i<_a.length;_i++){var plugin=_a[_i];plugin.destroy()}this.clearPluginData();eDwUIPluginMgr.sMgr=null};eDwUIPluginMgr.get=function(){if(!eDwUIPluginMgr.sMgr){eDwUIPluginMgr.sMgr=new eDwUIPluginMgr}return eDwUIPluginMgr.sMgr};eDwUIPluginMgr.prototype.clearPluginData=function(){this.mUIPlugins=[];this.mIDToPluginMap={};this.mPluginClassNameProcessed={}};eDwUIPluginMgr.prototype.loadPlugin=function(iPluginClassName,iViewer,iViewerFeatOpts){var _this=this;var onPluginLoaded=function(iGenericPluginClassConstructor){return __awaiter(_this,void 0,void 0,(function(){var plugin,pluginButtonID,pluginClassNames,loadedPluginPromises,_i,pluginClassNames_1,pluginClassName,iExcp_15;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,6,,7]);plugin=new iGenericPluginClassConstructor(iViewer,iViewerFeatOpts);this.mUIPlugins.push(plugin);pluginButtonID=plugin.PluginButtonID;if(pluginButtonID){this.mIDToPluginMap[pluginButtonID]=plugin}console.debugLog("UIPlugin","Dynamically loaded "+iPluginClassName);if(!plugin.Dependencies.length)return[3,4];return[4,eDwServiceMgr.get().importDependencies(plugin.Dependencies)];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer,iViewerFeatOpts)];case 2:_a.sent();loadedPluginPromises=[];for(_i=0,pluginClassNames_1=pluginClassNames;_i<pluginClassNames_1.length;_i++){pluginClassName=pluginClassNames_1[_i];if(!pluginClassName)continue;try{l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),loadedPluginPromises)}catch(iExcp){console.warn("Importing dependencies for "+iPluginClassName+" failed - "+iExcp.message)}}return[4,Promise.all(loadedPluginPromises)];case 3:_a.sent();_a.label=4;case 4:return[4,plugin.init()];case 5:_a.sent();console.debugLog("UIPlugin","Initialized "+iPluginClassName);return[3,7];case 6:iExcp_15=_a.sent();console.warn("Constructing "+iPluginClassName+" failed - "+iExcp_15.message);return[3,7];case 7:return[2]}}))}))};try{console.debugLog("UIPlugin","Attempting dynamic load of "+iPluginClassName);return new Promise((function(iResolveFunc,iRejectFunc){if(_this.mPluginClassNameProcessed[iPluginClassName]){iResolveFunc()}else{_this.mPluginClassNameProcessed[iPluginClassName]=true;require([iPluginClassName],(function(iClassConstructor){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,onPluginLoaded(iClassConstructor).then(iResolveFunc,(function(iReason){if(iRejectFunc)iRejectFunc(iReason);else{var msg=JSON.stringify(iReason);console.debugLog("UIPlugin",msg);throw new eDwGenericError("")}}))];case 1:_a.sent();return[2]}}))}))})()}))}}))}catch(iExcp){console.warn("Dynamic load failed for "+iPluginClassName+" - "+iExcp.message);return Promise.reject()}};return eDwUIPluginMgr}();function l_appendPromiseToArray(iPromise,ioPromises){utils.appendToArray(iPromise,ioPromises)}return eDwUIPluginMgr}));define("eDwUISheetTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_4){"use strict";var eDwUISheetTreeHTMLGenerator=function(_super){__extends(eDwUISheetTreeHTMLGenerator,_super);function eDwUISheetTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUISheetTreeHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer")return false;return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUISheetTreeHTMLGenerator}(eDwUIHTMLGenerator_4.eDwUIHTMLGenerator);return eDwUISheetTreeHTMLGenerator}));define("eDwUIShortcutMenu",["require","exports","eDwUIHTMLEventMgr","eDwGenericError","eDwEventMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIHTMLEventMgr,eDwGenericError,eDwEventMgr,eDwEvents_8,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIShortcutMenu=void 0;var eDwUIShortcutMenu=function(){function eDwUIShortcutMenu(){var _this=this;this.mMenuHandlers={};this.mMenuVisibilityHandlerObjs={};this.mCheckPluginHandlers={};$(c_menuID).menu({select:function(iEvent,iUIItemJQ){var itemJQ=iUIItemJQ.item;if(!itemJQ||itemJQ.hasClass(".ui-state-disabled"))return;var handler=_this.mMenuHandlers[itemJQ.attr("id")];if(handler){handler(iEvent,iUIItemJQ,_this.mArg)}else{console.debugLog("shortcutmenu","Missing shortcut menu handler: "+itemJQ.attr("class"))}}});eDwUIShortcutMenu.hide();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mUIHTMLEventMgr.addEventHandler("document","contextmenu",eDwUIUtils.inhibitEventBehavior);var showShortcutMenu=function(iViewer,iScreenPos,iArg,iPluginName){return __awaiter(_this,void 0,void 0,(function(){var menuItemID,visibilityHandlerObj,pluginHandler,visState,handlerExists;return __generator(this,(function(_a){this.mArg=iArg;for(menuItemID in this.mMenuVisibilityHandlerObjs){visibilityHandlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];pluginHandler=this.mCheckPluginHandlers[visibilityHandlerObj.PluginName];visState=pluginHandler?!pluginHandler(iPluginName):false;handlerExists=visibilityHandlerObj.VisHandler;visState=visState||(handlerExists?!visibilityHandlerObj.VisHandler(iViewer,iArg):false);eDwUIUtils.hide("#"+menuItemID,visState)}eDwUIShortcutMenu.show(iScreenPos.x,iScreenPos.y);return[2]}))}))};var hideShortcutMenu=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){eDwUIShortcutMenu.hide();return[2]}))}))};var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwEvents_8.RightClickEvent,showShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.UnselectEvent,hideShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.LeftClickEvent,hideShortcutMenu)}eDwUIShortcutMenu.prototype.isEmpty=function(){return!$(c_menuID+" ul").length&&!$(c_menuID+" li").length};eDwUIShortcutMenu.prototype.removeAllEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwEvents_8.RightClickEvent,"showShortcutMenu");eventMgr.removeEventHandlerFunc(eDwEvents_8.UnselectEvent,"hideShortcutMenu");this.mMenuHandlers={};this.mCheckPluginHandlers={}};eDwUIShortcutMenu.prototype.destroy=function(){eDwUIShortcutMenu.hide();this.removeAllEventHandlers();$(c_menuID+" ul").remove();$(c_menuID+" li").remove();eDwUIShortcutMenu.sMenu=null};eDwUIShortcutMenu.prototype.addMenuItem=function(iPluginName,iMenuItemCSSClassName,iHandlerFunc,iIsVisibleFunc,iInitHideMenuItem,iParentMenuSelector){if(iHandlerFunc===void 0){iHandlerFunc=null}if(iIsVisibleFunc===void 0){iIsVisibleFunc=l_shouldBeVisible}if(iInitHideMenuItem===void 0){iInitHideMenuItem=true}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}if(!iMenuItemCSSClassName){console.debugLog("shortcutmenu","Missing selector.");throw new eDwGenericError("Missing selector.")}var menuJQ=$(iParentMenuSelector);var menuItemJQ=l_insertInMenu("li",iPluginName,iMenuItemCSSClassName,menuJQ);var menuItemID=menuItemJQ.attr("id");eDwUIUtils.hide("#"+menuItemID,iInitHideMenuItem);if(iHandlerFunc){this.mMenuHandlers[menuItemID]=iHandlerFunc}var handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];if(!handlerObj){handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID]={VisHandler:iIsVisibleFunc,PluginName:iPluginName}}else{handlerObj.VisHandler=iIsVisibleFunc;handlerObj.PluginName=iPluginName}};eDwUIShortcutMenu.prototype.addSubMenu=function(iPluginName,iSubMenuCSSClassName,iHideSubMenu,iParentMenuSelector){if(iHideSubMenu===void 0){iHideSubMenu=false}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var subMenuJQ=$(iParentMenuSelector);l_insertInMenu("ul",iPluginName,iSubMenuCSSClassName,subMenuJQ);if(iHideSubMenu)eDwUIShortcutMenu.hide()};eDwUIShortcutMenu.prototype.addMenuSeparator=function(iPluginName){this.addMenuItem(iPluginName,"edrawings-shortcut-divider",null,(function(iViewer,iArg){if(l_getNumVisMenuItems()){return l_shouldBeVisible(iViewer,iArg)}return false}))};eDwUIShortcutMenu.prototype.setPluginCheck=function(iPluginNameKey,iCheckFunc){if(iPluginNameKey){this.mCheckPluginHandlers[iPluginNameKey]=iCheckFunc;return true}return false};eDwUIShortcutMenu.prototype.removeAllMenuItems=function(iPluginName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}this.removeMenuItem(iPluginName,"",iParentMenuSelector)};eDwUIShortcutMenu.prototype.removeMenuItem=function(iPluginName,iMenuItemCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var menuItemJQ=l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName);var menuItemID=menuItemJQ.attr("id");delete this.mMenuHandlers[menuItemID];delete this.mMenuVisibilityHandlerObjs[menuItemID];$(iParentMenuSelector).menu("refresh")};eDwUIShortcutMenu.prototype.removeSubMenu=function(iPluginName,iSubMenuCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}l_removeFromMenu(iParentMenuSelector,iPluginName,iSubMenuCSSClassName)};eDwUIShortcutMenu.get=function(){if(!eDwUIShortcutMenu.sMenu){eDwUIShortcutMenu.sMenu=new eDwUIShortcutMenu}return eDwUIShortcutMenu.sMenu};eDwUIShortcutMenu.destroy=function(){if(eDwUIShortcutMenu.sMenu)eDwUIShortcutMenu.sMenu.destroy()};eDwUIShortcutMenu.show=function(iX,iY,iParentRect){var numVisMenuItems=l_getNumVisMenuItems();if(!numVisMenuItems)return;var menuJQ=$(c_menuID);var viewerElemJQ=$("#edrawings-canvas");var parentRect=iParentRect?iParentRect:{Width:viewerElemJQ.width(),Height:viewerElemJQ.height()};var posx=iX;var posy=iY;var menuHeight=menuJQ.height();var menuWidth=menuJQ.width();if(posx+menuWidth>parentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"</"+iElementStyle+">");menuElemJQ.attr("plugin-name",iPluginName);if(!menuElemJQ.attr("id")){menuElemJQ.attr("id",iCSSClassName+"-id")}iParentMenuJQ.append(menuElemJQ);iParentMenuJQ.menu("refresh");if(text===c_dummyText)menuElemJQ.text("");return menuElemJQ}function l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName){return $(iParentMenuSelector).find("[plugin-name='"+iPluginName+"']"+iMenuItemCSSClassName).remove()}function l_getNumVisMenuItems(iPluginName){var menuItems=$(c_menuID+" li");var hiddenMenuItems=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i<tableNodes_1.length;_i++){tableNode=tableNodes_1[_i];if(!this.shouldIncludeNode(tableNode))continue;generatedHTML+=this.generateHTMLForNode(tableNode,NaN,"edrawings-root "+iAdditionalClasses,true)}}return[2,generatedHTML]}))}))};eDwUITableHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUITableHTMLGenerator}(eDwUIHTMLGenerator_5.eDwUIHTMLGenerator);return eDwUITableHTMLGenerator}));define("eDwUIUtils",["require","exports","eDwView","eDwServiceMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwZoomToFitCmd","eDwResetCmd","eDwUIHTMLGenerator","eDwUISheetTreeHTMLGenerator","eDwUILayerHTMLGenerator","eDwUIDebugHTMLGenerator","eDwEventMgr","eDwAJAXError","eDwResultError","eDwNodeAttributes","eDwTypes","eDwEvents","eDwUIMessageReporter","utils","eDwKeyMgr"],(function(require,exports,eDwView,eDwServiceMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwZoomToFitCmd,eDwResetCmd,eDwUIHTMLGenerator_6,eDwUISheetTreeHTMLGenerator,eDwUILayerHTMLGenerator,eDwUIDebugHTMLGenerator,eDwEventMgr,eDwAJAXError,eDwResultError,eDwNodeAttributes_4,eDwTypes_17,eDwEvents_9,eDwUIMessageReporter,utils,eDwKeyMgr_5){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.getAsJQueryObj=exports.adjustScrollArrows=exports.disableScrollOnTouch=exports.enableScrollOnTouch=exports.executeScrolling=exports.positionMenuPanelArrowCollapseButton=exports.fixMenuPanelInwardToolbar=exports.viewFile=exports.makeResult=exports.getViewerElementID=exports.getViewerElementName=exports.resetToHomeView=exports.isStateOn=exports.isIDInJQuery=exports.deactivateUI=exports.activateUI=exports.getIDHC=exports.scrollToTarget=exports.getPosition=exports.getRequestedQueryStringParams=exports.hide=exports.loadPanel=exports.getSpanText=exports.getTarget=exports.getText=exports.addPanelModeEvents=exports.populateModelViewPanel=exports.inhibitEventBehavior=exports.loadComponentHTML=exports.deactivateMoveInput=exports.addCloseEventHandler=exports.scrollToTreeNode=exports.expandSelected=exports.switchModelView=exports.updateModelViewTargets=exports.searchPanelList=exports.zoomToFit=exports.addSubTreeArrowEventHandler=exports.updateUI=exports.getUIPanelID=exports.setUIGenerator=exports.getUIGenerator=exports.createUIGenerators=exports.updateIcons=void 0;function updateIcons(iHierNodesAndAttribs){for(var _i=0,iHierNodesAndAttribs_4=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_4.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_4[_i];var hierNode=hierNodeAndAttribs.HierNode;var attribs=hierNodeAndAttribs.Attribs;var listItemDiv=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-submenu-list-item"]');var iconDiv=listItemDiv.children("div.edrawings-tree-icon");iconDiv.removeClass(l_getAllDisplayStateCSSClasses(hierNode));var newCSSClass=eDwUIHTMLGenerator_6.eDwUIHTMLGenerator.getDisplayStateCSSClass(hierNode,attribs);iconDiv.addClass(newCSSClass)}}exports.updateIcons=updateIcons;function createUIGenerators(iViewer){var panelID="#edrawings-sheet-tree-menu";l_generators[panelID]=new eDwUISheetTreeHTMLGenerator(iViewer,panelID);panelID="#edrawings-layer-control-menu";l_generators[panelID]=new eDwUILayerHTMLGenerator(iViewer,panelID);panelID="#edrawings-debug-menu";l_generators[panelID]=new eDwUIDebugHTMLGenerator(iViewer,panelID)}exports.createUIGenerators=createUIGenerators;function getUIGenerator(iName){return l_generators[iName]}exports.getUIGenerator=getUIGenerator;function setUIGenerator(iName,iGen){l_generators[iName]=iGen}exports.setUIGenerator=setUIGenerator;function getUIPanelID(iTargetJQ){var panelJQ=iTargetJQ.closest(".edrawings-submenu");return panelJQ?"#"+panelJQ[0].id:""}exports.getUIPanelID=getUIPanelID;function updateUI(iViewer,iModelView,iInit){if(iInit===void 0){iInit=false}return __awaiter(this,void 0,void 0,(function(){var model,listHTML,listJQ,gen,modelViews,_i,modelViews_7,modelView;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iViewer)return[3,2];if(iViewer.ViewerFeatureOpts.Debug)l_populateDebugPanel(iViewer);model=iViewer.getModel();if(!iModelView)return[3,2];if(iModelView===model.getActiveModelView()){listHTML="";listJQ=$("#edrawings-sheet-tree-menu .edrawings-submenu-list");gen=getUIGenerator("#edrawings-sheet-tree-menu");modelViews=iViewer.getModel().getModelViews();for(_i=0,modelViews_7=modelViews;_i<modelViews_7.length;_i++){modelView=modelViews_7[_i];listHTML+=gen.generateHTMLForNode(modelView.Hierarchy,NaN,"edrawings-root")}listJQ.empty();listJQ.append(listHTML)}updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected");if(!iInit)return[3,2];return[4,l_populateLayerPanel(iViewer)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.updateUI=updateUI;function addSubTreeArrowEventHandler(ioUIHTMLEventMgr,iTreeNodeID){ioUIHTMLEventMgr.addDelegatedEventHandler(iTreeNodeID+" .edrawings-tree-arrow","click",(function(iEvent){if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ[0])return;function collapseListNode(iTargetJQ){var parentElemJQ=iTargetJQ[0]?getAsJQueryObj(iTargetJQ[0].parentElement):$();if(!parentElemJQ.hasClass("edrawings-submenu-list")){parentElemJQ=parentElemJQ[0]?getAsJQueryObj(parentElemJQ[0].parentElement):$()}if(!parentElemJQ[0]){console.warn("No list found for the collapsable element.");return}var parentElem=parentElemJQ[0];var childElemsJQ=parentElemJQ.children("[data-hoopsparentid='"+iTargetJQ.data("hoopsid")+"']");$.each(childElemsJQ,(function(iArg,iElem){collapseListNode($(iElem));parentElem.removeChild(iElem)}))}if(targetJQ.hasClass("edrawings-tree-expanded")){collapseListNode(targetJQ);targetJQ.removeClass("edrawings-tree-expanded")}else{var appendJQ=targetJQ.closest(".edrawings-submenu-list-item");var panelID=getUIPanelID(appendJQ);var gen=getUIGenerator(panelID);var nodeToExpandHC=parseInt(targetJQ.data("hoopsid"),10);var node=gen.getNodeFromID(nodeToExpandHC);if(node===undefined){console.debugLog("ListUI","There is no node for the ID");return}var offset=parseInt($(appendJQ).css("padding-left"),10);appendJQ.after(gen.generateHTMLForChildNodes(node,false,offset));targetJQ.addClass("edrawings-tree-expanded")}}))}exports.addSubTreeArrowEventHandler=addSubTreeArrowEventHandler;function zoomToFit(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var nodeIDHC,activeModelView,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDHC=iViewer.SelectionMgr.getLastSelIDHC();if(utils.isNaN(nodeIDHC)){activeModelView=iViewer.getModel().getActiveModelView();nodeIDHC=activeModelView.Hierarchy.HOOPSID}zoomToFitCmd=new eDwZoomToFitCmd(iViewer,nodeIDHC,iViewer.getHCView().getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.zoomToFit=zoomToFit;function searchPanelList(iViewer,iElemJQ){var panelID=getUIPanelID(iElemJQ);var listJQ=$(panelID+" .edrawings-submenu-list");var activeModelView=iViewer.getModel().getActiveModelView();var activeModelViewNode=activeModelView.Hierarchy;if(activeModelViewNode){listJQ.empty();iViewer.SelectionMgr.unSelectAllObjects();var gen=getUIGenerator(panelID);var inputVal=$(panelID+" .edrawings-menu-search-input").val();listJQ.append(gen.generateHTMLForChildNodes(activeModelViewNode,inputVal.length>0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("span[data-hoopsid='"+iModelView.Hierarchy.HOOPSID+"']");if(targetSpans.length>0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){var parentJQ=viewTab.parent();parentJQ.addClass(iTargetClass);scrollToTarget(parentJQ)}}}exports.updateModelViewTargets=updateModelViewTargets;function switchModelView(iEvent,iViewer,iClassForNodeID){var _this=this;if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ.length)return;var modelViewDivJQ=$(iClassForNodeID,targetJQ);if(!modelViewDivJQ.length)return;var model=iViewer.getModel();var nodeIDHC=parseInt(modelViewDivJQ.data("hoopsid"),10);var modelViewHierNode=model.getHierarchyNode(nodeIDHC);var newModelView=modelViewHierNode.getModelView();var currModelView=model.getActiveModelView();if(newModelView===currModelView)return;(function(){return __awaiter(_this,void 0,void 0,(function(){var changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,newModelView);return[4,eDwCommandMgr.get().run(changeModelViewCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.switchModelView=switchModelView;function expandSelected(iViewer,iSelHierNode){var activeModelView=iViewer.getModel().getActiveModelView();function expandNode(iTargetJQ){if(!iTargetJQ.length)return;if(!iTargetJQ.hasClass("edrawings-tree-expanded")){var panelUIID=getUIPanelID(iTargetJQ);if(!$(panelUIID).is(":visible"))return;var gen=getUIGenerator(panelUIID);var offset=parseInt($(iTargetJQ).css("padding-left"),10);var nodeToExpand=parseInt(iTargetJQ.data("hoopsid"),10);var hierarchyNode=activeModelView.Nodes[nodeToExpand];var appendNode=iTargetJQ.closest(".edrawings-submenu-list-item");appendNode.after(gen.generateHTMLForChildNodes(hierarchyNode,false,offset));iTargetJQ.addClass("edrawings-tree-expanded")}}var hierNode=iSelHierNode.Parent;while(hierNode&&hierNode!==activeModelView.Hierarchy){var expandNodes=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-tree-arrow"]');$.each(expandNodes,(function(iIdx,iTarget){expandNode($(iTarget))}));hierNode=hierNode.Parent}}exports.expandSelected=expandSelected;function scrollToTreeNode(iSelHierNode,iSetSelected){var treeItem={node:$("span[data-hoopsid='"+iSelHierNode.HOOPSID+"']:not(.config-tab-text)"),ownerNode:$("div[data-hoopsid='"+iSelHierNode.HOOPSID+"']")};if(treeItem.ownerNode.length){var classAction_1=iSetSelected?"addClass":"removeClass";$.each(treeItem.node,(function(iIdx,iTarget){$(iTarget)[classAction_1]("edrawings-list-selected")}));$.each(treeItem.ownerNode,(function(iIdx,iTarget){var targetJQ=$(iTarget);targetJQ[classAction_1]("edrawings-list-selected");if(!targetJQ.hasClass("edrawings-submenu-list-item")){return}targetJQ.find(".edrawings-submenu-list-item-button")[classAction_1]("edrawings-list-option");var panel=targetJQ.closest(".edrawings-menu");var panelHiddenState=panel.is(":hidden");hide(panel.attr("id"),false);if(iSetSelected){scrollToTarget(targetJQ,panelHiddenState?"none":"slow")}hide(panel.attr("id"),panelHiddenState)}))}}exports.scrollToTreeNode=scrollToTreeNode;function addCloseEventHandler(iPanelID,iUIHTMLEventMgr){iUIHTMLEventMgr.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",(function(iEvent){hide(iPanelID,true)}))}exports.addCloseEventHandler=addCloseEventHandler;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix);$(document).off("click"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(){return __awaiter(this,void 0,void 0,(function(){var loadPromises;return __generator(this,(function(_a){switch(_a.label){case 0:loadPromises=[];utils.appendToArray(loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-layer-control-menu","layerspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-debug-menu","debugpanel.html"),loadPromises);return[4,Promise.all(loadPromises)];case 1:_a.sent();return[2]}}))}))}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,(function(){var listModelViewMenu,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}exports.populateModelViewPanel=populateModelViewPanel;function addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID){var click="click"+iInputEventIDSuffix;$(document).on(click,iPanelID+" .edrawings-menu-panel-arrow-collapse",(function(iJQEvent){var msg="Panel resize: "+click;console.debugLog("UIPanelResize",msg);iJQEvent.preventDefault();var panelJQ=$(iPanelID);panelJQ.toggleClass("edrawings-collapsed");var activeButtonJQ=iButtonID?$(iButtonID):undefined;positionMenuPanelArrowCollapseButton(panelJQ,activeButtonJQ);iJQEvent.stopImmediatePropagation()}));var panelJQ=$(iPanelID);panelJQ.removeClass("edrawings-collapsed");l_setMenuPanelArrowCollapseButtonPosition(panelJQ);fixMenuPanelInwardToolbar(panelJQ)}exports.addPanelModeEvents=addPanelModeEvents;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTargetJQ){return iTargetJQ.hasClass("config-tab-text")?iTargetJQ.parent():iTargetJQ}exports.getTarget=getTarget;function getSpanText(iTargetJQ){var target=getTarget(iTargetJQ);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loaded,iExcp_16;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,false];loaded=false;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 2:_a.sent();loaded=true;console.debugLog("PanelLoad","Loaded panel id = "+iElemOrClassID+" HTML file = "+iPanelHTML);return[3,4];case 3:iExcp_16=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_16.message);return[3,4];case 4:return[2,loaded]}}))}))}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i<hashes.length;i++){var hash=hashes[i].split("=");if(hash.length>1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iAnimationSpeed){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}var animationSpeed=iAnimationSpeed;var targetOffset=iTargetJQ.offset();var targetParentJQ=iTargetJQ.parent();if(targetParentJQ.length&&targetParentJQ[0]===$(document)[0]){return false}var targetParentOffset=targetParentJQ.offset();var updated=false;if(targetParentJQ[0].scrollWidth>targetParentJQ.width()){var targetParentPaddingLeft=parseInt(targetParentJQ.css("paddingLeft"));var diff=l_computeTargetMinimalAdjustment(targetOffset.left,parseInt(iTargetJQ.css("marginLeft"))+parseInt(iTargetJQ.css("borderLeftWidth"))+iTargetJQ[0].scrollWidth+parseInt(iTargetJQ.css("borderRightWidth"))+parseInt(iTargetJQ.css("marginRight")),targetParentOffset.left+parseInt(targetParentJQ.css("marginLeft"))+parseInt(targetParentJQ.css("borderLeftWidth"))+targetParentPaddingLeft,targetParentJQ[0].clientWidth-targetParentPaddingLeft-parseInt(targetParentJQ.css("paddingRight")));if(diff!==0){var pos=targetParentJQ.scrollLeft()+diff;if(Math.abs(diff)>targetParentJQ.width()){var targetJQpostionLeft=iTargetJQ.position().left;pos=targetParentJQ.scrollLeft()+targetJQpostionLeft}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollLeft");updated=true}}if(targetParentJQ[0].scrollHeight>targetParentJQ.height()){var targetParentPaddingTop=parseInt(targetParentJQ.css("paddingTop"));var diff=l_computeTargetMinimalAdjustment(targetOffset.top,parseInt(iTargetJQ.css("marginTop"))+parseInt(iTargetJQ.css("borderTopWidth"))+iTargetJQ[0].scrollHeight+parseInt(iTargetJQ.css("borderBottomWidth"))+parseInt(iTargetJQ.css("marginBottom")),targetParentOffset.top+parseInt(targetParentJQ.css("marginTop"))+parseInt(targetParentJQ.css("borderTopWidth"))+targetParentPaddingTop,targetParentJQ[0].clientHeight-targetParentPaddingTop-parseInt(targetParentJQ.css("paddingBottom")));if(diff!==0){var pos=targetParentJQ.scrollTop()+diff;if(Math.abs(diff)>targetParentJQ.height()){var targetJQpostionTop=iTargetJQ.position().top;pos=targetParentJQ.scrollTop()+targetJQpostionTop}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollTop");updated=true}}return updated}exports.scrollToTarget=scrollToTarget;function getIDHC(iTargetJQ){if(!iTargetJQ)return Number.NaN;return parseInt(iTargetJQ.data("hoopsid"),10)}exports.getIDHC=getIDHC;function activateUI(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var panelJQ,buttonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:if(iPanelID){panelJQ=hide(iPanelID,false).addClass("active");fixMenuPanelInwardToolbar(panelJQ)}if(!iButtonID)return[3,2];buttonJQ=$(iButtonID);buttonJQ.addClass("active-button");scrollToTarget(buttonJQ,"none");return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.ActivateUIOpEvent,buttonJQ)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.activateUI=activateUI;function deactivateUI(iButtonCSSClassName,iPanelCSSClassName){if(iButtonCSSClassName===void 0){iButtonCSSClassName=""}if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonsJQ,panelsJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonsJQ=$(iButtonCSSClassName+".active-button");if(!activeButtonsJQ.length)return[3,2];return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.DeactivateUIOpEvent,activeButtonsJQ)];case 1:_a.sent();activeButtonsJQ.removeClass("active-button");_a.label=2;case 2:panelsJQ=hide(iPanelCSSClassName+".active",true).removeClass("active");panelsJQ.each((function(iIdx,iPanel){fixMenuPanelInwardToolbar($(iPanel),true)}));return[2,activeButtonsJQ]}}))}))}exports.deactivateUI=deactivateUI;function isIDInJQuery(iListJQ,iID){var inJQList=false;for(var key in iListJQ){if(iListJQ[key].id===iID){inJQList=true;break}}return inJQList}exports.isIDInJQuery=isIDInJQuery;function isStateOn(iID){return $(iID).hasClass("state-on-button")}exports.isStateOn=isStateOn;function resetToHomeView(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var resetCmd;return __generator(this,(function(_a){switch(_a.label){case 0:resetCmd=new eDwResetCmd(iViewer);return[4,eDwCommandMgr.get().run(resetCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.resetToHomeView=resetToHomeView;function getViewerElementName(){return"edrawings-viewer"}exports.getViewerElementName=getViewerElementName;function getViewerElementID(){return"#"+getViewerElementName()}exports.getViewerElementID=getViewerElementID;function makeResult(iExcp){var result={ErrorCode:"UnknownError",ErrorData:[]};if(iExcp instanceof eDwResultError){result=iExcp.Result}else if(iExcp instanceof eDwAJAXError){result.ErrorCode=iExcp.ErrorCode;result.ErrorData=[iExcp.message]}else{result.ErrorCode=iExcp.name;result.ErrorData=[iExcp.message]}return result}exports.makeResult=makeResult;function viewFile(iModelName,iModelKey,iParams,iContainerName,iModelData){return __awaiter(this,void 0,void 0,(function(){function createViewer(iWebSocketEndpoint){if(iWebSocketEndpoint===""){return null}var streamAlways=iParams.StreamAlwaysConnected;var streamModes=eDwTypes_17.HC.StreamingMode;var webViewerInfo={};webViewerInfo.containerId=iContainerName;webViewerInfo.model=iModelKey;webViewerInfo.endpointUri=iWebSocketEndpoint;webViewerInfo.streamingMode=streamAlways?streamModes.Interactive:streamModes.All;webViewerInfo.streamingMode=iModelData?null:webViewerInfo.streamingMode;webViewerInfo.buffer=iModelData;webViewerInfo.boundingPreviewMode=eDwTypes_17.HC.BoundingPreviewMode.None;eDwEventMgr.get().addEventHandlerFunc(eDwEvents_9.GLContextLostEvent,c_onContextLost);var viewer=new eDwView(webViewerInfo,iParams);hide("#"+iContainerName,false);if(iModelName){$("#edrawings-filename-text").html(decodeURIComponent(iModelName))}var modelName=!iModelName&&iModelKey?iModelKey:iModelName;if(!modelName)return null;if(modelName.search(".zip")>-1){modelName=modelName.substring(0,modelName.length-4)}console.debugLog("ModelLoad","Created new edw viewer");return viewer}var wsEndPt,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!iModelData)return[3,1];_a=null;return[3,3];case 1:return[4,eDwServiceMgr.get().getWebSocketEndpoint(iModelKey,iParams.WebSocketEndpoint)];case 2:_a=_b.sent();_b.label=3;case 3:wsEndPt=_a;return[2,createViewer(wsEndPt)]}}))}))}exports.viewFile=viewFile;function fixMenuPanelInwardToolbar(iPanelJQ,iToClear){if(iToClear===void 0){iToClear=false}if(iToClear){iPanelJQ.removeClass("edrawings-collided");return}if(iPanelJQ.hasClass("edrawings-hud-menu")){var panel=iPanelJQ[0];if(panel.scrollHeight>panel.clientHeight){iPanelJQ.addClass("edrawings-collided")}else{iPanelJQ.removeClass("edrawings-collided")}}else if(iPanelJQ.hasClass("edrawings-submenu")){var wrapperJQ=iPanelJQ.find(".edrawings-menu-panel-wrapper");var wasCollided=iPanelJQ.hasClass("edrawings-collided");if(iPanelJQ[0].scrollHeight>iPanelJQ[0].clientHeight&&iPanelJQ[0].scrollHeight-iPanelJQ[0].clientHeight>1||wrapperJQ[0].scrollHeight>wrapperJQ[0].clientHeight&&wrapperJQ[0].scrollHeight-wrapperJQ[0].clientHeight>1){if(!wasCollided){iPanelJQ.addClass("edrawings-collided")}iPanelJQ.addClass("edrawings-wiggle");setTimeout((function(){iPanelJQ.removeClass("edrawings-wiggle")}),0)}else{iPanelJQ.removeClass("edrawings-collided");if(wasCollided){fixMenuPanelInwardToolbar(iPanelJQ)}}}}exports.fixMenuPanelInwardToolbar=fixMenuPanelInwardToolbar;function positionMenuPanelArrowCollapseButton(iPanelJQ,iButtonJQ){if(!iPanelJQ.hasClass("edrawings-collapsed")){l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ);fixMenuPanelInwardToolbar(iPanelJQ)}else{if(iButtonJQ){var arrowCollapseButtonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse");var activeButtonRect=iButtonJQ[0].getBoundingClientRect();var arrowCollapseButtonRect=arrowCollapseButtonJQ[0].getBoundingClientRect();var diffTop=activeButtonRect.top-arrowCollapseButtonRect.top;l_setMenuPanelArrowCollapseButtonPosition(arrowCollapseButtonJQ,arrowCollapseButtonJQ.position().top+diffTop)}fixMenuPanelInwardToolbar(iPanelJQ,true)}}exports.positionMenuPanelArrowCollapseButton=positionMenuPanelArrowCollapseButton;function executeScrolling(iDiffX,iDiffY,iContentJQ,iBarJQ){var contentParentJQ=iContentJQ.parent();var leftButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-left)");var rightButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-right)");var upButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-up)");var downButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-down)");if(iContentJQ[0].scrollWidth>iContentJQ.width()){var scrollLeft=iContentJQ.scrollLeft();var newScrollLeft=scrollLeft+iDiffX;iContentJQ.scrollLeft(newScrollLeft);adjustScrollArrows(iContentJQ.scrollLeft(),iContentJQ[0].scrollWidth,iContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,iBarJQ)}if(iContentJQ[0].scrollHeight>iContentJQ.height()){var scrollTop=iContentJQ.scrollTop();var newScrollTop=scrollTop+iDiffY;iContentJQ.scrollTop(newScrollTop);adjustScrollArrows(iContentJQ.scrollTop(),iContentJQ[0].scrollHeight,iContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,iBarJQ)}return iDiffX!==0||iDiffY!==0}exports.executeScrolling=executeScrolling;function enableScrollOnTouch(ioUIHTMLEventMgr,iContentJqSel,iBarJqSel,iHandlerOnScroll){var _this=this;var contentJQ=$(iContentJqSel);var barJQ=iBarJqSel?$(iBarJqSel):undefined;var hasScrolled=false;var stopClickTarget;var stopClickPropagation=false;ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchstart",(function(iEventStart){hasScrolled=false;stopClickPropagation=false;stopClickTarget=undefined;var touchEventStart=iEventStart;var lastScreenX=touchEventStart.changedTouches[0].screenX;var lastScreenY=touchEventStart.changedTouches[0].screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchmove",(function(iEventMove){var touchEventMove=iEventMove;var xDiff=touchEventMove.changedTouches[0].screenX-lastScreenX;lastScreenX=touchEventMove.changedTouches[0].screenX;var yDiff=touchEventMove.changedTouches[0].screenY-lastScreenY;lastScreenY=touchEventMove.changedTouches[0].screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iHandlerOnScroll()];case 1:_a.sent();return[2]}}))}))})()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchend",(function(iEvent){var touchEvent=iEvent;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");if(hasScrolled){touchEvent.preventDefault();touchEvent.stopPropagation();stopClickPropagation=true;stopClickTarget=touchEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchcancel",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");hasScrolled=false;stopClickPropagation=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousedown",(function(iEvent){hasScrolled=false;stopClickPropagation=false;if(!eDwKeyMgr_5.eDwKeyMgr.isLMBPressed(iEvent)){return}var eventDown=iEvent;var lastScreenX=eventDown.screenX;var lastScreenY=eventDown.screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousemove",(function(iEventMove){var eventMove=iEventMove;var xDiff=eventMove.screenX-lastScreenX;var yDiff=eventMove.screenY-lastScreenY;lastScreenX=eventMove.screenX;lastScreenY=eventMove.screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){iHandlerOnScroll()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mouseup",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");if(hasScrolled){iEvent.stopImmediatePropagation();iEvent.preventDefault();stopClickPropagation=true;stopClickTarget=iEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));var propagationHandler=function(iEvent2){if(stopClickPropagation&&iEvent2.target===stopClickTarget){iEvent2.stopImmediatePropagation();iEvent2.preventDefault()}stopClickPropagation=false;stopClickTarget=undefined};var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*");contentJQ.on(dataKey,"*",propagationHandler)}exports.enableScrollOnTouch=enableScrollOnTouch;function disableScrollOnTouch(iUIHTMLEventMgr,iContentJqSel){iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchstart");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchend");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchcancel");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousedown");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mouseup");var contentJQ=$(iContentJqSel);var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*")}exports.disableScrollOnTouch=disableScrollOnTouch;function adjustScrollArrows(iOffset,iRange,iVisibleRange,isHorizonatalScrolling,iDecreaseWrapperJQ,iIncreaseWrapperJQ,iBarJQ){if(iOffset<=0){iDecreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}else{iDecreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}if(iOffset+iVisibleRange>=iRange){iIncreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}else{iIncreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}}exports.adjustScrollArrows=adjustScrollArrows;function getAsJQueryObj(iObj){return iObj?$(iObj):$()}exports.getAsJQueryObj=getAsJQueryObj;var l_generators={};function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_4.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,(function(){var activeModelView,list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}}))}))}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var model=iViewer.getModel();var modelView=model.getActiveModelView();if(modelView&&modelView.Hierarchy){var layers=model.getLayers();for(var _i=0,layers_3=layers;_i<layers_3.length;_i++){var layer=layers_3[_i];var layerElem="<div>Layer "+layer.getName()+" (ID="+layer.getIDHC()+", Visible="+layer.getAttribs().Visible+") sub-layer IDs: ";var subLayerIDsHC=layer.getNodeIDsHC();for(var _a=0,subLayerIDsHC_1=subLayerIDsHC;_a<subLayerIDsHC_1.length;_a++){var subLayerIDHC=subLayerIDsHC_1[_a];layerElem+=subLayerIDHC+" "}layerElem+="</div>";list.append(layerElem)}list.append(gen.generateHTMLForNode(modelView.Hierarchy.HOOPSID,0," edrawings-tree-expanded ",true));list.append(gen.generateHTMLForChildNodes(modelView.Hierarchy.HOOPSID,true,4))}}var c_onContextLost=function(){return __awaiter(void 0,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIMessageReporter.showMessagePanelFromCSScontent("edrawings-glcontextlost")];case 1:_a.sent();return[2]}}))}))};function l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ,iTop){var buttonJQ=iPanelJQ;if(!iPanelJQ.hasClass("edrawings-menu-panel-arrow-collapse")){buttonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse")}buttonJQ.css("top",typeof iTop==="undefined"?"":iTop)}function l_computeTargetMinimalAdjustment(iTargetSide,iTargetOffset,iReferenceSide,iReferenceOffset){var diff=0;if(iTargetSide<iReferenceSide){diff=iTargetSide-iReferenceSide}else if(iTargetSide+iTargetOffset>iReferenceSide+iReferenceOffset){diff=iTargetSide+iTargetOffset-(iReferenceSide+iReferenceOffset)}return diff}function l_scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){var _a;if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}}}));define("eDwUnits",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cDefaultAngleUnit=exports.cDefaultLengthUnit=exports.LengthTypeValues=exports.AngleTypeValues=void 0;exports.AngleTypeValues=["degree","radian"];exports.LengthTypeValues=["millimeter","centimeter","meter","inch","foot","footAndInch"];exports.cDefaultLengthUnit="millimeter";exports.cDefaultAngleUnit="degree"}));define("eDwView",["require","exports","eDwSelMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorBaseDeps","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwEvents","eDwTouchOpsMgr","eDwTableMgr"],(function(require,exports,eDwSelMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorBaseDeps_2,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_18,eDwEvents_10,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId||"";this.HCViewer=new eDwTypes_18.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType||"ShadedWithEdges";this.OperatorMgr=new eDwOperatorBaseDeps_2.eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mInitCamera=null;this.mModelKey=iViewerInfo.model||"";this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.view};eDwView.prototype.getHCMarkupManager=function(){return this.HCViewer.markupManager};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){return __awaiter(this,void 0,void 0,(function(){var model,activeModelView,modelViewDefCamera;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:this.mInitCamera=this.getHCView().getCamera();model=this.getModel();activeModelView=model.getActiveModelView();modelViewDefCamera=activeModelView.getDefaultCamera();if(modelViewDefCamera)this.mInitCamera=modelViewDefCamera;this.ViewMgr.setCamera(this.mInitCamera);$("#"+this.mElemID).trigger("edw:ModelDataLoadComplete",this);return[4,this.finishInit()];case 1:_a.sent();if(this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All){this.HCViewer.waitForIdle().then((function(){l_closeHCConnection(_this)}))}return[2]}}))}))};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();function deprecatedCallback(iDeprecatedFuncName){var argArray=[];for(var key in arguments){argArray.push(arguments[key])}console.debugLog("Deprecated","Deprecated call: "+argArray.join("."))}this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.SelectionMgr.onSelection(iSelEvent);return[2]}))}))})()}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.TimeoutEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);$("#"+_this.mElemID).trigger("edw:ModelLoadFailed",[_this,iModelName,iReason]);l_closeHCConnection(_this)},deprecated:deprecatedCallback,info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath);l_closeHCConnection(_this)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context!  Render incomplete!!");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.GLContextLostEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},assemblyTreeReady:function(){console.debugLog("ViewerLoad","Assembly tree ready.")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewCreatedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewLoaded:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewLoadedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewDeleted:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewDeletedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},camera:function(iCamera){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.CameraChangeEvent,iCamera)];case 1:_a.sent();return[2]}}))}))})()}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mInitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){var _this=this;if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DoneEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCViewer.explodeManager.setMagnitude(iLevel)];case 1:_a.sent();return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ExplodeLevelChangeEvent,this,iLevel)];case 2:_a.sent();return[2]}}))}))})()};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.explodeManager.getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var _this=this;var viewHC=this.getHCView();var settingsHC=viewHC.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);break;case"Shaded":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settingsHC.setObscuredLineOpacity(0);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settingsHC.setObscuredLineOpacity(.5);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"Wireframe":settingsHC.setObscuredLineOpacity(1);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mDrawMode=iValue;return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DrawModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_18.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){var _this=this;if(!iValue){this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Perspective)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ProjModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})();return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType||"ShadedWithEdges")};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwTouchOpsMgr(this)};eDwView.prototype.drawDebugBoundingBox=function(iBBox){return __awaiter(this,void 0,void 0,(function(){var modelHC,beautifulGreen,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,(function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new eDwTypes_18.HC.Color(0,255,0);vmin=iBBox.min;vmax=iBBox.max;p0=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmax.z);p4=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmin.z);p5=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmin.z);p6=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmin.z);p7=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_18.HC.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new eDwTypes_18.HC.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}}))}))};eDwView.prototype.finishInit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.InitEvent,this)];case 1:_a.sent();this.HCViewer.sheetManager.setBackgroundSheetEnabled(false);eDwHistoryMgr.get().clear();return[2]}}))}))};return eDwView}();function l_closeHCConnection(iViewer){if(!iViewer)return;var viewHC=iViewer.getHCView();viewHC.setCamera(viewHC.getCamera());console.debugLog("Viewer","Closing viewer connection...");iViewer.HCViewer.closeConnection()}return eDwView}));define("eDwViewMgr",["require","exports","eDwEventMgr","eDwSelObj","eDwEvents","eDwTypes"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwEvents_11,eDwTypes_19){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){var _this=this;if(this.mViewer.getModel().isDrawing())return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StartAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})();this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){var _this=this;this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StopAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.reset=function(){this.stop();this.mViewAnimationIndex=0};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDirHC,iDuration){var _this=this;if(iDuration===void 0){iDuration=400}var centerHC=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var cameraHC=viewHC.getCamera().copy();var upVecHC=cameraHC.getUp();var eyeVecHC=cameraHC.getTarget().subtract(cameraHC.getPosition());var dist=eyeVecHC.length();switch(iEyeDirHC){case eDwTypes_19.HC.ViewOrientation.Front:eyeVecHC.set(0,0,1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Back:eyeVecHC.set(0,0,-1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Left:eyeVecHC.set(-1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Right:eyeVecHC.set(1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Top:eyeVecHC.set(0,1,0).scale(dist);upVecHC.set(0,0,-1);break;case eDwTypes_19.HC.ViewOrientation.Bottom:eyeVecHC.set(0,-1,0).scale(dist);upVecHC.set(0,0,1);break;case eDwTypes_19.HC.ViewOrientation.Iso:eyeVecHC.set(1,1,1).normalize().scale(dist);upVecHC.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDirHC)}this.adjustOrientation(eyeVecHC,upVecHC);cameraHC.setPosition(eyeVecHC.add(centerHC));cameraHC.setUp(upVecHC);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,viewHC.fitWorld(iDuration,cameraHC)];case 1:_a.sent();return[2]}}))}))})();return cameraHC};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=eDwTypes_19.HC.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=eDwTypes_19.HC.Point3.scale(normal,distance);position=eDwTypes_19.HC.Point3.add(target,eyeVec);var vTest=new eDwTypes_19.HC.Point3(1,0,0);var isParallel=eDwTypes_19.HC.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=eDwTypes_19.HC.Point3.cross(normal,vTest);vec=vec.normalize();up=eDwTypes_19.HC.Point3.cross(vec,normal);up=up.normalize()}else{up=eDwTypes_19.HC.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCameraHC,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}if(!iCameraHC)return false;var cameraHC=iCameraHC.copy();cameraHC.setProjection(this.mViewer.getHCView().getCamera().getProjection());return this.mViewer.getHCView().setCamera(cameraHC,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){var _this=this;this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.AmbientOcclChangeEvent,this,iEnable)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeIDsHC,ioCamera){return __awaiter(this,void 0,void 0,(function(){var model,bboxHC,subtract,viewVec,centerHC,add,ratio,boxMaxLen;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC(iNodeIDsHC)];case 1:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];subtract=eDwTypes_19.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());centerHC=bboxHC.center().copy();ioCamera.setTarget(centerHC);add=eDwTypes_19.HC.Point3.add;ioCamera.setPosition(add(centerHC,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bboxHC.min.z=bboxHC.max.z=0}boxMaxLen=bboxHC.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}}))}))};eDwViewMgr.prototype.pickFromPoint=function(iPnt2DHC,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var selObjHC,toLocalTransformHC,viewHC,iExcp_17;return __generator(this,(function(_a){switch(_a.label){case 0:selObjHC=eDwTypes_19.HC.Selection.SelectionItem.create();toLocalTransformHC=new eDwTypes_19.HC.Matrix;_a.label=1;case 1:_a.trys.push([1,3,,4]);viewHC=this.mViewer.getHCView();return[4,viewHC.pickFromPoint(iPnt2DHC,iPickConfig)];case 2:selObjHC=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() - "+selObjHC.getNodeId()+" - "+JSON.stringify(iPnt2DHC));console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number before");toLocalTransformHC=eDwSelObj.getLocalTransform(selObjHC,this.mViewer.getModel());console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after");return[3,4];case 3:iExcp_17=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() failed - "+iExcp_17.message);return[3,4];case 4:console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after 2");return[2,new eDwSelObj(selObjHC,toLocalTransformHC)]}}))}))};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);this.mAnimationTimeOutID=window.setTimeout((function(){_this.onCameraUpdate()}),2e3)}};eDwViewMgr.prototype.adjustOrientation=function(ioEveVecHC,ioUpVecHC){if(this.mViewer.getModel().getProperty("zUp")==="true"){cCamZUpMat.transform(ioEveVecHC,ioEveVecHC);cCamZUpMat.transform(ioUpVecHC,ioUpVecHC)}};eDwViewMgr.viewAnimations=[eDwTypes_19.HC.ViewOrientation.Front,eDwTypes_19.HC.ViewOrientation.Back,eDwTypes_19.HC.ViewOrientation.Left,eDwTypes_19.HC.ViewOrientation.Right,eDwTypes_19.HC.ViewOrientation.Bottom,eDwTypes_19.HC.ViewOrientation.Top,eDwTypes_19.HC.ViewOrientation.Iso];return eDwViewMgr}();var cCamZUpMat=eDwTypes_19.HC.Matrix.createFromArray([0,1,0,0,0,0,1,0,1,0,0,0,0,0,0,1]);return eDwViewMgr}));define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes"],(function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_20,eDwTypes_21){"use strict";var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.cuttingManager;this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_20.SectionPlaneOrientation.XY.Index;this.mSectionVisibility=true;this.mSectionsVisibilityState=[false,false,false]}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){var _this=this;if(this.getXSectionHC()){if(iOn){(function(){return __awaiter(_this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){switch(_a.label){case 0:ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);return[4,this.HCXSectionMgr.setCappingGeometryVisibility(true)];case 1:_a.sent();return[2]}}))}))})()}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().activate()];case 1:_a.sent();return[4,this.setToCurrentSectionPlane()];case 2:_a.sent();if(!!this.mSectionVisibility)return[3,4];return[4,this.updateSectionVisibility(false)];case 3:_a.sent();_a.label=4;case 4:return[2]}}))}))})()};eDwXSectionMgr.prototype.deactivateCurrent=function(){var _this=this;this.mSectionsVisibilityState=[false,false,false];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().deactivate()];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getXSectionHC().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:false,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,(function(){var bbox,bboxExtents,sectionHC,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_21.HC.Point3.zero()))return[2];sectionHC=this.getXSectionHC();if(!(ioSection.Index!==this.mXSectionIndex))return[3,6];if(!sectionHC)return[3,5];if(!sectionHC.isActive())return[3,3];return[4,sectionHC.deactivate()];case 2:_a.sent();_a.label=3;case 3:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 4:_a.sent();_a.label=5;case 5:this.mXSectionIndex=ioSection.Index;sectionHC=this.getXSectionHC();_a.label=6;case 6:boxCenter=bbox.center();if(!(sectionHC.getCount()<1))return[3,9];sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_21.HC.Point3.zero();eDwTypes_21.HC.Util.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_21.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getXSectionHC();return[4,sectionHC.addPlane(sectionPlane,pts)];case 7:_a.sent();return[4,sectionHC.setColor(eDwTypes_21.HC.Color.createFromFloat(0,1,0))];case 8:_a.sent();_a.label=9;case 9:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 10:_a.sent();return[4,this.HCXSectionMgr.setStandinGeometryPickable(true)];case 11:_a.sent();return[2]}}))}))};eDwXSectionMgr.prototype.flipSectionPlane=function(){var _this=this;var sectionHC=this.getXSectionHC();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlane)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getXSectionHC();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var _this=this;var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_21.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y));realVec.add(camZ.scale(iDistVec.z));var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);var normal=sectionPlaneHC.normal.copy();normal=normal.normalize();var distance=eDwTypes_21.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlaneHC.d-=distance;var lenVec=normal.scale(distance);var newPosMat=new eDwTypes_21.HC.Matrix;newPosMat=newPosMat.setTranslationComponent(lenVec.x,lenVec.y,lenVec.z);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlaneHC,newPosMat,true,false)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlaneHC)};eDwXSectionMgr.prototype.getXSectionHC=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCXSectionMgr.setCappingFaceColor(iEnable?cSectionCapFaceColor:null)];case 1:_a.sent();return[4,this.HCXSectionMgr.setCappingLineColor(iEnable?null:cSectionCapOutlineColor)];case 2:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.updateSectionVisibility=function(iVisible){return __awaiter(this,void 0,void 0,(function(){var activePlaneX,isSectionVisible,iExcp_18;return __generator(this,(function(_a){switch(_a.label){case 0:activePlaneX=this.getXSectionHC();activePlaneX.setOpacity(iVisible?cSectionPlaneOpacity:0);isSectionVisible=this.mSectionsVisibilityState[this.mXSectionIndex];this.mSectionsVisibilityState[this.mXSectionIndex]=iVisible;if(!iVisible)return[3,7];if(!(activePlaneX.isActive()&&isSectionVisible))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,activePlaneX.deactivate()];case 2:_a.sent();return[3,4];case 3:iExcp_18=_a.sent();return[3,4];case 4:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 5:_a.sent();return[4,activePlaneX.activate()];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwXSectionMgr.prototype.setToCurrentSectionPlane=function(){return __awaiter(this,void 0,void 0,(function(){var orientation,orientations,_a,_b,_i,orientationName;return __generator(this,(function(_c){switch(_c.label){case 0:orientations=eDwTypes_20.SectionPlaneOrientation;_a=[];for(_b in orientations)_a.push(_b);_i=0;_c.label=1;case 1:if(!(_i<_a.length))return[3,4];orientationName=_a[_i];orientation=orientations[orientationName];if(!(orientation.Index===this.mXSectionIndex))return[3,3];return[4,this.setSectionPlane(orientation)];case 2:_c.sent();return[2];case 3:_i++;return[3,1];case 4:return[2]}}))}))};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:false,configurable:true});Object.defineProperty(eDwXSectionMgr.prototype,"SectionVisibility",{set:function(iVisible){var _this=this;this.mSectionVisibility=iVisible;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 1:_a.sent();return[2]}}))}))})()},enumerable:false,configurable:true});return eDwXSectionMgr}();var cSectionPlaneOpacity=.3;var cSectionCapFaceColor=new eDwTypes_21.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_21.HC.Color(255,0,0);return eDwXSectionMgr}));define("eDwXSectionOperator",["require","exports","eDwTypes","eDwOperatorBaseDeps","eDwCommandMgr","eDwMoveSectionPlaneCmd","utils"],(function(require,exports,eDwTypes_22,eDwOperatorBaseDeps_3,eDwCommandMgr,eDwMoveSectionPlaneCmd,utils){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.Viewer.XSectionMgr.activateCurrent();return[2]}}))}))};eDwXSectionOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.Viewer.XSectionMgr.deactivateCurrent();return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var selObj,selObjNodeIDHC,sectionMgr,typeOfSel,objHC,sectionMgrHC;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent||!this.Viewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return[2]}return[4,eDwOperatorBaseDeps_3.eDwBaseOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 1:selObj=_a.sent();selObjNodeIDHC=selObj.getIDHC();if(utils.isNaN(selObjNodeIDHC)||selObjNodeIDHC>=0){ioMouseEvent.setHandled(false);return[2]}return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 2:_a.sent();sectionMgr=this.Viewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);ioMouseEvent.setHandled(true);if(selObjNodeIDHC){typeOfSel=selObj.getSelectionType();objHC=typeOfSel===eDwTypes_22.HC.SelectionType.None?null:selObj;console.debugLog("Section","sel obj = "+JSON.stringify(objHC));sectionMgrHC=this.Viewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selObjNodeIDHC)){this.mSectionDragPtHC=this.screenToWorld(ioMouseEvent.getPosition())||this.mSectionDragPtHC}}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,this.mMoveSectionCmd.cancel()];case 1:_a.sent();_a.label=2;case 2:this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.Viewer);return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var crossSectionMgr,pos2DHC,pnt3DHC,delta;return __generator(this,(function(_a){ioMouseEvent.setHandled(false);crossSectionMgr=this.Viewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return[2]}if(this.CurrInputInfo&&this.mSectionDragPtHC){pos2DHC=ioMouseEvent.getPosition();pnt3DHC=this.screenToWorld(pos2DHC);if(!pnt3DHC)return[2];delta=eDwTypes_22.HC.Point3.subtract(pnt3DHC,this.mSectionDragPtHC);this.Viewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPtHC=pnt3DHC;ioMouseEvent.setHandled(true)}return[2]}))}))};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();this.Viewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);delete this.mSectionDragPtHC;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,eDwCommandMgr.get().run(this.mMoveSectionCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:delete this.mMoveSectionCmd;return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_22.HC.EventType.MouseDown||iEventType===eDwTypes_22.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iPos2DHC){var viewHC=this.Viewer.getHCView();var normScrPos2DHC=viewHC.pointToWindowPosition(iPos2DHC);var inPnt3DHC=new eDwTypes_22.HC.Point3(normScrPos2DHC.x,normScrPos2DHC.y,0);var projMatHC=viewHC.getProjectionMatrix();projMatHC.m[15]=1;var invMatHC=eDwTypes_22.HC.Matrix.inverse(projMatHC);if(!invMatHC)return null;var tMatHC=invMatHC.transpose();var worldPnt3D=eDwTypes_22.HC.Point3.zero();var div=inPnt3DHC.x*tMatHC.m[3]+inPnt3DHC.y*tMatHC.m[7]+inPnt3DHC.z*tMatHC.m[11]+tMatHC.m[15];worldPnt3D.x=(inPnt3DHC.x*tMatHC.m[0]+inPnt3DHC.y*tMatHC.m[1]+inPnt3DHC.z*tMatHC.m[2]+tMatHC.m[3])/div;worldPnt3D.y=(inPnt3DHC.x*tMatHC.m[4]+inPnt3DHC.y*tMatHC.m[5]+inPnt3DHC.z*tMatHC.m[6]+tMatHC.m[7])/div;worldPnt3D.z=(inPnt3DHC.x*tMatHC.m[8]+inPnt3DHC.y*tMatHC.m[9]+inPnt3DHC.z*tMatHC.m[10]+tMatHC.m[11])/div;return worldPnt3D};return eDwXSectionOperator}(eDwOperatorBaseDeps_3.eDwBaseOperator);return eDwXSectionOperator}));define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeIDHC=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeIDHC],this.mFinalCamera)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd}));requirejs.config({baseUrl:"./js/3rdParty",paths:{jquery:"jquery.min","jquery-ui":"jquery-ui.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]},"jquery.iframe-transport":{deps:["jquery"]},"jquery-ajax-native":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],(function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()}));define("utils",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.makeArray=exports.getFirstMatchedMethodObj=exports.formatString=exports.ReversibleStringEnum=exports.deepCopyArray=exports.getExtension=exports.isEqual=exports.isNumber=exports.isNaN=exports.appendToArray=exports.isOfType=exports.getObjectTypeName=exports.isInstanceOf=exports.populateMixinObjectFromClasses=exports.populateMixinObject=exports.MixinBase=exports.getUint8Array=exports.forAll=void 0;function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach((function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])}))}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i<len;i++){bytes[i]=binString.charCodeAt(i)}return bytes}exports.getUint8Array=getUint8Array;var MixinBase=function(_super){__extends(MixinBase,_super);function MixinBase(iMixinConstructors){var _this=_super.call(this)||this;populateMixinObjectFromClasses(_this,iMixinConstructors);return _this}return MixinBase}(Function);exports.MixinBase=MixinBase;function populateMixinObject(ioDestObj,iSrcObjs){for(var _i=0,iSrcObjs_1=iSrcObjs;_i<iSrcObjs_1.length;_i++){var srcObj=iSrcObjs_1[_i];var mixinProps=Object.getOwnPropertyNames(srcObj);for(var _a=0,mixinProps_1=mixinProps;_a<mixinProps_1.length;_a++){var mixinProp=mixinProps_1[_a];ioDestObj[mixinProp]=srcObj[mixinProp]}}}exports.populateMixinObject=populateMixinObject;function populateMixinObjectFromClasses(ioDestObj,iConstructors){populateMixinObject(ioDestObj,iConstructors.map((function(iConstructor){return iConstructor.prototype})));ioDestObj.MixinConstructors=iConstructors}exports.populateMixinObjectFromClasses=populateMixinObjectFromClasses;function isInstanceOf(iInstance,iConstructor){if(!iInstance)return false;function isMixinInstance(){if(!isOfType(iInstance,"MixinConstructors"))return false;var index=iInstance.MixinConstructors.indexOf(iConstructor);return index>-1?true:false}return iInstance instanceof iConstructor?true:isMixinInstance()}exports.isInstanceOf=isInstanceOf;function getObjectTypeName(iObj){if(!iObj)return"";return iObj.constructor.toString().split(" ")[1].split("(")[0]}exports.getObjectTypeName=getObjectTypeName;function isOfType(iArg,iDiscriminator){var argType=typeof iArg;return iArg&&(argType==="object"||argType==="function")?iDiscriminator in iArg:false}exports.isOfType=isOfType;function appendToArray(iElemForArray,ioArray){if(!iElemForArray||!ioArray)return;if(iElemForArray instanceof Promise){ioArray.push(iElemForArray.catch((function(iExcp){return iExcp})))}else{ioArray.push(iElemForArray)}}exports.appendToArray=appendToArray;function isNaN(iInput){return!isNumber(iInput)}exports.isNaN=isNaN;var cOrigNaN=window.isNaN;window.isNaN=isNaN;function isNumber(iInput){return typeof iInput==="number"&&(iInput===0||!cOrigNaN(iInput))?true:false}exports.isNumber=isNumber;function isEqual(iFirstObj,iSecondObj,iStrict){if(iStrict===void 0){iStrict=false}if(iFirstObj===iSecondObj)return true;if(!iFirstObj||!iSecondObj)return false;if(typeof iFirstObj!==typeof iSecondObj)return false;var numKeys=Object.keys(iFirstObj).length;if(iStrict&&numKeys!==Object.keys(iSecondObj).length)return false;var matchKeys=0;for(var key in iFirstObj){if(iFirstObj[key]===iSecondObj[key])++matchKeys}return numKeys===matchKeys?true:false}exports.isEqual=isEqual;function getExtension(iString){if(!iString)return"";var pos=iString.lastIndexOf(".");return pos===-1?"":iString.substr(pos+1).toLowerCase()}exports.getExtension=getExtension;function deepCopyArray(iArray){return JSON.parse(JSON.stringify(iArray))}exports.deepCopyArray=deepCopyArray;var ReversibleStringEnum=function(){function ReversibleStringEnum(iReversibleMapData){this.mMapping=iReversibleMapData;this.mReverseMapping={};for(var key in iReversibleMapData){this.mReverseMapping[iReversibleMapData[key]]=key}}ReversibleStringEnum.prototype.getValue=function(iKey){var value=this.mMapping[iKey];return value?value:this.mReverseMapping[iKey]};return ReversibleStringEnum}();exports.ReversibleStringEnum=ReversibleStringEnum;function formatString(iFormat){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}var argIndex=0;var replFormat=iFormat.replace(/\${([a-zA-Z0-9_-]+)}/g,(function(iPosParam){var val=typeof iArgs[argIndex]!=="undefined"?iArgs[argIndex]:iPosParam;++argIndex;return val}));return replFormat}exports.formatString=formatString;function getFirstMatchedMethodObj(iObj,iPartialName){if(!iObj||!iPartialName)return null;var props=$.map(iObj,(function(iValue,iKey){return iKey.indexOf(iPartialName)>-1?iKey:null}));return props.length?iObj[props[0]]:null}exports.getFirstMatchedMethodObj=getFirstMatchedMethodObj;function makeArray(iObj){return iObj?Object.keys(iObj).map((function(iKey){return iObj[iKey]})):[]}exports.makeArray=makeArray}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+</script>
+</body>
+</html>
diff --git a/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2-Array.json b/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2-Array.json
new file mode 100644
index 000000000..a43825516
--- /dev/null
+++ b/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2-Array.json
@@ -0,0 +1,27 @@
+[
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\Global-SPC-650-Default-RC2-Array.SLDASM"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\loader\\Loading Shelf Assembly.SLDASM",
+    "Checkbox7": "Unchecked",
+    "Hide": "0"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\motion\\hgh\\20\\750-Rail-Support-40-30.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\motion\\hgh\\20\\740-Rail-HGH20CA-40.SLDASM"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\700-Framework-SPC650-RC2.SLDASM"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\SPRCC-650-Assembly-Dual.SLDASM",
+    "Checkbox7": "Unchecked",
+    "Hide": "0"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\Global-SPC-650-Default-RC2.SLDASM"
+  }
+]
\ No newline at end of file
diff --git a/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2-Array.step b/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2-Array.step
new file mode 100644
index 000000000..2fa0b60b5
--- /dev/null
+++ b/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2-Array.step
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:1d2adaf976ae037040e3d8908c87458d7e0c7ae7a21730f1306b9f271a26edb6
+size 15370692
diff --git a/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2-Array.tree.json b/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2-Array.tree.json
new file mode 100644
index 000000000..6b7706971
--- /dev/null
+++ b/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2-Array.tree.json
@@ -0,0 +1,145570 @@
+{
+  "assembly": {
+    "Components": [
+      {
+        "Name": "Global-SPC-650-Default-RC2-1",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\Global-SPC-650-Default-RC2.SLDASM",
+        "IsSuppressed": false
+      },
+      {
+        "Name": "Global-SPC-650-Default-RC2-1/Coaster-M12-1",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\60\\Coaster-M12.SLDPRT",
+        "IsSuppressed": true
+      },
+      {
+        "Name": "Global-SPC-650-Default-RC2-1/Loading Shelf Assembly-1",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\loader\\Loading Shelf Assembly.SLDASM",
+        "IsSuppressed": false
+      },
+      {
+        "Name": "Global-SPC-650-Default-RC2-1/Loading Shelf Assembly-1/socket head cap screw_amxxx-5",
+        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_amxxx.sldprt",
+        "IsSuppressed": true
+      },
+      {
+        "Name": "Global-SPC-650-Default-RC2-1/Loading Shelf Assembly-1/socket head cap screw_am-2",
+        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt",
+        "IsSuppressed": true
+      },
+      {
+        "Name": "Global-SPC-650-Default-RC2-1/Loading Shelf Assembly-1/860_LShelf_x2_4mm_FERRO-1",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\loader\\860_LShelf_x2_4mm_FERRO.SLDPRT",
+        "IsSuppressed": true
+      },
+      {
+        "Name": "Global-SPC-650-Default-RC2-1/Loading Shelf Assembly-1/socket head cap screw_amxxx-1",
+        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_amxxx.sldprt",
+        "IsSuppressed": true
+      },
+      {
+        "Name": "Global-SPC-650-Default-RC2-1/Loading Shelf Assembly-1/LoadingShelfRod-1",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\loader\\LoadingShelfRod.SLDPRT",
+        "IsSuppressed": true
+      },
+      {
+        "Name": "Global-SPC-650-Default-RC2-1/Loading Shelf Assembly-1/860_LShelf_x2_4mm_FERRO-2",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\loader\\860_LShelf_x2_4mm_FERRO.SLDPRT",
+        "IsSuppressed": true
+      },
+      {
+        "Name": "Global-SPC-650-Default-RC2-1/Loading Shelf Assembly-1/socket head cap screw_am-4",
+        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt",
+        "IsSuppressed": true
+      },
+      {
+        "Name": "Global-SPC-650-Default-RC2-1/Loading Shelf Assembly-1/LoadingShelfRod-2",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\loader\\LoadingShelfRod.SLDPRT",
+        "IsSuppressed": true
+      },
+      {
+        "Name": "Global-SPC-650-Default-RC2-1/Loading Shelf Assembly-1/LoadingShelfRod-4",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\loader\\LoadingShelfRod.SLDPRT",
+        "IsSuppressed": true
+      },
+      {
+        "Name": "Global-SPC-650-Default-RC2-1/Loading Shelf Assembly-1/LoadingShelfRod-3",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\loader\\LoadingShelfRod.SLDPRT",
+        "IsSuppressed": true
+      },
+      {
+        "Name": "Global-SPC-650-Default-RC2-1/Loading Shelf Assembly-1/socket head cap screw_amxxx-2",
+        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_amxxx.sldprt",
+        "IsSuppressed": true
+      },
+      {
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+                              "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                              "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                              "D2@Sketch3": 3.0475,
+                              "D1@Sketch3": 3.0475,
+                              "D1@Sketch2": 3.0475,
+                              "D3@Sketch4": 0.8636,
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+                              "Wall_thickness@Sketch2": 4.0,
+                              "Thread_length@ThreadCosmetic": 10.75,
+                              "Thread_minor@ThdSchSke": 6.619,
+                              "Diameter@ThdSchSke": 8.0,
+                              "Overcut@ThdSchSke": 10.0,
+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+                              "Density": 1000.0,
+                              "Volume": 1.5019467934452215E-06,
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+                              "CenterOfMassZ": 2.573521402160839E-19
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+                            "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-16",
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {},
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+                              "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                              "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                              "D2@Sketch3": 3.0475,
+                              "D1@Sketch3": 3.0475,
+                              "D1@Sketch2": 3.0475,
+                              "D3@Sketch4": 0.8636,
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+                              "Wall_thickness@Sketch2": 4.0,
+                              "Thread_length@ThreadCosmetic": 10.75,
+                              "Thread_minor@ThdSchSke": 6.619,
+                              "Diameter@ThdSchSke": 8.0,
+                              "Overcut@ThdSchSke": 10.0,
+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+                              "Density": 1000.0,
+                              "Volume": 1.5019467934452215E-06,
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+                          {
+                            "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-18",
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {},
+                              "PreviewCfg": {},
+                              "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                              "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                            "Equations": {
+                              "D2@Sketch3": 3.0475,
+                              "D1@Sketch3": 3.0475,
+                              "D1@Sketch2": 3.0475,
+                              "D3@Sketch4": 0.8636,
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+                              "Wall_thickness@Sketch2": 4.0,
+                              "Thread_length@ThreadCosmetic": 10.75,
+                              "Thread_minor@ThdSchSke": 6.619,
+                              "Diameter@ThdSchSke": 8.0,
+                              "Overcut@ThdSchSke": 10.0,
+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+                              "Density": 1000.0,
+                              "Volume": 1.5019467934452215E-06,
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+                              "MaxY": 1.0900718323725285,
+                              "MaxZ": 0.0640000000000713
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+                            "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-17",
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+                            "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\motion\\hgh\\20\\310-HGH20-Brackets.SLDASM",
+                            "Properties": {
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {},
+                              "PreviewCfg": {},
+                              "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                              "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                            "Equations": {
+                              "D2@Sketch3": 3.0475,
+                              "D1@Sketch3": 3.0475,
+                              "D1@Sketch2": 3.0475,
+                              "D3@Sketch4": 0.8636,
+                              "Thread_minor@ThreadCosmetic": 6.619,
+                              "D2@CirPattern1": 60.0,
+                              "Wall_thickness@Sketch2": 4.0,
+                              "Thread_length@ThreadCosmetic": 10.75,
+                              "Thread_minor@ThdSchSke": 6.619,
+                              "Diameter@ThdSchSke": 8.0,
+                              "Overcut@ThdSchSke": 10.0,
+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+                              "Density": 1000.0,
+                              "Volume": 1.5019467934452215E-06,
+                              "SurfaceArea": 0.0009477496733425062,
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+                              "CenterOfMassZ": 2.573521402160839E-19
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+                              "MaxY": 1.0900718323725285,
+                              "MaxZ": 0.06400000000007117
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+                          {
+                            "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-14",
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+                            "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\motion\\hgh\\20\\310-HGH20-Brackets.SLDASM",
+                            "Properties": {
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {},
+                              "PreviewCfg": {},
+                              "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                              "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                            "Equations": {
+                              "D2@Sketch3": 3.0475,
+                              "D1@Sketch3": 3.0475,
+                              "D1@Sketch2": 3.0475,
+                              "D3@Sketch4": 0.8636,
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+                              "Wall_thickness@Sketch2": 4.0,
+                              "Thread_length@ThreadCosmetic": 10.75,
+                              "Thread_minor@ThdSchSke": 6.619,
+                              "Diameter@ThdSchSke": 8.0,
+                              "Overcut@ThdSchSke": 10.0,
+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+                              "Density": 1000.0,
+                              "Volume": 1.5019467934452215E-06,
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+                              "CenterOfMassZ": 2.573521402160839E-19
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+                              "MaxY": 1.0910589243029427,
+                              "MaxZ": -0.04799999999992829
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+                          {
+                            "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-15",
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+                            "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_amXXXx.SLDPRT",
+                            "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\motion\\hgh\\20\\310-HGH20-Brackets.SLDASM",
+                            "Properties": {
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {},
+                              "PreviewCfg": {},
+                              "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                              "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                            "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-1",
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                            "Equations": {
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+                              "Diameter@ThdSchSke": 8.0,
+                              "Overcut@ThdSchSke": 10.0,
+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+                              "Density": 1000.0,
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
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+                              "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                              "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                            "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-1",
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+                            "Properties": {
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+                            "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-3",
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+                            "Properties": {
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                              "Thread_length@ThreadCosmetic": 10.75,
+                              "Thread_minor@ThdSchSke": 6.619,
+                              "Diameter@ThdSchSke": 8.0,
+                              "Overcut@ThdSchSke": 10.0,
+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+                            "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-1",
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+                            "Properties": {
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {},
+                              "PreviewCfg": {},
+                              "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                              "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                              "Thread_minor@ThdSchSke": 6.619,
+                              "Diameter@ThdSchSke": 8.0,
+                              "Overcut@ThdSchSke": 10.0,
+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+                              "Density": 1000.0,
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+                            "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-18",
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+                              "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                              "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                              "Diameter@ThdSchSke": 8.0,
+                              "Overcut@ThdSchSke": 10.0,
+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+                              "Volume": 1.5019467934452215E-06,
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+                          {
+                            "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-17",
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+                              "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                              "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                              "D2@Sketch3": 3.0475,
+                              "D1@Sketch3": 3.0475,
+                              "D1@Sketch2": 3.0475,
+                              "D3@Sketch4": 0.8636,
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+                              "Wall_thickness@Sketch2": 4.0,
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+                              "Thread_minor@ThdSchSke": 6.619,
+                              "Diameter@ThdSchSke": 8.0,
+                              "Overcut@ThdSchSke": 10.0,
+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+                            "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-14",
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {},
+                              "PreviewCfg": {},
+                              "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                              "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                            "Equations": {
+                              "D2@Sketch3": 3.0475,
+                              "D1@Sketch3": 3.0475,
+                              "D1@Sketch2": 3.0475,
+                              "D3@Sketch4": 0.8636,
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+                              "Diameter@ThdSchSke": 8.0,
+                              "Overcut@ThdSchSke": 10.0,
+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+                            "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-15",
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+                            "Properties": {
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {},
+                              "PreviewCfg": {},
+                              "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                              "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                            "Equations": {
+                              "D2@Sketch3": 3.0475,
+                              "D1@Sketch3": 3.0475,
+                              "D1@Sketch2": 3.0475,
+                              "D3@Sketch4": 0.8636,
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+                              "Wall_thickness@Sketch2": 4.0,
+                              "Thread_length@ThreadCosmetic": 10.75,
+                              "Thread_minor@ThdSchSke": 6.619,
+                              "Diameter@ThdSchSke": 8.0,
+                              "Overcut@ThdSchSke": 10.0,
+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+                              "Density": 1000.0,
+                              "Volume": 1.5019467934452215E-06,
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+                              "CenterOfMassZ": 2.573521402160839E-19
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+                              "MaxY": 1.1265683759698562,
+                              "MaxZ": -0.048000000000059814
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+                          {
+                            "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-13",
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+                            "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\motion\\hgh\\20\\310-HGH20-Brackets.SLDASM",
+                            "Properties": {
+                              "Default": {},
+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {},
+                              "PreviewCfg": {},
+                              "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                              "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                              "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                            "Equations": {
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+                              "Num_threads@ThdSchPat": 8.0,
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+              "200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
+              "200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
+              "200_PressPlate-Global-650-4/201_PlateCoverTri_x1_1mm_INOX-1": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-4/20_80_60-1": "6061 Alloy",
+              "200_PressPlate-Global-650-4/20_80_60-17": "6061 Alloy",
+              "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-4/20_80_60-15": "6061 Alloy",
+              "200_PressPlate-Global-650-4/20_80_60-16": "6061 Alloy",
+              "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-4/20_80_60-11": "6061 Alloy",
+              "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-4/20_80_60-13": "6061 Alloy",
+              "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-4/20_80_60-14": "6061 Alloy",
+              "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/hgh20har1600-rail-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/750-Rail-Support-40-30-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/HGH20-01CA - BLOCO 20MM SEM ABAS-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/324_HG20-40RodM_x2_8mm_FERRO-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/320_HG20-40_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/HGH20-01CA - BLOCO 20MM SEM ABAS-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-11": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-5": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-6": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-8": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-3": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-4": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-7": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/324_HG20-40RodM_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-12": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-16": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-18": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-17": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-14": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-15": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-13": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/HGH20-01CA - BLOCO 20MM SEM ABAS-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/324_HG20-40RodM_x2_8mm_FERRO-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/320_HG20-40_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/HGH20-01CA - BLOCO 20MM SEM ABAS-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-11": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-5": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-6": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-8": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-3": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-4": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-7": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/324_HG20-40RodM_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-12": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-16": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-18": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-17": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-14": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-15": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-13": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/hgh20har1600-rail-1": "",
+              "700-Framework-SPC650-RC2-1/710_60-40-SupportBeam-2": "Plain Carbon Steel",
+              "700-Framework-SPC650-RC2-1/720_GroundPlate_x1_12mm_FERRO-1": "Plain Carbon Steel",
+              "700-Framework-SPC650-RC2-1/Spacer_Cylinder-40-2": "",
+              "700-Framework-SPC650-RC2-1/710_60-40-SupportBeamMiddle-1": "Plain Carbon Steel",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/hgh20har1600-rail-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/HGH20-01CA - BLOCO 20MM SEM ABAS-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/324_HG20-40RodM_x2_8mm_FERRO-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/320_HG20-40_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/HGH20-01CA - BLOCO 20MM SEM ABAS-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-11": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-5": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-6": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-8": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-3": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-4": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-7": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/324_HG20-40RodM_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-12": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-16": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-18": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-17": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-14": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-15": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-13": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/hgh20har1600-rail-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/HGH20-01CA - BLOCO 20MM SEM ABAS-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/324_HG20-40RodM_x2_8mm_FERRO-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/320_HG20-40_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/HGH20-01CA - BLOCO 20MM SEM ABAS-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-11": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-5": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-6": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-8": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-3": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-4": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-7": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/324_HG20-40RodM_x2_8mm_FERRO-1": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-2": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-12": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-16": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-18": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-17": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-14": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-15": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-13": "",
+              "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/750-Rail-Support-40-30-1": "",
+              "700-Framework-SPC650-RC2-1/Spacer_Cylinder-40-1": "",
+              "700-Framework-SPC650-RC2-1/710_60-40-SupportBeam-1": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
+              "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
+              "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
+              "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
+              "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-1/20_80_60-11": "6061 Alloy",
+              "200_PressPlate-Global-650-1/20_80_60-17": "6061 Alloy",
+              "200_PressPlate-Global-650-1/20_80_60-14": "6061 Alloy",
+              "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-1/20_80_60-16": "6061 Alloy",
+              "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-1/20_80_60-13": "6061 Alloy",
+              "200_PressPlate-Global-650-1/20_80_60-15": "6061 Alloy",
+              "200_PressPlate-Global-650-1/20_80_60-2": "6061 Alloy",
+              "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
+              "200_PressPlate-Global-650-1/250-15-SP-HeatPlate5083-1": "1060 Alloy",
+              "200_PressPlate-Global-650-1/20_80_60-3": "6061 Alloy",
+              "200_PressPlate-Global-650-1/20_80_60-1": "6061 Alloy",
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+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-3": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-1": "",
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+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-17": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-14": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-15": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-13": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/710_60-40-SupportBeamMiddle-1": "Plain Carbon Steel",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/710_60-40-SupportBeam-1": "Plain Carbon Steel",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/720_GroundPlate_x1_12mm_FERRO-1": "Plain Carbon Steel",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/710_60-40-SupportBeam-2": "Plain Carbon Steel",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/hgh20har1600-rail-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/HGH20-01CA - BLOCO 20MM SEM ABAS-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/324_HG20-40RodM_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/320_HG20-40_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/HGH20-01CA - BLOCO 20MM SEM ABAS-1": "",
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+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-8": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-3": "",
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+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-7": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/324_HG20-40RodM_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-12": "",
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+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-17": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-14": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-15": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-13": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/750-Rail-Support-40-30-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/HGH20-01CA - BLOCO 20MM SEM ABAS-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/324_HG20-40RodM_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/320_HG20-40_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/HGH20-01CA - BLOCO 20MM SEM ABAS-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-11": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-5": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-6": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-8": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-3": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-4": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-7": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/324_HG20-40RodM_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-12": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-16": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-18": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-17": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-14": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-15": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-13": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/hgh20har1600-rail-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/Spacer_Cylinder-40-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/Spacer_Cylinder-40-2": "",
+          "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-2": "6061 Alloy",
+          "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-3": "6061 Alloy",
+          "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/250-15-SP-HeatPlate5083-1": "1060 Alloy",
+          "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
+          "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
+          "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
+          "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
+          "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
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+          "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+          "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+          "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
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+          "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {},
+          "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {}
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+                          "Overcut@ThdSchSke": 10.0,
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+                          "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
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+                          "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+                          "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                          "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                          "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                          "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
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+                          "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
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+                          "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
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+                          "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+                          "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                          "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                          "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                          "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                        "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-18",
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+                          "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                          "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                          "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
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+                          "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
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+                          "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+                          "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                          "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                          "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                          "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                            "manufacturing-type": "none"
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+                          "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                        "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-17",
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+                        "Properties": {
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+                          "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                          "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                          "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                          "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
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+                          "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
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+                          "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+                          "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                          "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                          "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                          "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                            "manufacturing-type": "none"
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+                          "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                          "Diameter@ThdSchSke": 8.0,
+                          "Overcut@ThdSchSke": 10.0,
+                          "Start@ThdSchSke": 9.25,
+                          "Num_threads@ThdSchPat": 8.0,
+                          "Advance@ThdSchPat": 1.34375
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+                          "Density": 1000.0,
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+                        "Name": "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-14",
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+                        "Properties": {
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+                          "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {},
+                          "PreviewCfg": {},
+                          "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
+                          "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {},
+                          "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
+                          "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
+                            "manufacturing-type": "none"
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+                          "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
+                            "manufacturing-type": "none"
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+                          "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
+                            "manufacturing-type": "none"
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+                          "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
+                            "manufacturing-type": "none"
+                          },
+                          "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
+                            "manufacturing-type": "none"
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+                          "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
+                            "manufacturing-type": "none"
+                          },
+                          "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
+                            "manufacturing-type": "none"
+                          },
+                          "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                            "manufacturing-type": "none"
+                          },
+                          "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                            "manufacturing-type": "none"
+                          },
+                          "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                            "manufacturing-type": "none"
+                          },
+                          "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                            "manufacturing-type": "none"
+                          },
+                          "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                        "Equations": {
+                          "D2@Sketch3": 3.0475,
+                          "D1@Sketch3": 3.0475,
+                          "D1@Sketch2": 3.0475,
+                          "D3@Sketch4": 0.8636,
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+                          "D2@CirPattern1": 60.0,
+                          "Wall_thickness@Sketch2": 4.0,
+                          "Thread_length@ThreadCosmetic": 10.75,
+                          "Thread_minor@ThdSchSke": 6.619,
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+                      "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                      "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                      "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+                      "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                      "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                      "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                            "Name": "Global-SPC-650-Default-RC2-2/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-3",
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+                            "Name": "Global-SPC-650-Default-RC2-2/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-1",
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+                            "Properties": {
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {},
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+                              "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
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+                              "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {},
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
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+                            "Properties": {
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {},
+                              "PreviewCfg": {},
+                              "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
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+                              "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
+                              },
+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                            "Equations": {
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+                              "Thread_length@ThreadCosmetic": 10.75,
+                              "Thread_minor@ThdSchSke": 6.619,
+                              "Diameter@ThdSchSke": 8.0,
+                              "Overcut@ThdSchSke": 10.0,
+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+                              "Density": 1000.0,
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+                              "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                              "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                                "manufacturing-type": "none"
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+                              "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                              "Overcut@ThdSchSke": 10.0,
+                              "Start@ThdSchSke": 9.25,
+                              "Num_threads@ThdSchPat": 8.0,
+                              "Advance@ThdSchPat": 1.34375
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+          "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-1": "6061 Alloy",
+          "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
+          "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/201_PlateCoverTri_x1_1mm_INOX-1": "Plain Carbon Steel",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/hgh20har1600-rail-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/HGH20-01CA - BLOCO 20MM SEM ABAS-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/324_HG20-40RodM_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/320_HG20-40_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/HGH20-01CA - BLOCO 20MM SEM ABAS-1": "",
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+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-6": "",
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+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-3": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-1": "",
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+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-7": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/324_HG20-40RodM_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-2": "",
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+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-17": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-14": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-15": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/socket head cap screw_amXXXx-13": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/750-Rail-Support-40-30-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/hgh20har1600-rail-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/HGH20-01CA - BLOCO 20MM SEM ABAS-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/324_HG20-40RodM_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/320_HG20-40_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/HGH20-01CA - BLOCO 20MM SEM ABAS-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-11": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-5": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-6": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-8": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-3": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-4": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-7": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/324_HG20-40RodM_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-12": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-16": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-18": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-17": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-14": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-15": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/socket head cap screw_amXXXx-13": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/710_60-40-SupportBeamMiddle-1": "Plain Carbon Steel",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/710_60-40-SupportBeam-1": "Plain Carbon Steel",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/720_GroundPlate_x1_12mm_FERRO-1": "Plain Carbon Steel",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/710_60-40-SupportBeam-2": "Plain Carbon Steel",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/hgh20har1600-rail-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/HGH20-01CA - BLOCO 20MM SEM ABAS-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/324_HG20-40RodM_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/320_HG20-40_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/HGH20-01CA - BLOCO 20MM SEM ABAS-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-11": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-5": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-6": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-8": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-3": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-4": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-7": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/324_HG20-40RodM_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-12": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-16": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-18": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-17": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-14": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-15": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/socket head cap screw_amXXXx-13": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/750-Rail-Support-40-30-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/HGH20-01CA - BLOCO 20MM SEM ABAS-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/324_HG20-40RodM_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/320_HG20-40_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/HGH20-01CA - BLOCO 20MM SEM ABAS-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-11": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-5": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-6": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-8": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-3": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-4": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-7": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/324_HG20-40RodM_x2_8mm_FERRO-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-2": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-12": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-16": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-18": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-17": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-14": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-15": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/socket head cap screw_amXXXx-13": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/hgh20har1600-rail-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/Spacer_Cylinder-40-1": "",
+          "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/Spacer_Cylinder-40-2": "",
+          "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-2": "6061 Alloy",
+          "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-3": "6061 Alloy",
+          "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/250-15-SP-HeatPlate5083-1": "1060 Alloy",
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+              "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+              "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+              "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+              "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                          "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                          "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
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+                          "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                          "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                          "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+                      "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+                      "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+                      "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
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+                      "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
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+                      "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+                      "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+                      "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+                      "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                        "manufacturing-type": "none"
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+                      "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                        "manufacturing-type": "none"
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+                      "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                        "manufacturing-type": "none"
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+                      "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
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+                      "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                      "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {},
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+                      "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": {
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+                      "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": {
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+                      "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": {
+                        "manufacturing-type": "none"
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+                      "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
+                        "manufacturing-type": "none"
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+                      "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
+                        "manufacturing-type": "none"
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+                      "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
+                        "manufacturing-type": "none"
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+                      "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
+                        "manufacturing-type": "none"
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+                      "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+                        "manufacturing-type": "none"
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+                      "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
+                        "manufacturing-type": "none"
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+                      "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+                        "manufacturing-type": "none"
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+                      "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+                        "manufacturing-type": "none"
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+                      "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+                    "Equations": {
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+          "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
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+          "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+          "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+          "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+          "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+            "manufacturing-type": "none"
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+          "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+          "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
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+          "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
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+          "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+          "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
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+          "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": {
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+          "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": {
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+          "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": {
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+          "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": {
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+          "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": {
+            "manufacturing-type": "none"
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+          "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": {
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+          "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": {
+            "manufacturing-type": "none"
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+          "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": {
+            "manufacturing-type": "none"
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+          "B18.3.1M - 5 x 0.8 x 10 Hex SHCS -- 10NHX": {}
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+        "Equations": {
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+      "Global-SPC-650-Default-RC2-1/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/750-Rail-Support-40-30-1": "",
+      "Global-SPC-650-Default-RC2-2/SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/750-Rail-Support-40-30-1": "",
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+  }
+}
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_this=_super.call(this)||this;_this.mViewer=iViewer;l_Model=iViewer.getModel();_this.mSelObjs=[];_this.mSelMeasureEntColor=eDwTypes_1.HC.Color.green();_this.mAuxGeoSelected=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate.setImmediateDrawMode(true);_this.mPanelInfo=new MeasurePanelInfo(_this.mAuxGeoSelected);return _this}eDwMeasureEntities.prototype.addEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var success,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:success=true;this.mAuxGeoSelected.reset();subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(!(subEntityInfo.SubEntityTypeName==="Point"))return[3,2];return[4,this.addAllForEntity(iSelObj)];case 1:_a.sent();return[3,7];case 2:if(!(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable))return[3,4];return[4,this.addAllForEntity(iSelObj)];case 3:_a.sent();return[3,7];case 4:if(!(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable))return[3,6];return[4,this.addAllForEntity(iSelObj)];case 5:_a.sent();return[3,7];case 6:this.reset();success=false;_a.label=7;case 7:this.updatePanelResult();return[2,success]}}))}))};eDwMeasureEntities.prototype.addEntityImmediate=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var subEntityInfo,selObjsHC,drawLabels;return __generator(this,(function(_a){switch(_a.label){case 0:if(!(!iSelObj||!eDwMeasureEntities.PointToPoint&&utils.isNumber(this.isItemSelected(iSelObj))))return[3,2];return[4,this.resetImmediateResults()];case 1:_a.sent();return[2,false];case 2:subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);selObjsHC=this.mSelObjs.slice();drawLabels=true;if(subEntityInfo.SubEntityTypeName==="Point"){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else{drawLabels=false}return[4,this.setImmediateResults(selObjsHC,drawLabels)];case 3:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.resetImmediateResults=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setImmediateResults(this.mSelObjs.slice())];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.removeEntityAtIndex=function(idx){return __awaiter(this,void 0,void 0,(function(){var toRemove,updated;return __generator(this,(function(_a){switch(_a.label){case 0:if(idx<0||idx>=this.mSelObjs.length)return[2,null];this.dehighlightAllTemporaryEntity();toRemove=this.mSelObjs[idx];this.mSelObjs.splice(idx,1);if(!utils.isNumber(this.isItemSelected(toRemove))){this.deColorEntity(toRemove)}return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 1:updated=_a.sent();if(!(updated||this.mSelObjs.length===0))return[3,3];return[4,this.resetImmediateResults()];case 2:_a.sent();return[3,4];case 3:this.mAuxGeoImmediate.regeneratePicks(this.mSelObjs);_a.label=4;case 4:this.updatePanelResult();return[2,toRemove]}}))}))};eDwMeasureEntities.prototype.setSelectedEntityColor=function(iColor){this.mSelMeasureEntColor=iColor};eDwMeasureEntities.prototype.setMeasureUnit=function(iUserUnits){var _this=this;this.mViewer.getModel().setUserUnits(iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.resetImmediateResults()];case 1:_a.sent();return[2]}}))}))})();this.mAuxGeoSelected.syncUnits();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePointToPoint=function(iEnable){eDwMeasureEntities.PointToPoint=iEnable;this.reset();this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updateDelta=function(iEnable){eDwMeasureEntities.ShowDelta=iEnable;this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePanelResult=function(){var userUnits=this.mViewer.getModel().getUserUnits();this.mPanelInfo.updatePanelResult(this.mSelObjs,userUnits)};eDwMeasureEntities.prototype.reset=function(){this.deColorAll();this.mAuxGeoSelected.reset();this.mAuxGeoImmediate.reset();this.mSelObjs=[];this.updatePanelResult()};eDwMeasureEntities.prototype.draw=function(){this.mAuxGeoSelected.draw();this.mAuxGeoImmediate.draw()};eDwMeasureEntities.prototype.getClassName=function(){return"eDwMeasureEntities"};eDwMeasureEntities.prototype.isItemSelected=function(iSelObj){if(utils.isNumber(iSelObj.getIDHC())){for(var i=0;i<this.mSelObjs.length;++i){var selObj=this.mSelObjs[i];if(selObj.equals(iSelObj))return i}}return NaN};eDwMeasureEntities.prototype.onDragLabelStart=function(iLabel,iPos){if(utils.isInstanceOf(iLabel,LabelItem)){this.mCurLabel=iLabel;this.mCurLabel.onDragStart(iPos)}};eDwMeasureEntities.prototype.onDragLabelMove=function(iPos){if(this.mCurLabel){this.mCurLabel.onDragMove(iPos);this.mViewer.getHCMarkupManager().refreshMarkup()}};eDwMeasureEntities.prototype.onDragLabelEnd=function(iPos){if(this.mCurLabel)this.mCurLabel.onDragEnd(iPos);this.mCurLabel=null};eDwMeasureEntities.prototype.highlightTemporaryEntityAt=function(iIndex){var _this=this;this.highlightEntityAt(iIndex);this.mAuxGeoSelected.updateInfoLabel(iIndex);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementSelectionEvent,iIndex)];case 1:_a.sent();return[2]}}))}))})()};eDwMeasureEntities.prototype.dehighlightTemporaryEntityAt=function(iIndex){this.highlightEntityAt(iIndex,false);this.mAuxGeoSelected.updateInfoLabel(-1)};eDwMeasureEntities.prototype.dehighlightAllTemporaryEntity=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementDeselectAllEvent)];case 1:_a.sent();return[2]}}))}))})();var n=this.mSelObjs.length;for(var i=0;i<n;++i){this.dehighlightTemporaryEntityAt(i)}};eDwMeasureEntities.getMeasureSelObjID=function(iSelObj){var subEntInfo=eDwSelObj.getSubEntityInfo(iSelObj);return subEntInfo.IsSelectable?eDwSelObj.getSubEntityID(subEntInfo.SubEntity):NaN};eDwMeasureEntities.highlightEntity=function(iSelObj,iModel,iHighlight){if(iHighlight===void 0){iHighlight=true}var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return false;var highlightFunc=null;var modelHC=iModel.getHCModel();var nodeIDHC=iSelObj.getNodeId();if(iSelObj.getFaceEntity()){highlightFunc=modelHC.setNodeFaceHighlighted}else if(iSelObj.getLineEntity()){highlightFunc=modelHC.setNodeLineHighlighted}else if(iSelObj.getPointEntity()){highlightFunc=modelHC.setNodePointHighlighted}if(highlightFunc){highlightFunc.call(modelHC,nodeIDHC,entityID,iHighlight);return true}return false};eDwMeasureEntities.prototype.addObjs=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(eDwMeasureEntities.PointToPoint&&2===this.mSelObjs.length))return[3,2];return[4,this.removeEntityAtIndex(1)];case 1:_a.sent();_a.label=2;case 2:this.mSelObjs.push(iSelObj);return[2]}}))}))};eDwMeasureEntities.prototype.deColorAll=function(){for(var i=0;i<this.mSelObjs.length;++i){this.deColorEntity(this.mSelObjs[i])}};eDwMeasureEntities.prototype.deColorEntity=function(iSelObj){this.colorEntity(iSelObj,false)};eDwMeasureEntities.prototype.colorEntity=function(iSelObj,iChangeColor){if(iChangeColor===void 0){iChangeColor=true}var modelHC=this.mViewer.getModel().getHCModel();var nodeID=iSelObj.getNodeId();var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return;if(iSelObj.getFaceEntity()){if(iChangeColor){modelHC.setNodeFaceColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeFaceColor(nodeID,entityID)}if(iSelObj.getLineEntity()){if(iChangeColor){modelHC.setNodeLineColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeLineColor(nodeID,entityID)}};eDwMeasureEntities.prototype.setImmediateResults=function(iSelObjs,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateResult(iSelObjs,this.mAuxGeoImmediate,iDrawLabels)];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.updateResult=function(iSelObjs,ioAuxGeo,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){var modelHC,selPropsHC,_i,iSelObjs_1,selObj,subEntityInfo,subEntityID,prop,isValid,_a,_b,_c,n,result;return __generator(this,(function(_d){switch(_d.label){case 0:ioAuxGeo.reset();ioAuxGeo.setDrawLabel(iDrawLabels);if(iSelObjs.length){console.debugLog("Measure","Measure - Selected object properties:")}modelHC=this.mViewer.getModel().getHCModel();selPropsHC=[];_i=0,iSelObjs_1=iSelObjs;_d.label=1;case 1:if(!(_i<iSelObjs_1.length))return[3,7];selObj=iSelObjs_1[_i];subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);prop=null;if(!selObj.getLineEntity())return[3,3];return[4,modelHC.getEdgeProperty(selObj.getNodeId(),subEntityID)];case 2:prop=_d.sent();return[3,5];case 3:if(!selObj.getFaceEntity())return[3,5];return[4,modelHC.getFaceProperty(selObj.getNodeId(),subEntityID)];case 4:prop=_d.sent();_d.label=5;case 5:selPropsHC.push(prop);console.debugLog("Measure","Entity properties: "+JSON.stringify(prop));_d.label=6;case 6:_i++;return[3,1];case 7:_c=eDwMeasureEntities.PointToPoint||this.updateSingleVert(iSelObjs)||this.updateSingleEdge(iSelObjs)||this.updateSingleFace(selPropsHC,iSelObjs)||this.updateVertEdge(selPropsHC,iSelObjs,ioAuxGeo);if(_c)return[3,9];return[4,this.updateVertFace(selPropsHC,iSelObjs,ioAuxGeo)];case 8:_c=_d.sent();_d.label=9;case 9:_b=_c||this.updateVertVert(iSelObjs,ioAuxGeo);if(_b)return[3,11];return[4,this.updateEdgeFace(selPropsHC,iSelObjs,ioAuxGeo)];case 10:_b=_d.sent();_d.label=11;case 11:_a=_b;if(_a)return[3,13];return[4,this.updateFaceFace(selPropsHC,iSelObjs,ioAuxGeo)];case 12:_a=_d.sent();_d.label=13;case 13:isValid=_a||this.updateEdgeEdge(selPropsHC,iSelObjs,ioAuxGeo)||this.updateEdges(selPropsHC,iSelObjs,ioAuxGeo);ioAuxGeo.addPickInfo(selPropsHC,iSelObjs,iDrawLabels);n=iSelObjs.length;if(!isValid&&n>0){result=new MeasureResultString("Info","Invalid combination");ioAuxGeo.addMessage(result,iSelObjs[n-1].getPosition(),eDwTypes_1.HC.Color.red())}ioAuxGeo.updateResultLabels();return[2,isValid]}}))}))};eDwMeasureEntities.prototype.updateSingleVert=function(iSelObjs){if(1!==iSelObjs.length)return false;var vertObj=iSelObjs[0];return vertObj.getPointEntity()?true:false};eDwMeasureEntities.prototype.updateSingleEdge=function(iSelObjs){if(1!==iSelObjs.length)return false;var edgeObj=iSelObjs[0];if(edgeObj.getLineEntity())return true;return false};eDwMeasureEntities.prototype.updateSingleFace=function(iSelPropsHC,iSelObjs){if(1!==iSelObjs.length)return false;var faceObj=iSelObjs[0];var faceProp=iSelPropsHC[0];if(!faceObj.getFaceEntity()||!faceProp)return false;if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){return true}else if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){return true}return false};eDwMeasureEntities.prototype.updateVertVert=function(iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(iSelObjs[0].getPointEntity()&&iSelObjs[1].getPointEntity()){var vertObj0=iSelObjs[0];var vertObj1=iSelObjs[1];if(vertObj0.equals(vertObj1))return false;iAuxGeo.setByVertexVertex(vertObj0,vertObj1);return true}return false};eDwMeasureEntities.prototype.updateVertEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;var edgeProp=iSelPropsHC[0];var edgeObj=iSelObjs[0];var vertObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getPointEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];vertObj=iSelObjs[0]}if(!vertObj.getPointEntity())return false;if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByVertexLine(vertObj,edgeProp,edgeObj);return true}else if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByVertexCircle(vertObj,edgeProp,edgeObj);return true}return false};eDwMeasureEntities.prototype.updateVertFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var vertObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];vertObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getPointEntity()&&iSelObjs[0].getFaceEntity()){vertObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!vertObj.getPointEntity())return[2,false];if(!(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByVertexPlane(vertObj,faceProp,faceObj,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var edgeProp,edgeObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];edgeProp=iSelPropsHC[0];edgeObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getFaceEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,1];iAuxGeo.setByPlaneLine(faceProp,edgeProp,faceObj,edgeObj);return[2,true];case 1:if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,3];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 2:minDistInfo=_a.sent();iAuxGeo.setByCirclePlane(edgeProp,faceProp,edgeObj,faceObj,minDistInfo);return[2,true];case 3:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(!iSelObjs[0].getLineEntity()||!iSelObjs[1].getLineEntity()){return false}var edgeObj0=iSelObjs[0];var edgeProp0=iSelPropsHC[0];var edgeObj1=iSelObjs[1];var edgeProp1=iSelPropsHC[1];if(edgeObj0.equals(edgeObj1))return false;if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByLineLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleLine(edgeProp1,edgeProp0,edgeObj1,edgeObj0)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByCircleLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleCircle(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}this.updateEdges(iSelPropsHC,iSelObjs,iAuxGeo);return true};eDwMeasureEntities.prototype.updateFaceFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var faceObj0,faceProp0,faceObj1,faceProp1,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];if(!iSelObjs[0].getFaceEntity()||!iSelObjs[1].getFaceEntity()){return[2,false]}faceObj0=iSelObjs[0];faceProp0=iSelPropsHC[0];faceObj1=iSelObjs[1];faceProp1=iSelPropsHC[1];if(faceObj0.equals(faceObj1))return[2,false];if(!faceObj1.getFaceEntity()||!faceProp1)return[2,false];if(!(faceProp0 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByPlanePlane(faceProp1,faceProp0,faceObj1,faceObj0,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdges=function(iSelPropsHC,iSelObjs,ioAuxGeo){var n=iSelObjs.length;var len=0;var ids=[];for(var i=0;i<n;++i){var selPropHC=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj.getLineEntity()||!selPropHC){return false}var lineId=selObj.getLineEntity().getLineId();if(-1!==ids.indexOf(lineId)){return false}ids.push(lineId);if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.LineElement||selPropHC instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){len+=selPropHC.length}else if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){var circularArc=l_getCircularArc(selObj,selPropHC);len+=circularArc.Length}else{return false}}var pos=new eDwTypes_1.HC.Point3(0,0,0);if(n>1){var result=new MeasureResultDistance("Total Length",len);pos=iSelObjs[n-1].getPosition();ioAuxGeo.addOtherResult(result,pos);return true}return false};eDwMeasureEntities.prototype.highlightEntityAt=function(iIndex,iHighlight){if(iHighlight===void 0){iHighlight=true}var n=this.mSelObjs.length;if(iIndex<0||iIndex>=n)return;eDwMeasureEntities.highlightEntity(this.mSelObjs[iIndex],this.mViewer.getModel(),iHighlight)};eDwMeasureEntities.prototype.addAllForEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.addObjs(iSelObj)];case 1:_a.sent();return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 2:_a.sent();return[4,this.resetImmediateResults()];case 3:_a.sent();this.colorEntity(iSelObj);return[2,true]}}))}))};eDwMeasureEntities.PointToPoint=false;eDwMeasureEntities.ShowDelta=false;return eDwMeasureEntities}(eDwTypes_1.HC.Markup.MarkupItem);var LabelItem=function(_super){__extends(LabelItem,_super);function LabelItem(iViewer,iLabel){var _this=_super.call(this)||this;_this.mLabel=iLabel;return _this}LabelItem.prototype.setStringContent=function(){this.mLabel.setStringContent()};LabelItem.prototype.draw=function(){this.mLabel.drawLabel()};LabelItem.prototype.hit=function(iPos){var box=this.mLabel.getLabelBox();if(!box)return false;var xMin=box.Min.x;var xMax=box.Max.x;var yMin=box.Min.y;var yMax=box.Max.y;return iPos.x<=xMax&&iPos.x>=xMin&&iPos.y<=yMax&&iPos.y>=yMin};LabelItem.prototype.onDragStart=function(iPos){this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragMove=function(iPos){var delta=eDwTypes_1.HC.Point2.subtract(iPos,this.mDragPos);var endPos=this.mLabel.getLeaderEndPos();if(!eDwGeomUtils.isValidHCPoint(endPos)||!eDwGeomUtils.isValidHCPoint(delta))return true;endPos.add(delta);this.mLabel.setLeaderEndPos(endPos);this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragEnd=function(iPos){return true};return LabelItem}(eDwTypes_1.HC.Markup.MarkupItem);var MeasureResultItem=function(){function MeasureResultItem(iName){this.mName=iName}Object.defineProperty(MeasureResultItem.prototype,"Value",{get:function(){return":NOVALUE:"},enumerable:false,configurable:true});Object.defineProperty(MeasureResultItem.prototype,"Name",{get:function(){return this.mName},enumerable:false,configurable:true});return MeasureResultItem}();var MeasureResultString=function(_super){__extends(MeasureResultString,_super);function MeasureResultString(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue;return _this}Object.defineProperty(MeasureResultString.prototype,"Value",{get:function(){return this.mValue},enumerable:false,configurable:true});return MeasureResultString}(MeasureResultItem);var MeasureResultNumber=function(_super){__extends(MeasureResultNumber,_super);function MeasureResultNumber(iName,iValueKind){var _this=_super.call(this,iName)||this;_this.mValueKind=iValueKind;return _this}Object.defineProperty(MeasureResultNumber.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue,this.mValueKind)},enumerable:false,configurable:true});return MeasureResultNumber}(MeasureResultItem);var MeasureResultDistance=function(_super){__extends(MeasureResultDistance,_super);function MeasureResultDistance(iName,iValue){var _this=_super.call(this,iName,cLength)||this;_this.mValue=iValue;return _this}return MeasureResultDistance}(MeasureResultNumber);var MeasureResultArea=function(_super){__extends(MeasureResultArea,_super);function MeasureResultArea(iName,iValue){var _this=_super.call(this,iName,"Area")||this;_this.mValue=iValue;return _this}return MeasureResultArea}(MeasureResultNumber);var MeasureResultAngle=function(_super){__extends(MeasureResultAngle,_super);function MeasureResultAngle(iName,iValue){var _this=_super.call(this,iName,"Angle")||this;_this.mValue=iValue;return _this}return MeasureResultAngle}(MeasureResultNumber);var MeasureResultPoint3D=function(_super){__extends(MeasureResultPoint3D,_super);function MeasureResultPoint3D(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue.copy();return _this}Object.defineProperty(MeasureResultPoint3D.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue.x,"Length")+","+l_Model.getValueWithUnit(this.mValue.y,"Length")+","+l_Model.getValueWithUnit(this.mValue.z,"Length")},enumerable:false,configurable:true});return MeasureResultPoint3D}(MeasureResultItem);var MeasureLabelItem=function(){function MeasureLabelItem(iViewer,iResult,iColor){this.mViewer=iViewer;this.mResult=iResult;this.mColor=iColor;this.mNameTextBox=undefined;this.mValueTextBox=undefined;this.mNameBox=undefined;this.mValueBox=undefined}MeasureLabelItem.prototype.drawItem=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();if(this.mNameBox)renderer.drawRectangle(this.mNameBox);if(this.mValueBox)renderer.drawRectangle(this.mValueBox);if(this.mNameTextBox)renderer.drawTextBox(this.mNameTextBox);if(this.mValueTextBox)renderer.drawTextBox(this.mValueTextBox)};MeasureLabelItem.prototype.setPosition=function(ioPos,iNameWidth,iValueWidth){if(!this.mNameBox||!this.mValueBox||!this.mNameTextBox||!this.mValueTextBox){this.mNameBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mNameBox.setFillColor(this.mColor?this.mColor:cGreyColor);this.mValueBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mValueBox.setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mNameTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setStrokeWidth(0);this.mNameTextBox.getTextPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setFillOpacity(0);this.mNameTextBox.getTextPortion().setFontFamily("arial");this.mValueTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mValueTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mValueTextBox.getBoxPortion().setStrokeWidth(0);this.mValueTextBox.getTextPortion().setFillColor(cGreyColor);this.mValueTextBox.getBoxPortion().setFillOpacity(0);this.mValueTextBox.getTextPortion().setFontFamily("arial")}var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=renderer.measureTextBox(this.mNameTextBox);var valueSize=renderer.measureTextBox(this.mValueTextBox);var height=Math.max(nameSize.y,valueSize.y);this.mNameBox.setSize(new eDwTypes_1.HC.Point2(iNameWidth,height));this.mValueBox.setSize(new eDwTypes_1.HC.Point2(iValueWidth,height));var namePos=ioPos.copy();var valuePos=ioPos.copy();valuePos.x+=iNameWidth;this.mNameBox.setPosition(namePos);this.mNameTextBox.setPosition(namePos);this.mValueBox.setPosition(valuePos);this.mValueTextBox.setPosition(valuePos);ioPos.y+=height};MeasureLabelItem.prototype.getWidth=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=this.mNameTextBox?renderer.measureTextBox(this.mNameTextBox):{x:0,y:0};var valueSize=this.mValueTextBox?renderer.measureTextBox(this.mValueTextBox):{x:0,y:0};return{NameWidth:nameSize.x,ValueWidth:valueSize.x}};MeasureLabelItem.prototype.setStringContent=function(){if(this.mNameTextBox){this.mNameTextBox.setTextString(this.mResult.Name)}if(this.mValueTextBox){this.mValueTextBox.setTextString(this.mResult.Value)}};MeasureLabelItem.prototype.getText=function(){return this.mResult.Name+": "+this.mResult.Value};MeasureLabelItem.prototype.getBoundingBox=function(){if(!this.mNameBox||!this.mValueBox){return null}var size1=this.mValueBox.getSize();var posS=this.mNameBox.getPosition().copy();var pos1=this.mValueBox.getPosition();var posE=new eDwTypes_1.HC.Point2(pos1.x+size1.x,pos1.y+size1.y);var min=new eDwTypes_1.HC.Point2(Math.min(posS.x,posE.x),Math.min(posS.y,posE.y));var max=new eDwTypes_1.HC.Point2(Math.max(posS.x,posE.x),Math.max(posS.y,posE.y));return{Min:min,Max:max}};return MeasureLabelItem}();var MeasureBaseLine=function(){function MeasureBaseLine(iViewer,iPntWCHC0,iPntWCHC1,iLineColor){this.mViewer=iViewer;this.mColor=iLineColor||cGreyColor;this.setWCPts(iPntWCHC0,iPntWCHC1)}MeasureBaseLine.prototype.draw=function(){if(!this.isValid())return;if(this.mLine)this.updateLinePts();else this.createHCLine();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawLine(this.mLine)};MeasureBaseLine.prototype.getLineColorHC=function(){return this.mColor};MeasureBaseLine.prototype.getMiddleWCPtHC=function(){var middle=eDwTypes_1.HC.Point3.scale(eDwTypes_1.HC.Point3.add(this.mWCEndPtHC0,this.mWCEndPntHC1),.5);return middle};MeasureBaseLine.prototype.setLineColor=function(iColor){this.mColor=iColor;if(this.mLine)this.setColorOnHCLine(iColor);else this.createHCLine()};MeasureBaseLine.prototype.isValid=function(){return this.mWCEndPtHC0&&this.mWCEndPntHC1&&eDwGeomUtils.isValidHCPoint(this.mWCEndPtHC0)&&eDwGeomUtils.isValidHCPoint(this.mWCEndPntHC1)};MeasureBaseLine.prototype.createHCLine=function(){this.mLine=new eDwTypes_1.HC.Markup.Shape.Line;this.setColorOnHCLine(this.mColor);this.updateLinePts();return this};MeasureBaseLine.prototype.copyFrom=function(iSrcLine){if(iSrcLine.mLine){this.mLine.setStrokeWidth(iSrcLine.mLine.getStrokeWidth());this.mLine.setEndcapType(iSrcLine.mLine.getEndEndcapType());this.mLine.setStartEndcapSize(iSrcLine.mLine.getStartEndcapSize());this.mLine.setEndEndcapSize(iSrcLine.mLine.getEndEndcapSize());this.mLine.setStartEndcapColor(iSrcLine.mLine.getStartEndcapColor());this.mLine.setEndEndcapColor(iSrcLine.mLine.getEndEndcapColor())}this.setWCPts(iSrcLine.mWCEndPtHC0,iSrcLine.mWCEndPntHC1);this.mColor=iSrcLine.mColor};MeasureBaseLine.prototype.setWCPts=function(iWCStartPntHC,iWCEndPntHC){if(!iWCStartPntHC||!iWCEndPntHC||!eDwGeomUtils.isValidHCPoint(iWCStartPntHC)||!eDwGeomUtils.isValidHCPoint(iWCEndPntHC)){console.warn("One or more measure points are invalid");return}this.mWCEndPtHC0=iWCStartPntHC.copy();this.mWCEndPntHC1=iWCEndPntHC.copy()};MeasureBaseLine.prototype.updateLinePts=function(){var viewHC=this.mViewer.getHCView();this.mLine.setP1(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPtHC0)));this.mLine.setP2(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPntHC1)))};MeasureBaseLine.prototype.setColorOnHCLine=function(iColor){this.mLine.setStrokeColor(iColor);this.mLine.setEndEndcapColor(iColor);this.mLine.setStartEndcapColor(iColor)};return MeasureBaseLine}();var MeasureLine=function(_super){__extends(MeasureLine,_super);function MeasureLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLine.prototype.copy=function(){var copy=new MeasureLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setWidthAndEndCapsOnHCLine();return this};MeasureLine.prototype.setWidthAndEndCapsOnHCLine=function(){this.mLine.setStrokeWidth(3);this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.None)};return MeasureLine}(MeasureBaseLine);var MeasureLeaderLine=function(_super){__extends(MeasureLeaderLine,_super);function MeasureLeaderLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLeaderLine.prototype.copy=function(){var copy=new MeasureLeaderLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLeaderLine.prototype.getLeaderStartPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPtHC0)};MeasureLeaderLine.prototype.getLeaderEndPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPntHC1)};MeasureLeaderLine.prototype.setLeaderEndPos=function(iPos){this.setWCPts(this.mWCEndPtHC0,eDwGeomUtils.screenToWorld(iPos,this.mViewer.getHCView()))};MeasureLeaderLine.prototype.setLeaderEnd=function(iPoint){this.mWCEndPntHC1=iPoint.copy()};MeasureLeaderLine.prototype.getLeaderStart=function(){return this.mWCEndPtHC0};return MeasureLeaderLine}(MeasureBaseLine);var MeasureDistLine=function(_super){__extends(MeasureDistLine,_super);function MeasureDistLine(iViewer,iPntHC0,iSelObj0,iPntHC1,iSelObj1,iLineColor,iUseArrowEnds){if(iUseArrowEnds===void 0){iUseArrowEnds=true}var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;_this.mStartSelObj=iSelObj0;_this.mEndSelObj=iSelObj1;_this.mDistColor=iLineColor||cLineDistanceColor;_this.mUseArrowEnds=iUseArrowEnds;if(!_this.isValid())_this.createHCLine();return _this}MeasureDistLine.prototype.copy=function(){var copy=new MeasureDistLine(this.mViewer,this.mWCEndPtHC0,this.mStartSelObj,this.mWCEndPntHC1,this.mEndSelObj,this.getLineColorHC(),this.mUseArrowEnds);copy.copyFrom(this);return copy};MeasureDistLine.prototype.setSelObjEndPts=function(iWCStartPntHC,iStartSelObj,iWCEndPntHC,iEndSelObj){_super.prototype.setWCPts.call(this,iWCStartPntHC,iWCEndPntHC);this.mStartSelObj=iStartSelObj;this.mEndSelObj=iEndSelObj};MeasureDistLine.prototype.getDistance=function(){var localPt0HC=this.mStartSelObj.getAsLocalPoint(this.mWCEndPtHC0);var localPt1HC=this.mEndSelObj.getAsLocalPoint(this.mWCEndPntHC1);return eDwTypes_1.HC.Point3.subtract(localPt0HC,localPt1HC).length()};MeasureDistLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setHCLineAttributes();return this};MeasureDistLine.prototype.setHCLineAttributes=function(){this.mLine.setStrokeWidth(3);if(this.mUseArrowEnds){this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead)}this.mLine.setStartEndcapSize(5);this.mLine.setEndEndcapSize(5);this.mLine.setStartEndcapColor(this.mDistColor);this.mLine.setEndEndcapColor(this.mDistColor);this.mLine.setStrokeColor(this.mDistColor)};return MeasureDistLine}(MeasureBaseLine);var MeasureLabel=function(){function MeasureLabel(iViewer,iPnt3DHC,iDrawEnabled){if(iDrawEnabled===void 0){iDrawEnabled=true}this.mViewer=iViewer;this.mItems=[];this.mDrawEnabled=iDrawEnabled;this.createLeaderIfPointValid(iPnt3DHC,iPnt3DHC)}MeasureLabel.prototype.reset=function(){this.mItems=[]};MeasureLabel.prototype.drawLabel=function(){if(!this.isValid()||!this.mDrawEnabled)return;this.setLabelPosition(this.mLeader.getLeaderEndPos());var n=this.mItems.length;if(0===n)return;this.mLeader.draw();for(var i=0;i<n;++i){this.mItems[i].drawItem()}};MeasureLabel.prototype.addItem=function(iResult,iColor){if(iResult){var item=new MeasureLabelItem(this.mViewer,iResult,iColor);this.mItems.push(item)}return this};MeasureLabel.prototype.setStringContent=function(){var n=this.mItems.length;for(var i=0;i<n;++i){this.mItems[i].setStringContent()}};MeasureLabel.prototype.setLeader=function(iEnd0){var end1=eDwTypes_1.HC.Point3.add(iEnd0,new eDwTypes_1.HC.Point3(1,1,1));this.createLeaderIfPointValid(iEnd0,end1)};MeasureLabel.prototype.getLeaderStartPos=function(){return this.mLeader?this.mLeader.getLeaderStartPos():null};MeasureLabel.prototype.getLeaderEndPos=function(){return this.mLeader?this.mLeader.getLeaderEndPos():null};MeasureLabel.prototype.setLeaderEndPos=function(pos){if(!this.isValid())return;this.setLabelPosition(pos.copy());this.adjustToFitOnScreen();var labelBox=this.getLabelBox();if(!labelBox)return;var leaderPos=new eDwTypes_1.HC.Point2(labelBox.Min.x,labelBox.Min.y);this.mLeader.setLeaderEndPos(leaderPos)};MeasureLabel.prototype.setDefaultEndPos=function(){if(!this.isValid())return false;var start=this.getLeaderStartPos();var end=eDwTypes_1.HC.Point2.add(start,new eDwTypes_1.HC.Point2(30,30));this.setLeaderEndPos(end);return true};MeasureLabel.prototype.getText=function(){this.setStringContent();var n=this.mItems.length;var str=n?this.mItems[0].getText():"";for(var i=1;i<n;++i){str=str+"\n"+this.mItems[i].getText()}return str};MeasureLabel.prototype.getLabelBox=function(){var n=this.mItems.length;if(0===n)return null;var boxes=[];for(var i=0;i<n;++i){var box_1=this.mItems[i].getBoundingBox();if(box_1)boxes.push(box_1)}n=boxes.length;if(!n)return null;var box=boxes[0];var xMin=box.Min.x,xMax=box.Max.x;var yMin=box.Min.y,yMax=box.Max.y;for(var i=1;i<n;++i){var box_2=boxes[i];xMin=Math.min(box_2.Min.x,xMin);yMin=Math.min(box_2.Min.y,yMin);xMax=Math.max(box_2.Max.x,xMax);yMax=Math.max(box_2.Max.y,yMax)}var min=new eDwTypes_1.HC.Point2(xMin,yMin);var max=new eDwTypes_1.HC.Point2(xMax,yMax);return{Min:min,Max:max}};MeasureLabel.prototype.isValid=function(){return this.mLeader?true:false};MeasureLabel.prototype.setLabelPosition=function(iPos){var nameWidth=0,valueWidth=0;for(var _i=0,_a=this.mItems;_i<_a.length;_i++){var item=_a[_i];var itemWidth=item.getWidth();nameWidth=Math.max(nameWidth,itemWidth.NameWidth);valueWidth=Math.max(valueWidth,itemWidth.ValueWidth)}for(var _b=0,_c=this.mItems;_b<_c.length;_b++){var item=_c[_b];item.setPosition(iPos,nameWidth,valueWidth)}};MeasureLabel.prototype.adjustToFitOnScreen=function(){var viewHC=this.mViewer.getHCView();var canvasSize=viewHC.getCanvasSize();var bbox2D=this.getLabelBox();if(!bbox2D)return;var bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);function adjustPos(iDimension){var adjust=canvasSize[iDimension]-bboxSize[iDimension];adjust=adjust<0?bbox2D.Min[iDimension]:adjust;var newPos=bbox2D.Min.copy();newPos[iDimension]=adjust;return newPos}if(bbox2D.Max.x>canvasSize.x&&bboxSize.x<canvasSize.x){this.setLabelPosition(adjustPos("x"))}if(bbox2D.Max.y>canvasSize.y&&bboxSize.y<canvasSize.y){bbox2D=this.getLabelBox();if(!bbox2D)return;bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);this.setLabelPosition(adjustPos("y"))}};MeasureLabel.prototype.createLeaderIfPointValid=function(iPnt3D0HC,iPnt3D1HC){this.mLeader=null;if(!eDwGeomUtils.isValidHCPoint(iPnt3D0HC)||!eDwGeomUtils.isValidHCPoint(iPnt3D1HC))return;this.mLeader=new MeasureLeaderLine(this.mViewer,iPnt3D0HC,iPnt3D1HC)};Object.defineProperty(MeasureLabel.prototype,"DrawEnabled",{get:function(){return this.mDrawEnabled},enumerable:false,configurable:true});return MeasureLabel}();var MeasureAuxMessage=function(){function MeasureAuxMessage(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxMessage.prototype.reset=function(){this.mLabels=[]};MeasureAuxMessage.prototype.addResult=function(iResult,iStart,iColor){var label=new MeasureLabel(this.mViewer,iStart);label.addItem(iResult,iColor);this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfVertex=function(iVertSelObj){if(!iVertSelObj.getPointEntity())return;var pntHC=iVertSelObj.getPosition();var label=new MeasureLabel(this.mViewer,pntHC);label.addItem(new MeasureResultString(cEntity,cVertex));var coordHC=iVertSelObj.getLocalPoint()||pntHC;label.addItem(new MeasureResultPoint3D(cCoordinate,coordHC));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCurve=function(iLineOrOtherHC,iEdgeSelObj,iEntityValue){if(!iEdgeSelObj.getLineEntity())return;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,iEntityValue));label.addItem(new MeasureResultDistance(cLength,iLineOrOtherHC.length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCircle=function(iCircleOrigHC,iEdgeSelObj){if(!iEdgeSelObj.getLineEntity())return;var circularArc=l_getCircularArc(iEdgeSelObj,iCircleOrigHC);var entityLabel="Circle";var diameterOrRadiusLabel="Diameter";var diameterOrRadius=circularArc.Diameter;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,entityLabel));label.addItem(new MeasureResultPoint3D("Center",circularArc.OriginWCHC));label.addItem(new MeasureResultDistance(diameterOrRadiusLabel,diameterOrRadius));label.addItem(new MeasureResultArea("Area",circularArc.Area));label.addItem(new MeasureResultDistance("Perimeter",circularArc.Length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfPlane=function(iFaceOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iFaceOrigHC instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cPlane));this.mLabels.push(label)}};MeasureAuxMessage.prototype.addIfCylinder=function(iCylinderOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iCylinderOrigHC instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cCylinder));label.addItem(new MeasureResultDistance(cDiameter,2*iCylinderOrigHC.radius));this.mLabels.push(label)}};MeasureAuxMessage.prototype.getLabels=function(){return this.mLabels};MeasureAuxMessage.prototype.countLabels=function(){return this.mLabels.length};MeasureAuxMessage.prototype.getText=function(){var str="";for(var _i=0,_a=this.mLabels;_i<_a.length;_i++){var label=_a[_i];if(str.length)str+="\n\n";str+=label.getText()}return str};return MeasureAuxMessage}();var MeasureAuxDelta=function(){function MeasureAuxDelta(iViewer,iLineColor,iLineNormal){if(iLineNormal===void 0){iLineNormal=false}this.mViewer=iViewer;this.mLineColor=iLineColor;this.mLineNormal=iLineNormal;this.reset();this.mEndGlyph0=new eDwTypes_1.HC.Markup.Shape.Circle;this.mEndGlyph1=new eDwTypes_1.HC.Markup.Shape.Circle;this.setPointColor(cAuxDeltaPointFillColor);var widthEdge=3;var pointSize=7;this.mEndGlyph0.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph0.setStrokeWidth(widthEdge);this.mEndGlyph0.setRadius(pointSize);this.mEndGlyph1.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph1.setStrokeWidth(widthEdge);this.mEndGlyph1.setRadius(pointSize)}MeasureAuxDelta.prototype.reset=function(){this.mWCPntsHC=[];this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;delete this.mLineDist;delete this.mDelta;this.mSomeCoordsArcCenters=false};MeasureAuxDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureAuxDelta(this.mViewer);auxDeltaCopy.mLineColor=this.mLineColor;auxDeltaCopy.mLineNormal=this.mLineNormal;auxDeltaCopy.mSomeCoordsArcCenters=this.mSomeCoordsArcCenters;auxDeltaCopy.mEndGlyph0.setFillColor(this.mEndGlyph0.getFillColor());auxDeltaCopy.mEndGlyph1.setFillColor(this.mEndGlyph1.getFillColor());auxDeltaCopy.mWCPntsHC=utils.deepCopyArray(this.mWCPntsHC);auxDeltaCopy.mModelSpaceMinDist=this.mModelSpaceMinDist;auxDeltaCopy.mModelSpaceMaxDist=this.mModelSpaceMaxDist;auxDeltaCopy.mLineDist=this.mLineDist?this.mLineDist.copy():undefined;auxDeltaCopy.mDelta=this.mDelta?this.mDelta.copy():undefined;return auxDeltaCopy};MeasureAuxDelta.prototype.getWCDeltaEnds=function(){return this.mWCPntsHC};MeasureAuxDelta.prototype.setWCDeltaEnds=function(iWCPntsHC,iSelObjs){this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;this.mWCPntsHC=utils.deepCopyArray(iWCPntsHC);if(!iWCPntsHC[0].equalsWithTolerance(iWCPntsHC[1],cLengthTol)){var startWCPtHC=iWCPntsHC[0].copy();var endWCPtHC=iWCPntsHC[1].copy();if(this.mDelta){this.mDelta.set(startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}else{this.mDelta=MeasureDelta.create(this.mViewer,startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}if(this.mLineDist){this.mLineDist.setSelObjEndPts(startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1])}else{this.mLineDist=new MeasureDistLine(this.mViewer,startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1],this.mLineColor)}}};MeasureAuxDelta.prototype.draw=function(iImmediateDrawMode){if(this.hasDistance()&&this.mLineDist&&this.mWCPntsHC.length>1){this.mLineDist.draw();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){this.mDelta.draw(iImmediateDrawMode)}var viewHC=this.mViewer.getHCView();this.mEndGlyph0.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[0])));this.mEndGlyph1.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[1])));if(!iImmediateDrawMode){var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawCircle(this.mEndGlyph0);renderer.drawCircle(this.mEndGlyph1)}}};MeasureAuxDelta.prototype.getLabelData=function(){var labelData={};var labelName=this.mLineNormal?cNormalDistance:this.mSomeCoordsArcCenters?cCenterDistance:cDistance;labelData[cDistance]=new MeasureResultDistance(labelName,this.getDistance());var minResultDist=new MeasureResultDistance(cMinDistance,this.mModelSpaceMinDist);if(parseFloat(minResultDist.Value)>0){labelData[cMinDistance]=minResultDist}var maxResultDist=new MeasureResultDistance(cMaxDistance,this.mModelSpaceMaxDist);if(parseFloat(maxResultDist.Value)>0){labelData[cMaxDistance]=maxResultDist}if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){$.extend(labelData,this.mDelta.getLabelData())}return labelData};MeasureAuxDelta.prototype.getLabels=function(){var labels=[];if(this.getDistance()<cLengthTol)return labels;var labelData=this.getLabelData();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}if(this.mLineDist&&this.mLineDist.isValid()){var labelDist=new MeasureLabel(this.mViewer,this.mLineDist.getMiddleWCPtHC());if(labelDist.isValid()){labels.push(labelDist.addItem(labelData[cDistance]))}}return labels};MeasureAuxDelta.prototype.getText=function(){if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){return this.mDelta.getText()}return""};MeasureAuxDelta.prototype.getDelta=function(){return this.mWCPntsHC.length>1&&this.mLineDist?eDwTypes_1.HC.Point3.subtract(this.mWCPntsHC[0],this.mWCPntsHC[1]):eDwTypes_1.HC.Point3.zero()};MeasureAuxDelta.prototype.getDistance=function(){return this.mLineDist?this.mLineDist.getDistance():0};MeasureAuxDelta.prototype.setDistLineColor=function(iColor){this.mLineColor=iColor};MeasureAuxDelta.prototype.setPointColor=function(iColor){this.mEndGlyph0.setFillColor(iColor);this.mEndGlyph1.setFillColor(iColor)};MeasureAuxDelta.prototype.setMinDist=function(iDist){this.mModelSpaceMinDist=iDist};MeasureAuxDelta.prototype.setMaxDist=function(iDist){this.mModelSpaceMaxDist=iDist};Object.defineProperty(MeasureAuxDelta.prototype,"LineNormal",{get:function(){return this.mLineNormal},set:function(iEnable){this.mLineNormal=iEnable},enumerable:false,configurable:true});Object.defineProperty(MeasureAuxDelta.prototype,"SomeCoordsArcCenters",{get:function(){return this.mSomeCoordsArcCenters},set:function(iEnable){this.mSomeCoordsArcCenters=iEnable},enumerable:false,configurable:true});MeasureAuxDelta.prototype.hasDistance=function(){var deltaDist=this.getDistance();return deltaDist>cLengthTol?true:false};return MeasureAuxDelta}();var MeasureDelta=function(){function MeasureDelta(iViewer){this.mViewer=iViewer;this.reset()}MeasureDelta.prototype.set=function(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];this.mLineDeltaMap[cDeltaX].setSelObjEndPts(iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1);this.mLineDeltaMap[cDeltaY].setSelObjEndPts(deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1);this.mLineDeltaMap[cDeltaZ].setSelObjEndPts(deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1)};MeasureDelta.prototype.getLabels=function(){var labelData=this.getLabelData();var numNonZeroLabelData=0;var nonZeroLabelData={};for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var deltaKey=_a[_i];var dist=this.mLineDeltaMap[deltaKey].getDistance();if(dist>cLengthTol){nonZeroLabelData[deltaKey]=labelData[deltaKey];numNonZeroLabelData++}}if(numNonZeroLabelData===1)nonZeroLabelData={};var labels=[];for(var key in nonZeroLabelData){var lineDelta=this.mLineDeltaMap[key];var label=new MeasureLabel(this.mViewer,lineDelta.getMiddleWCPtHC());label.addItem(labelData[key],lineDelta.getLineColorHC());if(label.isValid())labels.push(label)}return labels};MeasureDelta.prototype.draw=function(iImmediateDrawMode){if(this.isDeltaEnabled()){for(var key in this.mLineDeltaMap){var deltaLine=this.mLineDeltaMap[key];if(deltaLine.getDistance()>cLengthTol)deltaLine.draw()}}};MeasureDelta.prototype.reset=function(){this.mLineDeltaMap={}};MeasureDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureDelta(this.mViewer);for(var key in this.mLineDeltaMap){auxDeltaCopy.mLineDeltaMap[key]=this.mLineDeltaMap[key].copy()}return auxDeltaCopy};MeasureDelta.prototype.getLabelData=function(){var labelData={};if(this.isDeltaEnabled()){for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var delta=_a[_i];labelData[delta]=new MeasureResultDistance(delta,this.mLineDeltaMap[delta].getDistance())}}return labelData};MeasureDelta.prototype.getText=function(){if(this.isDeltaEnabled()){var data=this.getLabelData();return"Delta : "+data[cDeltaX].Value+", "+data[cDeltaY].Value+", "+(""+data[cDeltaZ].Value)}return""};MeasureDelta.create=function(iViewer,iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var measureDelta=new MeasureDelta(iViewer);var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];measureDelta.mLineDeltaMap[cDeltaX]=new MeasureDistLine(iViewer,iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1,eDwTypes_1.HC.Color.red(),false);measureDelta.mLineDeltaMap[cDeltaY]=new MeasureDistLine(iViewer,deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1,new eDwTypes_1.HC.Color(0,128,0),false);measureDelta.mLineDeltaMap[cDeltaZ]=new MeasureDistLine(iViewer,deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1,eDwTypes_1.HC.Color.blue(),false);return measureDelta};MeasureDelta.prototype.isDeltaEnabled=function(){return eDwMeasureEntities.ShowDelta&&!!this.mLineDeltaMap[cDeltaX]};return MeasureDelta}();var MeasureAuxDistance=function(){function MeasureAuxDistance(iViewer){this.mViewer=iViewer;this.mDistLine=new MeasureAuxDelta(iViewer);this.mNDistLine=new MeasureAuxDelta(iViewer,cAuxDistanceNormalDistanceLineColor,true);this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]}MeasureAuxDistance.prototype.reset=function(){this.mDistLine.reset();this.mNDistLine.reset();this.mNDistLine.setDistLineColor(cAuxDistanceNormalDistanceLineColor);this.mNDistLine.LineNormal=true;this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]};MeasureAuxDistance.prototype.draw=function(iImmediateDrawMode){if(!this.getLabels().length)return;this.mDistLine.draw(iImmediateDrawMode);this.mNDistLine.draw(iImmediateDrawMode);for(var _i=0,_a=this.mNormalDistExtLines;_i<_a.length;_i++){var normalExtLine=_a[_i];normalExtLine.draw()}};MeasureAuxDistance.prototype.setByPointPoint=function(iWCPntHC0,iSelObj0,iWCPntHC1,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}this.reset();this.mDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iWCPntHC0,iWCPntHC0,iWCPntHC1,iWCPntHC1]);this.avoidDuplication()};MeasureAuxDistance.prototype.setByPointLine=function(iPntWCHC,iSelObj0,iEdgeHC,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}var pickPntWCHC=iSelObj1.getPosition();var endPntsWCHC=l_getLineEndPts(iSelObj1);var vecWCHC=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,endPntsWCHC.P1HC);if(vecWCHC.length()<1e-6)return;vecWCHC.normalize();var k=eDwTypes_1.HC.Point3.dot(eDwTypes_1.HC.Point3.subtract(iPntWCHC,pickPntWCHC),vecWCHC);var basePntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecWCHC0=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,basePntWCHC);var vecWCHC1=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P1HC,basePntWCHC);if(eDwTypes_1.HC.Point3.dot(vecWCHC0,vecWCHC1)<0){this.setByPointPoint(iPntWCHC,iSelObj0,basePntWCHC,iSelObj1,isSomeCoordsArcCenters)}else{this.reset();var pntWCHC=vecWCHC0.length()<vecWCHC1.length()?endPntsWCHC.P0HC.copy():endPntsWCHC.P1HC.copy();this.mDistLine.setWCDeltaEnds([iPntWCHC,pntWCHC],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,basePntWCHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pntWCHC,basePntWCHC]);this.avoidDuplication()}};MeasureAuxDistance.prototype.setByPointPlane=function(iPntWCHC,iSelObj0,iFaceHC,iSelObj1,iMinDistInfo,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}if(!iMinDistInfo)return false;this.reset();var pickWCPntHC=iSelObj1.getPosition();var normWCHC=iFaceHC.normal;normWCHC.normalize();var vecWCHC=eDwTypes_1.HC.Point3.subtract(pickWCPntHC,iPntWCHC);var k=eDwTypes_1.HC.Point3.dot(vecWCHC,normWCHC);var baseWCPntHC=eDwTypes_1.HC.Point3.add(iPntWCHC,eDwTypes_1.HC.Point3.scale(normWCHC,k));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,baseWCPntHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pickWCPntHC,baseWCPntHC]);this.avoidDuplication();return true};MeasureAuxDistance.prototype.setByCircleCircle=function(iCircleHC0,iSelObj0,iCircleHC1,iSelObj1){this.setByPointPoint(iCircleHC0.origin,iSelObj0,iCircleHC1.origin,iSelObj1,true);this.setMinMaxForCircles(iCircleHC0,iCircleHC1)};MeasureAuxDistance.prototype.setByCircleLine=function(iCircleHC,iSelObj0,iLineHC,iSelObj1){this.setByPointLine(iCircleHC.origin,iSelObj0,iLineHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByCirclePlane=function(iCircleHC,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo){return this.setByPointPlane(iCircleHC.origin,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo,true)};MeasureAuxDistance.prototype.setByCirclePoint=function(iCircleHC,iSelObj0,iPointHC,iSelObj1){this.setByPointPoint(iCircleHC.origin,iSelObj0,iPointHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByPlanePlane=function(iFaceHC0,iFaceHC1,iSelObj0,iSelObj1,iMinDistInfo){if(!iMinDistInfo)return false;this.reset();var pickWCPntHC0=iSelObj0.getPosition().copy();var normWCHC0=iFaceHC0.normal;normWCHC0.normalize();var pickWCPntHC1=iSelObj1.getPosition().copy();var normWCHC1=iFaceHC1.normal;normWCHC1.normalize();var angle=iSelObj0.findAngle(iSelObj1);if(0!==angle&&180!==angle){var vecWCHC=eDwTypes_1.HC.Point3.cross(normWCHC0,normWCHC1);var wVecWCHC=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC0);var k0=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(wVecWCHC,normWCHC1);var origWCPntHC0=eDwTypes_1.HC.Point3.add(pickWCPntHC0,wVecWCHC.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC1);var k1=(eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC0)-eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC0))/eDwTypes_1.HC.Point3.dot(wVecHC1,normWCHC0);var origWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC1,wVecHC1.scale(k1));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mNDistLine.setWCDeltaEnds([origWCPntHC0,origWCPntHC0],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([origWCPntHC0,origWCPntHC0,origWCPntHC1,origWCPntHC1]);this.avoidDuplication()}else{var distWCPntHC1=eDwTypes_1.HC.Point3.zero();if(0!==eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1)){var k=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1);distWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC0,eDwTypes_1.HC.Point3.scale(normWCHC0,k))}this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);var distWCPntHC0=pickWCPntHC0.copy();this.mNDistLine.setWCDeltaEnds([distWCPntHC0,distWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([distWCPntHC0,pickWCPntHC0,distWCPntHC1,pickWCPntHC1]);this.avoidDuplication()}return true};MeasureAuxDistance.prototype.setByLinePlane=function(iEdgeHC,iFaceHC,iSelEdgeObj,iSelFaceObj){return __awaiter(this,void 0,void 0,(function(){var pickPntWCHC0,pickPntWCHC1,vecNormWCHC,minDistInfo,distLinePtsWCHC,distLineSelObjs,normDistLinePtsWCHC,normDistLineSelObjs,extendedLinePtsWCHC,angle,plnWCHC,pntOnPlnWCHC,pickVecWCHC,k,scalePickPntWCHC;return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();pickPntWCHC0=iSelEdgeObj.getPosition();pickPntWCHC1=iSelFaceObj.getPosition();vecNormWCHC=iFaceHC.normal;vecNormWCHC.normalize();return[4,eDwSelObj.getMinDistInfo([iEdgeHC,iFaceHC],[iSelEdgeObj,iSelFaceObj],this.mViewer.getModel())];case 1:minDistInfo=_a.sent();distLinePtsWCHC=minDistInfo?[minDistInfo.pos1,minDistInfo.pos2]:[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelFaceObj];normDistLinePtsWCHC=[];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[];angle=iSelEdgeObj.findAngle(iSelFaceObj);if(90===angle||270===angle){plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(pickPntWCHC1,vecNormWCHC);pntOnPlnWCHC=eDwGeomUtils.dropPointOnPlane(pickPntWCHC0,plnWCHC);normDistLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];if(eDwTypes_1.HC.Point3.distance(pntOnPlnWCHC,pickPntWCHC0)){normDistLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0]}extendedLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0,pickPntWCHC1,pickPntWCHC1]}else{pickVecWCHC=eDwTypes_1.HC.Point3.subtract(pickPntWCHC1,pickPntWCHC0);k=eDwTypes_1.HC.Point3.scale(vecNormWCHC,eDwTypes_1.HC.Point3.dot(vecNormWCHC,pickVecWCHC));scalePickPntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC0,k);distLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelEdgeObj];normDistLinePtsWCHC=[pickPntWCHC0,scalePickPntWCHC];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0,scalePickPntWCHC,pickPntWCHC1]}this.mDistLine.setWCDeltaEnds(distLinePtsWCHC,distLineSelObjs);this.mNDistLine.setWCDeltaEnds(normDistLinePtsWCHC,normDistLineSelObjs);this.setNormalDistExtPoints(extendedLinePtsWCHC);this.avoidDuplication();return[2]}}))}))};MeasureAuxDistance.prototype.setByLineLine=function(iEdgeHC0,iEdgeHC1,iSelEdgeObjHC0,iSelEdgeObjHC1){var lineWCPntsHC0=l_getLineEndPts(iSelEdgeObjHC0);var lineWCPntsHC1=l_getLineEndPts(iSelEdgeObjHC1);var angle=iSelEdgeObjHC0.findAngle(iSelEdgeObjHC1);var tmp;if(0!==angle&&180!==angle){tmp=l_distanceLineLineCross(lineWCPntsHC0,lineWCPntsHC1)}else{var pntWCHC0=iSelEdgeObjHC0.getPosition();var pntWCHC1=iSelEdgeObjHC1.getPosition();tmp=l_distanceLineLinePara(lineWCPntsHC0,lineWCPntsHC1,pntWCHC0,pntWCHC1)}this.mDistLine.setWCDeltaEnds([tmp.PntHC2,tmp.PntHC3],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.mNDistLine.setWCDeltaEnds([tmp.PntHC0,tmp.PntHC1],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.setNormalDistExtPoints([tmp.PntHC0,tmp.PntHC2,tmp.PntHC1,tmp.PntHC3]);this.avoidDuplication()};MeasureAuxDistance.prototype.getLabels=function(){var labels=[];labels=labels.concat(this.mDistLine.getLabels());labels=labels.concat(this.mNDistLine.getLabels());return labels};MeasureAuxDistance.prototype.getText=function(){var result=[];var distLine=this.mNDistLine.LineNormal?this.mDistLine:this.mNDistLine;var labelData=distLine.getLabelData();var dist=this.mDistLine.getDistance();var normalDist=this.mNDistLine.getDistance();if(this.mDistLine.getWCDeltaEnds().length&&dist>normalDist){result.push(cDistance+": "+labelData[cDistance].Value)}if(this.mNDistLine.getWCDeltaEnds().length&&normalDist){result.push((this.mNDistLine.LineNormal?"Normal ":"")+cDistance+": "+labelData[cDistance].Value)}var minDistResultItem=labelData[cMinDistance];if(minDistResultItem){result.push(cMinDistance+": "+minDistResultItem.Value)}var maxDistResultItem=labelData[cMaxDistance];if(maxDistResultItem){result.push(cMaxDistance+": "+maxDistResultItem.Value)}if(eDwMeasureEntities.ShowDelta){var nDeltaPt=this.mNDistLine.getDelta();var deltaPt=this.mNDistLine.LineNormal?this.mDistLine.getDelta():nDeltaPt;if(!deltaPt.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){result.push(distLine.getText())}}return result.join("\n")};MeasureAuxDistance.getAngle=function(iV0,iV1){var vec0=iV0.copy();var vec1=iV1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDgree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;return angleDgree};MeasureAuxDistance.prototype.setMinMaxForCircles=function(iCircleHC0,iCircleHC1){function setMinMax(ioAuxDelta,iNominalDist,iRadiiDist){if(!ioAuxDelta.getWCDeltaEnds().length){return}if(iNominalDist>iRadiiDist){ioAuxDelta.setMinDist(iNominalDist-iRadiiDist)}ioAuxDelta.setMaxDist(iNominalDist+iRadiiDist)}var circlePlaneHC0=eDwTypes_1.HC.Plane.createFromPointAndNormal(iCircleHC0.origin,iCircleHC0.normal);var projPnt=eDwGeomUtils.dropPointOnPlane(iCircleHC1.origin,circlePlaneHC0);var dot=eDwTypes_1.HC.Point3.dot(iCircleHC0.normal,iCircleHC1.normal);var dist=projPnt.subtract(iCircleHC0.origin).length();console.debugLog("Measure","2 circles/arcs: dot = "+dot+"  dist = "+dist);if(1-Math.abs(dot)<cAngleTol&&dist>cLengthTol){var radiiDist=iCircleHC0.radius+iCircleHC1.radius;setMinMax(this.mDistLine,dist,radiiDist);setMinMax(this.mNDistLine,dist,radiiDist)}};MeasureAuxDistance.prototype.avoidDuplication=function(){var delta0=this.mDistLine.getDelta();var delta1=this.mNDistLine.getDelta();var len0=delta0.length();var len1=delta1.length();var lenMax=Math.max(len0,len1);var lenDiff=Math.abs(len0-len1);if(0===lenMax||lenDiff/lenMax<cLengthTol){delta1=delta0.copy()}var diff=new eDwTypes_1.HC.Point3(Math.abs(delta0.x)-Math.abs(delta1.x),Math.abs(delta0.y)-Math.abs(delta1.y),Math.abs(delta0.z)-Math.abs(delta1.z));if(diff.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){this.mNDistLine=this.mDistLine.copy();this.mDistLine.reset()}if(0===delta1.x&&0===delta1.y&&0===delta1.z||0===diff.x&&0===diff.y&&0===diff.z){this.mNormalDistExtLines=[]}};MeasureAuxDistance.prototype.setNormalDistExtPoints=function(iPntsHC){if(!this.mNormalDistExtLines.length){this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[0],iPntsHC[1],cAuxDistanceNormalDistanceExtLineColor));this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[2],iPntsHC[3],cAuxDistanceNormalDistanceExtLineColor))}};return MeasureAuxDistance}();var MeasureAuxAngle=function(){function MeasureAuxAngle(iViewer){this.mViewer=iViewer;this.mAngleFace=new eDwTypes_1.HC.Markup.Shape.Polygon;this.mAngleArc=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleEdge=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleTip=new eDwTypes_1.HC.Markup.Shape.Circle;var cColorAngleFill=new eDwTypes_1.HC.Color(41,128,185);var cColorPoint=new eDwTypes_1.HC.Color(137,196,244);var cColorEdgeArc=new eDwTypes_1.HC.Color(52,73,94);var cColorEdgeStroke=new eDwTypes_1.HC.Color(100,100,100);var widthEdge=3;var arrowSize=5;var pointSize=7;this.mAngleFace.setFillColor(cColorAngleFill);this.mAngleFace.setStrokeWidth(0);this.mAngleFace.setFillOpacity(.5);this.mAngleArc.setStrokeColor(cColorEdgeArc);this.mAngleArc.setEndEndcapColor(cColorEdgeArc);this.mAngleArc.setStartEndcapColor(cColorEdgeArc);this.mAngleArc.setStrokeWidth(widthEdge);this.mAngleArc.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead);this.mAngleArc.setEndEndcapSize(arrowSize);this.mAngleArc.setStartEndcapSize(arrowSize);this.mAngleEdge.setStrokeColor(cColorEdgeStroke);this.mAngleEdge.setStrokeWidth(widthEdge+1);this.mAngleTip.setFillColor(cColorPoint);this.mAngleTip.setStrokeColor(cColorEdgeStroke);this.mAngleTip.setStrokeWidth(widthEdge);this.mAngleTip.setRadius(pointSize)}MeasureAuxAngle.prototype.reset=function(){this.mAngle=NaN;this.mOriginHC=undefined;this.mPointsArcEdge=[];this.mPointsBorder=undefined};MeasureAuxAngle.prototype.draw=function(iImmediateDrawMode){if(utils.isNaN(this.mAngle))return;this.projectPoints();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawPolygon(this.mAngleFace);renderer.drawPolyline(this.mAngleArc);renderer.drawPolyline(this.mAngleEdge);if(!iImmediateDrawMode){renderer.drawCircle(this.mAngleTip)}};MeasureAuxAngle.prototype.setByPlanePlane=function(iFace0,iFace1,iFaceObj0,iFaceObj1){this.reset();var pickHC0=iFaceObj0.getPosition();this.mOriginHC=pickHC0.copy();var norm0HC=iFace0.normal;norm0HC.normalize();var pickHC1=iFaceObj1.getPosition();var pntHC1=pickHC1.copy();var norm1HC=iFace1.normal;norm1HC.normalize();this.mAngle=iFaceObj0.findAngle(iFaceObj1);this.commonComputeAngle((function(){return false}),(function(){var vecHC=eDwTypes_1.HC.Point3.cross(norm0HC,norm1HC);var wVecHC0=eDwTypes_1.HC.Point3.cross(vecHC,norm0HC);var k0=(eDwTypes_1.HC.Point3.dot(pntHC1,norm1HC)-eDwTypes_1.HC.Point3.dot(pickHC0,norm1HC))/eDwTypes_1.HC.Point3.dot(wVecHC0,norm1HC);var originHC0=eDwTypes_1.HC.Point3.add(pickHC0,wVecHC0.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecHC,norm1HC);var k1=(eDwTypes_1.HC.Point3.dot(pickHC0,norm0HC)-eDwTypes_1.HC.Point3.dot(pntHC1,norm0HC))/eDwTypes_1.HC.Point3.dot(wVecHC1,norm0HC);var originHC1=eDwTypes_1.HC.Point3.add(pntHC1,wVecHC1.scale(k1));return[eDwTypes_1.HC.Point3.subtract(pickHC0,originHC0),eDwTypes_1.HC.Point3.subtract(pntHC1,originHC1)]}),this.maxScale(iFace0,iFaceObj0))};MeasureAuxAngle.prototype.setByLinePlane=function(iEdge,iFace,iEdgeObj,iFaceObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,false)};MeasureAuxAngle.prototype.setByPlaneLine=function(iFace,iEdge,iFaceObj,iEdgeObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,true)};MeasureAuxAngle.prototype.setByLineLine=function(iEdge0,iEdge1,iEdgeObj0,iEdgeObj1){var _this=this;var pntWCHC0=iEdgeObj0.getPosition();var pntWCHC1=iEdgeObj1.getPosition();var line0=l_getLineEndPts(iEdgeObj0);var line1=l_getLineEndPts(iEdgeObj1);this.mAngle=iEdgeObj0.findAngle(iEdgeObj1);this.commonComputeAngle((function(){return 0!==_this.mAngle&&180!==_this.mAngle}),(function(){var tmp=l_distanceLineLineCross(line0,line1);_this.mOriginHC=pntWCHC1;return[eDwTypes_1.HC.Point3.subtract(pntWCHC0,tmp.PntHC0),eDwTypes_1.HC.Point3.subtract(pntWCHC1,tmp.PntHC1)]}),this.maxScale(iEdge1,iEdgeObj1))};MeasureAuxAngle.prototype.getLabels=function(){var labels=[];if(utils.isNumber(this.mAngle)){var label=new MeasureLabel(this.mViewer,this.getAngleArcCenter());label.addItem(this.getResultItem());labels.push(label)}return labels};MeasureAuxAngle.prototype.getAngleArcCenter=function(){var n=this.mPointsArcEdge.length;return this.mPointsArcEdge[Math.round(n/2)].copy()};MeasureAuxAngle.prototype.getText=function(){var resultItem=this.getResultItem();return resultItem?resultItem.Name+": "+resultItem.Value:""};MeasureAuxAngle.prototype.getResultItem=function(){return utils.isNumber(this.mAngle)?new MeasureResultAngle("Angle",this.mAngle):null};MeasureAuxAngle.prototype.setByLinePlaneOrig=function(iEdge,iFace,iEdgeSelObj,iFaceSelObj,iReverseOrder){var _this=this;this.reset();var pntWCHC0=iEdgeSelObj.getPosition();var linePoints=l_getLineEndPts(iEdgeSelObj);var vecWCHC=eDwTypes_1.HC.Point3.subtract(linePoints.P0HC,linePoints.P1HC);vecWCHC.normalize();var pntWCHC1=iFaceSelObj.getPosition();var normalWCHC1=iFace.normal;normalWCHC1.normalize();var vec0PtALCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P0HC);var vec0PtBLCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P1HC);var edgeVecLCHC=eDwTypes_1.HC.Point3.subtract(vec0PtBLCHC,vec0PtALCHC);var plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(iFace.origin,iFace.normal);var ptAOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtALCHC,plnWCHC);var ptBOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtBLCHC,plnWCHC);var edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,ptAOnPlnLCHC);if(edgeVecInPlaneLCHC.length()<cLengthTol){edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,iFace.origin)}var maxScale=iReverseOrder?this.maxScale(iEdge,iEdgeSelObj):this.maxScale(iFace,iFaceSelObj);this.mAngle=l_getAngle(edgeVecInPlaneLCHC,edgeVecLCHC);this.commonComputeAngle((function(){return _this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,normalWCHC1)-eDwTypes_1.HC.Point3.dot(pntWCHC0,normalWCHC1))/eDwTypes_1.HC.Point3.dot(vecWCHC,normalWCHC1);var originHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecHC0=eDwTypes_1.HC.Point3.subtract(pntWCHC0,originHC);var vecHC1=eDwTypes_1.HC.Point3.subtract(pntWCHC1,originHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;if(90!==_this.mAngle&&270!==_this.mAngle){vecHC1=eDwTypes_1.HC.Point3.cross(normalWCHC1,eDwTypes_1.HC.Point3.cross(vecHC0,normalWCHC1))}vecHC1.normalize();vecHC1.scale(vecHC0.length());return[vecHC0,vecHC1]}),maxScale);if(utils.isNaN(this.mAngle)){this.mAngle=iEdgeSelObj.findAngle(iFaceSelObj);this.commonComputeAngle((function(){return 90!==_this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,vecWCHC)-eDwTypes_1.HC.Point3.dot(pntWCHC0,vecWCHC))/eDwTypes_1.HC.Point3.dot(vecWCHC,vecWCHC);var pnVecHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var angVecHC=iReverseOrder?eDwTypes_1.HC.Point3.subtract(pnVecHC,pntWCHC0):eDwTypes_1.HC.Point3.subtract(pntWCHC0,pnVecHC);if(0===angVecHC.x&&0===angVecHC.y&&0===angVecHC.z){vecWCHC=angVecHC.copy()}vecWCHC=iFaceSelObj.getAsLocalVector(vecWCHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;return[vecWCHC,vecWCHC]}),maxScale)}};MeasureAuxAngle.prototype.commonComputeAngle=function(iAcceptableAngleFunc,iComputeDisplayVecsFunc,iMaxScale){if(utils.isNaN(iMaxScale))return;if(iAcceptableAngleFunc()){var displayVecsHC=iComputeDisplayVecsFunc();if(!this.mOriginHC||!displayVecsHC||!displayVecsHC.length){return}var displayVec0=displayVecsHC[0];var displayVec1=displayVecsHC[1];var origin_1=this.mOriginHC.copy();var radius=Math.max(displayVec0.length(),displayVec1.length());radius=Math.min(radius*.8,iMaxScale*.6);var vec0=displayVec0.copy();var vec1=displayVec1.copy();vec0.normalize();vec1.normalize();var angleDegree=l_getAngle(vec0,vec1);var angle=angleDegree*Math.PI/180;var normal=eDwTypes_1.HC.Point3.cross(vec0,vec1);var vecY=eDwTypes_1.HC.Point3.cross(normal,vec0);vecY.normalize();if(isNaN(vecY.x)||isNaN(vecY.y)||isNaN(vecY.z)){for(var i=0;i<3;++i){var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,radius));this.mPointsArcEdge.push(point)}}else{var cNumSegments=20;for(var i=0;i<=cNumSegments;++i){var aX=vec0.copy();var aY=vecY.copy();var alpha=angle*i/cNumSegments;var vX=aX.scale(Math.cos(alpha)*radius);var vY=aY.scale(Math.sin(alpha)*radius);var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.add(vX,vY));this.mPointsArcEdge.push(point)}}var p0=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,1.2*radius));var p1=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec1,1.2*radius));this.mPointsBorder={end0:p0,end1:p1,tip:origin_1.copy()}}else{this.mAngle=NaN}};MeasureAuxAngle.prototype.maxScale=function(iProp,iSelObj){var lineEntity=iSelObj.getLineEntity();var faceEntity=iSelObj.getFaceEntity();if(lineEntity){var line=l_getLineEndPts(iSelObj);return eDwTypes_1.HC.Point3.subtract(line.P0HC,line.P1HC).length()}else{var box=faceEntity.getBounding();return eDwTypes_1.HC.Point3.subtract(box.max,box.min).length()}};MeasureAuxAngle.prototype.projectPoints=function(){if(utils.isNaN(this.mAngle)||!this.mOriginHC)return;this.mAngleFace.clearPoints();this.mAngleArc.clearPoints();this.mAngleEdge.clearPoints();if(0===this.mPointsArcEdge.length||!this.mPointsBorder)return;var viewHC=this.mViewer.getHCView();this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));for(var i=0;i<this.mPointsArcEdge.length;++i){var p=eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsArcEdge[i]));this.mAngleFace.pushPoint(p);this.mAngleArc.pushPoint(p)}this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end0)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end1)));this.mAngleTip.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)))};return MeasureAuxAngle}();var MeasureAuxPick=function(){function MeasureAuxPick(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxPick.prototype.reset=function(){this.mPntData=[];this.mDistResultText="";delete this.mDelta;delete this.mDistLine};MeasureAuxPick.prototype.draw=function(iImmediateDrawMode){if(!this.mPntData.length)return;if(eDwMeasureEntities.PointToPoint){if(this.mDistLine)this.mDistLine.draw();if(this.mDelta)this.mDelta.draw(iImmediateDrawMode)}this.drawEndPnts()};MeasureAuxPick.prototype.getLabels=function(iImmediateDrawMode){var labels=[];var numPnts=this.mPntData.length;if(numPnts<2||!eDwMeasureEntities.PointToPoint){return labels}var selObjFirst=this.mPntData[0].SelObj;var selObjLast=this.mPntData[numPnts-1].SelObj;var pntWCHC0=selObjFirst.getPosition();var pntLCHC0=selObjFirst.getAsLocalPoint(pntWCHC0);var pntWCHC1=selObjLast.getPosition();var pntLCHC1=selObjLast.getAsLocalPoint(pntWCHC1);var vecHC=pntWCHC1.copy().subtract(pntWCHC0);var label=new MeasureLabel(this.mViewer,pntWCHC0.copy().add(vecHC.scale(.5)));label.addItem(new MeasureResultDistance(cDistance,eDwTypes_1.HC.Point3.distance(pntLCHC0,pntLCHC1)));this.mDistResultText=label.getText();labels.push(label);if(this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}return labels};MeasureAuxPick.prototype.getPointLabels=function(){var cDrawEnabled=!eDwMeasureEntities.PointToPoint;var labels=[];var n=this.mPntData.length;for(var i=0;i<n;++i){var selObj=this.mPntData[i].SelObj;var pntWCHC=selObj.getPosition();var label=new MeasureLabel(this.mViewer,pntWCHC,cDrawEnabled);label.addItem(new MeasureResultPoint3D(cCoordinate,selObj.getAsLocalPoint(pntWCHC)));labels.push(label)}return labels};MeasureAuxPick.prototype.regeneratePicks=function(iSelObjs){this.reset();var n=iSelObjs.length;if(0===n)return;if(n>1){this.addDisplayMarker(iSelObjs[0]);delete this.mDelta;delete this.mDistLine}this.addDisplayMarker(iSelObjs[n-1]);if(eDwMeasureEntities.PointToPoint&&this.mPntData.length===2){var selObj0=this.mPntData[0].SelObj;var selObj1=this.mPntData[1].SelObj;var pntWCHC0=selObj0.getPosition();var pntWCHC1=selObj1.getPosition();var absLenTol=eDwGeomUtils.cAbsLengthTol;if(!pntWCHC0.equalsWithTolerance(pntWCHC1,absLenTol)){this.mDistLine=new MeasureDistLine(this.mViewer,pntWCHC0,selObj0,pntWCHC1,selObj1);this.mDistLine.draw();this.mDelta=MeasureDelta.create(this.mViewer,pntWCHC1,pntWCHC0,selObj1,selObj0)}}};MeasureAuxPick.prototype.getText=function(){var text="";if(eDwMeasureEntities.PointToPoint){text=this.mDistResultText;if(this.mDelta)text+="\n"+this.mDelta.getText()}return text};MeasureAuxPick.prototype.addDisplayMarker=function(iSelObj){var cWidthEdge=3;var cPointSize=7;var pntWCHC=iSelObj.getPosition().copy();var shapeCircleHC=new eDwTypes_1.HC.Markup.Shape.Circle;shapeCircleHC.setCenter(eDwTypes_1.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(pntWCHC)));shapeCircleHC.setFillColor(cAuxPickPointFillColor);shapeCircleHC.setStrokeColor(cAuxPickPointStrokeColor);shapeCircleHC.setStrokeWidth(cWidthEdge);shapeCircleHC.setRadius(cPointSize);this.mPntData.push({SelObj:iSelObj,Circle:shapeCircleHC});return shapeCircleHC};MeasureAuxPick.prototype.drawEndPnts=function(){var viewHC=this.mViewer.getHCView();var renderer=this.mViewer.getHCMarkupManager().getRenderer();for(var i=0;i<this.mPntData.length;++i){var pntData=this.mPntData[i];pntData.Circle.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(pntData.SelObj.getPosition())));renderer.drawCircle(pntData.Circle)}};return MeasureAuxPick}();var MeasureAuxGeo=function(){function MeasureAuxGeo(iViewer){this.mViewer=iViewer;this.mAuxAngle=new MeasureAuxAngle(iViewer);this.mAuxDist=new MeasureAuxDistance(iViewer);this.mAuxPick=new MeasureAuxPick(iViewer);this.mOtherResults=new MeasureAuxMessage(iViewer);this.mMessage=new MeasureAuxMessage(iViewer);this.mPickInfo=new MeasureAuxMessage(iViewer);this.mLabelIDs=[];this.mMarkupLabels=[];this.mDrawLabel=true;this.mImmediateDrawMode=false;this.reset()}MeasureAuxGeo.prototype.syncUnits=function(){for(var _i=0,_a=this.mResultLabels;_i<_a.length;_i++){var measureLabel=_a[_i];measureLabel.setStringContent()}};MeasureAuxGeo.prototype.reset=function(){this.mAuxAngle.reset();this.mAuxDist.reset();this.mOtherResults.reset();this.mMessage.reset();this.mPickInfo.reset();this.mAuxPick.reset();this.mResultLabels=[];this.mInfoLabels=[];this.clearMarkupLabels()};MeasureAuxGeo.prototype.draw=function(){if(!this.hasLabels())return;if(!eDwMeasureEntities.PointToPoint){this.mAuxAngle.draw(this.mImmediateDrawMode);var drawFunc=this.mAuxDist.draw.bind(this.mAuxDist);if(!this.mImmediateDrawMode){if(this.mPickInfo.getLabels().length===1){drawFunc=this.mAuxPick.draw.bind(this.mAuxPick)}}drawFunc(this.mImmediateDrawMode)}else{this.mAuxPick.draw(this.mImmediateDrawMode)}if(this.mDrawLabel){if(this.mImmediateDrawMode){this.drawResultLabels()}this.drawInfoLabels()}};MeasureAuxGeo.prototype.addMarkupLabels=function(){this.clearMarkupLabels();var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mResultLabels.length;for(var i=0;i<n;++i){var label=new LabelItem(this.mViewer,this.mResultLabels[i]);var id=markupMgr.registerMarkup(label);this.mLabelIDs.push(id);this.mMarkupLabels.push(label)}};MeasureAuxGeo.prototype.clearMarkupLabels=function(){var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mLabelIDs.length;for(var i=0;i<n;++i){markupMgr.unregisterMarkup(this.mLabelIDs[i])}this.mLabelIDs=[];this.mMarkupLabels=[]};MeasureAuxGeo.prototype.drawResultLabels=function(){var n=this.mResultLabels.length;for(var i=0;i<n;++i){this.mResultLabels[i].drawLabel()}};MeasureAuxGeo.prototype.drawInfoLabels=function(){var m=this.mInfoLabels.length;for(var i=0;i<m;++i){this.mInfoLabels[i].drawLabel()}};MeasureAuxGeo.prototype.setByVertexVertex=function(iSelVert0HC,iSelVert1HC){this.reset();this.mAuxDist.setByPointPoint(iSelVert0HC.getPosition(),iSelVert0HC,iSelVert1HC.getPosition(),iSelVert1HC)};MeasureAuxGeo.prototype.setByVertexLine=function(iSelVertHC,iLineOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByPointLine(iSelVertHC.getPosition(),iSelVertHC,iLineOrigHC,iSelEdgeHC)};MeasureAuxGeo.prototype.setByVertexCircle=function(iSelVertHC,iCircleOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByCirclePoint(iCircleOrigHC,iSelEdgeHC,iSelVertHC.getPosition(),iSelVertHC)};MeasureAuxGeo.prototype.setByVertexPlane=function(iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo){this.reset();return this.mAuxDist.setByPointPlane(iSelVertHC.getPosition(),iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlanePlane=function(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo){this.reset();this.mAuxAngle.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC);return this.mAuxDist.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlaneLine=function(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();this.mAuxAngle.setByPlaneLine(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC);return[4,this.mAuxDist.setByLinePlane(iLineOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC)];case 1:_a.sent();return[2]}}))}))};MeasureAuxGeo.prototype.setByLineLine=function(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC){this.reset();this.mAuxAngle.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC);this.mAuxDist.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC)};MeasureAuxGeo.prototype.setByCircleCircle=function(iCircleOrigHC0,iCircleOrigHC1,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleCircle(iCircleOrigHC0,iSelEdgeHC0,iCircleOrigHC1,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCircleLine=function(iCircleOrigHC,iLineOrigHC,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleLine(iCircleOrigHC,iSelEdgeHC0,iLineOrigHC,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCirclePlane=function(iCircleOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC,iMeasDistInfo){this.reset();return this.mAuxDist.setByCirclePlane(iCircleOrigHC,iSelEdgeHC,iPlaneOrigHC,iSelFaceHC,iMeasDistInfo)};MeasureAuxGeo.prototype.addPickInfo=function(iSelPropsHC,iSelObjs,iDrawLabels){var n=iSelObjs.length;var startIdx=0;if(this.mImmediateDrawMode){var hasImmediateEntity=iDrawLabels;startIdx=hasImmediateEntity&&n>0?n-1:n}for(var i=startIdx;i<n;++i){var selProp=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj)continue;this.mPickInfo.addIfVertex(selObj);if(selProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){this.mPickInfo.addIfCircle(selProp,selObj)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){this.mPickInfo.addIfCurve(selProp,selObj,cLine)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){this.mPickInfo.addIfCurve(selProp,selObj,cCurve)}this.mPickInfo.addIfCylinder(selProp,selObj);this.mPickInfo.addIfPlane(selProp,selObj)}this.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.regeneratePicks=function(iSelObjs){this.mAuxPick.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.addMessage=function(iResult,iStart,iColor){this.mMessage.addResult(iResult,iStart.copy(),iColor)};MeasureAuxGeo.prototype.addOtherResult=function(iResult,iStart){this.mOtherResults.addResult(iResult,iStart.copy())};MeasureAuxGeo.prototype.updateResultLabels=function(){this.mResultLabels=[];if(!eDwMeasureEntities.PointToPoint){this.mResultLabels=this.mResultLabels.concat(this.mAuxAngle.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mAuxDist.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mOtherResults.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mMessage.getLabels())}else{this.mResultLabels=this.mResultLabels.concat(this.mAuxPick.getLabels(this.mImmediateDrawMode))}var labelsToBeDistributed=this.mResultLabels.slice();if(this.mImmediateDrawMode){this.updateLastInfoLabels();if(this.mInfoLabels.length>0){labelsToBeDistributed=this.mInfoLabels.slice().concat(this.mResultLabels)}}this.distributeLabels(labelsToBeDistributed);if(!this.mImmediateDrawMode){this.addMarkupLabels()}};MeasureAuxGeo.prototype.updateLastInfoLabels=function(){this.updateInfoLabel(this.getLabels().length-1)};MeasureAuxGeo.prototype.updateInfoLabel=function(iIndex){this.mInfoLabels=[];function addTo(iCurrIndex,iLabels,ioLabels){if(iLabels.length>iCurrIndex&&iCurrIndex>=0){var label=iLabels[iCurrIndex];if(label.setDefaultEndPos()){label.setStringContent();ioLabels.push(label)}}}addTo(iIndex,this.getLabels(),this.mInfoLabels)};MeasureAuxGeo.prototype.getInfoLabelText=function(){var output=[];var labels=this.getLabels();for(var i=0;i<labels.length;++i){var label=labels[i];output.push(label.getText())}return output};MeasureAuxGeo.prototype.distributeLabels=function(ioResultLabels){var n=ioResultLabels.length;if(n<1)return;var startsOrig=[];for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;var leaderStartPos=resultLabel.getLeaderStartPos();if(leaderStartPos)startsOrig.push(leaderStartPos)}var startsNew=l_adjustLeaderEndByStart(startsOrig);var j=0;for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;resultLabel.setLeaderEndPos(startsNew[j++]);resultLabel.setStringContent()}};MeasureAuxGeo.prototype.getMeasureText=function(){if(!this.hasLabels())return"";var result=[];var distStr=this.mAuxDist.getText();if(eDwMeasureEntities.PointToPoint){if(distStr){result.push(distStr)}else{var pickStr=this.mAuxPick.getText();if(pickStr)result.push(pickStr)}}else{if(distStr)result.push(distStr);var angleStr=this.mAuxAngle.getText();if(angleStr)result.push(angleStr);if(this.mMessage.countLabels()){result.push(this.mMessage.getText())}if(this.mOtherResults.countLabels()){result.push(this.mOtherResults.getText())}}return result.join("\n")};MeasureAuxGeo.prototype.setDrawLabel=function(iEnable){this.mDrawLabel=iEnable};MeasureAuxGeo.prototype.setImmediateDrawMode=function(iEnable){this.mImmediateDrawMode=iEnable};MeasureAuxGeo.prototype.hasLabels=function(){return this.mAuxDist.getLabels().length||this.mAuxAngle.getLabels().length||this.mOtherResults.getLabels().length||this.mPickInfo.getLabels().length||this.mInfoLabels.length||this.mAuxPick.getLabels(this.mImmediateDrawMode).length?true:false};MeasureAuxGeo.prototype.getLabels=function(){return eDwMeasureEntities.PointToPoint?this.mAuxPick.getPointLabels():this.mPickInfo.getLabels()};return MeasureAuxGeo}();var MeasurePanelInfo=function(){function MeasurePanelInfo(iAuxGeo){this.mAuxGeo=iAuxGeo;this.mSelObjs=[]}MeasurePanelInfo.prototype.updatePanelResult=function(iSelObjs,iUserUnits){var _this=this;this.mSelObjs=[];for(var i=0;i<iSelObjs.length;++i){this.mSelObjs.push(iSelObjs[i])}(function(){return __awaiter(_this,void 0,void 0,(function(){var result;return __generator(this,(function(_a){switch(_a.label){case 0:result={SelObjs:iSelObjs,Descriptions:this.mAuxGeo.getInfoLabelText(),Message:this.mAuxGeo.getMeasureText()};return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementRefreshEvent,result)];case 1:_a.sent();return[2]}}))}))})();return};return MeasurePanelInfo}();var cDeltaX="dX";var cDeltaY="dY";var cDeltaZ="dZ";var cLength="Length";var cVertex="Vertex";var cCurve="Curve";var cLine="Straight Line";var cPlane="Plane";var cCylinder="Cylinder";var cDiameter="Diameter";var cDistance="Distance";var cEntity="Entity";var cCoordinate="Coordinate";var cNormalDistance="Normal Dist.";var cCenterDistance="Center Dist.";var cMinDistance="Min "+cDistance;var cMaxDistance="Max "+cDistance;var cLengthTol=1e-5;var cAngleTol=.05;var cParallelTol=4;var cPerpendicularTol=cAngleTol;var cGreyColor=new eDwTypes_1.HC.Color(50,50,50);var cLineDistanceColor=new eDwTypes_1.HC.Color(52,73,94);var cAuxPickPointFillColor=new eDwTypes_1.HC.Color(137,196,244);var cAuxPickPointStrokeColor=new eDwTypes_1.HC.Color(100,100,100);var cAuxPickLineColor=new eDwTypes_1.HC.Color(41,128,185);var cAuxDeltaPointFillColor=cAuxPickPointFillColor;var cAuxDeltaPointStrokeColor=cAuxPickPointStrokeColor;var cAuxDistanceNormalDistanceLineColor=cAuxPickLineColor;var cAuxDistanceNormalDistancePointColor=new eDwTypes_1.HC.Color(236,240,241);var cAuxDistanceNormalDistanceExtLineColor=new eDwTypes_1.HC.Color(154,236,219);var l_Model=null;function l_getCircularArc(iSelObj,ioCircleHC){var curvePts=iSelObj.getLineEntity().getPoints();var startPt=curvePts[0];var endPt=curvePts[curvePts.length-1];var len=Math.PI*ioCircleHC.radius*2;var area=Math.PI*Math.pow(ioCircleHC.radius,2);var angle=Math.PI*2;if(!startPt.equalsWithTolerance(endPt,cLengthTol)){var startVec=startPt.copy().subtract(ioCircleHC.origin).normalize();var endVec=endPt.copy().subtract(ioCircleHC.origin).normalize();var angleRange=Math.acos(eDwTypes_1.HC.Point3.dot(startVec,endVec));var refVec=eDwTypes_1.HC.Point3.cross(startVec,ioCircleHC.normal);var dir=eDwTypes_1.HC.Point3.dot(refVec,endVec);angleRange=dir>cAngleTol?angleRange+Math.PI:angleRange;var percRange=angleRange/(2*Math.PI);len*=percRange;area*=percRange;angle*=percRange}var circularArc={OriginWCHC:iSelObj.getAsLocalPoint(ioCircleHC.origin),NormalWCHC:ioCircleHC.normal,StartPtWCHC:startPt,EndPtWCHC:endPt,Length:len,Area:area,Diameter:ioCircleHC.radius*2,Angle:angle};return circularArc}function l_closestPoints(iPntHC0,iPntHC1){var pntHC0=iPntHC0[0].copy();var pntHC1=iPntHC1[0].copy();var minDist=eDwTypes_1.HC.Point3.subtract(iPntHC0[0],iPntHC1[0]).length();for(var i=0;i<iPntHC0.length;++i){for(var j=0;j<iPntHC1.length;++j){var dist=eDwTypes_1.HC.Point3.subtract(iPntHC0[i],iPntHC1[j]).length();if(dist<minDist){pntHC0.assign(iPntHC0[i]);pntHC1.assign(iPntHC1[j]);minDist=dist}}}return{P0HC:pntHC0,P1HC:pntHC1}}function l_getAngle(iVecHC0,iVecHC1){if(!iVecHC0||!iVecHC1)return NaN;var vec0=iVecHC0.copy();var vec1=iVecHC1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDegree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;if(Math.abs(angleDegree)<cParallelTol){angleDegree=0}if(Math.abs(angleDegree-90)<cPerpendicularTol){angleDegree=90}if(Math.abs(angleDegree-180)<cParallelTol){angleDegree=180}return angleDegree}function l_getLineEndPts(iSelObj){var pointsWCHC=iSelObj.getLineEntity().getPoints();return{P0HC:pointsWCHC[0].copy(),P1HC:pointsWCHC[pointsWCHC.length-1].copy()}}function l_distanceLineLineCross(iLine0,iLine1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,iLine0.P1HC);var vecHC1=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine1.P1HC);vecHC0.normalize();vecHC1.normalize();var crossVecHC=eDwTypes_1.HC.Point3.cross(vecHC0,vecHC1);crossVecHC.normalize();var tmpArray=[vecHC0.x,-1*vecHC1.x,-1*crossVecHC.x,0,vecHC0.y,-1*vecHC1.y,-1*crossVecHC.y,0,vecHC0.z,-1*vecHC1.z,-1*crossVecHC.z,0,0,0,0,1];var matrixHC=eDwTypes_1.HC.Matrix.createFromArray(tmpArray);var invMatrixHC=eDwTypes_1.HC.Matrix.inverse(matrixHC);var vecHC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine0.P0HC);var a=invMatrixHC.m[0]*vecHC.x+invMatrixHC.m[1]*vecHC.y+invMatrixHC.m[2]*vecHC.z;var b=invMatrixHC.m[4]*vecHC.x+invMatrixHC.m[5]*vecHC.y+invMatrixHC.m[6]*vecHC.z;var origPntHC0=eDwTypes_1.HC.Point3.add(iLine0.P0HC,eDwTypes_1.HC.Point3.scale(vecHC0,a));var origPntHC1=eDwTypes_1.HC.Point3.add(iLine1.P0HC,eDwTypes_1.HC.Point3.scale(vecHC1,b));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,origPntHC0);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLine0.P1HC,origPntHC0);var pntsL0HC=[iLine0.P0HC.copy(),iLine0.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){pntsL0HC.push(origPntHC0)}var vecL1P0HC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,origPntHC1);var vecL1P1HC=eDwTypes_1.HC.Point3.subtract(iLine1.P1HC,origPntHC1);var pntsL1HC=[iLine1.P0HC.copy(),iLine1.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)<0){pntsL1HC.push(origPntHC1)}var distPntHC0=origPntHC0.copy();var distPntHC1=origPntHC1.copy();if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)>0||eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)>0){var closePnts=l_closestPoints(pntsL0HC,pntsL1HC);distPntHC0=closePnts.P0HC;distPntHC1=closePnts.P1HC}return{PntHC0:origPntHC0,PntHC1:origPntHC1,PntHC2:distPntHC0,PntHC3:distPntHC1}}function l_distanceLineLinePara(iLineHC0,iLineHC1,iPntHC0,iPntHC1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,iLineHC0.P1HC);vecHC0.normalize();var k=eDwTypes_1.HC.Point3.dot(vecHC0,eDwTypes_1.HC.Point3.subtract(iPntHC1,iPntHC0))/eDwTypes_1.HC.Point3.dot(vecHC0,vecHC0);var basePnt1HC=eDwTypes_1.HC.Point3.add(iPntHC0,eDwTypes_1.HC.Point3.scale(vecHC0,k));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,basePnt1HC);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P1HC,basePnt1HC);if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1.copy(),PntHC2:basePnt1HC.copy(),PntHC3:iPntHC1.copy()}}var tmp=l_closestPoints([iLineHC1.P0HC,iLineHC1.P1HC],[iLineHC0.P0HC,iLineHC0.P1HC]);return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1,PntHC2:tmp.P1HC,PntHC3:tmp.P0HC}}function l_adjustLeaderEndByStart(iPoints){if(0===iPoints.length)return[];function computeAngle(iVect){var angle=Math.atan2(iVect.y,iVect.x);var degrees=180*angle/Math.PI;return(360+Math.round(degrees))%360}function compare(iA,iB){if(iA.ang<iB.ang)return-1;if(iA.ang>iB.ang)return 1;return 0}var targetRadius=90;var center=new eDwTypes_1.HC.Point2(0,0);for(var i=0;i<iPoints.length;++i){center.add(iPoints[i])}if(1===iPoints.length){var vec=new eDwTypes_1.HC.Point2(targetRadius,targetRadius);return[eDwTypes_1.HC.Point2.add(iPoints[0],vec)]}else{center.set(center.x/iPoints.length,center.y/iPoints.length)}var angles=[];for(var i=0;i<iPoints.length;++i){var vec=new eDwTypes_1.HC.Point2(iPoints[i].x-center.x,iPoints[i].y-center.y);angles.push({idx:i,ang:computeAngle(vec)})}angles.sort(compare);var tmp=0;for(var i=1;i<iPoints.length;++i){tmp=tmp+(angles[i].ang-angles[0].ang)-180}angles[0].ang=angles[0].ang+tmp/iPoints.length;var deltaAng=360/iPoints.length;for(var i=1;i<iPoints.length;++i){angles[i].ang=angles[i-1].ang+deltaAng}var leaderVec=new Array(iPoints.length);var targetRadiusGroup=targetRadius+iPoints.length*15;for(var i=0;i<iPoints.length;++i){var idx=angles[i].idx;var angle=angles[i].ang%360;angle=angle*Math.PI/180;var vec=new eDwTypes_1.HC.Point2(Math.cos(angle),Math.sin(angle));vec=vec.scale(targetRadiusGroup);leaderVec[idx]=eDwTypes_1.HC.Point2.add(iPoints[idx],vec)}return leaderVec}function l_getPosForPnt(iViewer,iPntHC){var viewerHC=iViewer.getHCView();return eDwTypes_1.HC.Point2.fromPoint3(viewerHC.projectPoint(iPntHC))}function l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var startPtHC=iSelObj0.getAsLocalPoint(iStartWCPtHC);var endPtHC=iSelObj1.getAsLocalPoint(iEndWCPtHC);var deltaPtHC=eDwTypes_1.HC.Point3.subtract(startPtHC,endPtHC);var deltaPt0HC=new eDwTypes_1.HC.Point3(startPtHC.x-deltaPtHC.x,startPtHC.y,startPtHC.z);var deltaPt1HC=new eDwTypes_1.HC.Point3(deltaPt0HC.x,deltaPt0HC.y-deltaPtHC.y,deltaPt0HC.z);var deltaWCPt0HC=iSelObj0.getAsWorldPoint(deltaPt0HC);var deltaWCPt1HC=iSelObj1.getAsWorldPoint(deltaPt1HC);return[deltaWCPt0HC,deltaWCPt1HC]}return eDwMeasureEntities}));define("eDwMeasureEvents",["require","exports","eDwEvents"],(function(require,exports,eDwEvents_1){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.MeasurementDeselectAllEvent=exports.MeasurementSelectionEvent=exports.MeasurementRefreshEvent=void 0;exports.MeasurementRefreshEvent=new eDwEvents_1.AppEvent;exports.MeasurementSelectionEvent=new eDwEvents_1.AppEvent;exports.MeasurementDeselectAllEvent=new eDwEvents_1.AppEvent}));define("eDwMeasureMgr",["require","exports","eDwMeasureOperator"],(function(require,exports,eDwMeasureOperator){"use strict";var eDwMeasureMgr=function(){function eDwMeasureMgr(iViewer){this.mViewer=iViewer;this.mMeasureOp=new eDwMeasureOperator(iViewer,this);this.mMeasureOp.OperatorID=iViewer.OperatorMgr.registerCustomOperator(this.mMeasureOp);this.mMarkupArray=[]}eDwMeasureMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMeasureOp.OperatorID)};eDwMeasureMgr.prototype.addMarkup=function(iNewMarkupID){if(!this.mMarkupArray){this.mMarkupArray=[]}this.mMarkupArray.push(iNewMarkupID)};eDwMeasureMgr.prototype.activateMeasure=function(iMode){this.mViewer.HCViewer.measureManager.setMeasurementColor(new Communicator.Color(4,200,5));var opMgr=this.mViewer.OperatorMgr;opMgr.push(this.mMeasureOp.OperatorID);this.setMeasureMode(iMode)};eDwMeasureMgr.prototype.deleteMeasurements=function(){var mkupMgr=this.mViewer.getHCMarkupManager();var markups=this.mMarkupArray.length;for(var i=0;i<markups;i++){mkupMgr.unregisterMarkup(this.mMarkupArray[i])}};eDwMeasureMgr.prototype.deactivateMeasure=function(){this.deleteMeasurements();var opMgr=this.mViewer.OperatorMgr;if(opMgr.getActiveOperatorID()===this.mMeasureOp.OperatorID){opMgr.pop()}this.mViewer.HCViewer.selectionManager.setNodeSelectionColor(new Communicator.Color(4,200,5))};eDwMeasureMgr.prototype.getLastMarkup=function(){return this.mMarkupArray.length?this.mMarkupArray[length-1]:null};eDwMeasureMgr.prototype.setMeasureUnits=function(iLengthUnit,iAngleUnit){var model=this.mViewer.getModel();var units={Length:iLengthUnit,Angle:iAngleUnit};model.setUserUnits(units);this.mMeasureOp.updateMeasureResults(units)};eDwMeasureMgr.prototype.getDistanceUnit=function(){return this.mViewer.getModel().getUserUnits().Length};eDwMeasureMgr.prototype.getAngleUnit=function(){return this.mViewer.getModel().getUserUnits().Angle};eDwMeasureMgr.prototype.getMeasureMode=function(){return this.mMeasureOp.getMeasureMode()};eDwMeasureMgr.prototype.setMeasureMode=function(iMode){this.mMeasureOp.setMeasureMode(iMode)};eDwMeasureMgr.prototype.setPointToPointMode=function(iEnable){this.mMeasureOp.setPointToPointMode(iEnable)};eDwMeasureMgr.prototype.setMeasureDelta=function(iEnable){this.mMeasureOp.setShowDelta(iEnable)};eDwMeasureMgr.prototype.removeMeasureEntityAt=function(idx){this.mMeasureOp.removeMeasureEntityAt(idx)};eDwMeasureMgr.prototype.clearMeasureEntities=function(){this.mMeasureOp.clearMeasureEntities()};eDwMeasureMgr.prototype.highlightSelectEntityAt=function(idx){this.mMeasureOp.highlightEntityTempAt(idx)};eDwMeasureMgr.prototype.dehighlightAllSelectEntity=function(){this.mMeasureOp.dehighlightAllTemporaryEntity()};return eDwMeasureMgr}();return eDwMeasureMgr}));define("eDwMeasureOperator",["require","exports","eDwSelObj","eDwBaseSelOperator","eDwMeasureEntities","eDwTypes","utils"],(function(require,exports,eDwSelObj,eDwBaseSelOperator,eDwMeasureEntities,eDwTypes_2,utils){"use strict";var eDwMeasureOperator=function(_super){__extends(eDwMeasureOperator,_super);function eDwMeasureOperator(iViewer,iMeasureMgr){var _this=_super.call(this,iViewer,iViewer.SelectionMgr)||this;_this.mTempHighlightItem=null;_this.mOperatingLabel=false;_this.mSelObjs=[];_this.mMeasureMgr=iMeasureMgr;_this.mMarkupMgrHC=_this.Viewer.getHCMarkupManager();_this.mHighlightColor=new eDwTypes_2.HC.Color(72,219,251);_this.mSelectionArray=new Array;_this.mMeasureEntities=new eDwMeasureEntities(_this.Viewer);var mkupId=_this.mMarkupMgrHC.registerMarkup(_this.mMeasureEntities);_this.mMeasureMgr.addMarkup(mkupId);_this.mMeasureMode=eDwTypes_2.EntityMode.ALL;return _this}eDwMeasureOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var mkupId,deltaButton,pickButton;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();if(!this.mMeasureEntities){this.mMeasureEntities=new eDwMeasureEntities(this.Viewer);mkupId=this.mMarkupMgrHC.registerMarkup(this.mMeasureEntities);this.mMeasureMgr.addMarkup(mkupId)}this.Viewer.getHCView().setPointSize(2,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.pushHighlightSelectionState("NODE",false);this.pushHighlightSelectionState("FACE",true);this.pushHighlightSelectionState("EDGE",true);this.pushHighlightSelectionState("VERTEX",true);this.pushElementSelectionColor(this.mHighlightColor);this.pushElementSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionColor(this.mHighlightColor);this.pushNodeSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionHighlightMode("HighlightAndOutline");this.pushElementSelectionHighlightMode("HighlightAndOutline");deltaButton=$("#edrawings-measure-panel "+".edrawings-measure-delta-button");pickButton=$("#edrawings-measure-panel "+".edrawings-measure-pickpoint-button");eDwMeasureEntities.ShowDelta=deltaButton.hasClass("state-on-button");eDwMeasureEntities.PointToPoint=pickButton.hasClass("state-on-button");this.mMeasureEntities.updatePointToPoint(eDwMeasureEntities.PointToPoint);return[2]}}))}))};eDwMeasureOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.Viewer.getHCView().setPointSize(0,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.clearMeasureEntities();this.mMeasureEntities=null;this.mMeasureMgr.deleteMeasurements();this.resetSelections();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseMove=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label,extSelObj,added,error_1;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();if(this.mOperatingLabel){this.mMeasureEntities.onDragLabelMove(pos);ioEvent.setHandled(true);return[2]}this.dehighlightAllTemporaryEntity();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.resetTempHighlight();return[2];case 2:if(!!this.CurrInputInfo)return[3,8];_a.label=3;case 3:_a.trys.push([3,6,,7]);return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 4:extSelObj=_a.sent();return[4,this.mMeasureEntities.addEntityImmediate(extSelObj)];case 5:added=_a.sent();this.resetTempHighlight();if(!extSelObj||!utils.isNumber(extSelObj.getNodeId())){return[2]}if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}if(added&&eDwMeasureEntities.highlightEntity(extSelObj,this.Viewer.getModel(),true)){this.mTempHighlightItem=extSelObj}else{this.mMarkupMgrHC.refreshMarkup()}return[3,7];case 6:error_1=_a.sent();this.mMarkupMgrHC.refreshMarkup();return[3,7];case 7:this.mMarkupMgrHC.refreshMarkup();return[2];case 8:return[4,_super.prototype.onMouseMove.call(this,ioEvent)];case 9:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseDown=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];this.resetTempHighlight();return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.mOperatingLabel=true;this.mMeasureEntities.onDragLabelStart(label,pos);ioEvent.setHandled(true);return[2];case 2:return[4,_super.prototype.onMouseDown.call(this,ioEvent)];case 3:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseUp=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var extSelObj,idx,isAdded;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mOperatingLabel){this.mOperatingLabel=false;this.mMeasureEntities.onDragLabelEnd(ioEvent.getPosition());ioEvent.setHandled(true);return[2]}this.resetTempHighlight();if(!(this.ActiveMouseButton==="left"&&!this.isDragging()))return[3,5];return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 1:extSelObj=_a.sent();idx=this.mMeasureEntities.isItemSelected(extSelObj);if(!(!eDwMeasureEntities.PointToPoint&&utils.isNumber(idx)))return[3,3];return[4,this.mMeasureEntities.removeEntityAtIndex(idx)];case 2:_a.sent();return[2];case 3:if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}return[4,this.mMeasureEntities.addEntity(extSelObj)];case 4:isAdded=_a.sent();if(isAdded){this.highlightMeasuringItem(extSelObj)}else{this.dehighlightMeasuringItems()}ioEvent.setHandled(true);_a.label=5;case 5:_super.prototype.onMouseUp.call(this,ioEvent);return[2]}}))}))};eDwMeasureOperator.prototype.updateMeasureResults=function(iUserUnits){this.mMeasureEntities.setMeasureUnit(iUserUnits)};eDwMeasureOperator.prototype.removeMeasureEntityAt=function(iIdx){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var theRemoved,idx;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mMeasureEntities.removeEntityAtIndex(iIdx)];case 1:theRemoved=_a.sent();if(theRemoved){idx=this.mSelObjs.indexOf(theRemoved);if(utils.isNumber(idx)&&idx>-1){this.mSelObjs.splice(idx,1)}}return[2]}}))}))})()};eDwMeasureOperator.prototype.clearMeasureEntities=function(){this.mMeasureEntities.reset()};eDwMeasureOperator.prototype.highlightEntityTempAt=function(idx){this.mMeasureEntities.highlightTemporaryEntityAt(idx)};eDwMeasureOperator.prototype.dehighlightAllTemporaryEntity=function(){this.mMeasureEntities.dehighlightAllTemporaryEntity();this.resetTempHighlight()};eDwMeasureOperator.prototype.getMeasureMode=function(){return this.mMeasureMode};eDwMeasureOperator.prototype.setMeasureMode=function(iMode){this.mMeasureMode=iMode};eDwMeasureOperator.prototype.setPointToPointMode=function(iEnable){this.mMeasureEntities.updatePointToPoint(iEnable)};eDwMeasureOperator.prototype.setShowDelta=function(iEnable){this.mMeasureEntities.updateDelta(iEnable)};eDwMeasureOperator.prototype.highlightMeasuringItem=function(iSelObj){this.mSelObjs.push(iSelObj);this.Viewer.HCViewer.selectionManager.add(iSelObj)};eDwMeasureOperator.prototype.dehighlightMeasuringItems=function(){this.mSelObjs=[];this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.removeMeasuringItemTempHighlight=function(){for(var _i=0,_a=this.mSelObjs;_i<_a.length;_i++){var selObj=_a[_i];eDwMeasureEntities.highlightEntity(selObj,this.Viewer.getModel(),false)}};eDwMeasureOperator.prototype.resetTempHighlight=function(){eDwMeasureEntities.highlightEntity(this.mTempHighlightItem,this.Viewer.getModel(),false);this.removeMeasuringItemTempHighlight()};eDwMeasureOperator.prototype.resetSelections=function(){var model=this.Viewer.getModel();var modelHC=model.getHCModel();var arraySize=this.mSelectionArray.length;for(var i=0;i<arraySize;i++){this.mSelectionArray[i].reset(modelHC)}this.mSelectionArray.length=0;this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.getPickConfig=function(){var pickConfig=new eDwTypes_2.HC.PickConfig(eDwTypes_2.HC.SelectionMask.None);pickConfig.allowPoints=this.mMeasureMode&eDwTypes_2.EntityMode.VERTEX?true:false;pickConfig.allowLines=this.mMeasureMode&eDwTypes_2.EntityMode.EDGE?true:false;pickConfig.allowFaces=this.mMeasureMode&eDwTypes_2.EntityMode.FACE?true:false;return pickConfig};return eDwMeasureOperator}(eDwBaseSelOperator);function l_isAllowedSelection(iSelObj,iMeasureMode){if(iSelObj&&iSelObj.getSelectionType()===eDwTypes_2.HC.SelectionType.None){return true}var subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(subEntityInfo&&subEntityInfo.SubEntity&&subEntityInfo.IsSelectable&&(iSelObj.getPointEntity()&&iMeasureMode&eDwTypes_2.EntityMode.VERTEX)||iSelObj.getLineEntity()&&iMeasureMode&eDwTypes_2.EntityMode.EDGE||iSelObj.getFaceEntity()&&iMeasureMode&eDwTypes_2.EntityMode.FACE){return true}return false}return eDwMeasureOperator}));define("eDwMeasureTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwUIMeasureHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwSelObj","eDwMeasureEntities"],(function(require,exports,eDwUIHTMLGenerator_1,eDwSelObj,eDwMeasureEntities){"use strict";var eDwUIMeasureHTMLGenerator=function(_super){__extends(eDwUIMeasureHTMLGenerator,_super);function eDwUIMeasureHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIMeasureHTMLGenerator.prototype.setMeasureResult=function(iMeasureResult){this.mMeasureResult=iMeasureResult};eDwUIMeasureHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelHC,numFaces,numCurves,numPnts,i,selObjHC,nodeIDHC,subEntityInfo,subEntityID,entityClass,entityIndex,highlight,_a,desc,status_1;return __generator(this,(function(_b){switch(_b.label){case 0:generatedHTML="";modelHC=this.mViewer.getModel().getHCModel();numFaces=0,numCurves=0,numPnts=0;i=0;_b.label=1;case 1:if(!(i<this.mMeasureResult.SelObjs.length))return[3,11];selObjHC=this.mMeasureResult.SelObjs[i];nodeIDHC=selObjHC.getNodeId();subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);entityClass=subEntityInfo.SubEntityTypeName;entityIndex=0;highlight=false;_a=subEntityInfo.SubEntityTypeName;switch(_a){case"Face":return[3,2];case"Line":return[3,4];case"Point":return[3,6]}return[3,8];case 2:entityIndex=numFaces++;entityClass="Surface";return[4,modelHC.getNodeFaceHighlighted(nodeIDHC,subEntityID)];case 3:highlight=_b.sent();return[3,9];case 4:entityIndex=numCurves++;entityClass="Curve";return[4,modelHC.getNodeLineHighlighted(nodeIDHC,subEntityID)];case 5:highlight=_b.sent();return[3,9];case 6:entityIndex=numPnts++;return[4,modelHC.getNodePointHighlighted(nodeIDHC,subEntityID)];case 7:highlight=_b.sent();return[3,9];case 8:return[3,10];case 9:desc=this.mMeasureResult.Descriptions[i];if(eDwMeasureEntities.PointToPoint){entityClass="Point";entityIndex=i+1;desc="\n"+desc}status_1=highlight?" edrawings-list-selected":"";generatedHTML+="<div class='edrawings-measure-entities-list-item"+status_1+"' index='"+i+"'>"+"<div class='edrawings-measure-entities-info'>"+"<span class='edrawings-measure-entities-type'>"+entityClass+"-"+entityIndex+" </span>"+"<span class='edrawings-measure-entities-type'>"+desc+"</span></div>"+"<div class='edrawings-measure-entities-remove "+"edrawings-close-icon'></div></div>";_b.label=10;case 10:++i;return[3,1];case 11:return[2,generatedHTML]}}))}))};return eDwUIMeasureHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIMeasureHTMLGenerator}));define("eDwUIMeasurePlugin",["require","exports","eDwEventMgr","eDwKeyMgr","eDwUIUtils","eDwMeasureMgr","eDwUIMeasureHTMLGenerator","eDwTypes","eDwUIBasePlugin","eDwEvents","eDwMeasureEvents","eDwUIShortcutMenu"],(function(require,exports,eDwEventMgr,eDwKeyMgr_1,eDwUIUtils,eDwMeasureMgr,eDwUIMeasureHTMLGenerator,eDwTypes_3,eDwUIBasePlugin_1,eDwEvents_2,eDwMeasureEvents_2,eDwUIShortcutMenu_1){"use strict";var eDwUIMeasurePlugin=function(_super){__extends(eDwUIMeasurePlugin,_super);function eDwUIMeasurePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-measure"};_this=_super.call(this,"Measure",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIMeasurePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model,value,measureButton;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_measurePanelID,HTML:"measurepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();value=model.getProperty("measure");eDwUIUtils.hide("#edrawings-button-measure",false);measureButton=$("#edrawings-button-measure");measureButton[value==="true"?"removeClass":"addClass"]("edrawings-disabled-button");this.mMeasureMgr=new eDwMeasureMgr(this.mViewer);eDwUIUtils.setUIGenerator(c_measurePanelID,new eDwUIMeasureHTMLGenerator(this.mViewer,c_measurePanelID));return[2]}}))}))};eDwUIMeasurePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_measurePanelID)}};eDwUIMeasurePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_measurePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-remove",(function(iEvent,iUIItemJQ,iArg){var selMeasureItem=$(c_measurePanelID+" .edrawings-list-selected");if(selMeasureItem){var indexStr=selMeasureItem.attr("index");if(indexStr){var index=parseInt(indexStr);_this.mMeasureMgr.removeMeasureEntityAt(index)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-clear",(function(iEvent,iUIItemJQ,iArg){_this.mMeasureMgr.clearMeasureEntities();_this.mMeasureMgr.dehighlightAllSelectEntity();eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));var selectorName=c_measurePanelID+" .edrawings-measure-entities-list-item";this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=$(iEvent.target);if(!targetJQ||!targetJQ.length)return;eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();_this.updateMeasureSelection(targetJQ[0],selectorName)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"mousedown",(function(iEvent){var eventJQ=iEvent;if(!eDwKeyMgr_1.eDwKeyMgr.isRMBPressed(eventJQ)){return}_this.updateMeasureSelection(eventJQ.target,selectorName);(function(){return __awaiter(_this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:screenPos=new eDwTypes_3.HC.Point2(eventJQ.clientX,eventJQ.clientY);return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.RightClickEvent,this.mViewer,screenPos,null,this.PluginGroupName)];case 1:_a.sent();return[2]}}))}))})()}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-entities-remove","click",(function(iEvent){var targetJQ=$(iEvent.target);var idxStr=targetJQ.parent().attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);_this.mMeasureMgr.removeMeasureEntityAt(idx)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-filter-button","click",(function(iEvent){var target=$(iEvent.target);if(target.hasClass("state-on-button")){target.removeClass("state-on-button")}else{target.addClass("state-on-button")}_this.mMeasureMgr.setMeasureMode(l_getCurrentMeasureMode())}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-delta-button","click",(function(iEvent){var target=$(iEvent.target);_this.mMeasureMgr.setMeasureDelta(!target.hasClass("state-on-button"));target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-pickpoint-button","click",(function(iEvent){var target=$(iEvent.target);var isSelected=target.hasClass("state-on-button");_this.mMeasureMgr.setPointToPointMode(!isSelected);target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-unit-selector","change",(function(iEvent){var lengthUnit=$("#edrawings-measure-distant-unit").val();var angleUnit=$("#edrawings-measure-angle-unit").val();_this.mMeasureMgr.setMeasureUnits(lengthUnit,angleUnit)}));var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,l_onMeasurementRefresh);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,l_onMeasurementSelected);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,l_onMeasurementDeselectAll);this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",true);this.mMeasureMgr.activateMeasure(this.mMeasureMgr.getMeasureMode());l_syncMeasureModeUI(this.mMeasureMgr,this.mViewer.getModel().getUserUnits());return true};eDwUIMeasurePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mMeasureMgr.deactivateMeasure();var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();shortcutMenu.removeAllMenuItems(this.PluginGroupName);this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,"l_onMeasurementRefresh");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,"l_onMeasurementSelected");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,"l_onMeasurementDeselectAll");this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",false);return true};eDwUIMeasurePlugin.prototype.updateMeasureSelection=function(iTarget,iSelectorName){var targetJQ=$(iTarget);var idxStr=targetJQ.attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);var measureMgr=this.mMeasureMgr;$(iSelectorName).removeClass("edrawings-list-selected");measureMgr.dehighlightAllSelectEntity();targetJQ.addClass("edrawings-list-selected");measureMgr.highlightSelectEntityAt(idx)};eDwUIMeasurePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.mMeasureMgr.dehighlightAllSelectEntity();this.mMeasureMgr.clearMeasureEntities()};return eDwUIMeasurePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_measurePanelID="#edrawings-measure-panel";var c_eventIDSuffix=".edw.measure";function l_onMeasurementDeselectAll(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementSelected(iSelListIndex){return __awaiter(this,void 0,void 0,(function(){var selector,itemJQ;return __generator(this,(function(_a){selector='.edrawings-measure-entities-list-item[index="'+iSelListIndex+'"]';itemJQ=$(selector);if(itemJQ.length&&!itemJQ.hasClass("edrawings-list-selected")){eDwUIUtils.scrollToTarget(itemJQ,"fast")}$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");itemJQ.addClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementRefresh(iMeasureResult){return __awaiter(this,void 0,void 0,(function(){var list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:list=$("#edrawings-measure-submenu-list");$("#edrawings-measure-result").text("");list.empty();$("#edrawings-measure-result").text(iMeasureResult.Message);gen=eDwUIUtils.getUIGenerator(c_measurePanelID);gen.setMeasureResult(iMeasureResult);_b=(_a=list).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);eDwUIUtils.fixMenuPanelInwardToolbar($(c_measurePanelID));return[2]}}))}))}function l_getCurrentMeasureMode(){var vertexEnabled=eDwUIUtils.isStateOn("#edrawings-measure-vertex-button")?eDwTypes_3.EntityMode.VERTEX:0;var edgeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-edge-button")?eDwTypes_3.EntityMode.EDGE:0;var faceEnabled=eDwUIUtils.isStateOn("#edrawings-measure-face-button")?eDwTypes_3.EntityMode.FACE:0;var holeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-hole-button")?eDwTypes_3.EntityMode.HOLE:0;return vertexEnabled|edgeEnabled|faceEnabled|holeEnabled}function l_syncMeasureModeUI(iMeasureMgr,iUserUnits){function setMeasureButton(iID,iMeasureModes,iTargetModes){var method=iMeasureModes&iTargetModes?"addClass":"removeClass";$(iID)[method]("state-on-button")}$("#edrawings-measure-distant-unit").val(iUserUnits.Length);$("#edrawings-measure-angle-unit").val(iUserUnits.Angle);var measureMode=iMeasureMgr.getMeasureMode();setMeasureButton("#edrawings-measure-vertex-button",measureMode,eDwTypes_3.EntityMode.VERTEX);setMeasureButton("#edrawings-measure-edge-button",measureMode,eDwTypes_3.EntityMode.EDGE);setMeasureButton("#edrawings-measure-face-button",measureMode,eDwTypes_3.EntityMode.FACE)}return eDwUIMeasurePlugin}));
 // Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
-var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __spreadArrays=this&&this.__spreadArrays||function(){for(var s=0,i=0,il=arguments.length;i<il;i++)s+=arguments[i].length;for(var r=Array(s),k=0,i=0;i<il;i++)for(var a=arguments[i],j=0,jl=a.length;j<jl;j++,k++)r[k]=a[j];return r};console.assert(!console.debugLog);console.debugLog=function(iCategory,iMsg){var iParams=[];for(var _i=2;_i<arguments.length;_i++){iParams[_i-2]=arguments[_i]}if(!console.debugLogCategories){console.debugLogCategories=[]}if(!console.excludeDebugLogCategories){console.excludeDebugLogCategories=[]}if(console.excludeDebugLogCategories.indexOf(iCategory)>-1){return}var augmentedMsg=iMsg;var stack=(new Error).stack;if(stack){var stackLine=stack.split("\n")[2];if(!stackLine)return;var callerLine=stackLine.slice(stackLine.lastIndexOf("("),stackLine.lastIndexOf(")")+1);if(!callerLine){callerLine=stackLine.slice(stackLine.lastIndexOf("@")+1);callerLine="("+callerLine+")"}augmentedMsg=callerLine+" "+iMsg}if(console.debugLogCategories.indexOf(iCategory)>-1||console.debugLogCategories.indexOf("*")>-1){if(iParams&&iParams.length)console.log(augmentedMsg,iParams);else console.log(augmentedMsg)}};define("eDrawingsWebViewer",["require","exports","eDwUI","eDwServiceMgr","eDwUIMessageReporter","eDrawingsWebViewerUtils","utils","eDwUIUtils"],(function(require,exports,eDwUI_1,eDwServiceMgr,eDwUIMessageReporter,eDrawingsWebViewerUtils,Utils,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.start=void 0;function start(iViewerOpts,iServerURL){eDrawingsWebViewerUtils.startViewer(iServerURL||c_server,"edrawings-canvas",iViewerOpts,l_init,eDwUIMessageReporter.showResultPanel)}exports.start=start;function l_init(ioViewerOpts,iContainerElemID){c_eDrawingsUI.initUIEvents(ioViewerOpts);var 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";if(modelContents!=="<!-- SC_MODEL_DATA"+" -->"){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("Global-SPC-650-Default-RC2",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}var c_eDrawingsUI=new eDwUI_1.eDwUI;var c_server=location.origin+location.pathname.slice(0,location.pathname.lastIndexOf("/")+1)}));define("eDrawingsWebViewerUtils",["require","exports","eDwEventMgr","eDwServiceMgr","eDwResultError","eDwAJAXError","eDwUIPluginMgr","eDwTypes","eDwEvents","eDwUIUtils","utils"],(function(require,exports,eDwEventMgr,eDwServiceMgr,eDwResultError,eDwAJAXError,eDwUIPluginMgr,eDwTypes_1,eDwEvents_1,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.removeModelStreamCache=exports.shutdownViewer=exports.startViewer=exports.getViewerVersion=void 0;function getViewerVersion(){return"30.5.0.0019"}exports.getViewerVersion=getViewerVersion;function startViewer(iServerURL,iCanvasID,iViewerOpts,iInit,iOnError){var _this=this;l_ModelLoadEvents=function(iState){var viewerCanvasID="#"+iCanvasID;if(iState==="init"){var viewerJQ=$(viewerCanvasID);viewerJQ.on("edw:ModelLoaded",(function(iEvent,iViewer){var viewHC=iViewer.getHCView();viewHC.setPointSize(0,eDwTypes_1.HC.PointSizeUnit.ScreenPixels);viewHC.setHardEdgesEnabled(false);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_1;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,l_processProductStructure(iViewer,iServerURL)];case 1:_a.sent();return[3,3];case 2:iExcp_1=_a.sent();l_displayError(iExcp_1,iOnError);return[3,3];case 3:return[2]}}))}))})()}));viewerJQ.on("edw:ModelLoadFailed",(function(iEvent,iViewer,iModelName,iReason){if(iOnError){iOnError({ErrorCode:"ModelLoadInViewerFailed",ErrorData:[iReason,iModelName]})}}))}else{var viewerJQ=$(viewerCanvasID);viewerJQ.off("edw:ModelLoaded");viewerJQ.off("edw:ModelLoadFailed")}};var viewerFeatOpts={};$.extend(viewerFeatOpts,c_featOps);if(iViewerOpts){$.extend(viewerFeatOpts,iViewerOpts)}else{eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts)}if(viewerFeatOpts.Debug){if(!console.debugLogCategories||console.debugLogCategories.length===0){console.debugLogCategories=[];console.debugLogCategories.push("*")}}eDwServiceMgr.create(iServerURL);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_2;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);l_ModelLoadEvents("init");return[4,l_init(iCanvasID,viewerFeatOpts,iInit)];case 1:_a.sent();return[3,3];case 2:iExcp_2=_a.sent();l_displayError(iExcp_2,iOnError);return[3,3];case 3:return[2]}}))}))})()}exports.startViewer=startViewer;function shutdownViewer(iViewer){l_ModelLoadEvents("shutdown");iViewer.unregister()}exports.shutdownViewer=shutdownViewer;function removeModelStreamCache(iViewer,iServer){return __awaiter(this,void 0,void 0,(function(){var modelKey,serviceMgr,iExcp_3;return __generator(this,(function(_a){switch(_a.label){case 0:modelKey=iViewer.getCurrModelKey();if(!modelKey||!iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone){return[2]}console.debugLog("ModelLoad","Attempting to remove cached model: "+modelKey);serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,serviceMgr.removeNamedCache(modelKey,iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone)];case 2:_a.sent();console.debugLog("ModelLoad","Removed cached model: "+modelKey);return[3,4];case 3:iExcp_3=_a.sent();console.debugLog("ModelLoad","Failed to remove cached model: "+modelKey);console.debugLog("ModelLoad",iExcp_3.message);throw iExcp_3;case 4:return[2]}}))}))}exports.removeModelStreamCache=removeModelStreamCache;function l_init(iContainerElemID,ioViewerOpts,iInit){return __awaiter(this,void 0,void 0,(function(){var serviceMgr;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();serviceMgr.disableAdvancedServices(utils.getExtension(ioViewerOpts.URL)==="scs");(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginFiles,_i,pluginFiles_1,pluginFile,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,serviceMgr.getPluginFiles()];case 1:pluginFiles=_a.sent();_i=0,pluginFiles_1=pluginFiles;_a.label=2;case 2:if(!(_i<pluginFiles_1.length))return[3,5];pluginFile=pluginFiles_1[_i];if(!pluginFile.match(/.*EarlyLoad.*Plugin.*\.js/i))return[3,4];return[4,serviceMgr.importPlugin(pluginFile)];case 3:pluginClassName=_a.sent();eDwUIPluginMgr.get().loadPlugins([pluginClassName],null,ioViewerOpts);_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))})();if(iInit)iInit(ioViewerOpts,iContainerElemID);if(!ioViewerOpts.URL)return[3,2];return[4,l_processInputURL(iContainerElemID,ioViewerOpts)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}function l_processProductStructure(iViewer,iServerURL){return __awaiter(this,void 0,void 0,(function(){var model,modelHC,rootId,onDone,iException_1,msg,_i,_a,msg_1;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:model=iViewer.getModel();modelHC=model.getHCModel();_b.label=1;case 1:_b.trys.push([1,4,,5]);rootId=modelHC.getAbsoluteRootNode();modelHC._getModelStructure().resetPmiColor(rootId);eDwUIUtils.createUIGenerators(iViewer);return[4,model.initModelData()];case 2:_b.sent();onDone=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){removeModelStreamCache(iViewer,iServerURL);return[2]}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents_1.DoneEvent,onDone);return[4,iViewer.processProductStructure()];case 3:_b.sent();return[3,5];case 4:iException_1=_b.sent();msg=iException_1.message?iException_1.message:"No product structure XML?";console.debugLog("ModelLoad",msg);if(iException_1 instanceof eDwResultError){for(_i=0,_a=iException_1.Result.ErrorData;_i<_a.length;_i++){msg_1=_a[_i];console.debugLog("ModelLoad",msg_1)}if(iException_1.Result.ErrorCode==="NoNodeWithName"){iException_1.Result.ErrorCode="IncompleteFileProcessing"}throw iException_1}else if(!(iException_1 instanceof TypeError)){throw new eDwAJAXError(msg,"AJAXFailure")}return[3,5];case 5:return[2]}}))}))}function l_processInputURL(iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var ext,pos2,fileName;return __generator(this,(function(_a){switch(_a.label){case 0:ext=utils.getExtension(ioParams.URL);if(!ext)throw new Error("The file has no extension");if(!(ext==="scs"))return[3,2];pos2=ioParams.URL.lastIndexOf("/");fileName=ioParams.URL.substring(pos2+1);fileName=fileName.slice(0,-(ext.length+1));return[4,l_viewSCSFile(fileName,iContainerElemID,ioParams)];case 1:_a.sent();return[3,6];case 2:if(!(ioParams.URL.indexOf("http")===0))return[3,4];return[4,l_convert(iContainerElemID,ioParams)];case 3:_a.sent();return[3,6];case 4:return[4,eDwUIUtils.viewFile(ioParams.URL,ioParams.URL,ioParams,iContainerElemID)];case 5:_a.sent();_a.label=6;case 6:return[2]}}))}))}function l_viewSCSFile(iFileName,iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var modelContents,_a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=Uint8Array.bind;return[4,eDwServiceMgr.get().getFileFromServer(ioParams.URL,true)];case 1:modelContents=new(_a.apply(Uint8Array,[void 0,_b.sent()]));return[4,eDwUIUtils.viewFile(iFileName,null,ioParams,iContainerElemID,modelContents)];case 2:_b.sent();return[2]}}))}))}function l_convert(iContainerID,ioParams){return __awaiter(this,void 0,void 0,(function(){var serviceMgr,result,viewer,iExcp_4;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,6,,7]);return[4,serviceMgr.convert(ioParams)];case 2:result=_a.sent();if(result.ErrorCode!=="Success"){throw new eDwResultError(result)}return[4,eDwUIUtils.viewFile(result.FileName,result.ModelCacheName,ioParams,iContainerID)];case 3:viewer=_a.sent();if(!viewer)return[3,5];return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.LicenseKeyEvent,viewer,result.LicenseKey)];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_4=_a.sent();if(iExcp_4 instanceof eDwResultError)throw iExcp_4;console.debugLog("ModelLoad","Model loading failed: "+iExcp_4.message);throw new eDwAJAXError(iExcp_4.message,"AJAXFailure");case 7:return[2]}}))}))}function l_displayError(iExcp,iOnError){if(iOnError){iOnError(eDwUIUtils.makeResult(iExcp))}}var c_featOps={URL:"",ValidateClientIP:false,RenderType:"ShadedWithEdges",Debug:false,DeleteModelCacheFileWhenDone:true,StreamAlwaysConnected:false,WebSocketEndpoint:""};var l_ModelLoadEvents}));define("eDwAJAXError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwAJAXError=function(_super){__extends(eDwAJAXError,_super);function eDwAJAXError(iMsg,iErrorCode){var _this=_super.call(this,"AJAX Error",iMsg)||this;_this.ErrorCode=iErrorCode;return _this}return eDwAJAXError}(eDwBaseError);return eDwAJAXError}));define("eDwAmbientOcclusionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwAmbientOcclusionCmd=function(_super){__extends(eDwAmbientOcclusionCmd,_super);function eDwAmbientOcclusionCmd(iViewer,iActivate){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=!iActivate;_this.mFinallyActive=iActivate;return _this}eDwAmbientOcclusionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mInitiallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwAmbientOcclusionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwAmbientOcclusionCmd}(eDwSupportsHistoryCmd);return eDwAmbientOcclusionCmd}));define("eDwAnimateCmd",["require","exports","eDwCmd"],(function(require,exports,eDwCmd){"use strict";var eDwAnimateCmd=function(_super){__extends(eDwAnimateCmd,_super);function eDwAnimateCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mExclusive=false;return _this}eDwAnimateCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!this.mViewer.getModel().isDrawing()){viewMgr=this.mViewer.ViewMgr;if(viewMgr.isActive()){viewMgr.stop()}else{viewMgr.start()}}return[2]}}))}))};eDwAnimateCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();viewMgr=this.mViewer.ViewMgr;viewMgr.stop();return[2]}}))}))};return eDwAnimateCmd}(eDwCmd);return eDwAnimateCmd}));define("eDwBaseError",["require","exports"],(function(require,exports){"use strict";var eDwBaseError=function(_super){__extends(eDwBaseError,_super);function eDwBaseError(iName,iMessage){var _newTarget=this.constructor;var _this=this;var trueProto=_newTarget.prototype;_this=_super.call(this,iMessage)||this;Object.setPrototypeOf(_this,trueProto);_this.name=iName?iName:"eDwBaseError";return _this}return eDwBaseError}(Error);return eDwBaseError}));define("eDwBaseMarkupItem",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_2){"use strict";var eDwBaseMarkupItem=function(_super){__extends(eDwBaseMarkupItem,_super);function eDwBaseMarkupItem(){var _this=_super.call(this)||this;_this.mPosHC=new eDwTypes_2.HC.Point2(0,0);return _this}eDwBaseMarkupItem.prototype.getClassName=function(){return"eDwBaseMarkupItem"};Object.defineProperty(eDwBaseMarkupItem.prototype,"Position",{get:function(){return this.mPosHC},set:function(iPosHC){this.mPosHC=iPosHC},enumerable:false,configurable:true});return eDwBaseMarkupItem}(eDwTypes_2.HC.Markup.MarkupItem);return eDwBaseMarkupItem}));define("eDwBaseSelOperator",["require","exports","eDwOperatorBaseDeps","eDwGeomUtils"],(function(require,exports,eDwOperatorBaseDeps_1,eDwGeomUtils){"use strict";var eDwBaseSelOperator=function(_super){__extends(eDwBaseSelOperator,_super);function eDwBaseSelOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer)||this;_this.mSelMgr=iSelMgr;_this.mPrevHighlightStates={};return _this}eDwBaseSelOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.popHighlightSelectionState("NODE");this.popHighlightSelectionState("FACE");this.popHighlightSelectionState("EDGE");this.popHighlightSelectionState("VERTEX");this.popNodeSelectionColor();this.popNodeSelectionOutlineColor();this.popNodeSelectionHighlightMode();this.popElementSelectionColor();this.popElementSelectionOutlineColor();this.popElementSelectionHighlightMode();return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionStart(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionEnd(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionStart(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionEnd(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.pushHighlightSelectionState=function(iSelType,iNewState){return this.mPrevHighlightStates[iSelType]=this.mSelMgr.setHighlightSelection(iSelType,iNewState)};eDwBaseSelOperator.prototype.pushNodeSelectionColor=function(iColor){return this.mPrevNodeColor=this.mSelMgr.setNodeSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionOutlineColor=function(iColor){return this.mPrevNodeOutlineColor=this.mSelMgr.setNodeSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevNodeHighlightMode=this.mSelMgr.setNodeSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.pushElementSelectionColor=function(iColor){return this.mPrevElementColor=this.mSelMgr.setElementSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionOutlineColor=function(iColor){return this.mPrevElementOutlineColor=this.mSelMgr.setElementSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevElementHighlightMode=this.mSelMgr.setElementSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.popHighlightSelectionState=function(iSelType){if(this.mPrevHighlightStates&&this.mPrevHighlightStates.hasOwnProperty(iSelType)){this.mSelMgr.setHighlightSelection(iSelType,this.mPrevHighlightStates[iSelType]);delete this.mPrevHighlightStates[iSelType]}};eDwBaseSelOperator.prototype.popNodeSelectionColor=function(){if(this.mPrevNodeColor){this.mSelMgr.setNodeSelectionColor(this.mPrevNodeColor);this.mPrevNodeColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionOutlineColor=function(){if(this.mPrevNodeOutlineColor){this.mSelMgr.setNodeSelectionOutlineColor(this.mPrevNodeOutlineColor);this.mPrevNodeOutlineColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionHighlightMode=function(){if(this.mPrevNodeHighlightMode){this.mSelMgr.setNodeSelectionHighlightMode(this.mPrevNodeHighlightMode);this.mPrevNodeHighlightMode=null}};eDwBaseSelOperator.prototype.popElementSelectionColor=function(){if(this.mPrevElementColor){this.mSelMgr.setElementSelectionColor(this.mPrevElementColor);this.mPrevElementColor=null}};eDwBaseSelOperator.prototype.popElementSelectionOutlineColor=function(){if(this.mPrevElementOutlineColor){this.mSelMgr.setElementSelectionOutlineColor(this.mPrevElementOutlineColor);this.mPrevElementOutlineColor=null}};eDwBaseSelOperator.prototype.popElementSelectionHighlightMode=function(){if(this.mPrevElementHighlightMode){this.mSelMgr.setElementSelectionHighlightMode(this.mPrevElementHighlightMode);this.mPrevElementHighlightMode=null}};eDwBaseSelOperator.prototype.actionStart=function(iPoint){this.mFirstPt=eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView());console.debugLog("BaseSelOp","down screen pt = "+JSON.stringify(iPoint))};eDwBaseSelOperator.prototype.actionEnd=function(iPoint){this.mFirstPt=null;console.debugLog("BaseSelOp","up screen pt = "+JSON.stringify(eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView())))};return eDwBaseSelOperator}(eDwOperatorBaseDeps_1.eDwBaseOperator);return eDwBaseSelOperator}));define("eDwChangeModelViewCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeModelViewCmd=function(_super){__extends(eDwChangeModelViewCmd,_super);function eDwChangeModelViewCmd(iViewer,iModelView){var _this=_super.call(this,iViewer)||this;_this.mInitialModelView=iViewer.getModel().getActiveModelView();_this.mFinalModelView=iModelView;return _this}eDwChangeModelViewCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mInitialModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mFinalModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.activateModelView(this.mFinalModelView);return[2]}}))}))};Object.defineProperty(eDwChangeModelViewCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwChangeModelViewCmd.prototype.activateModelView=function(iModelView){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();return[4,this.mViewer.getModel().activateModelView(iModelView)];case 2:_a.sent();return[2]}}))}))})()};return eDwChangeModelViewCmd}(eDwSupportsHistoryCmd);return eDwChangeModelViewCmd}));define("eDwChangeSectionPlaneCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeSectionPlaneCmd=function(_super){__extends(eDwChangeSectionPlaneCmd,_super);function eDwChangeSectionPlaneCmd(iViewer,iInitialPlane,iFinalPlane){var _this=_super.call(this,iViewer)||this;_this.mInitialPlane=iInitialPlane;_this.mFinalPlane=iFinalPlane;return _this}eDwChangeSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mInitialPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2]}}))}))};eDwChangeSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPlane&&!!this.mFinalPlane};Object.defineProperty(eDwChangeSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwChangeSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwChangeSectionPlaneCmd}));define("eDwCmd",["require","exports","eDwOperationMixin"],(function(require,exports,eDwOperationMixin){"use strict";var eDwCmd=function(_super){__extends(eDwCmd,_super);function eDwCmd(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;return _this}eDwCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.setHierarchyNodeIDsAttribs=function(iNodesWithAttribs){var _this=this;if(!iNodesWithAttribs)return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.getModel().setAttribs(iNodesWithAttribs);return[2]}))}))})()};eDwCmd.prototype.getHierarchyNodesAttribs=function(iExcludeModelViewNode){if(iExcludeModelViewNode===void 0){iExcludeModelViewNode=true}var nodeWithAttrib=[];var modelView=this.mViewer.getModel().getActiveModelView();var hierNodes=modelView.Nodes;for(var hierNodeName in hierNodes){var hierNode=hierNodes[hierNodeName];if(iExcludeModelViewNode&&modelView.Hierarchy===hierNode){continue}var attrib=$.extend(true,{},hierNode.getAttribs());nodeWithAttrib.push({HierNode:hierNode,Attribs:attrib})}return nodeWithAttrib};return eDwCmd}(eDwOperationMixin);return eDwCmd}));define("eDwCommandMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwCommandMgr=function(){function eDwCommandMgr(){this.mActiveCmds=[]}eDwCommandMgr.get=function(){if(!eDwCommandMgr.sCommandMgr){eDwCommandMgr.sCommandMgr=new eDwCommandMgr}return eDwCommandMgr.sCommandMgr};eDwCommandMgr.prototype.add=function(iCmd){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iCmd){console.debugLog("CommandMgr","Command noexistant.  Not added.");return[2]}return[4,this.popCmds(iCmd)];case 1:_a.sent();this.mActiveCmds.push(iCmd);console.debugLog("CommandMgr","Added "+Utils.getObjectTypeName(iCmd)+" as an active command.");return[2]}}))}))};eDwCommandMgr.prototype.remove=function(iCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){var detached;return __generator(this,(function(_a){switch(_a.label){case 0:detached=false;if(!iCmd)return[3,2];detached=this.detach(iCmd);if(!(detached&&iCmdAction))return[3,2];return[4,iCmd[iCmdAction]()];case 1:_a.sent();_a.label=2;case 2:console.debugLog("CommandMgr",(detached?"Removed ":"Not Found ")+Utils.getObjectTypeName(iCmd)+" as an active command. "+(detached&&iCmdAction?" Also, "+iCmdAction+"ed it.":""));return[2,detached]}}))}))};eDwCommandMgr.prototype.run=function(ioCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.add(ioCmd)];case 1:_a.sent();return[4,this.remove(ioCmd,iCmdAction)];case 2:_a.sent();return[2]}}))}))};eDwCommandMgr.prototype.clear=function(){return __awaiter(this,void 0,void 0,(function(){var cmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmd=this.mActiveCmds.pop();_a.label=1;case 1:if(!cmd)return[3,4];return[4,cmd.cancel()];case 2:_a.sent();_a.label=3;case 3:cmd=this.mActiveCmds.pop();return[3,1];case 4:console.debugLog("CommandMgr","All active commands cleared.");return[2]}}))}))};eDwCommandMgr.prototype.popCmds=function(iCmd){return __awaiter(this,void 0,void 0,(function(){var exclusiveCmds,i;return __generator(this,(function(_a){switch(_a.label){case 0:if(iCmd.Aggregable&&(!this.mActiveCmds.length||this.mActiveCmds[this.mActiveCmds.length-1].AllowsAggregation)){return[2]}if(!iCmd.Exclusive)return[3,5];exclusiveCmds=this.mActiveCmds.filter((function(iCmd){return iCmd.Exclusive}));i=exclusiveCmds.length-1;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,exclusiveCmds[i].commit()];case 2:_a.sent();_a.label=3;case 3:--i;return[3,1];case 4:this.mActiveCmds=this.mActiveCmds.filter((function(iCmd){return!iCmd.Exclusive}));_a.label=5;case 5:return[2]}}))}))};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr}));define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils"],(function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mSubCmds=[];eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mCmdHistoryActions=iHistoryActions;if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit))return[3,2];return[4,this.mCmdHistoryActions.compositeInit(this)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwCompositeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.undo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeUndo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.undoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.redo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeRedo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.redoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit))return[3,3];return[4,this.mCmdHistoryActions.compositeCommit(this)];case 2:_a.sent();_a.label=3;case 3:return[2]}}))}))};eDwCompositeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel))return[3,3];return[4,this.mCmdHistoryActions.compositeCancel(this)];case 2:_a.sent();return[3,5];case 3:return[4,this.cancelSubCmds()];case 4:_a.sent();_a.label=5;case 5:this.clearSubCmds();return[2]}}))}))};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined)&&!(this.FinalState===undefined)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:false,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,lastCmdIndex,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.undo()];case 2:ret=_a.sent();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i--;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.cancelSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr,lastCmdIndex,i;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,cmdMgr.remove(this.mSubCmds[i],"cancel")];case 2:_a.sent();_a.label=3;case 3:i--;return[3,1];case 4:delete this.InitialState;delete this.FinalState;return[2]}}))}))};eDwCompositeCmd.prototype.redoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,numCmds,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;numCmds=this.mSubCmds.length;i=0;_a.label=1;case 1:if(!(i<numCmds))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.redo()];case 2:ret=_a.sent();console.debugLog("History","Redo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i++;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.clearSubCmds=function(){this.mSubCmds=[]};return eDwCompositeCmd}(eDwSupportsHistoryCmd);return eDwCompositeCmd}));define("eDwConvTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwDrawModeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwDrawModeCmd=function(_super){__extends(eDwDrawModeCmd,_super);function eDwDrawModeCmd(iViewer,iDrawMode){var _this=_super.call(this,iViewer)||this;_this.mInitialDrawMode=iViewer.getDrawMode();_this.mFinalDrawMode=iDrawMode;return _this}eDwDrawModeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mInitialDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mFinalDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setDrawMode(this.mFinalDrawMode);return[2]}}))}))};Object.defineProperty(eDwDrawModeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwDrawModeCmd}(eDwSupportsHistoryCmd);return eDwDrawModeCmd}));define("eDwEventMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwEventMgr=function(){function eDwEventMgr(){this.mEventHandlers=new Map}eDwEventMgr.get=function(){if(!eDwEventMgr.sMgr)eDwEventMgr.sMgr=new eDwEventMgr;return eDwEventMgr.sMgr};eDwEventMgr.prototype.addEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){if(!iEventHandlerFuncName){throw new Error("Eventhandler object has no function name")}this.initHandlersMapForEvent(iEvent);var handlerMap={};handlerMap[iEventHandlerFuncName]=iEventHandlerObj;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.addEventHandlerFunc=function(iEvent,ioEventHandlerFunc){this.initHandlersMapForEvent(iEvent);ioEventHandlerFunc.funcName=ioEventHandlerFunc.name;if(!ioEventHandlerFunc.funcName){var eventTypeName=this.constructor.toString().match(/\w+/g)[1];ioEventHandlerFunc.funcName=eventTypeName+this.mEventHandlers.get(iEvent).length}var handlerMap={};handlerMap[ioEventHandlerFunc.funcName]=ioEventHandlerFunc;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.removeEventHandlerFunc=function(iEvent,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var key in eventHandlerMaps){var handlerMap=eventHandlerMaps[key];if(handlerMap[iEventHandlerFuncName]){eventHandlerMaps.splice(parseInt(key,10),1);++numRemoved}}return numRemoved};eDwEventMgr.prototype.removeEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var _i=0,eventHandlerMaps_1=eventHandlerMaps;_i<eventHandlerMaps_1.length;_i++){var handlerMap=eventHandlerMaps_1[_i];var handlerObj=handlerMap[iEventHandlerFuncName];if(handlerObj===iEventHandlerObj){var index=eventHandlerMaps.indexOf(handlerMap);if(index>-1){eventHandlerMaps.splice(index,1);++numRemoved}}}return numRemoved};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.mEventHandlers.clear()};eDwEventMgr.prototype.removeEventHandlers=function(iEvent){this.mEventHandlers.delete(iEvent)};eDwEventMgr.prototype.fireEvent=function(iEvent){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}return __awaiter(this,void 0,void 0,(function(){var handlerMaps,allPromises,_a,handlerMaps_1,handlerMap,keys,funcName,handlerItem,retPromise,handlerFunc,retPromise;return __generator(this,(function(_b){switch(_b.label){case 0:handlerMaps=this.mEventHandlers.get(iEvent);if(!handlerMaps)return[2,[]];allPromises=[];for(_a=0,handlerMaps_1=handlerMaps;_a<handlerMaps_1.length;_a++){handlerMap=handlerMaps_1[_a];keys=Object.keys(handlerMap);console.assert(keys.length===1);funcName=keys[0];handlerItem=handlerMap[funcName];if("funcName"in handlerItem){retPromise=handlerItem.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}else{handlerFunc=eDwEventMgr.getHandler(handlerItem,funcName);if(handlerFunc){handlerFunc=handlerFunc.bind(handlerItem);retPromise=handlerFunc.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}}}return[4,Promise.all(allPromises)];case 1:return[2,_b.sent()]}}))}))};eDwEventMgr.getHandler=function(iHandlerObj,iHandlerName){var handler;var handlerObj=iHandlerObj;var parentClass=Object.getPrototypeOf(iHandlerObj);while(handlerObj&&!handler){handler=handlerObj[iHandlerName];if(!handler){handlerObj=parentClass;parentClass=handlerObj?Object.getPrototypeOf(handlerObj):null}}return handler instanceof Function?handler:null};eDwEventMgr.prototype.initHandlersMapForEvent=function(iEvent){if(!this.mEventHandlers.has(iEvent)){this.mEventHandlers.set(iEvent,[])}};return eDwEventMgr}();return eDwEventMgr}));define("eDwEvents",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.ViewDeletedEvent=exports.ViewLoadedEvent=exports.ViewCreatedEvent=exports.LicenseKeyEvent=exports.GLContextLostEvent=exports.UserUnitsChangeEvent=exports.DeactivateUIOpEvent=exports.ActivateUIOpEvent=exports.ExplodeLevelChangeEvent=exports.AmbientOcclChangeEvent=exports.ResetSceneEvent=exports.CameraChangeEvent=exports.ModelXformChangeStartEvent=exports.ProjModeChangeEvent=exports.DrawModeChangeEvent=exports.TimeoutEvent=exports.LeftDoubleClickEvent=exports.RightClickEvent=exports.MiddleClickEvent=exports.LeftClickEvent=exports.StopAnimationEvent=exports.StartAnimationEvent=exports.ProdStructLoadedEvent=exports.ModelViewChangeEvent=exports.UnselectEvent=exports.SelectEvent=exports.NodeAttribChangeEvent=exports.DoneEvent=exports.InitFullUIEvent=exports.InitEvent=exports.AppEvent=void 0;var AppEvent=function(){function AppEvent(){this.doNotUse}return AppEvent}();exports.AppEvent=AppEvent;exports.InitEvent=new AppEvent;exports.InitFullUIEvent=new AppEvent;exports.DoneEvent=new AppEvent;exports.NodeAttribChangeEvent=new AppEvent;exports.SelectEvent=new AppEvent;exports.UnselectEvent=new AppEvent;exports.ModelViewChangeEvent=new AppEvent;exports.ProdStructLoadedEvent=new AppEvent;exports.StartAnimationEvent=new AppEvent;exports.StopAnimationEvent=new AppEvent;exports.LeftClickEvent=new AppEvent;exports.MiddleClickEvent=new AppEvent;exports.RightClickEvent=new AppEvent;exports.LeftDoubleClickEvent=new AppEvent;exports.TimeoutEvent=new AppEvent;exports.DrawModeChangeEvent=new AppEvent;exports.ProjModeChangeEvent=new AppEvent;exports.ModelXformChangeStartEvent=new AppEvent;exports.CameraChangeEvent=new AppEvent;exports.ResetSceneEvent=new AppEvent;exports.AmbientOcclChangeEvent=new AppEvent;exports.ExplodeLevelChangeEvent=new AppEvent;exports.ActivateUIOpEvent=new AppEvent;exports.DeactivateUIOpEvent=new AppEvent;exports.UserUnitsChangeEvent=new AppEvent;exports.GLContextLostEvent=new AppEvent;exports.LicenseKeyEvent=new AppEvent;exports.ViewCreatedEvent=new AppEvent;exports.ViewLoadedEvent=new AppEvent;exports.ViewDeletedEvent=new AppEvent}));define("eDwExplodeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwExplodeCmd=function(_super){__extends(eDwExplodeCmd,_super);function eDwExplodeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialLevel=_this.mViewer.getExplosionLevel();_this.mFinalLevel=NaN;return _this}eDwExplodeCmd.prototype.setLevel=function(iLevel){this.setExplosionLevel(iLevel);this.mFinalLevel=iLevel};eDwExplodeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mInitialLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mFinalLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();this.setExplosionLevel(this.mInitialLevel);this.mViewer.HCViewer.explodeManager.stop();return[2]}}))}))};Object.defineProperty(eDwExplodeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwExplodeCmd.prototype.setExplosionLevel=function(iLevel){var explodeMgrHC=this.mViewer.HCViewer.explodeManager;if(!explodeMgrHC.getActive())explodeMgrHC.start();this.mViewer.setExplosionLevel(iLevel)};return eDwExplodeCmd}(eDwSupportsHistoryCmd);return eDwExplodeCmd}));define("eDwGenericError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwGenericError=function(_super){__extends(eDwGenericError,_super);function eDwGenericError(iMessage){return _super.call(this,"Generic Error",iMessage)||this}return eDwGenericError}(eDwBaseError);return eDwGenericError}));define("eDwGeomUtils",["require","exports","eDwTypes","utils"],(function(require,exports,eDwTypes_3,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cAbsAngleTol=exports.cAbsLengthTol=exports.isValidHCPoint=exports.isPoint3DInBox=exports.screenToWorld=exports.dropPointOnPlane=void 0;function dropPointOnPlane(iPtHC,iPlnHC){var dist=iPlnHC.distanceToPoint(iPtHC);var vecHC=iPlnHC.normal.copy();return vecHC.normalize().scale(-dist).add(iPtHC)}exports.dropPointOnPlane=dropPointOnPlane;function screenToWorld(iScreenPosHC,iViewHC){var cameraHC=iViewHC.getCamera();var pnt3DHC=cameraHC.getCameraPlaneIntersectionPoint(iScreenPosHC,iViewHC);console.debugLog("GeomUtils","Screen pt = "+JSON.stringify(iScreenPosHC)+" 3D pt = "+JSON.stringify(pnt3DHC));return pnt3DHC}exports.screenToWorld=screenToWorld;function isPoint3DInBox(iPt3HC,iBboxHC){var pntArr=[];iPt3HC.toArray(pntArr);var minPt=[];iBboxHC.min.toArray(minPt);var maxPt=[];iBboxHC.max.toArray(maxPt);console.debugLog("GeomUtils","3D pt = "+JSON.stringify(iPt3HC)+" Bounding box = "+JSON.stringify(iBboxHC));for(var i=0;i<3;++i){if(pntArr[i]<minPt[i]||pntArr[i]>maxPt[i])return false}return true}exports.isPoint3DInBox=isPoint3DInBox;function isValidHCPoint(iPntHC){if(!iPntHC)return false;if(iPntHC instanceof eDwTypes_3.HC.Point3){if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)||utils.isNaN(iPntHC.z)){return false}}else{if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)){return false}}return true}exports.isValidHCPoint=isValidHCPoint;exports.cAbsLengthTol=1e-6;exports.cAbsAngleTol=1e-9}));define("eDwHierNodeAttribArray",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwHierarchyNode",["require","exports","eDwNodeAttributes","utils","eDwTypes"],(function(require,exports,eDwNodeAttributes_1,utils,eDwTypes_4){"use strict";var eDwHierarchyNode=function(){function eDwHierarchyNode(iName,iCategory,iAttributes,iNodeIDHC,iParentNode,iModeView){this.Category=iCategory;this.HOOPSID=iNodeIDHC;this.mModelView=iModeView;this.mChildNameToHierNode={};this.mBoundingBoxNodeInfo={IDs:[],VisState:false};this.mParentNode=iParentNode;this.Name=iName;if("`"===iName.charAt(0)&&"`"===iName.charAt(iName.length-1)){this.Name=iName.slice(1,-1)}this.mAttribs={};$.extend(this.mAttribs,iAttributes);this.mReadOnlyAttribs={};$.extend(this.mReadOnlyAttribs,this.mAttribs);this.mReadOnlyOverrideAttribs={};if(this.mModelView){this.mModelView.Nodes[iNodeIDHC]=this}}eDwHierarchyNode.prototype.addChild=function(iName,iCategory,iAttribs,iNodeIDHC,iParentNode){var node=new eDwHierarchyNode(iName,iCategory,iAttribs,iNodeIDHC,iParentNode,this.mModelView);this.mChildNameToHierNode[iName]=node;return node};eDwHierarchyNode.prototype.getChildren=function(){return utils.makeArray(this.mChildNameToHierNode)};eDwHierarchyNode.prototype.getAllChildren=function(ioHierNodes){for(var name_1 in this.mChildNameToHierNode){var hierNode=this.mChildNameToHierNode[name_1];if(hierNode){ioHierNodes.push(hierNode);hierNode.getAllChildren(ioHierNodes)}}};eDwHierarchyNode.prototype.getChildrenAndKeys=function(){return this.mChildNameToHierNode};Object.defineProperty(eDwHierarchyNode.prototype,"Parent",{get:function(){return this.mParentNode},enumerable:false,configurable:true});eDwHierarchyNode.prototype.getModelView=function(){return this.mModelView};eDwHierarchyNode.prototype.getAttribs=function(iIgnoreActive){if(iIgnoreActive===void 0){iIgnoreActive=false}var attribs={};$.extend(attribs,this.mAttribs);$.extend(attribs,this.mReadOnlyOverrideAttribs);if(!iIgnoreActive&&!this.isActive()){$.extend(attribs,{Visible:false})}return attribs};eDwHierarchyNode.prototype.getInitialAttribs=function(){var attribs={};$.extend(attribs,this.mReadOnlyAttribs);return attribs};eDwHierarchyNode.prototype.setAttribs=function(iAttribs){var changedAttribNames=eDwNodeAttributes_1.eDwNodeAttributes.setAttribs(this.mAttribs,iAttribs);return changedAttribNames};eDwHierarchyNode.prototype.setOverrideAttribs=function(iAttribs){this.mReadOnlyOverrideAttribs={};var overridesExist=false;for(var attribName in iAttribs){if(this.mAttribs[attribName]!==iAttribs[attribName]){overridesExist=true;break}}if(overridesExist)$.extend(this.mReadOnlyOverrideAttribs,iAttribs);return Object.keys(iAttribs)};eDwHierarchyNode.prototype.mergeAttribs=function(iAttribs){this.mAttribs=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(this.mAttribs,iAttribs);return this.mAttribs};eDwHierarchyNode.prototype.getMergedChildrenAttribs=function(iTraverseOption,ioAccumAttrib){var attrib={};var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){attrib=ioAccumAttrib||attrib;for(var i=0;i<childNodeKeys.length;i++){var childHierNode=childHierNodes[childNodeKeys[i]];var childAttrib=childHierNode.getAttribs();attrib=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(attrib,childAttrib);if(iTraverseOption==="All"){childHierNode.getMergedChildrenAttribs(iTraverseOption,attrib)}}}return attrib};eDwHierarchyNode.prototype.syncAttribsWithChildren=function(iTraverseOption){if(iTraverseOption===void 0){iTraverseOption="DirectDescendantsOnly"}this.setAttribs(this.getMergedChildrenAttribs(iTraverseOption))};eDwHierarchyNode.prototype.propagateAttribsToChildren=function(iPropagatingAttribNames,iUseSetOverride,iTraverseOption){if(iUseSetOverride===void 0){iUseSetOverride=false}if(iTraverseOption===void 0){iTraverseOption="All"}var setMethod=iUseSetOverride?eDwHierarchyNode.prototype.setOverrideAttribs:eDwHierarchyNode.prototype.setAttribs;var changedHierNodes=[];var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){for(var i=0;i<childNodeKeys.length;i++){if(iPropagatingAttribNames&&iPropagatingAttribNames.length){for(var _i=0,iPropagatingAttribNames_1=iPropagatingAttribNames;_i<iPropagatingAttribNames_1.length;_i++){var attribName=iPropagatingAttribNames_1[_i];var attrib={};attrib[attribName]=this.mAttribs[attribName];var childHierNode=childHierNodes[childNodeKeys[i]];var changedAttribNames=setMethod.call(childHierNode,attrib);if(changedAttribNames.length){changedHierNodes.push(childHierNode)}if(iTraverseOption==="All"){var childrenChangedHierNodes=childHierNode.propagateAttribsToChildren(iPropagatingAttribNames,iUseSetOverride,iTraverseOption);Array.prototype.push.apply(changedHierNodes,childrenChangedHierNodes)}}}}}return changedHierNodes};eDwHierarchyNode.prototype.invertAttrib=function(iAttribName){this.mAttribs[iAttribName]=!this.mAttribs[iAttribName];return this.mAttribs};eDwHierarchyNode.prototype.getDisplayState=function(iOtherAttribs){var state=eDwNodeAttributes_1.NodeDisplayState.Invisible;var setVisible=this.mAttribs.Opaque!==undefined&&Object.keys(this.mAttribs).length===1&&iOtherAttribs&&iOtherAttribs.Visible;this.mAttribs.Visible=setVisible?true:this.mAttribs.Visible;if(this.mAttribs.Visible){var opaque=this.mAttribs.Opaque===undefined||this.mAttribs.Opaque;state=opaque?eDwNodeAttributes_1.NodeDisplayState.Visible:eDwNodeAttributes_1.NodeDisplayState.Transparent;if(iOtherAttribs&&iOtherAttribs.Opaque===false){state=eDwNodeAttributes_1.NodeDisplayState.Transparent}}return state};eDwHierarchyNode.prototype.find=function(iPropName,iPropValue,iIncludeThis,iRecurse,iStrictMatch){if(iIncludeThis===void 0){iIncludeThis=true}if(iRecurse===void 0){iRecurse=true}if(iStrictMatch===void 0){iStrictMatch=false}var hierNodes=[];function getHierNodeWithPropNameAndValue(iHierNode){var propValue=iHierNode[iPropName];if(propValue&&utils.isEqual(iPropValue,propValue,iStrictMatch)){hierNodes.push(iHierNode)}}function getChildHierNodesWithPropNameAndValue(iHierNode){for(var childNodeName in iHierNode.mChildNameToHierNode){var childHierNode=iHierNode.mChildNameToHierNode[childNodeName];getHierNodeWithPropNameAndValue(childHierNode);if(iRecurse){getChildHierNodesWithPropNameAndValue(childHierNode)}}}if(iIncludeThis)getHierNodeWithPropNameAndValue(this);getChildHierNodesWithPropNameAndValue(this);return hierNodes};eDwHierarchyNode.prototype.getAllHierNodesWithChangedAttribs=function(ioHierNodes){if(!utils.isEqual(this.getInitialAttribs(),this.mAttribs)){ioHierNodes.push(this)}for(var key in this.mChildNameToHierNode){this.mChildNameToHierNode[key].getAllHierNodesWithChangedAttribs(ioHierNodes)}};eDwHierarchyNode.prototype.showBoundingBox=function(iViewer,iState){return __awaiter(this,void 0,void 0,(function(){var model,isVisible,beautifulGreen,bboxHC,width,height,length_1,scale,vmin,vmax,p0,p1,p2,p3,polylineData,rgba,i,tmp,boxMesh,modelHC,key,meshInstance,nodeID;return __generator(this,(function(_a){switch(_a.label){case 0:model=iViewer.getModel();isVisible=!this.mBoundingBoxNodeInfo||!this.mBoundingBoxNodeInfo.IDs.length||!this.mBoundingBoxNodeInfo.VisState?false:true;if(iState==="on"&&isVisible)return[2,true];if(iState==="off"||iState==="toggle"&&isVisible){this.mBoundingBoxNodeInfo.VisState=false;model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,false);return[2,false]}return[4,model.activateModelView(this.mModelView)];case 1:_a.sent();this.mBoundingBoxNodeInfo.VisState=true;if(!!this.mBoundingBoxNodeInfo.IDs.length)return[3,5];beautifulGreen=new eDwTypes_4.HC.Color(0,255,0);return[4,model.getBoundingBoxOfIDsHC([this.HOOPSID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2,false];width=bboxHC.max.x-bboxHC.min.x;height=bboxHC.max.y-bboxHC.min.y;length_1=Math.max(width,height);scale=.05/2;vmin=new eDwTypes_4.HC.Point3(bboxHC.min.x-length_1*scale,bboxHC.min.y-length_1*scale,bboxHC.min.z);vmax=new eDwTypes_4.HC.Point3(bboxHC.max.x+length_1*scale,bboxHC.max.y+length_1*scale,bboxHC.max.z);p0=new eDwTypes_4.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_4.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_4.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_4.HC.Point3(vmax.x,vmin.y,vmax.z);polylineData=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_4.HC.MeshData;boxMesh.addPolyline(polylineData,rgba);modelHC=model.getHCModel();return[4,modelHC.createMesh(boxMesh)];case 3:key=_a.sent();meshInstance=new eDwTypes_4.HC.MeshInstanceData(key);return[4,modelHC.createMeshInstance(meshInstance,0)];case 4:nodeID=_a.sent();this.mBoundingBoxNodeInfo.IDs.push(nodeID);_a.label=5;case 5:model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,true);return[2,true]}}))}))};eDwHierarchyNode.prototype.isSelectable=function(){return this.mAttribs.Selectable};eDwHierarchyNode.prototype.isActive=function(){var activeModelView=this.mModelView.Model.getActiveModelView();return this.mModelView===activeModelView?true:false};eDwHierarchyNode.prototype.resetAttribs=function(){var changedHierNodes=[];this.getAllHierNodesWithChangedAttribs(changedHierNodes);for(var _i=0,changedHierNodes_1=changedHierNodes;_i<changedHierNodes_1.length;_i++){var changedHierNode=changedHierNodes_1[_i];changedHierNode.mAttribs=changedHierNode.getInitialAttribs()}return changedHierNodes};eDwHierarchyNode.create=function(iAttribs){return new eDwHierarchyNode("","",iAttribs?iAttribs:{},Number.NaN,null,null)};eDwHierarchyNode.findPropagatingAttribNames=function(iChangedAttribNames){var propagatingAttribNames=eDwHierarchyNode.sPropagatingAttribNames;var changedPropAttribNames=[];for(var _i=0,iChangedAttribNames_1=iChangedAttribNames;_i<iChangedAttribNames_1.length;_i++){var attribName=iChangedAttribNames_1[_i];if(propagatingAttribNames.indexOf(attribName)>-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.isHierarchyNode=function(iNode){return iNode.Name};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode}));define("eDwHistoryMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack from index "+(this.mCmdStacksStack.length-1)+" down to 0.");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();if(currStackElem){var currCmdIndex=currStackElem.getCurrCmdIndex()+1;for(var i=0;i<currCmdIndex;i++){activeCmds.push(currStackElem.Stack[i])}}return activeCmds};eDwHistoryMgr.prototype.getCurrStackElem=function(){return this.mCmdStacksStack[this.mCmdStacksStack.length-1]};return eDwHistoryMgr}();var eDwCmdStacksElem=function(){function eDwCmdStacksElem(){this.mCmdStack=[];this.mCurrCmdIndex=-1}Object.defineProperty(eDwCmdStacksElem.prototype,"Stack",{get:function(){return this.mCmdStack},enumerable:false,configurable:true});eDwCmdStacksElem.prototype.getCurrCmdIndex=function(){return this.mCurrCmdIndex};eDwCmdStacksElem.prototype.incrementCurrCmdIndex=function(iIndex){if(typeof iIndex!=="number")return;this.mCurrCmdIndex+=iIndex};return eDwCmdStacksElem}();return eDwHistoryMgr}));define("eDwKeyMgr",["require","exports","eDwUIHTMLEventMgr","eDwTypes","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwTypes_5,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwKeyMgr=void 0;var eDwKeyMgr=function(){function eDwKeyMgr(){var _this=this;window.frames.focus();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;var processKeyEventFunc=function(iEvent){var keyEventJQ=iEvent;if(iEvent.type==="keydown"){_this.mDownKeys[keyEventJQ.key]=true}else if(iEvent.type=="keyup"){delete _this.mDownKeys[keyEventJQ.key]}else{return}var eventHandlers=_this.mKeyEventHandlers[iEvent.type][keyEventJQ.key];for(var i in eventHandlers){var eventHandler=eventHandlers[i];if(l_isEqual(keyEventJQ,eventHandler.Modifiers)){eventHandler.KeyFunc(keyEventJQ)}}};this.mUIHTMLEventMgr.addEventHandler("document","keydown",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keyup",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keypress",processKeyEventFunc);this.mKeyEventHandlers={};this.mKeyEventHandlers["keydown"]={};this.mKeyEventHandlers["keyup"]={};this.mKeyEventHandlers["keypress"]={};this.mDownKeys={}}eDwKeyMgr.get=function(){if(!eDwKeyMgr.sKeyMgr){eDwKeyMgr.sKeyMgr=new eDwKeyMgr}return eDwKeyMgr.sKeyMgr};eDwKeyMgr.prototype.add=function(iKeyInfo,iEventName,iFunc){var eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key];if(!eventHandlers){eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key]={}}var keyModifiers=l_getKeyModifiers(iKeyInfo);this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]={Modifiers:iKeyInfo,KeyFunc:iFunc}};eDwKeyMgr.prototype.remove=function(iKeyInfo,iEventName){var keyModifiers=l_getKeyModifiers(iKeyInfo);delete this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]};eDwKeyMgr.prototype.isDown=function(iKey){return this.mDownKeys[iKey]?true:false};eDwKeyMgr.isLMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="left"?true:false};eDwKeyMgr.isMMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="middle"?true:false};eDwKeyMgr.isRMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="right"?true:false};eDwKeyMgr.isAnyPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="none"?false:true};eDwKeyMgr.getMouseButtonPressed=function(iEvent){var buttonPressed="none";if(utils.isOfType(iEvent,"which")){if(utils.isNumber(iEvent.which)){switch(iEvent.which){case 0:buttonPressed="none";break;case 1:buttonPressed="left";break;case 2:buttonPressed="middle";break;case 3:buttonPressed="right";break;default:break}}else{switch(iEvent.button){case 0:return buttonPressed="none";break;case 1:return buttonPressed="left";break;case 4:return buttonPressed="middle";break;case 2:return buttonPressed="right";break;default:break}}return buttonPressed}else{if(iEvent.getButtons()===eDwTypes_5.HC.Buttons.None){switch(iEvent.getButton()){case eDwTypes_5.HC.Button.None:buttonPressed="none";break;case eDwTypes_5.HC.Button.Left:buttonPressed="left";break;case eDwTypes_5.HC.Button.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Button.Right:buttonPressed="right";break;default:break}return buttonPressed}}switch(iEvent.getButtons()){case eDwTypes_5.HC.Buttons.None:buttonPressed="none";break;case eDwTypes_5.HC.Buttons.Left:buttonPressed="left";break;case eDwTypes_5.HC.Buttons.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Buttons.Right:buttonPressed="right";break;default:break}return buttonPressed};return eDwKeyMgr}();exports.eDwKeyMgr=eDwKeyMgr;function l_isEqual(iKey1,iKey2){var numMatch=0;var compareFields=["altKey","ctrlKey","metaKey","shiftKey"];for(var _i=0,compareFields_1=compareFields;_i<compareFields_1.length;_i++){var i=compareFields_1[_i];if(iKey1[i]===iKey2[i])++numMatch}return numMatch===Object.keys(iKey2).length-1?true:false}function l_getKeyModifiers(iKeyInfo){var keyModifiers="";for(var key in iKeyInfo){if(key.indexOf("Key")>-1&&iKeyInfo[key]){keyModifiers+=key+"-"}}return keyModifiers?keyModifiers.substring(0,keyModifiers.length-1):"none"}}));define("eDwLayer",["require","exports","eDwNodeAttributes","utils"],(function(require,exports,eDwNodeAttributes_2,utils){"use strict";var eDwLayer=function(){function eDwLayer(iLayerName,iLayerIDHC,iAttribs){this.mName=iLayerName;this.mIDHC=iLayerIDHC;this.mInitAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mNodeIDHCToHierNodeMap={}}eDwLayer.prototype.addNodes=function(iNodeIDsHC,iModel){for(var _i=0,iNodeIDsHC_1=iNodeIDsHC;_i<iNodeIDsHC_1.length;_i++){var nodeIDHC=iNodeIDsHC_1[_i];if(!this.mNodeIDHCToHierNodeMap[nodeIDHC]){this.mNodeIDHCToHierNodeMap[nodeIDHC]=iModel.getHierarchyNode(nodeIDHC)}}};eDwLayer.prototype.getName=function(){return this.mName};eDwLayer.prototype.getIDHC=function(){return this.mIDHC};eDwLayer.prototype.getAttribs=function(){return eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs)};eDwLayer.prototype.setAttribs=function(iSrcAttribs){if(utils.isEqual(this.mAttribs,iSrcAttribs,true))return false;this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iSrcAttribs);return true};eDwLayer.prototype.resetAttribs=function(){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mInitAttribs)};eDwLayer.prototype.mergeAttribs=function(iSrcAttribs){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.mergeAttribs(this.mAttribs,iSrcAttribs)};eDwLayer.prototype.getNodeIDsHC=function(){var nodeIDsHC=[];for(var nodeIDHCStr in this.mNodeIDHCToHierNodeMap){nodeIDsHC.push(parseInt(nodeIDHCStr,10))}return nodeIDsHC};eDwLayer.prototype.getHCNodesAndAttribs=function(ioNodeIDsHCAndAttribs){var nodeOnLayerIDsHC=this.getNodeIDsHC();for(var _i=0,nodeOnLayerIDsHC_1=nodeOnLayerIDsHC;_i<nodeOnLayerIDsHC_1.length;_i++){var nodeOnLayerIDHC=nodeOnLayerIDsHC_1[_i];var combinedAttribs=this.getCombinedAttribsForHCNode(nodeOnLayerIDHC);if(!combinedAttribs)continue;ioNodeIDsHCAndAttribs.push({IDHC:nodeOnLayerIDHC,Attribs:combinedAttribs})}};eDwLayer.prototype.getCombinedAttribsForHCNode=function(iNodeIDHC){var parentHierNode=this.mNodeIDHCToHierNodeMap[iNodeIDHC];if(!parentHierNode)return undefined;var detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs);while(parentHierNode){detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.intersectAttribs(detachedAttribs,parentHierNode.getAttribs());parentHierNode=parentHierNode.Parent}return detachedAttribs};return eDwLayer}();return eDwLayer}));define("eDwMBDNoteMgr",["require","exports","eDwTypes","eDwGeomUtils"],(function(require,exports,eDwTypes_6,eDwGeomUtils){"use strict";var MBDNote=function(){function MBDNote(iViewer,iRefPntHC,iCurPntHC,nodeId){var modelHC=iViewer.getModel().getHCModel();var viewHC=iViewer.getHCView();this.mViewer=iViewer;this.mRefPntHC=iRefPntHC.copy();this.mNodeId=nodeId;var rPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(iCurPntHC));this.mOffset=eDwTypes_6.HC.Point2.subtract(cPos2,rPos2);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);this.mOffsetLen=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3).length();var cDelta=eDwTypes_6.HC.Point3.subtract(cPos3,iCurPntHC);var matrix=new eDwTypes_6.HC.Matrix;matrix.loadIdentity();matrix.setTranslationComponent(cDelta.x,cDelta.y,cDelta.z);var nodeMatrix=modelHC.getNodeMatrix(nodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,matrix);modelHC.setNodeMatrix(nodeId,nodeMatrix);this.mOrigPos=cPos3.copy();var camera=this.mViewer.getHCView().getCamera();this.mOrigCamMatrix=camera.getMatrixFromCamera().copy();this.mOrigModMatrix=modelHC.getNodeMatrix(nodeId)}MBDNote.prototype.updatePos=function(){var viewHC=this.mViewer.getHCView();var modelHC=this.mViewer.getModel().getHCModel();var rPos2=eDwTypes_6.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.add(rPos2,this.mOffset);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);var crDelta=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3);crDelta.normalize();crDelta.scale(this.mOffsetLen);cPos3=eDwTypes_6.HC.Point3.add(rPos3,crDelta);var posDelta=eDwTypes_6.HC.Point3.subtract(cPos3,this.mOrigPos);var revTransMat=new eDwTypes_6.HC.Matrix;var transMat=new eDwTypes_6.HC.Matrix;var extraTransMat=new eDwTypes_6.HC.Matrix;revTransMat.setTranslationComponent(-this.mOrigPos.x,-this.mOrigPos.y,-this.mOrigPos.z);transMat.setTranslationComponent(this.mOrigPos.x,this.mOrigPos.y,this.mOrigPos.z);extraTransMat.setTranslationComponent(posDelta.x,posDelta.y,posDelta.z);this.mOrigPos=cPos3.copy();var nodeMatrix=this.mOrigModMatrix.copy();var camera=viewHC.getCamera();var curCamMatrix=camera.getMatrixFromCamera().copy();var oriCamMatrix=this.mOrigCamMatrix.copy();var oriCamMatrixR=oriCamMatrix.inverseAndDeterminant()[0];this.mOrigCamMatrix=curCamMatrix.copy();var rotMatrix=eDwTypes_6.HC.Matrix.multiply(revTransMat,oriCamMatrixR);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,curCamMatrix);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,transMat);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,extraTransMat);nodeMatrix=modelHC.getNodeMatrix(this.mNodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,rotMatrix);modelHC.setNodeMatrix(this.mNodeId,nodeMatrix,false)};return MBDNote}();var eDwMBDNoteMgr=function(){function eDwMBDNoteMgr(iViewer){this.mNotes=[];this.mViewer=iViewer}eDwMBDNoteMgr.prototype.addNote=function(nodeId,refBox){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var model,boxHC;return __generator(this,(function(_a){switch(_a.label){case 0:model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC([nodeId])];case 1:boxHC=_a.sent();if(boxHC.isDegenerate())return[2];this.mNotes.push(new MBDNote(this.mViewer,refBox.center(),boxHC.center(),nodeId));return[2]}}))}))})();return true};eDwMBDNoteMgr.prototype.updateNote=function(){var len=this.mNotes.length;for(var i=0;i<len;++i){this.mNotes[i].updatePos()}};return eDwMBDNoteMgr}();return eDwMBDNoteMgr}));define("eDwModel",["require","exports","eDwEventMgr","eDwHierarchyNode","eDwModelView","eDwLayer","eDwNodeAttributes","eDwEvents","eDwTypes","eDwUnits","utils"],(function(require,exports,eDwEventMgr,eDwHierarchyNode,eDwModelView,eDwLayer,eDwNodeAttributes_3,eDwEvents_2,eDwTypes_7,eDwUnits_1,utils){"use strict";var eDwModel=function(){function eDwModel(iViewer){this.mViewer=iViewer;this.mModelHC=iViewer.HCViewer.model;this.mModelViews=[];this.mLayers=[];this.mInitialModelView=this.mActiveModelView=null;this.mCategory="UNKNOWN";this.mOrigin="";this.mBox=new eDwTypes_7.HC.Box;this.mProperties=$([]);this.setUserUnits({Length:eDwUnits_1.cDefaultLengthUnit,Angle:eDwUnits_1.cDefaultAngleUnit});this.mModelHC.setEnableAutomaticUnitScaling(false);this.mModelHC.setBehaviorInitiallyHidden(false);this.calculateBoundingBox()}eDwModel.prototype.initModelData=function(){return __awaiter(this,void 0,void 0,(function(){var bbox,nodeProps,modelViews,_loop_1,this_1,_i,modelViews_1,modelView,state_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mViewer)return[2];bbox=this.getBoundingBox();if(!bbox.extents().equals(eDwTypes_7.HC.Point3.zero()))return[3,2];return[4,this.calculateBoundingBox()];case 1:_a.sent();_a.label=2;case 2:this.mViewer.initializeManagers();return[4,this.mModelHC.getNodeProperties(this.getModelIDHC())];case 3:nodeProps=_a.sent();if(nodeProps)this.loadProperties(nodeProps);modelViews=this.getModelViews();_loop_1=function(modelView){var attribs=modelView.Hierarchy.getInitialAttribs();if(attribs.Visible){this_1.mActiveModelView=modelView;this_1.mInitialModelView=this_1.mActiveModelView;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelView)];case 1:_a.sent();return[2]}}))}))})();return{value:void 0}}};this_1=this;for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];state_1=_loop_1(modelView);if(typeof state_1==="object")return[2,state_1.value]}if(modelViews.length){console.warn("There is no active model view."+"  Defaulting to first.");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelViews[0])];case 1:_a.sent();return[2]}}))}))})();return[2]}console.warn("There are no model views in this model.");return[2]}}))}))};eDwModel.prototype.getBoundingBox=function(){return this.mBox};eDwModel.prototype.calculateBoundingBox=function(iIgnoreInvisible,iIncludeExcluded){if(iIgnoreInvisible===void 0){iIgnoreInvisible=true}if(iIncludeExcluded===void 0){iIncludeExcluded=false}return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=this;return[4,this.mModelHC.getModelBounding(iIgnoreInvisible,iIncludeExcluded)];case 1:_a.mBox=_b.sent();return[2,this.mBox]}}))}))};eDwModel.prototype.getBoundingBoxOfIDsHC=function(iUDsHC){return __awaiter(this,void 0,void 0,(function(){var bboxHC,iExcp_5;return __generator(this,(function(_a){switch(_a.label){case 0:bboxHC=eDwTypes_7.HC.Box.invalid();if(!(iUDsHC&&iUDsHC.length))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesBounding(iUDsHC)];case 2:bboxHC=_a.sent();return[3,4];case 3:iExcp_5=_a.sent();console.debugLog("Model",iExcp_5.message);return[3,4];case 4:return[2,bboxHC]}}))}))};eDwModel.prototype.getLayers=function(){return this.mLayers};eDwModel.prototype.getUserUnits=function(){return $.extend({},this.mUserUnits)};eDwModel.prototype.setUserUnits=function(iUserUnits){var _this=this;if(utils.isEqual(this.mUserUnits,iUserUnits))return;this.mUserUnits=$.extend({},iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.UserUnitsChangeEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwModel.prototype.getValueWithUnit=function(iValue,iUnitType){var _this=this;var cUnitScaleFactor={degree:1,radian:Math.PI/180,millimeter:c_lengthUnitToMMFactor,centimeter:c_lengthUnitToMMFactor/10,meter:c_lengthUnitToMMFactor/1e3,inch:c_lengthUnitToMMFactor/25.4,foot:c_lengthUnitToMMFactor/304.8,footAndInch:NaN};function l_getScaledValue(iNonScaledVal,iUnit){var scale=cUnitScaleFactor[iUnit];return iUnitType==="Area"?iNonScaledVal*scale*scale:iNonScaledVal*scale}var cCommonUnitFormat="${val}${unit}";function l_getFormattedScaledValue(iVal,iUnit,iUserUnitLabel){var val=l_getScaledValue(iVal,iUnit);return utils.formatString(cCommonUnitFormat,val.toFixed(2),iUserUnitLabel)}var basicUserUnitResults={degree:function(iVal){return l_getFormattedScaledValue(iVal,"degree","deg")},radian:function(iVal){return l_getFormattedScaledValue(iVal,"radian","rad")},millimeter:function(iVal){return l_getFormattedScaledValue(iVal,"millimeter","mm")},centimeter:function(iVal){return l_getFormattedScaledValue(iVal,"centimeter","cm")},meter:function(iVal){return l_getFormattedScaledValue(iVal,"meter","m")},inch:function(iVal){return l_getFormattedScaledValue(iVal,"inch","in")},foot:function(iVal){return l_getFormattedScaledValue(iVal,"foot","ft")},footAndInch:function(iVal){var signFactor=iVal<0?-1:1;var absValue=Math.abs(iVal);var footVal=Math.floor(l_getScaledValue(absValue,"foot"));var footValInDBUnits=footVal/l_getScaledValue(1,"foot");var inchVal=l_getScaledValue(absValue-footValInDBUnits,"inch")*signFactor;var formattedString=utils.formatString("${inchVal}in",inchVal.toFixed(2));if(footVal>.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i<iHierNodes_1.length;_i++){hierNode=iHierNodes_1[_i];if(!hierNode||utils.isNaN(hierNode.HOOPSID))continue;changedAttribNames=hierNode.setAttribs(iAttribs);propagatingAttribNames=eDwHierarchyNode.findPropagatingAttribNames(changedAttribNames);if(propagatingAttribNames.length){changedHierNodes.push(hierNode);changedChildHierNodes=hierNode.propagateAttribsToChildren(propagatingAttribNames);Array.prototype.push.apply(changedHierNodes,changedChildHierNodes);parentHierNode=hierNode.Parent;if(parentHierNode&&parentHierNode.Parent){for(_a=0,propagatingAttribNames_1=propagatingAttribNames;_a<propagatingAttribNames_1.length;_a++){attribName=propagatingAttribNames_1[_a];attrib={};attrib[attribName]=iAttribs[attribName];parentAttrib=parentHierNode.getAttribs();value=parentAttrib[attribName];if(value){if(value!==attrib[attribName]){mergedAttrib=parentHierNode.getMergedChildrenAttribs("DirectDescendantsOnly");if(!mergedAttrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}else{if(value!==attrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}}}}changedHierNodesAndAttribs=l_makeNodeAttribArray(changedHierNodes,null,false);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 1:_b.sent();for(changedHCNodeID in changedAncestorHierNodeMap){ancHierNode=changedAncestorHierNodeMap[changedHCNodeID];changedHierNodes.push(ancHierNode);changedHierNodesAndAttribs.push({HierNode:ancHierNode,Attribs:iAttribs})}if(!changedHierNodes.length)return[3,3];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 2:_b.sent();_b.label=3;case 3:return[2]}}))}))};eDwModel.prototype.setAttribs=function(iNodesWithAttribs){return __awaiter(this,void 0,void 0,(function(){var nodesWithAttribs,_i,nodesWithAttribs_1,nodeWithAttrib;return __generator(this,(function(_a){switch(_a.label){case 0:nodesWithAttribs=iNodesWithAttribs;_i=0,nodesWithAttribs_1=nodesWithAttribs;_a.label=1;case 1:if(!(_i<nodesWithAttribs_1.length))return[3,4];nodeWithAttrib=nodesWithAttribs_1[_i];return[4,this.setAttribOnHierNodes([nodeWithAttrib.HierNode],nodeWithAttrib.Attribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[2]}}))}))};eDwModel.prototype.setOverrideAttribOnHierNodes=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var overriddenHierNodesAndAttribs,_i,iHierNodesAndAttribs_1,hierNodeAndAttribs,hierNode,attribs,childHierNodesAndAttribs,childNodesAndKeys,key;return __generator(this,(function(_a){switch(_a.label){case 0:overriddenHierNodesAndAttribs=[];_i=0,iHierNodesAndAttribs_1=iHierNodesAndAttribs;_a.label=1;case 1:if(!(_i<iHierNodesAndAttribs_1.length))return[3,4];hierNodeAndAttribs=iHierNodesAndAttribs_1[_i];hierNode=hierNodeAndAttribs.HierNode;attribs=hierNodeAndAttribs.Attribs;hierNode.setOverrideAttribs(attribs);overriddenHierNodesAndAttribs.push({HierNode:hierNode,Attribs:hierNode.getAttribs()});childHierNodesAndAttribs=[];childNodesAndKeys=hierNode.getChildrenAndKeys();for(key in childNodesAndKeys){childHierNodesAndAttribs.push({HierNode:childNodesAndKeys[key],Attribs:attribs})}return[4,this.setOverrideAttribOnHierNodes(childHierNodesAndAttribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[4,this.syncHCNodesState(overriddenHierNodesAndAttribs)];case 5:_a.sent();if(!overriddenHierNodesAndAttribs.length)return[3,7];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,overriddenHierNodesAndAttribs)];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.isAssembly=function(){return this.mCategory==="ASSEMBLY"?true:false};eDwModel.prototype.isPart=function(){return this.mCategory==="PART"?true:false};eDwModel.prototype.isDrawing=function(){return this.mCategory==="DRAWING"?true:false};eDwModel.prototype.getNodeType=function(iNodeID){return utils.isNaN(iNodeID)?eDwTypes_7.HC.NodeType.Unknown:this.mModelHC.getNodeType(iNodeID)};eDwModel.prototype.getHierarchyNode=function(iIDHC){var modelHC=this.getHCModel();var modelViews=this.getModelViews();var i=0;var modelView;var hierNode;while(i<modelViews.length&&(modelView=modelViews[i++])&&!hierNode){var nodeType=this.getNodeType(iIDHC);var nodeIDHC=iIDHC;hierNode=modelView.Nodes[nodeIDHC];while(hierNode&&(!hierNode.isSelectable()&&hierNode!==modelView.Hierarchy)||!hierNode&&nodeType!==eDwTypes_7.HC.NodeType.Unknown){var parentNodeIDHC=modelHC.getNodeParent(nodeIDHC);nodeType=this.getNodeType(parentNodeIDHC);nodeIDHC=parentNodeIDHC||0;hierNode=modelView.Nodes[nodeIDHC]}}return hierNode};eDwModel.prototype.getModelViews=function(){return this.mModelViews};eDwModel.prototype.getActiveModelView=function(){return this.mActiveModelView};eDwModel.prototype.activateModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(iModelView===this.mActiveModelView)return[2];return[4,this.setActiveModelView(iModelView)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getFileOriginType=function(){return this.mOrigin};eDwModel.prototype.resetToDefault=function(){return __awaiter(this,void 0,void 0,(function(){var _i,_a,layer,changedHierNodesAndAttribs,modelViews,_b,modelViews_2,modelView;return __generator(this,(function(_c){switch(_c.label){case 0:for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.resetAttribs()}return[4,this.setActiveModelView(this.mInitialModelView)];case 1:_c.sent();changedHierNodesAndAttribs=l_makeNodeAttribArray(this.mActiveModelView.resetAttribs());return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_c.sent();modelViews=this.getModelViews();for(_b=0,modelViews_2=modelViews;_b<modelViews_2.length;_b++){modelView=modelViews_2[_b];if(modelView!==this.mActiveModelView){modelView.resetAttribs()}}return[2]}}))}))};eDwModel.prototype.syncLayersAttribsState=function(){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndAttribs,_i,_a,layer;return __generator(this,(function(_b){switch(_b.label){case 0:nodeIDsHCAndAttribs=[];for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.getHCNodesAndAttribs(nodeIDsHCAndAttribs)}return[4,this.setHCToAttrib(nodeIDsHCAndAttribs)];case 1:_b.sent();return[2]}}))}))};eDwModel.prototype.getProperty=function(iPropName){for(var i=0;i<this.mProperties.length;i++){var property=$(this.mProperties[i]);var propName=property.attr("name");if(propName===iPropName)return property.attr("val")}return""};eDwModel.prototype.isVisibleForNodeHC=function(iNodeIDHC){return this.mModelHC.getNodeVisibility(iNodeIDHC)};eDwModel.prototype.setVisibilityForNodesHC=function(iNodeIDsHC,iVisible){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibility(iNodeIDsHC,iVisible)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.setVisibilitiesForNodesHC=function(iNodeIDVisMapHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibilities(iNodeIDVisMapHC)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getOpacityForNodeHC=function(iNodeIDHC){return __awaiter(this,void 0,void 0,(function(){var opacity,opacities,iErrorMsg_1;return __generator(this,(function(_a){switch(_a.label){case 0:opacity=NaN;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesOpacity([iNodeIDHC])];case 2:opacities=_a.sent();if(opacities.length)opacity=opacities[0];return[3,4];case 3:iErrorMsg_1=_a.sent();return[3,4];case 4:return[2,opacity]}}))}))};eDwModel.prototype.setOpacityForNodesHC=function(iNodeIDsHC,iOpacity){this.mModelHC.setNodesOpacity(iNodeIDsHC,iOpacity)};eDwModel.prototype.getModelIDHC=function(){return 0};eDwModel.prototype.parseHierarchy=function(iConfig,ioParentHierNode,iXMLNode,iParseDepth){if(iParseDepth!==undefined&&iParseDepth===0||this.isPart()){return}var children=$(iXMLNode).children("body,assembly,view");for(var i=0;i<children.length;i++){var childJQ=$(children[i]);var elemTag=childJQ.prop("tagName");var nodeProps=l_getProperties(childJQ);var attribs=l_getPropsAsAttribs(nodeProps);var newChild=ioParentHierNode.addChild(nodeProps.Name,elemTag,attribs,nodeProps.HOOPSID,ioParentHierNode);this.parseHierarchy(iConfig,newChild,childJQ,iParseDepth-1)}};eDwModel.prototype.loadProperties=function(iPropsMapHC){var propsToParse=iPropsMapHC.eDrawingsXMLData;console.debugLog("ViewerLoad","extra model data = "+propsToParse);var docJQ=$($.parseXML(propsToParse));var data=docJQ.find("sceneData");if(data.length>0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}this.mProperties=docJQ.find("property");var lengthUnit=this.getProperty("lengthunit");var isValidUnit=eDwUnits_1.LengthTypeValues.indexOf(lengthUnit)>-1;this.mUserUnits.Length=isValidUnit?lengthUnit:this.mUserUnits.Length;var angleUnit=this.getProperty("angleunit");isValidUnit=eDwUnits_1.AngleTypeValues.indexOf(angleUnit)>-1;this.mUserUnits.Angle=isValidUnit?angleUnit:this.mUserUnits.Angle;if(this.mCategory==="DRAWING"){this.parseModelViews(docJQ,"sheet","views","Unnamed Sheet","sheet");this.processLayers(iPropsMapHC)}else{this.parseModelViews(docJQ,"configuration","hierarchy","Unnamed Config","config");if(this.mCategory==="ASSEMBLY"){var modelViews=this.getModelViews();for(var _i=0,modelViews_3=modelViews;_i<modelViews_3.length;_i++){var modelView=modelViews_3[_i];var childHierNodes=modelView.Hierarchy.getChildren();var assemRootHierNode=childHierNodes[0];assemRootHierNode.Name=decodeURIComponent(assemRootHierNode.Name)}}}if(this.getModelViews().length===0){var attrib={Visible:true};this.mModelViews.push(new eDwModelView("eDrawingsDefault","config",attrib,this.getModelIDHC(),this))}};eDwModel.prototype.processLayers=function(iPropsMapHC){var _this=this;this.mModelHC.getLayers().forEach((function(iLayerName,iLayerIDHC){if(!iLayerName)return;var attribs={Visible:iPropsMapHC[iLayerName]!=="off"};var layer=new eDwLayer(iLayerName,iLayerIDHC,attribs);_this.mLayers.push(layer);layer.addNodes(_this.mModelHC.getNodesFromLayer(iLayerIDHC),_this)}))};eDwModel.prototype.setActiveModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){var oldModelView,changedHierNodesAndAttribs,visAttrib,invisAttrib,iError_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iModelView)return[3,7];oldModelView=this.mActiveModelView;this.mActiveModelView=iModelView;changedHierNodesAndAttribs=[];_a.label=1;case 1:_a.trys.push([1,5,,6]);visAttrib={Visible:true};invisAttrib={Visible:false};if(oldModelView&&oldModelView!==iModelView){changedHierNodesAndAttribs=l_makeNodeAttribArray(oldModelView.Hierarchy.find("mAttribs",visAttrib),invisAttrib);oldModelView.Hierarchy.setAttribs(invisAttrib)}if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("Before set active view = true")}changedHierNodesAndAttribs.push({HierNode:this.mActiveModelView.Hierarchy,Attribs:visAttrib});Array.prototype.push.apply(changedHierNodesAndAttribs,l_makeNodeAttribArray(this.mActiveModelView.Hierarchy.find("mAttribs",invisAttrib,false)));this.mActiveModelView.Hierarchy.setAttribs(visAttrib);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_a.sent();if(!changedHierNodesAndAttribs.length)return[3,4];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 3:_a.sent();_a.label=4;case 4:if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("After set active view = true")}this.mViewer.ViewMgr.setCamera(iModelView.getDefaultCamera(),400);return[3,6];case 5:iError_1=_a.sent();console.debugLog("NodeVisibility","activateModelView failed to set node visibilities.");console.error(iError_1);return[3,6];case 6:(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_notifyModelViewChange(this.mViewer,iModelView,this.isPart())];case 1:_a.sent();return[2]}}))}))})();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.setHCToAttrib=function(iNodeIDsHCAndAttribs){return __awaiter(this,void 0,void 0,(function(){var _i,iNodeIDsHCAndAttribs_1,nodeIDHCAndAttribs,nodeIDHC,attribs,oldVisibility,oldOpacity,nodeNameHC,opacity,newVisibility;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iNodeIDsHCAndAttribs.length)return[2];_i=0,iNodeIDsHCAndAttribs_1=iNodeIDsHCAndAttribs;_a.label=1;case 1:if(!(_i<iNodeIDsHCAndAttribs_1.length))return[3,7];nodeIDHCAndAttribs=iNodeIDsHCAndAttribs_1[_i];nodeIDHC=nodeIDHCAndAttribs.IDHC;attribs=nodeIDHCAndAttribs.Attribs;oldVisibility=void 0;oldOpacity=void 0;nodeNameHC=void 0;if(!this.mViewer.ViewerFeatureOpts.Debug)return[3,3];return[4,this.getOpacityForNodeHC(nodeIDHC)];case 2:oldOpacity=_a.sent();oldVisibility=this.isVisibleForNodeHC(nodeIDHC);nodeNameHC=this.mModelHC.getNodeName(nodeIDHC);_a.label=3;case 3:if(!(oldVisibility!==attribs.Visible))return[3,5];return[4,this.setVisibilityForNodesHC([nodeIDHC],attribs.Visible)];case 4:_a.sent();_a.label=5;case 5:opacity=attribs.Opaque===undefined?NaN:attribs.Opaque?1:.5;if(attribs.Visible&&utils.isNumber(opacity)){this.setOpacityForNodesHC([nodeIDHC],opacity)}if(this.mViewer.ViewerFeatureOpts.Debug){newVisibility=this.isVisibleForNodeHC(nodeIDHC);console.debugLog("NodeVisibility","HC Node (name = "+nodeNameHC+", ID = "+nodeIDHC+") | old visibility = "+oldVisibility+" | new visibility = "+newVisibility+" | intended visibility = "+attribs.Visible+" | old opacity = "+oldOpacity+" | intended opacity = "+opacity)}_a.label=6;case 6:_i++;return[3,1];case 7:return[2]}}))}))};eDwModel.prototype.syncHCNodesState=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndVisAttribs,nodeIDsHCAndInvisAttribs,_i,iHierNodesAndAttribs_2,hierNodeAndAttribs,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDsHCAndVisAttribs=[];nodeIDsHCAndInvisAttribs=[];for(_i=0,iHierNodesAndAttribs_2=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_2.length;_i++){hierNodeAndAttribs=iHierNodesAndAttribs_2[_i];hierNode=hierNodeAndAttribs.HierNode;if(hierNode.HOOPSID&&utils.isNumber(hierNode.HOOPSID)){if(hierNodeAndAttribs.Attribs.Visible){nodeIDsHCAndVisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}else{nodeIDsHCAndInvisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}}}if(!nodeIDsHCAndVisAttribs.length)return[3,3];return[4,this.setHCToAttrib(nodeIDsHCAndVisAttribs)];case 1:_a.sent();return[4,this.syncLayersAttribsState()];case 2:_a.sent();_a.label=3;case 3:return[4,this.setHCToAttrib(nodeIDsHCAndInvisAttribs)];case 4:_a.sent();return[2]}}))}))};eDwModel.prototype.parseModelViews=function(iDocJQ,iXMLDocModelViewSearchKeyword,iXMLDocModelViewSubElemSearchKeyword,iDefaultModelViewName,iModelViewCategory){var modelViews=iDocJQ.find(iXMLDocModelViewSearchKeyword);for(var i=0;i<modelViews.length;i++){var modelViewJQ=$(modelViews[i]);var nodeProps=l_getProperties(modelViewJQ);if(!nodeProps.Name){nodeProps.Name=iDefaultModelViewName+(i+1)}var attribs=l_getPropsAsAttribs(nodeProps);var cameraHC=l_getDefaultCamera(modelViewJQ);var modelView=new eDwModelView(nodeProps.Name,iModelViewCategory,attribs,nodeProps.HOOPSID,this,cameraHC);this.mModelViews.push(modelView);var hierarchyNode=modelView.Hierarchy;this.parseHierarchy(modelView,hierarchyNode,modelViewJQ.find(iXMLDocModelViewSubElemSearchKeyword));l_addTables(this.mViewer,iDocJQ,this,hierarchyNode,modelView)}};eDwModel.prototype.dumpModelViewStateHC=function(iPrefixMsg){var msg=iPrefixMsg+" -> (HC values) | ";for(var _i=0,_a=this.mModelViews;_i<_a.length;_i++){var modelView=_a[_i];var nodeIDHC=modelView.Hierarchy.HOOPSID;msg+=modelView.Name+" - "+this.isVisibleForNodeHC(nodeIDHC)+" | "}console.debugLog("NodeVisibility",msg);console.debugLog("NodeVisibility","Active model view = "+this.mActiveModelView.Name);var hierNodes=this.mActiveModelView.getNodes();for(var _b=0,hierNodes_1=hierNodes;_b<hierNodes_1.length;_b++){var hierNode=hierNodes_1[_b];console.debugLog("NodeVisibility",hierNode.Name+" HOOPS ID "+hierNode.HOOPSID+" Visibility = "+this.isVisibleForNodeHC(hierNode.HOOPSID)+" Opacity = "+this.getOpacityForNodeHC(hierNode.HOOPSID))}};eDwModel.prototype.getHCModel=function(){return this.mModelHC};return eDwModel}();var c_lengthUnitToMMFactor=1e3;function l_addTables(iViewer,iDoc,iModel,ioHierachyNode,ioModelView){var tables=$(iDoc).find("table");var numTables=tables.length;if(numTables>0&&ioHierachyNode){for(var i=0;i<numTables;i++){var tableJQ=$(tables[i]);var nodeProps=l_getProperties(tableJQ);if(!nodeProps.Name){nodeProps.Name="Unnamed Table"+(i+1)}nodeProps.NotesArea=tableJQ.attr("notesarea")==="1"?true:false;var attribs=l_getPropsAsAttribs(nodeProps);var hierarchyNode=ioHierachyNode.addChild(nodeProps.Name,"table",attribs,nodeProps.HOOPSID,ioHierachyNode);iViewer.TableMgr.add(hierarchyNode)}}}function l_getProperties(iElemJQ){function trueFalseOrIndeterminate(iVal){if(iVal===undefined)return undefined;return iVal==="1"?true:iVal==="0"?false:undefined}function falseTrueOrIndeterminate(iVal){var val=trueFalseOrIndeterminate(iVal);return val===undefined?undefined:!val}var props={};if(iElemJQ){props.Name=iElemJQ.attr("name");if(props.Name.charAt(0)=="<"&&props.Name.charAt(props.Name.length-1)==">"){props.Name=props.Name.replace("<","&lt;");props.Name=props.Name.replace(">","&gt;")}props.Visible=trueFalseOrIndeterminate(iElemJQ.attr("visible"));props.Opaque=falseTrueOrIndeterminate(iElemJQ.attr("transparent"));props.Selectable=trueFalseOrIndeterminate(iElemJQ.attr("selectable"));props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getPropsAsAttribs(iNodeProps){var nodeAttribs={};eDwNodeAttributes_3.eDwNodeAttributes.setAttribs(nodeAttribs,iNodeProps);return nodeAttribs}function l_getDefaultCamera(iElemJQ){var perspectiveStr=iElemJQ.attr("camPerspective");if(!perspectiveStr)return undefined;var posPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camPosX")),parseFloat(iElemJQ.attr("camPosY")),parseFloat(iElemJQ.attr("camPosZ")));var tgtPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camTgtX")),parseFloat(iElemJQ.attr("camTgtY")),parseFloat(iElemJQ.attr("camTgtZ")));var upVecHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("upX")),parseFloat(iElemJQ.attr("upY")),parseFloat(iElemJQ.attr("upZ")));var width=parseFloat(iElemJQ.attr("camFieldWidth"));var height=parseFloat(iElemJQ.attr("camFieldHeight"));var projHC=perspectiveStr==="true"?eDwTypes_7.HC.Projection.Perspective:eDwTypes_7.HC.Projection.Orthographic;return eDwTypes_7.HC.Camera.create(posPtHC,tgtPtHC,upVecHC,projHC,width,height)}function l_makeNodeAttribArray(iHierNodes,iAttrib,iIgnoreActive){if(iAttrib===void 0){iAttrib=null}if(iIgnoreActive===void 0){iIgnoreActive=true}return iHierNodes.map((function(iHierNode){var attrib={};$.extend(attrib,iHierNode.getAttribs(iIgnoreActive));if(iAttrib)$.extend(attrib,iAttrib);return{HierNode:iHierNode,Attribs:attrib}}))}function l_notifyModelViewChange(iViewer,iModelView,iIsPart){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.ModelViewChangeEvent,iViewer,iModelView,!iIsPart)];case 1:_a.sent();return[2]}}))}))}return eDwModel}));define("eDwModelView",["require","exports","eDwHierarchyNode"],(function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeIDHC,iModel,iDefCameraHC){if(iDefCameraHC===void 0){iDefCameraHC=null}this.Name=Name;this.Category=Category;this.Nodes={};this.mDefCameraHC=iDefCameraHC;this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeIDHC,null,this);this.Model=iModel}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.getDefaultCamera=function(){return this.mDefCameraHC};eDwModelView.prototype.resetAttribs=function(){return this.Hierarchy.resetAttribs()};return eDwModelView}();return eDwModelView}));define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd"],(function(require,exports,eDwTypes_8,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var altDir;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane);return[2]}}))}))};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd}));define("eDwNodeAttributes",["require","exports","utils"],(function(require,exports,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.NodeDisplayState=exports.eDwNodeAttributes=void 0;var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.initAttribs=function(iSourceAttribs){var targetAttribs={};targetAttribs=eDwNodeAttributes.mergeAttribs(targetAttribs,iSourceAttribs);return targetAttribs};eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttribNames=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttribNames.push(attribKey)}}return changedAttribNames};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){return eDwNodeAttributes.combineAttribs(ioTargetAttribs,iSourceAttribs,(function(iTargetValue,iSourceValue){return iTargetValue||iSourceValue}))};eDwNodeAttributes.intersectAttribs=function(iSrcAttrib1,iSrcAttrib2){return eDwNodeAttributes.combineAttribs(iSrcAttrib1,iSrcAttrib2,(function(iTargetValue,iSourceValue){return iTargetValue&&iSourceValue}))};eDwNodeAttributes.combineAttribs=function(iSrcAttrib1,iSrcAttrib2,iCombineFunc){var fullAttribs={};if(iSrcAttrib1&&iSrcAttrib2){fullAttribs=l_syncAttributeKeys(iSrcAttrib1,iSrcAttrib2);for(var attribKey in fullAttribs){var value=iCombineFunc(iSrcAttrib1[attribKey],iSrcAttrib2[attribKey]);if(value!==undefined)fullAttribs[attribKey]=value;else delete fullAttribs[attribKey]}}return utils.isEqual(fullAttribs,{})?undefined:fullAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function l_syncAttributeKeys(ioTargetAttribs,iSourceAttribs){var attribs=$.extend({},ioTargetAttribs);for(var attribKey in iSourceAttribs){if(!attribs[attribKey]){attribs[attribKey]=undefined}}return attribs}}));define("eDwNodeColorInfo",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_9){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(iNodeID,iSecondaryID,iColor,iType){this.mNodeID=iNodeID;this.mSecondID=iSecondaryID;this.mType=iType}eDwNodeColorInfo.prototype.reset=function(iModelHC){switch(this.mType){case eDwTypes_9.EntityMode.EDGE:iModelHC.unsetNodeLineColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.FACE:iModelHC.unsetNodeFaceColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.VERTEX:default:break}};return eDwNodeColorInfo}();return eDwNodeColorInfo}));define("eDwOperationMixin",["require","exports"],(function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:false,configurable:true});return eDwOperationMixin}();return eDwOperationMixin}));define("eDwOperatorBaseDeps",["require","exports","eDwSelObj","eDwKeyMgr","eDwTypes","utils","eDwGeomUtils"],(function(require,exports,eDwSelObj,eDwKeyMgr_1,eDwTypes_10,utils,eDwGeomUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwBaseOperator=exports.OperatorHC=exports.eDwOperatorMgr=void 0;var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_10.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(iOp.OperatorID)};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll((function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)}),this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){var activeOpID=this.getActiveOperatorID();if(activeOpID!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()||eDwTypes_10.HC.OperatorId.None}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i<numOps;i++){if(this.getOperator(this.getActiveOperatorID())===iOp){index=i;break}var op=this.mOperatorMgrHC.pop();if(op)opsStack.push(op)}var lastOpPos=opsStack.length-1;for(var i=lastOpPos;i>=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(iOp.OperatorID,iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_10.HC.OperatorId.NavCube;opID>eDwTypes_10.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll((function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}}),this.mOpsData)};return eDwOperatorMgr}();exports.eDwOperatorMgr=eDwOperatorMgr;var OperatorHC=function(){function OperatorHC(iOp){this.mOp=iOp;this.OperatorID=NaN}OperatorHC.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onActivate;if(!_a)return[3,2];return[4,this.mOp.onActivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onDeactivate;if(!_a)return[3,2];return[4,this.mOp.onDeactivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseDown;if(!_a)return[3,2];return[4,this.mOp.onMouseDown(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseMove;if(!_a)return[3,2];return[4,this.mOp.onMouseMove(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseUp;if(!_a)return[3,2];return[4,this.mOp.onMouseUp(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMousewheel=function(ioMouseEveent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEveent)return[2];_a=this.mOp.onMousewheel;if(!_a)return[3,2];return[4,this.mOp.onMousewheel(ioMouseEveent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyDown=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyDown;if(!_a)return[3,2];return[4,this.mOp.onKeyDown(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyUp=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyUp;if(!_a)return[3,2];return[4,this.mOp.onKeyUp(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onViewOrientationChange=function(){return __awaiter(this,void 0,void 0,(function(){var op,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];op=this.mOp;_a=op.onViewOrientationChange;if(!_a)return[3,2];return[4,op.onViewOrientationChange()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.stopInteraction=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.stopInteraction;if(!_a)return[3,2];return[4,this.mOp.stopInteraction()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};return OperatorHC}();exports.OperatorHC=OperatorHC;var OperatorBaseHC=function(){function OperatorBaseHC(iViewer,iClickCB,iDoubleClickCB){this.Viewer=iViewer;this.CurrTouches=[];this.DragPt=undefined;this.CurrInputInfo=undefined;this.ActiveMouseButton="none";this.mDoPickTimeOutHandle=NaN;this.mClickCB=iClickCB;this.mDoubleClickCB=iDoubleClickCB}OperatorBaseHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];if(eDwKeyMgr_1.eDwKeyMgr.isAnyPressed(ioMouseEvent)){this.setMouse(ioMouseEvent);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(ioMouseEvent)}return[2]}))}))};OperatorBaseHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,oldInputInfo;return __generator(this,(function(_a){if(!ioMouseEvent)return[2];pos=ioMouseEvent.getPosition();if(this.CurrInputInfo){oldInputInfo=this.CurrInputInfo;this.setMouse(ioMouseEvent);if(!oldInputInfo.DragPt.equals(this.CurrInputInfo.DragPt)){this.DragPt=this.CurrInputInfo.DragPt}}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos));return[2]}))}))};OperatorBaseHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];this.onUp(ioMouseEvent);delete this.DragPt;delete this.CurrInputInfo;return[2]}))}))};OperatorBaseHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Start - touch ID = "+ioTouchEvent.getId());this.addTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Move - touch ID = "+ioTouchEvent.getId());if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return[2]}this.updateTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","End - touch ID = "+ioTouchEvent.getId());ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());return[2]}))}))};OperatorBaseHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){delete this.DragPt;return[2]}))}))};OperatorBaseHC.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_10.HC.Event.MouseInputEvent(pos.x,pos.y,eDwTypes_10.HC.Button.None,iButton,eDwTypes_10.HC.KeyModifiers.None,iMouseInputType);mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};OperatorBaseHC.prototype.isDragging=function(){return!!this.DragPt};OperatorBaseHC.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){var pnt3DHC=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());if(pnt3DHC){this.CurrTouches.push({Event:ioTouchEvent,DragPt:pnt3DHC,Pos:ioTouchEvent.getPosition()})}}};OperatorBaseHC.prototype.getTouchById=function(iTouchID){for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){return this.CurrTouches[i]}}return null};OperatorBaseHC.prototype.removeTouchById=function(iTouchID){var _this=this;var dumpTouch=function(){var touchIDs=[];for(var _i=0,_a=_this.CurrTouches;_i<_a.length;_i++){var touch=_a[_i];touchIDs.push(touch.Event.getId())}console.debugLog("TouchOp","touch IDs: "+JSON.stringify(touchIDs))};console.debugLog("TouchOp","Touch IDs before remove:");dumpTouch();for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){this.CurrTouches.splice(i,1);break}}console.debugLog("TouchOp","Touch IDs after remove:");dumpTouch()};OperatorBaseHC.prototype.hasTouchMoved=function(ioTouchEvent){if(!ioTouchEvent)return false;var touch=this.getTouchById(ioTouchEvent.getId());if(!touch)return false;var curPos=ioTouchEvent.getPosition();if(curPos.x!==Math.round(curPos.x)||curPos.y!==Math.round(curPos.y)){return false}var origPos=touch.Event.getPosition();var epsX=1,epsY=1;var delta=eDwTypes_10.HC.Point2.subtract(curPos,origPos);return Math.abs(delta.x)>epsX&&Math.abs(delta.y)>epsY};OperatorBaseHC.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){var pos2DHC=ioTouchEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(pnt3DHC){touch.Pos=pos2DHC;touch.DragPt=pnt3DHC}}};OperatorBaseHC.prototype.setMouse=function(ioMouseEvent){var pos2DHC=ioMouseEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(!pnt3DHC)return;this.CurrInputInfo={Event:ioMouseEvent,DragPt:pnt3DHC,Pos:pos2DHC}};OperatorBaseHC.prototype.onClick=function(ioInputEvent){return this.mClickCB?this.mClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onDoubleClick=function(ioInputEvent){return this.mDoubleClickCB?this.mDoubleClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onUp=function(ioMouseEvent){var _this=this;var clearPickTimeOut=function(){if(utils.isNaN(_this.mDoPickTimeOutHandle))return;clearTimeout(_this.mDoPickTimeOutHandle);_this.mDoPickTimeOutHandle=NaN;_this.ActiveMouseButton="none"};var processClick=function(ioMouseEvent){_this.onClick(ioMouseEvent);clearPickTimeOut()};var stopFurtherProcessing=false;if(this.ActiveMouseButton==="left"){stopFurtherProcessing=true;if(utils.isNaN(this.mDoPickTimeOutHandle)){this.mDoPickTimeOutHandle=setTimeout((function(){processClick(ioMouseEvent)}),500)}else{clearPickTimeOut();stopFurtherProcessing=this.onDoubleClick(ioMouseEvent)}}else if(this.ActiveMouseButton!=="none"){processClick(ioMouseEvent);stopFurtherProcessing=true}return stopFurtherProcessing};return OperatorBaseHC}();var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=this;var clickCB=function(ioInputEvent){return _this.onClick(ioInputEvent)};var doubleClickCB=function(ioInputEvent){return _this.onDoubleClick(ioInputEvent)};_this=_super.call(this,new OperatorBaseHC(iViewer,clickCB,doubleClickCB))||this;return _this}eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Down,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseDown(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Move,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseMove(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Up,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseUp(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}),this.convertTouchToButtonHC(ioTouchEvent))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};Object.defineProperty(eDwBaseOperator.prototype,"Viewer",{get:function(){return this.mOp.Viewer},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrInputInfo",{get:function(){return this.mOp.CurrInputInfo},set:function(iInputInfo){this.mOp.CurrInputInfo=iInputInfo},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrTouches",{get:function(){return this.mOp.CurrTouches},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"ActiveMouseButton",{get:function(){return this.mOp.ActiveMouseButton},set:function(iActiveMouseButton){this.mOp.ActiveMouseButton=iActiveMouseButton},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"DragPt",{get:function(){return this.mOp.DragPt},set:function(iPnt3DHC){this.mOp.DragPt=iPnt3DHC},enumerable:false,configurable:true});eDwBaseOperator.prototype.isDragging=function(){return this.mOp.isDragging()};eDwBaseOperator.prototype.hasTouchMoved=function(ioTouchEvent){return this.mOp.hasTouchMoved(ioTouchEvent)};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){this.mOp.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.getTouchById=function(iTouchID){return this.mOp.getTouchById(iTouchID)};eDwBaseOperator.prototype.removeTouchById=function(iTouchID){this.mOp.removeTouchById(iTouchID)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}return __awaiter(this,void 0,void 0,(function(){var mouseEvent;return __generator(this,(function(_a){switch(_a.label){case 0:mouseEvent=OperatorBaseHC.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(!mouseEvent)return[3,2];console.debugLog("TouchAsMouse","Touch handled as mouse button "+iButton);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(mouseEvent);return[4,iMouseFunc(mouseEvent)];case 1:_a.sent();ioTouchEvent.setHandled(mouseEvent.getHandled());_a.label=2;case 2:return[2]}}))}))};eDwBaseOperator.prototype.onClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onClick()");return false};eDwBaseOperator.prototype.onDoubleClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onDoubleClick()");return false};eDwBaseOperator.getPickResult=function(iEvent,iViewMgr,iPickConfig){if(iPickConfig===void 0){iPickConfig=new eDwTypes_10.HC.PickConfig(eDwTypes_10.HC.SelectionMask.All)}return __awaiter(this,void 0,void 0,(function(){var selObj;return __generator(this,(function(_a){switch(_a.label){case 0:selObj=eDwSelObj.createEmpty();if(!(iEvent&&iViewMgr))return[3,2];return[4,iViewMgr.pickFromPoint(iEvent.getPosition(),iPickConfig)];case 1:selObj=_a.sent();_a.label=2;case 2:return[2,selObj]}}))}))};eDwBaseOperator.prototype.convertTouchToButtonHC=function(ioTouchEvent){var buttonHC=eDwTypes_10.HC.Buttons.None;if(ioTouchEvent){buttonHC=eDwTypes_10.HC.Buttons.Left;if(!this.hasTouchMoved(ioTouchEvent)){var touchInfo=this.getTouchById(ioTouchEvent.getId());var startTime=touchInfo?touchInfo.Event.getDate().getTime():(new Date).getTime();if((new Date).getTime()-startTime>1e3){buttonHC=eDwTypes_10.HC.Buttons.Right}}}return buttonHC};return eDwBaseOperator}(OperatorHC);exports.eDwBaseOperator=eDwBaseOperator}));define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mInitiallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd}));define("eDwResetCmd",["require","exports","eDwSupportsHistoryCmd","eDwEventMgr","eDwEvents"],(function(require,exports,eDwSupportsHistoryCmd,eDwEventMgr,eDwEvents_3){"use strict";var eDwResetCmd=function(_super){__extends(eDwResetCmd,_super);function eDwResetCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mPerspective=iViewer.getPerspectiveMode();_this.mExplosionLevel=iViewer.getExplosionLevel();_this.mDrawMode=iViewer.getDrawMode();_this.mAmbientOcclusion=iViewer.getHCView().getAmbientOcclusionEnabled();_this.mCamera=iViewer.getHCView().getCamera();_this.resetToHome();return _this}eDwResetCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToPrevious()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToHome()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.resetToHome=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:viewMgr=this.mViewer.ViewMgr;viewMgr.reset();return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();this.mViewer.OperatorMgr.resetToDefault();this.mViewer.setPerspectiveMode(false);return[4,this.mViewer.getModel().resetToDefault()];case 2:_a.sent();this.mViewer.setExplosionLevel(0);this.mViewer.resetDrawMode();this.mViewer.ViewMgr.enableAmbientOcclusion(false);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,true)];case 3:_a.sent();return[2]}}))}))};eDwResetCmd.prototype.resetToPrevious=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mViewer.setPerspectiveMode(this.mPerspective);this.mViewer.ViewMgr.setCamera(this.mCamera);this.mViewer.setExplosionLevel(this.mExplosionLevel);this.mViewer.setDrawMode(this.mDrawMode);this.mViewer.ViewMgr.enableAmbientOcclusion(this.mAmbientOcclusion);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,false)];case 1:_a.sent();return[2]}}))}))};return eDwResetCmd}(eDwSupportsHistoryCmd);return eDwResetCmd}));define("eDwResultError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwResultError=function(_super){__extends(eDwResultError,_super);function eDwResultError(iResult){var _this=_super.call(this,"Result Error")||this;_this.Result=iResult;return _this}return eDwResultError}(eDwBaseError);return eDwResultError}));define("eDwSectionFlipCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionFlipCmd=function(_super){__extends(eDwSectionFlipCmd,_super);function eDwSectionFlipCmd(iViewer){return _super.call(this,iViewer)||this}eDwSectionFlipCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.flipSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSectionFlipCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionFlipCmd}(eDwSupportsHistoryCmd);return eDwSectionFlipCmd}));define("eDwSectionShowCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionShowCmd=function(_super){__extends(eDwSectionShowCmd,_super);function eDwSectionShowCmd(iViewer,iShow){var _this=_super.call(this,iViewer)||this;_this.mInitialShow=true;_this.mFinalShow=iShow;return _this}eDwSectionShowCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mInitialShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2]}}))}))};Object.defineProperty(eDwSectionShowCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionShowCmd}(eDwSupportsHistoryCmd);return eDwSectionShowCmd}));define("eDwSelMgr",["require","exports","eDwSelObj","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDwTypes","eDwEvents","utils"],(function(require,exports,eDwSelObj,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr_2,eDwTypes_11,eDwEvents_4,utils){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mSelMgrHC=iViewer.HCViewer.selectionManager;this.mSelectableObjsHC=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorIDHC=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var _this=this;var nodeSelColor;var nodeSelOutlineColor=new eDwTypes_11.HC.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new eDwTypes_11.HC.Color(255,255,0);var beautifulGreen=new eDwTypes_11.HC.Color(4,200,5);switch(mode){case eDwTypes_11.HC.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Wireframe:case eDwTypes_11.HC.DrawMode.HiddenLine:nodeSelColor=eDwTypes_11.HC.Color.white();nodeElmtSelColor=eDwTypes_11.HC.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mSelMgrHC.setNodeSelectionColor(nodeSelColor);this.mSelMgrHC.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mSelMgrHC.setNodeElementSelectionColor(nodeElmtSelColor);this.mSelMgrHC.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mSelMgrHC.setNodeSelectionHighlightMode(eDwTypes_11.HC.SelectionHighlightMode.OutlineOnly);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mSelMgrHC.setHighlightNodeSelection(false)];case 1:_a.sent();return[2]}}))}))})()}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorIDHC);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.removeSelectOverlayNotifier=function(iTypeIndex,iNotifier){var typeNotifiers=this.mSelectOverlayNotifiers[iTypeIndex];var pos=typeNotifiers.indexOf(iNotifier);if(pos>-1){typeNotifiers.splice(pos,1)}return false};eDwSelMgr.prototype.getSelectedNodeIDIndex=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)};eDwSelMgr.prototype.onSelection=function(iSelectionEvent){return __awaiter(this,void 0,void 0,(function(){var keyMgr,ctrlKeyDown,shiftKeyDown,hierNodeSelObj,selObjIDHC,existingIdx,selectedAlready,selObjExists,numOfSelObjsAtStart;return __generator(this,(function(_a){switch(_a.label){case 0:keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();ctrlKeyDown=keyMgr.isDown("Control");shiftKeyDown=keyMgr.isDown("Shift");hierNodeSelObj=this.createHierNodeSelObj(eDwSelObj.extendHCSelObj(iSelectionEvent.getSelection()));selObjIDHC=hierNodeSelObj.getIDHC();existingIdx=this.getSelectedNodeIDIndex(selObjIDHC);selectedAlready=existingIdx>-1;l_debugDumpSelection(hierNodeSelObj.getIDHC(),hierNodeSelObj.getSelectionType());selObjExists=utils.isNumber(selObjIDHC);numOfSelObjsAtStart=this.mSelectableObjsHC.length;if(!(numOfSelObjsAtStart&&!ctrlKeyDown&&!shiftKeyDown))return[3,2];return[4,this.unSelectAllObjects(false)];case 1:_a.sent();selectedAlready=false;return[3,5];case 2:if(!(ctrlKeyDown&&!shiftKeyDown&&selectedAlready&&selObjExists))return[3,4];this.mSelectableObjsHC.splice(existingIdx,1);return[4,this.unSelectObjs([hierNodeSelObj],this.mViewer.getModel().isDrawing())];case 3:_a.sent();return[2];case 4:if(!ctrlKeyDown&&shiftKeyDown&&selectedAlready&&selObjExists){return[2]}_a.label=5;case 5:if(!selObjExists)return[3,7];if(!selectedAlready)this.mSelectableObjsHC.push(hierNodeSelObj);return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,this.mViewer,[hierNodeSelObj])];case 6:_a.sent();return[3,9];case 7:if(!!numOfSelObjsAtStart)return[3,9];return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.LeftClickEvent,this.mViewer)];case 8:_a.sent();_a.label=9;case 9:return[2]}}))}))};eDwSelMgr.prototype.selectByID=function(iID){return utils.isNumber(iID)?this.executeSelection(iID):false};eDwSelMgr.prototype.select=function(iCoords,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var pickCfg,selObj,hierNodeSelObj;return __generator(this,(function(_a){switch(_a.label){case 0:pickCfg=iPickConfig?iPickConfig:new eDwTypes_11.HC.PickConfig(eDwTypes_11.HC.SelectionMask.Face);return[4,this.mViewer.ViewMgr.pickFromPoint(iCoords,pickCfg)];case 1:selObj=_a.sent();if(this.isSelectionHandled(selObj)){return[2,false]}hierNodeSelObj=this.createHierNodeSelObj(selObj);if(utils.isNumber(hierNodeSelObj.getIDHC())){return[2,this.executeSelection(hierNodeSelObj)]}this.mSelMgrHC.set(null);return[2,false]}}))}))};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mSelMgrHC.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(iClearHCSelList){if(iClearHCSelList===void 0){iClearHCSelList=true}return __awaiter(this,void 0,void 0,(function(){var unselectedHCObjs;return __generator(this,(function(_a){switch(_a.label){case 0:unselectedHCObjs=this.mSelectableObjsHC;this.mSelectableObjsHC=[];return[4,this.unSelectObjs(unselectedHCObjs,this.mViewer.getModel().isDrawing())];case 1:_a.sent();if(unselectedHCObjs.length>0&&iClearHCSelList){this.mSelMgrHC.selectNode(null)}return[2]}}))}))};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mSelMgrHC.getResults();for(var _i=0,selObjs_1=selObjs;_i<selObjs_1.length;_i++){var selObj=selObjs_1[_i];var faceObj=selObj.getFaceEntity();if(faceObj){camera=this.mViewer.ViewMgr.setViewOrientationToDirection(faceObj.getNormal());break}}return camera};eDwSelMgr.prototype.getLastSelIDHC=function(){var selIDsHC=this.getSelectableIDsHC();if(selIDsHC.length>0){return selIDsHC[selIDsHC.length-1]}return NaN};eDwSelMgr.prototype.getLastSelHierarchyNode=function(){var modelView=this.mViewer.getModel().getActiveModelView();return modelView.Nodes[this.getLastSelIDHC()]};eDwSelMgr.prototype.getSelectableIDsHC=function(){var selIDsHC=[];for(var _i=0,_a=this.mSelectableObjsHC;_i<_a.length;_i++){var selObjHC=_a[_i];var selIDHC=selObjHC.getNodeId();if(utils.isNumber(selIDHC))selIDsHC.push(selIDHC)}return selIDsHC};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var seoIDsHC=this.getSelectableIDsHC();for(var _i=0,seoIDsHC_1=seoIDsHC;_i<seoIDsHC_1.length;_i++){var selNodeID=seoIDsHC_1[_i];selHierNodes.push(modelView.Nodes[selNodeID])}return selHierNodes};Object.defineProperty(eDwSelMgr.prototype,"length",{get:function(){return this.mSelectableObjsHC.length},enumerable:false,configurable:true});eDwSelMgr.prototype.isIDSelectable=function(iNodeIDHC){var modelView=this.mViewer.getModel().getActiveModelView();var hierNode=modelView?modelView.Nodes[iNodeIDHC]:null;return hierNode?hierNode.isSelectable():false};eDwSelMgr.prototype.setHighlightSelection=function(iType,iEnable){var _this=this;var highlighted=false;var selMgr=this.mSelMgrHC;if(iType==="NODE"){highlighted=selMgr.getHighlightNodeSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightNodeSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="FACE"){highlighted=selMgr.getHighlightFaceElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightFaceElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="EDGE"){highlighted=selMgr.getHighlightLineElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightLineElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="VERTEX"){highlighted=selMgr.getHighlightPointElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightPointElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else{console.debugLog("Selection","Unknown selection type: "+iType)}return highlighted};eDwSelMgr.prototype.setNodeSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeSelectionHighlightMode()]};eDwSelMgr.prototype.setNodeSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionColor();this.mSelMgrHC.setNodeSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setNodeSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionOutlineColor();this.mSelMgrHC.setNodeSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeElementSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeElementSelectionHighlightMode()]};eDwSelMgr.prototype.setElementSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionColor();this.mSelMgrHC.setNodeElementSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionOutlineColor();this.mSelMgrHC.setNodeElementSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.getSelObjFromPos=function(iPos,iPickConfig,iViewer){return __awaiter(this,void 0,void 0,(function(){var selObj,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iViewer.getHCView().pickFromPoint(iPos,iPickConfig)];case 1:selObj=_a.sent();subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);return[2,subEntityInfo.SubEntity?selObj:null]}}))}))};eDwSelMgr.prototype.initMappings=function(ioMapping,ioRevMapping){var HCM=eDwTypes_11.HC.SelectionHighlightMode;ioRevMapping[ioMapping["Highlight"]=HCM.HighlightOnly]="Highlight";ioMapping["HighlightAndOutline"]=HCM.HighlightAndOutline;ioRevMapping[HCM.HighlightAndOutline]="HighlightAndOutline";ioRevMapping[ioMapping["Outline"]=HCM.OutlineOnly]="Outline"};eDwSelMgr.prototype.createHierNodeSelObj=function(iSelObj){var hierNode=this.mViewer.getModel().getHierarchyNode(iSelObj.getIDHC());var newSelObj=eDwSelObj.createEmpty();if(hierNode){newSelObj=eDwSelObj.extendHCSelObj(eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID,iSelObj.getIncludeId(),iSelObj.getFaceEntity(),iSelObj.getLineEntity(),iSelObj.getPointEntity()))}return newSelObj};eDwSelMgr.prototype.isSelectionHandled=function(iSelObjHC){var index=iSelObjHC.overlayIndex();if(!utils.isNumber(index))return false;var notifiers=this.mSelectOverlayNotifiers[index];if(!notifiers)return false;for(var _i=0,notifiers_1=notifiers;_i<notifiers_1.length;_i++){var notifier=notifiers_1[_i];if(notifier.onSelect(iSelObjHC))return true}return false};eDwSelMgr.prototype.unSelectObjs=function(iSelObjsHC,iIs2D){return __awaiter(this,void 0,void 0,(function(){var modelView,_i,iSelObjsHC_1,selObjHC,selObj,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.UnselectEvent,this.mViewer,iSelObjsHC)];case 1:_a.sent();if(!iIs2D)return[3,5];modelView=this.mViewer.getModel().getActiveModelView();_i=0,iSelObjsHC_1=iSelObjsHC;_a.label=2;case 2:if(!(_i<iSelObjsHC_1.length))return[3,5];selObjHC=iSelObjsHC_1[_i];selObj=eDwSelObj.extendHCSelObj(selObjHC);hierNode=modelView.Nodes[selObj.getIDHC()];if(!hierNode)return[3,4];return[4,hierNode.showBoundingBox(this.mViewer,"off")];case 3:_a.sent();_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))};eDwSelMgr.prototype.addUniqueToSelectableObjsHC=function(iSelObj){if(this.mSelectableObjsHC.indexOf(iSelObj)<0){this.mSelectableObjsHC.push(iSelObj)}};eDwSelMgr.prototype.executeSelection=function(iSelection){var nodeIDHC;var selObjHC;if(utils.isNumber(iSelection)){nodeIDHC=iSelection}else{nodeIDHC=iSelection.getIDHC();if(!utils.isNumber(nodeIDHC))return false;selObjHC=iSelection}function selectNodeHC(iSelMgr,iSelModeHC){var _this=this;var viewer=iSelMgr.mViewer;var model=viewer.getModel();var modelView=model.getActiveModelView();var hierNode=modelView.Nodes[nodeIDHC];if(hierNode){if(model.isDrawing()){var shown=false;var index=iSelMgr.getSelectedNodeIDIndex(nodeIDHC);var setState=iSelModeHC===eDwTypes_11.HC.SelectionMode.Set;if(setState){if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}var unselObjsHC_1=iSelMgr.mSelectableObjsHC;iSelMgr.mSelectableObjsHC=[];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iSelMgr.unSelectObjs(unselObjsHC_1,true)];case 1:_a.sent();return[4,hierNode.showBoundingBox(viewer,"on")];case 2:_a.sent();return[2]}}))}))})();shown=true}else{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,hierNode.showBoundingBox(viewer,"toggle")];case 1:_a.sent();return[2]}}))}))})();shown=index>-1?false:true}if(shown){var selObjDupHC_1=eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID);iSelMgr.addUniqueToSelectableObjsHC(selObjDupHC_1);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,viewer,[selObjDupHC_1])];case 1:_a.sent();l_debugDumpSelection(selObjDupHC_1.getNodeId(),selObjDupHC_1.getSelectionType());return[2]}}))}))})()}}else{var selMgrHC=iSelMgr.mSelMgrHC;if(!selObjHC){selMgrHC.selectNode(nodeIDHC,iSelModeHC);var selObj=eDwSelObj.extendHCSelObj(selMgrHC.getLast());if(selObj.getIDHC()===nodeIDHC){iSelMgr.addUniqueToSelectableObjsHC(selObj)}}else{if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Add){selMgrHC.add(selObjHC)}else if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Set){selMgrHC.set(selObjHC)}else{var wasSelected=selMgrHC.isSelected(selObjHC);selMgrHC.toggle(selObjHC);if(wasSelected){var index=iSelMgr.mSelectableObjsHC.indexOf(selObjHC);if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}}}if(selMgrHC.isSelected(selObjHC)){iSelMgr.addUniqueToSelectableObjsHC(selObjHC)}}}return eDwTypes_11.HC.SelectionType.Part}return eDwTypes_11.HC.SelectionType.None}var ret=false;try{var selType=eDwTypes_11.HC.SelectionType.None;var keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();if(!keyMgr.isDown("Control")&&!keyMgr.isDown("Shift")){selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Set);ret=true}else{var existingIdx=this.getSelectedNodeIDIndex(nodeIDHC);if(existingIdx>-1){if(keyMgr.isDown("Control")){this.mSelMgrHC.remove(this.mSelectableObjsHC[existingIdx]);this.mSelectableObjsHC.splice(existingIdx,1)}else if(keyMgr.isDown("Shift")){ret=true}}else{selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Add);if(this.getSelectedNodeIDIndex(nodeIDHC)>-1){ret=true}}}if(selType!==eDwTypes_11.HC.SelectionType.None){l_debugDumpSelection(nodeIDHC,selType)}}catch(iErr){console.log("eDwSelMgr.selectByID failed")}return ret};return eDwSelMgr}();function l_debugDumpSelection(iID,iSelType){console.debugLog("Selection","Selected Obj ID: "+iID+" - type: "+eDwTypes_11.HC.SelectionType[iSelType])}return eDwSelMgr}));define("eDwSelObj",["require","exports","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwTypes_12,eDwGeomUtils_1,utils){"use strict";var eDwSelObj=function(){function eDwSelObj(iSelObjHC,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(this,[eDwTypes_12.HC.Selection.SelectionItem]);$.extend(true,this,iSelObjHC);this.setPointInLocalSpace(iSelObjHC.getPosition(),iToLocalTransformHC)}eDwSelObj.prototype.getIDHC=function(){var nodeIDHC=this.getNodeId();return utils.isNumber(nodeIDHC)?nodeIDHC:NaN};eDwSelObj.prototype.getLocalPoint=function(){return this.mLocalPnt};eDwSelObj.prototype.getWorldPoint=function(){return this.getPosition()};eDwSelObj.prototype.getAsLocalPoint=function(iWorldPtHC){return this.mToLocalTransformHC&&iWorldPtHC?this.mToLocalTransformHC.transform(iWorldPtHC):iWorldPtHC};eDwSelObj.prototype.getAsWorldPoint=function(iLocalPtHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;return toWorldTransformHC&&iLocalPtHC?toWorldTransformHC.transform(iLocalPtHC):iLocalPtHC};eDwSelObj.prototype.getLocalVector=function(){var _this=this;return this.getVectorInfo((function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)})).Vec};eDwSelObj.prototype.getWorldVector=function(){return this.getVectorInfo().Vec};eDwSelObj.prototype.getAsLocalVector=function(iWorldVecHC){var normalMatrix=this.mToLocalTransformHC?this.mToLocalTransformHC.normalMatrix():null;return iWorldVecHC&&normalMatrix?normalMatrix.transform(iWorldVecHC):null};eDwSelObj.prototype.getAsWorldVector=function(iLocalVecHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;var normalMatrix=toWorldTransformHC?toWorldTransformHC.normalMatrix():null;return iLocalVecHC&&normalMatrix?normalMatrix.transform(iLocalVecHC):null};eDwSelObj.prototype.getToLocalTransform=function(){return this.mToLocalTransformHC};eDwSelObj.prototype.findAngle=function(iSelObj){var _this=this;var selObj1Type=eDwSelObj.getSubEntityInfo(this).SubEntityTypeName;var selObj2Type=eDwSelObj.getSubEntityInfo(iSelObj).SubEntityTypeName;if(!selObj1Type||!selObj2Type||selObj2Type==="Point"||selObj1Type==="Point"){return NaN}var toLocalFunc;if(this.getToLocalTransform().equals(iSelObj.getToLocalTransform())){toLocalFunc=function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)}}var selObjVecInfo1=this.getVectorInfo(toLocalFunc);var selObjVecInfo2=iSelObj.getVectorInfo(toLocalFunc);if(selObj1Type!==selObj2Type){var curveVecInfo=selObjVecInfo1;var faceVecInfo=selObjVecInfo2;if(selObj1Type==="Face"){curveVecInfo=selObjVecInfo2;faceVecInfo=selObjVecInfo1}var surfPlane=eDwTypes_12.HC.Plane.createFromPointAndNormal(faceVecInfo.Pts[0],faceVecInfo.Vec);faceVecInfo.Pts[0]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[0],surfPlane);faceVecInfo.Pts[1]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[1],surfPlane);faceVecInfo.Vec=eDwTypes_12.HC.Point3.subtract(faceVecInfo.Pts[0],faceVecInfo.Pts[1])}if(!selObjVecInfo1.Vec||!selObjVecInfo1.Pts||!selObjVecInfo2.Vec||!selObjVecInfo2.Pts)return NaN;var normal3DHC=eDwTypes_12.HC.Point3.cross(selObjVecInfo1.Vec,selObjVecInfo2.Vec);if(!eDwGeomUtils_1.isValidHCPoint(normal3DHC)||normal3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){return eDwTypes_12.HC.Point3.dot(selObjVecInfo1.Vec,selObjVecInfo1.Vec)*180}var planeNormal=normal3DHC.copy();planeNormal.normalize();var pts3DHC=[];for(var _i=0,_a=__spreadArrays(selObjVecInfo1.Pts,selObjVecInfo2.Pts);_i<_a.length;_i++){var pnt3DHC=_a[_i];pts3DHC.push(eDwGeomUtils_1.dropPointOnPlane(pnt3DHC,eDwTypes_12.HC.Plane.createFromPointAndNormal(selObjVecInfo1.Pts[0],planeNormal)))}var betweenVec3DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],pts3DHC[0]);var crossVec3DHC=eDwTypes_12.HC.Point3.cross(betweenVec3DHC,selObjVecInfo2.Vec);var normalLen=normal3DHC.length();var t1=eDwTypes_12.HC.Point3.dot(crossVec3DHC,normal3DHC)/(normalLen*normalLen);var intPt3DHC=eDwTypes_12.HC.Point3.add(pts3DHC[0],selObjVecInfo1.Vec.scale(t1));var newVec13DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[0],intPt3DHC);var newVec23DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[1],intPt3DHC);var vec13DHC=newVec23DHC;if(newVec13DHC.length()>newVec23DHC.length())vec13DHC=newVec13DHC;var newVec33DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],intPt3DHC);var newVec43DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[3],intPt3DHC);var vec23DHC=newVec43DHC;if(newVec33DHC.length()>newVec43DHC.length())vec23DHC=newVec33DHC;vec13DHC.normalize();vec23DHC.normalize();return Math.acos(eDwTypes_12.HC.Point3.dot(vec13DHC,vec23DHC))*180/Math.PI};eDwSelObj.extendHCSelObj=function(ioSelObj,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(ioSelObj,[eDwSelObj]);if(utils.isInstanceOf(ioSelObj,eDwSelObj)){var pos2DHC=ioSelObj.getPosition();if(pos2DHC){ioSelObj.setPointInLocalSpace(pos2DHC,iToLocalTransformHC)}return ioSelObj}throw new TypeError("eDwSelObj is undefined")};eDwSelObj.createEmpty=function(){return new eDwSelObj(eDwTypes_12.HC.Selection.SelectionItem.create())};eDwSelObj.getLocalTransform=function(ioSelObjHC,iModel){var toLocalTransformHC=new eDwTypes_12.HC.Matrix;var subEntityInfo=eDwSelObj.getSubEntityInfo(ioSelObjHC);if(subEntityInfo.SubEntity){var selObj=eDwSelObj.extendHCSelObj(ioSelObjHC);var selObjIDHC=selObj.getIDHC();var selHierNode=iModel.getHierarchyNode(selObjIDHC);if(selHierNode&&selHierNode.Category==="view"){var modelHC=iModel.getHCModel();var parentNodeHC=modelHC.getNodeParent(selHierNode.HOOPSID);var parentNetMatrixHC=modelHC.getNodeNetMatrix(parentNodeHC);var selNetMatrixHC=modelHC.getNodeNetMatrix(selObjIDHC);var invParentNetMatrix=parentNetMatrixHC.inverseAndDeterminant()[0]||new eDwTypes_12.HC.Matrix;var matrixHC=eDwTypes_12.HC.Matrix.multiply(selNetMatrixHC,invParentNetMatrix);toLocalTransformHC=eDwTypes_12.HC.Matrix.inverse(matrixHC)||new eDwTypes_12.HC.Matrix}}return toLocalTransformHC};eDwSelObj.getMinDistInfo=function(iSelPropsHC,iSelObjs,iModel){return __awaiter(this,void 0,void 0,(function(){function getMinDistPtToFace(iPointHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var lineRay;return __generator(this,(function(_a){switch(_a.label){case 0:lineRay=new eDwTypes_12.HC.Ray(iPointHC,new eDwTypes_12.HC.Point3(0,0,0));return[4,getMinDistLineToFace(lineRay,iSelObj,iFaceSelObj,iModelHC)];case 1:return[2,_a.sent()]}}))}))}function getMinDistLineToFace(iRayHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var distItem;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModelHC.computeMinimumFaceLineDistance(iFaceSelObj.getNodeId(),iFaceSelObj.getFaceEntity().getCadFaceIndex(),iRayHC)];case 1:distItem=_a.sent();return[2,adjustDistance(iSelObj,iFaceSelObj,distItem)]}}))}))}function adjustDistance(iSelObj,iFaceSelObj,ioDistItem){var toLocalTransformHC=iSelObj.getToLocalTransform();var toLocalTransformForFaceHC=iFaceSelObj.getToLocalTransform();if(toLocalTransformHC&&toLocalTransformForFaceHC&&toLocalTransformHC.equals(toLocalTransformForFaceHC)){ioDistItem.distance*=toLocalTransformHC.upperLeft3x3Determinant()}return ioDistItem}var selEntInfoHC0,selEntInfoHC1,modelHC,vertSelObj,faceSelObj,faceProp,pos2DHC,faceSelObj0,faceSelObj1,faceProp0,faceProp1,distItem,edgeSelObj,edgeProp,faceSelObj,faceProp,pntsWCHC,lineHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,null];selEntInfoHC0=eDwSelObj.getSubEntityInfo(iSelObjs[0]);selEntInfoHC1=eDwSelObj.getSubEntityInfo(iSelObjs[1]);modelHC=iModel.getHCModel();if(!(selEntInfoHC0.SubEntityTypeName==="Point"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,3];vertSelObj=iSelObjs[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"){vertSelObj=iSelObjs[1];faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0]}pos2DHC=vertSelObj.getPosition();if(!pos2DHC){throw new TypeError("vertSelObj position is undefined")}if(!(faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,2];return[4,getMinDistPtToFace(vertSelObj.getPosition(),vertSelObj,faceSelObj,modelHC)];case 1:return[2,_a.sent()];case 2:return[3,10];case 3:if(!(selEntInfoHC0.SubEntityTypeName==="Face"&&selEntInfoHC1.SubEntityTypeName==="Face"))return[3,6];faceSelObj0=iSelObjs[0],faceSelObj1=iSelObjs[1];faceProp0=iSelPropsHC[0],faceProp1=iSelPropsHC[1];if(!(faceProp0 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,5];return[4,modelHC.computeMinimumFaceFaceDistance(faceSelObj0.getNodeId(),faceSelObj0.getFaceEntity().getCadFaceIndex(),faceSelObj1.getNodeId(),faceSelObj1.getFaceEntity().getCadFaceIndex())];case 4:distItem=_a.sent();return[2,adjustDistance(faceSelObj0,faceSelObj1,distItem)];case 5:return[3,10];case 6:if(!(selEntInfoHC0.SubEntityTypeName==="Line"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,10];edgeSelObj=iSelObjs[0];edgeProp=iSelPropsHC[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"){faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0];edgeSelObj=iSelObjs[1];edgeProp=iSelPropsHC[1]}if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,8];return[4,getMinDistPtToFace(edgeProp.origin,edgeSelObj,faceSelObj,modelHC)];case 7:return[2,_a.sent()];case 8:if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,10];pntsWCHC=edgeSelObj.getLineEntity().getPoints();if(!(pntsWCHC.length===2))return[3,10];lineHC=new eDwTypes_12.HC.Ray(pntsWCHC[0],pntsWCHC[1]);return[4,getMinDistLineToFace(lineHC,edgeSelObj,faceSelObj,modelHC)];case 9:return[2,_a.sent()];case 10:return[2,null]}}))}))};eDwSelObj.getSelObjProperty=function(iSelObjHC,iModel){return __awaiter(this,void 0,void 0,(function(){var subEntityProperty,subEntityInfo,subEntityTypeName,selObj,subEntityID,modelHC,_a;return __generator(this,(function(_b){switch(_b.label){case 0:subEntityProperty=null;subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObjHC);subEntityTypeName="Unknown";if(!subEntityInfo.SubEntity)return[3,6];selObj=eDwSelObj.extendHCSelObj(iSelObjHC);subEntityTypeName=subEntityInfo.SubEntityTypeName;subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);modelHC=iModel.getHCModel();_a=subEntityTypeName;switch(_a){case"Line":return[3,1];case"Face":return[3,3];case"Point":return[3,5]}return[3,5];case 1:return[4,modelHC.getEdgeProperty(selObj.getIDHC(),subEntityID)];case 2:subEntityProperty=_b.sent();return[3,6];case 3:return[4,modelHC.getFaceProperty(selObj.getIDHC(),subEntityID)];case 4:subEntityProperty=_b.sent();return[3,6];case 5:return[3,6];case 6:return[2,{Property:subEntityProperty,Name:subEntityTypeName}]}}))}))};eDwSelObj.setSelObjSubEntityColor=function(iSelObjsHC,iModel,iColor){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iColor)};eDwSelObj.setSelObjSubEntityHighlight=function(iSelObjsHC,iModel,iHighlight){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iHighlight)};eDwSelObj.getSubEntityInfo=function(iSelObjHC){function checkIfSelectable(iSubEntity,iSelTypeMask){return eDwSelObj.getSubEntityBits(iSubEntity)&iSelTypeMask?true:false}var subEntity=null;var typeName="";var isSelectable=false;if(iSelObjHC){if(subEntity=iSelObjHC.getPointEntity()){typeName="Point";isSelectable=true}else if(subEntity=iSelObjHC.getLineEntity()){typeName="Line";var cEdgeSelMeasureHC=4;isSelectable=checkIfSelectable(subEntity,cEdgeSelMeasureHC)}else if(subEntity=iSelObjHC.getFaceEntity()){typeName="Face";var cFaceSelMeasureHC=1;isSelectable=checkIfSelectable(subEntity,cFaceSelMeasureHC)}}return{SubEntity:subEntity,SubEntityTypeName:typeName,IsSelectable:isSelectable}};eDwSelObj.getSubEntityTypeName=function(iSubEntityType){if(!iSubEntityType)return"";return utils.getObjectTypeName(iSubEntityType).slice(0,-6)};eDwSelObj.getSubEntityID=function(iSubEntity){return iSubEntity?iSubEntity._elementIndex:NaN};eDwSelObj.getSubEntityBits=function(iSubEntity){return iSubEntity?iSubEntity._elementBits:NaN};eDwSelObj.prototype.setPointInLocalSpace=function(iWorldPtHC,iToLocalTransformHC){if(iToLocalTransformHC){this.mLocalPnt=iWorldPtHC?iToLocalTransformHC.transform(iWorldPtHC):null;this.mToLocalTransformHC=iToLocalTransformHC}};eDwSelObj.setSelObjSubEntity=function(iSelObjsHC,iModel,iSetting){if(!iSelObjsHC||!iSelObjsHC.length)return[];var modelHC=iModel.getHCModel();var subEntityIDs=[];for(var _i=0,iSelObjsHC_2=iSelObjsHC;_i<iSelObjsHC_2.length;_i++){var selObjHC=iSelObjsHC_2[_i];var nodeID=selObjHC.getNodeId();var subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);var subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);var isColor=typeof iSetting==="object"?true:false;var action="setNode"+subEntityInfo.SubEntityTypeName+(isColor?"Color":"Highlighted");action=!iSetting&&isColor?"un"+action:action;try{modelHC[action](nodeID,subEntityID,iSetting);subEntityIDs.push(subEntityID)}catch(iExcp){}}return subEntityIDs};eDwSelObj.prototype.getVectorInfo=function(iTransformPointFunc){if(iTransformPointFunc===void 0){iTransformPointFunc=function(iPntHC){return iPntHC}}var vec3DHC;var startCrvPt3DHC;var endCrvPt3DHC;var entityHC;if(entityHC=this.getLineEntity()){var crvPtsWC3DHC=entityHC.getPoints();var numPts=crvPtsWC3DHC.length;if(numPts>1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){console.warn("eDwSelObj.getVectorInfo failed")}}}vec3DHC.normalize()}else if(entityHC=this.getFaceEntity()){vec3DHC=entityHC.getNormal();vec3DHC.normalize();startCrvPt3DHC=iTransformPointFunc(entityHC.getPosition());endCrvPt3DHC=eDwTypes_12.HC.Point3.add(startCrvPt3DHC,vec3DHC)}return{Vec:vec3DHC,Pts:[startCrvPt3DHC,endCrvPt3DHC]}};return eDwSelObj}();return eDwSelObj}));define("eDwSelectionOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwEvents","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwEvents_5,eDwTypes_13,eDwGeomUtils,utils){"use strict";var eDwSelectionOperator=function(_super){__extends(eDwSelectionOperator,_super);function eDwSelectionOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCalloutTimeoutHandle=NaN;_this.mNameCallout=null;_this.mSelObjIDHC=NaN;_this.mMousePosCopy=null;_super.prototype.pushHighlightSelectionState.call(_this,"NODE",true);_super.prototype.pushHighlightSelectionState.call(_this,"FACE",true);_super.prototype.pushHighlightSelectionState.call(_this,"EDGE",false);_super.prototype.pushHighlightSelectionState.call(_this,"VERTEX",false);_super.prototype.pushElementSelectionHighlightMode.call(_this,"HighlightAndOutline");return _this}eDwSelectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(ioMouseEvent&&this.CurrInputInfo))return[3,2];return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onDown(ioMouseEvent.getPosition()));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,activeOpID;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];pos=ioMouseEvent.getPosition();activeOpID=this.Viewer.OperatorMgr.getActiveOperatorID();if(!this.CurrInputInfo&&this.Viewer.getModel().isAssembly()&&activeOpID===this.OperatorID){this.mMousePosCopy=pos.copy();(function(){return __awaiter(_this,void 0,void 0,(function(){var selObj,op;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMousePosCopy)return[2];return[4,this.Viewer.ViewMgr.pickFromPoint(this.mMousePosCopy,new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.Face))];case 1:selObj=_a.sent();this.mSelObjIDHC=selObj.getIDHC();op=this;this.mCalloutTimeoutHandle=setTimeout((function(){op.updateCallout()}),1e3);return[2]}}))}))})()}return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onMove(pos));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onDoubleClick=function(ioInputEvent){var _this=this;var stopFurtherProcessing=false;if(!ioInputEvent)return stopFurtherProcessing;(function(){return __awaiter(_this,void 0,void 0,(function(){var pnt2DHC,haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:pnt2DHC=ioInputEvent.getPosition();return[4,this.doPick(pnt2DHC)];case 1:haveSelection=_a.sent();_super.prototype.onDoubleClick.call(this,ioInputEvent);return[4,eDwEventMgr.get().fireEvent(eDwEvents_5.LeftDoubleClickEvent,this.Viewer,pnt2DHC,haveSelection)];case 2:_a.sent();return[2]}}))}))})();return stopFurtherProcessing};eDwSelectionOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.onDown(ioTouchEvent.getPosition());return[2]}}))}))};eDwSelectionOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var pos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];pos=ioTouchEvent.getPosition();if(!(pos.x===Math.round(pos.x)&&pos.y===Math.round(pos.y)))return[3,2];return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];if(!this.hasTouchMoved(ioTouchEvent)){if(this.CurrTouches.length===1){this.onClick(ioTouchEvent);ioTouchEvent.setHandled(true)}else{ioTouchEvent.setHandled(false)}}return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwSelectionOperator.prototype.onClick=function(ioInputEvent){var _this=this;var processButton=function(iAppEvent){if(!_this.isDragging()){(function(){return __awaiter(_this,void 0,void 0,(function(){var haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.doPick(pos2DHC)];case 1:haveSelection=_a.sent();return[4,eventMgr.fireEvent(iAppEvent,this.Viewer,pos2DHC,haveSelection)];case 2:_a.sent();if(!ioInputEvent.getHandled()){ioInputEvent.setHandled(true)}return[2]}}))}))})()}};var stopFurtherProcessing=false;var pos2DHC=ioInputEvent.getPosition();var eventMgr=eDwEventMgr.get();switch(this.ActiveMouseButton){case"left":{processButton(eDwEvents_5.LeftClickEvent);stopFurtherProcessing=true;break}case"middle":{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_5.MiddleClickEvent,this.Viewer,pos2DHC)];case 1:_a.sent();return[2]}}))}))})();stopFurtherProcessing=true;break}case"right":{processButton(eDwEvents_5.RightClickEvent);stopFurtherProcessing=true;break}default:break}return stopFurtherProcessing};eDwSelectionOperator.prototype.updateCallout=function(){if(this.CurrInputInfo||!this.mMousePosCopy){return}var isSameID=this.mNameCallout?this.mNameCallout.isSameID(this.mSelObjIDHC):false;if(isSameID)return;var markupMgrHC=this.Viewer.getHCMarkupManager();try{if(this.mNameCallout){markupMgrHC.unregisterMarkup(this.mNameCallout.MarkupID);this.mNameCallout=null;if(utils.isNumber(this.mCalloutTimeoutHandle)){clearTimeout(this.mCalloutTimeoutHandle);this.mCalloutTimeoutHandle=NaN}}if(utils.isNumber(this.mSelObjIDHC)){var model=this.Viewer.getModel();var hierNode=model.getHierarchyNode(this.mSelObjIDHC);if(!hierNode)return;var name_2=hierNode.Name?hierNode.Name:cDefaultModelName;var pos=eDwTypes_13.HC.Point2.add(this.mMousePosCopy.copy(),new eDwTypes_13.HC.Point2(0,20));this.mNameCallout=new NameCallout(this.Viewer,this.mSelObjIDHC,name_2,pos);this.mNameCallout.MarkupID=markupMgrHC.registerMarkup(this.mNameCallout)}}catch(iExcp){this.mNameCallout=null}markupMgrHC.refreshMarkup()};eDwSelectionOperator.prototype.doPick=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var isDrawing,_a;return __generator(this,(function(_b){switch(_b.label){case 0:isDrawing=this.Viewer.getModel().isDrawing();if(!isDrawing)return[3,2];return[4,this.doPickInDrawing(iCoords)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.Viewer.SelectionMgr.select(iCoords)];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwSelectionOperator.prototype.doPickInDrawing=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var selSuccess,model,activeSheetHierNode,childHierarchyMap,children,viewIDsHC,i,currentNode,pickConfig,selObj,selObjIDHC,hierNode,_i,viewIDsHC_1,viewIDHC,bboxHC,viewHC,selPt3D;return __generator(this,(function(_a){switch(_a.label){case 0:selSuccess=false;model=this.Viewer.getModel();activeSheetHierNode=model.getActiveModelView();childHierarchyMap=activeSheetHierNode.Hierarchy.getChildrenAndKeys();children=Object.keys(childHierarchyMap);viewIDsHC=[];for(i=children.length-1;i>-1;--i){currentNode=childHierarchyMap[children[i]];viewIDsHC.push(currentNode.HOOPSID)}pickConfig=new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.All);return[4,this.Viewer.ViewMgr.pickFromPoint(iCoords,pickConfig)];case 1:selObj=_a.sent();selObjIDHC=selObj.getIDHC();if(!utils.isNaN(selObjIDHC))return[3,3];return[4,this.Viewer.SelectionMgr.select(iCoords)];case 2:selSuccess=_a.sent();_a.label=3;case 3:hierNode=model.getHierarchyNode(selObjIDHC);if(!hierNode)return[3,6];if(!(viewIDsHC.indexOf(hierNode.HOOPSID)>-1))return[3,5];return[4,this.Viewer.SelectionMgr.selectByID(hierNode.HOOPSID)];case 4:selSuccess=_a.sent();_a.label=5;case 5:return[3,10];case 6:_i=0,viewIDsHC_1=viewIDsHC;_a.label=7;case 7:if(!(_i<viewIDsHC_1.length))return[3,10];viewIDHC=viewIDsHC_1[_i];return[4,model.getBoundingBoxOfIDsHC([viewIDHC])];case 8:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[3,9];viewHC=this.Viewer.getHCView();selPt3D=viewHC.unprojectPoint(iCoords,0);if(!selPt3D)return[3,9];selPt3D.z=bboxHC.center().z;if(eDwGeomUtils.isPoint3DInBox(selPt3D,bboxHC)){selSuccess=this.Viewer.SelectionMgr.selectByID(viewIDHC);return[3,10]}_a.label=9;case 9:_i++;return[3,7];case 10:return[2,selSuccess]}}))}))};eDwSelectionOperator.prototype.onDown=function(iCoord){var isDrawing=this.Viewer.getModel().isDrawing();var cActiveBtn=this.ActiveMouseButton;return isDrawing&&!(isDrawing&&cActiveBtn==="right")&&!(isDrawing&&this.Viewer.ViewerFeatureOpts.Debug&&cActiveBtn==="left")};eDwSelectionOperator.prototype.onMove=function(iCoord){return!this.CurrInputInfo};return eDwSelectionOperator}(eDwBaseSelOperator);var NameCallout=function(_super){__extends(NameCallout,_super);function NameCallout(iVewer,iSelObjIDHC,iText,iPos){var _this=_super.call(this)||this;_this.mViewer=iVewer;_this.mTextBox=new eDwTypes_13.HC.Markup.Shape.TextBox;_this.mTextBox.getBoxPortion().setFillColor(eDwTypes_13.HC.Color.white());_this.mTextBox.getBoxPortion().setFillOpacity(1);_this.mMarkupID="";_this.mSelObjIDHC=iSelObjIDHC;_this.mTextBox.setPosition(iPos);_this.mTextBox.setTextString(iText);return _this}NameCallout.prototype.draw=function(){var str=this.mTextBox.getTextString();if(str==="")return;var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawTextBox(this.mTextBox)};NameCallout.prototype.isSameID=function(iSelObjIDHC){return this.mSelObjIDHC===iSelObjIDHC||isNaN(iSelObjIDHC)&&isNaN(this.mSelObjIDHC)?true:false};Object.defineProperty(NameCallout.prototype,"MarkupID",{get:function(){return this.mMarkupID},set:function(iMarkupID){this.mMarkupID=iMarkupID},enumerable:false,configurable:true});return NameCallout}(eDwTypes_13.HC.Markup.MarkupItem);var cDefaultModelName="???";return eDwSelectionOperator}));define("eDwServiceMgr",["require","exports"],(function(require,exports){"use strict";var eDwServiceMgr=function(){function eDwServiceMgr(iServerURL,iDisable){this.mServerURL=iServerURL.replace(/(\/*)$/,"");this.mAdvancedServicesDisabled=iDisable;this.mPluginFiles=[];this.mBaseCacheDirs=[]}eDwServiceMgr.create=function(iServerURL,iDisable){if(iDisable===void 0){iDisable=false}if(!eDwServiceMgr.sServiceMgr){eDwServiceMgr.sServiceMgr=new eDwServiceMgr(iServerURL,iDisable)}};eDwServiceMgr.get=function(){return eDwServiceMgr.sServiceMgr};eDwServiceMgr.usesWebServices=function(){return false};eDwServiceMgr.prototype.disableAdvancedServices=function(iDisable){if(iDisable===void 0){iDisable=true}this.mAdvancedServicesDisabled=iDisable};eDwServiceMgr.prototype.getFileFromServer=function(iFileURL,iLoadAsNativeType){if(iLoadAsNativeType===void 0){iLoadAsNativeType=false}return __awaiter(this,void 0,void 0,(function(){var jqNativePlugin,_a,iExcp_6;return __generator(this,(function(_b){switch(_b.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,null];_b.label=1;case 1:_b.trys.push([1,6,,7]);jqNativePlugin=$;if(!iLoadAsNativeType)return[3,3];return[4,jqNativePlugin.getNative(iFileURL)];case 2:_a=_b.sent();return[3,5];case 3:return[4,$.get(iFileURL)];case 4:_a=_b.sent();_b.label=5;case 5:return[2,_a];case 6:iExcp_6=_b.sent();return[3,7];case 7:return[2,null]}}))}))};eDwServiceMgr.prototype.getFileFromServerModelCache=function(iModelKey,iFileName){return __awaiter(this,void 0,void 0,(function(){var fileInfo,baseCacheDirs,_i,baseCacheDirs_1,dir,fileURL,_a,iExcp_7;return __generator(this,(function(_b){switch(_b.label){case 0:fileInfo={Path:""};if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,fileInfo]}return[4,this.getBaseCacheDirs()];case 1:baseCacheDirs=_b.sent();_i=0,baseCacheDirs_1=baseCacheDirs;_b.label=2;case 2:if(!(_i<baseCacheDirs_1.length))return[3,7];dir=baseCacheDirs_1[_i];fileURL=dir+"/"+iModelKey+"/"+iFileName;_b.label=3;case 3:_b.trys.push([3,5,,6]);_a=fileInfo;return[4,this.getFileFromServer(fileURL)];case 4:_a.Data=_b.sent();fileInfo.Path=this.mServerURL+"/"+fileURL;return[2,fileInfo];case 5:iExcp_7=_b.sent();return[3,6];case 6:_i++;return[3,2];case 7:return[2,fileInfo]}}))}))};eDwServiceMgr.prototype.getClientPublicIP=function(iGetClientPublicIP){return __awaiter(this,void 0,void 0,(function(){var ret,iExcp_8;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iGetClientPublicIP||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,"0.0.0.0"]}if(!iGetClientPublicIP||this.mAdvancedServicesDisabled)return[2,""];ret="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.get("https://api.ipify.org","",$.noop(),"text")];case 2:ret=_a.sent();return[3,4];case 3:iExcp_8=_a.sent();console.warn("Failed to get client public IP: "+iExcp_8.name+" - "+iExcp_8.message);if(!iExcp_8.message){iExcp_8.message="Possible CORS failure.  See the browser "+"console output for more details."}throw iExcp_8;case 4:return[2,ret]}}))}))};eDwServiceMgr.prototype.convert=function(ioParams){return __awaiter(this,void 0,void 0,(function(){var result,clientIP,params;return __generator(this,(function(_a){switch(_a.label){case 0:result={FileName:"",ModelCacheName:"",ErrorCode:"",ErrorData:[],ServerID:"",LicenseKey:""};if(!ioParams.URL)return[2,result];result.FileName=ioParams.URL;if(!(ioParams.URL.indexOf("http")===0&&!this.mAdvancedServicesDisabled&&eDwServiceMgr.usesWebServices()))return[3,3];return[4,this.getClientPublicIP(ioParams.ValidateClientIP)];case 1:clientIP=_a.sent();params={data:{iFileURL:ioParams.URL},headers:{"X-Forwarded-For":clientIP},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/Conversion",params)];case 2:result=_a.sent();return[3,4];case 3:ioParams.URL="";_a.label=4;case 4:return[2,result]}}))}))};eDwServiceMgr.prototype.removeNamedCache=function(iModelKey,iAllowRemove){return __awaiter(this,void 0,void 0,(function(){var iExcp_9;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iAllowRemove||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/RemoveNamedCache",{data:{iModelKey:iModelKey}})];case 2:_a.sent();return[3,4];case 3:iExcp_9=_a.sent();console.warn("Could not remove the cache: "+iModelKey);console.warn(iExcp_9.message);throw iExcp_9;case 4:return[2]}}))}))};eDwServiceMgr.prototype.getWebSocketEndpoint=function(iModelKey,iWSEndPt){return __awaiter(this,void 0,void 0,(function(){var params,ws,iExpc_1;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,""]}if(iWSEndPt){this.disableAdvancedServices();return[2,iWSEndPt]}params={data:{iModelCacheName:iModelKey},cache:false};ws="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/GetWSEndpoint",params)];case 2:ws=_a.sent();return[3,4];case 3:iExpc_1=_a.sent();console.warn("Cannot get WebSocket.");return[3,4];case 4:return[2,ws]}}))}))};eDwServiceMgr.prototype.load=function(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loadedHTML;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2];return[4,this.ajax("GET",iPanelHTML,{dataType:"html"})];case 1:loadedHTML=_a.sent();$(iElemOrClassID).html(loadedHTML);return[2]}}))}))};eDwServiceMgr.prototype.fileUpload=function(iJQObj,iParams){if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return}var paramsObj={url:this.mServerURL+"/EDrawingsService.svc/FileUploadConversion"};if(iParams)$.extend(paramsObj,iParams);iJQObj.fileupload(paramsObj)};eDwServiceMgr.prototype.importDependencies=function(iPluginKeyNames){return __awaiter(this,void 0,void 0,(function(){var pluginFiles,_i,iPluginKeyNames_1,pluginKeyName,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:pluginFiles=[];_i=0,iPluginKeyNames_1=iPluginKeyNames;_a.label=1;case 1:if(!(_i<iPluginKeyNames_1.length))return[3,4];pluginKeyName=iPluginKeyNames_1[_i];return[4,this.getValidPluginFileName(pluginKeyName)];case 2:pluginFileName=_a.sent();if(pluginFileName)pluginFiles.push(pluginFileName);_a.label=3;case 3:_i++;return[3,1];case 4:return[2,pluginFiles.length?this.importPlugins(pluginFiles):[]]}}))}))};eDwServiceMgr.prototype.importPlugins=function(iPluginNames){return __awaiter(this,void 0,void 0,(function(){var pluginNames,importedPluginPromises,pluginFiles,_a,_i,pluginFiles_2,pluginFile,pluginName,iExcp_10;return __generator(this,(function(_b){switch(_b.label){case 0:pluginNames=[];importedPluginPromises=[];_b.label=1;case 1:_b.trys.push([1,5,,6]);_a=iPluginNames;if(_a)return[3,3];return[4,this.getPluginFiles()];case 2:_a=_b.sent();_b.label=3;case 3:pluginFiles=_a;for(_i=0,pluginFiles_2=pluginFiles;_i<pluginFiles_2.length;_i++){pluginFile=pluginFiles_2[_i];try{pluginName=this.importPlugin(pluginFile);if(pluginName){importedPluginPromises.push(pluginName)}}catch(iExcp){console.warn("Plugin failed to load: "+iExcp.message)}}return[4,Promise.all(importedPluginPromises).then((function(iPluginClassNames){pluginNames=iPluginClassNames}))];case 4:_b.sent();return[3,6];case 5:iExcp_10=_b.sent();console.warn("Failed to find any external plugins - "+iExcp_10.message);return[3,6];case 6:return[2,pluginNames]}}))}))};eDwServiceMgr.prototype.importPlugin=function(iPluginFile){return __awaiter(this,void 0,void 0,(function(){var pluginName,script,matches,iExcp_11;return __generator(this,(function(_a){switch(_a.label){case 0:pluginName="";if(!eDwServiceMgr.usesWebServices())return[2,pluginName];_a.label=1;case 1:_a.trys.push([1,4,,5]);return[4,new Promise((function(resolve_1,reject_1){require([iPluginFile],resolve_1,reject_1)}))];case 2:_a.sent();return[4,$.getScript(iPluginFile)];case 3:script=_a.sent();matches=script.match(/return ([a-z,A-Z,0-9,-,_,.]*Plugin)/);if(matches&&matches.length>0){pluginName=matches[1]}else{console.warn("Could not locate external plugin name in file "+iPluginFile)}return[3,5];case 4:iExcp_11=_a.sent();console.warn("Failed to load external plugin - "+iExcp_11.message);return[3,5];case 5:return[2,pluginName]}}))}))};eDwServiceMgr.prototype.getPluginFiles=function(){return __awaiter(this,void 0,void 0,(function(){var _a,_b,iExcp_12;return __generator(this,(function(_c){switch(_c.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,this.mPluginFiles];if(!!this.mPluginFiles.length)return[3,7];_c.label=1;case 1:_c.trys.push([1,6,,7]);if(!this.mAdvancedServicesDisabled)return[3,3];console.debugLog("ServiceMgr","Loading static plugin list");_a=this;return[4,this.ajax("GET","js/staticPluginList.json",{})];case 2:_a.mPluginFiles=_c.sent();return[3,5];case 3:console.debugLog("ServiceMgr","Finding plugins...");_b=this;return[4,this.ajax("GET","EDrawingsService.svc/GetPlugins",{})];case 4:_b.mPluginFiles=_c.sent();_c.label=5;case 5:return[3,7];case 6:iExcp_12=_c.sent();console.warn("No plugins available.");return[3,7];case 7:return[2,this.mPluginFiles]}}))}))};eDwServiceMgr.prototype.extendLicense=function(iKey){return __awaiter(this,void 0,void 0,(function(){var params;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}params={data:{iKey:iKey},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/ExtendLicense",params)];case 1:_a.sent();return[2]}}))}))};eDwServiceMgr.prototype.getBaseCacheDirs=function(){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!!this.mBaseCacheDirs.length)return[3,2];this.mBaseCacheDirs=[];this.mGetBaseCacheDirsPromise=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i<numDirs;++i){var cacheDir=cacheDirs[i].textContent;cacheDir=cacheDir?cacheDir.split("/").pop():null;if(cacheDir){_this.mBaseCacheDirs.push(cacheDir);console.debugLog("ServiceMgr","Added cache dir: "+cacheDir)}}}),"xml").fail((function(iJQXHR,iStatus,iError){console.warn("Could not get model cache directories: "+iStatus+": "+iError)}));return[4,this.mGetBaseCacheDirsPromise];case 1:_a.sent();return[3,4];case 2:return[4,this.mGetBaseCacheDirsPromise];case 3:_a.sent();_a.label=4;case 4:return[2,this.mBaseCacheDirs]}}))}))};eDwServiceMgr.prototype.getValidPluginFileName=function(iPluginKey){return __awaiter(this,void 0,void 0,(function(){var allPluginFileNames,foundPluginFileName,_i,allPluginFileNames_1,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getPluginFiles()];case 1:allPluginFileNames=_a.sent();foundPluginFileName="";for(_i=0,allPluginFileNames_1=allPluginFileNames;_i<allPluginFileNames_1.length;_i++){pluginFileName=allPluginFileNames_1[_i];if(pluginFileName.indexOf("/"+iPluginKey+".")>-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.extend(paramsObj,iParams);_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.ajax(paramsObj)];case 2:retAJAX=_a.sent();return[3,4];case 3:iExcp_13=_a.sent();console.warn("AJAX "+iMethod+" failed for "+iService+": "+iExcp_13.message);throw iExcp_13;case 4:return[2,retAJAX]}}))}))};return eDwServiceMgr}();return eDwServiceMgr}));define("eDwSetHierNodeAttribsCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetHierNodeAttribsCmd=function(_super){__extends(eDwSetHierNodeAttribsCmd,_super);function eDwSetHierNodeAttribsCmd(iViewer,iHierNodes,iAttrib){var _this=_super.call(this,iViewer)||this;_this.mInitialHierNodeAttribs=[];_this.mFinalHierNodeAttribs=[];var finalAttrib=$.extend(true,{},iAttrib);for(var _i=0,iHierNodes_2=iHierNodes;_i<iHierNodes_2.length;_i++){var hierNode=iHierNodes_2[_i];var initialAttrib=$.extend(true,{},hierNode.getAttribs());_this.mInitialHierNodeAttribs.push({HierNode:hierNode,Attribs:initialAttrib});_this.mFinalHierNodeAttribs.push({HierNode:hierNode,Attribs:finalAttrib})}return _this}eDwSetHierNodeAttribsCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mInitialHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetHierNodeAttribsCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetHierNodeAttribsCmd}(eDwSupportsHistoryCmd);function l_setAttribs(iModel,iAttribs){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModel.setAttribs(iAttribs)];case 1:_a.sent();return[2]}}))}))}return eDwSetHierNodeAttribsCmd}));define("eDwSetLayerVisibilityCmd",["require","exports","eDwSetNodeVisibilityCmd"],(function(require,exports,eDwSetNodeVisibilityCmd){"use strict";var eDwSetLayerVisibilityCmd=function(_super){__extends(eDwSetLayerVisibilityCmd,_super);function eDwSetLayerVisibilityCmd(iViewer,iLayers,iVisible){var _this=_super.call(this,iViewer,l_getNodeIDsHC(iLayers),iVisible)||this;_this.mLayersAndVisibilities=[];for(var _i=0,iLayers_1=iLayers;_i<iLayers_1.length;_i++){var layer=iLayers_1[_i];var visible=layer.getAttribs().Visible;_this.mLayersAndVisibilities.push({Layer:layer,Visible:visible});layer.setAttribs({Visible:iVisible})}return _this}eDwSetLayerVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.setVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.setVisibility()];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetLayerVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetLayerVisibilityCmd.prototype.resetVisibility=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setVisibility(true)];case 1:_a.sent();return[2]}}))}))};eDwSetLayerVisibilityCmd.prototype.setVisibility=function(iReset){if(iReset===void 0){iReset=false}return __awaiter(this,void 0,void 0,(function(){var _i,_a,layerAndVis;return __generator(this,(function(_b){switch(_b.label){case 0:for(_i=0,_a=this.mLayersAndVisibilities;_i<_a.length;_i++){layerAndVis=_a[_i];layerAndVis.Layer.setAttribs({Visible:iReset?layerAndVis.Visible:this.mVisible})}return[4,this.mViewer.getModel().syncLayersAttribsState()];case 1:_b.sent();return[2]}}))}))};return eDwSetLayerVisibilityCmd}(eDwSetNodeVisibilityCmd);function l_getNodeIDsHC(iLayers){var nodeIDsHC=[];for(var _i=0,iLayers_2=iLayers;_i<iLayers_2.length;_i++){var layer=iLayers_2[_i];nodeIDsHC=nodeIDsHC.concat(layer.getNodeIDsHC())}return nodeIDsHC}return eDwSetLayerVisibilityCmd}));define("eDwSetNodeVisibilityCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetNodeVisibilityCmd=function(_super){__extends(eDwSetNodeVisibilityCmd,_super);function eDwSetNodeVisibilityCmd(iViewer,iNodeIDsHC,iVisible){var _this=_super.call(this,iViewer)||this;_this.mNodeIDs=iNodeIDsHC;_this.mVisible=iVisible;var model=_this.mViewer.getModel();_this.mNodeIDVisMap={};for(var _i=0,iNodeIDsHC_2=iNodeIDsHC;_i<iNodeIDsHC_2.length;_i++){var nodeIDHC=iNodeIDsHC_2[_i];_this.mNodeIDVisMap[nodeIDHC]=model.isVisibleForNodeHC(nodeIDHC)}return _this}eDwSetNodeVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilitiesForNodesHC(this.mNodeIDVisMap)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetNodeVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetNodeVisibilityCmd}(eDwSupportsHistoryCmd);return eDwSetNodeVisibilityCmd}));define("eDwSetViewCameraCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewCameraCmd=function(_super){__extends(eDwSetViewCameraCmd,_super);function eDwSetViewCameraCmd(iViewer,iSetViewCB){if(iSetViewCB===void 0){iSetViewCB=function(iViewer){return iViewer.SelectionMgr.setViewToSelectedFace()}}var _this=_super.call(this,iViewer)||this;_this.mSetViewCB=iSetViewCB;return _this}eDwSetViewCameraCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mViewer.getModel().isDrawing())return[2];return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialViewCamera=viewHC.getCamera();this.mFinalViewCamera=this.setView();return[2]}}))}))};eDwSetViewCameraCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialViewCamera&&!!this.mFinalViewCamera};Object.defineProperty(eDwSetViewCameraCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetViewCameraCmd.prototype.setView=function(){return this.mSetViewCB(this.mViewer)};return eDwSetViewCameraCmd}(eDwSupportsHistoryCmd);return eDwSetViewCameraCmd}));define("eDwSetViewCmd",["require","exports","eDwSetViewCameraCmd"],(function(require,exports,eDwSetViewCameraCmd){"use strict";var eDwSetViewCmd=function(_super){__extends(eDwSetViewCmd,_super);function eDwSetViewCmd(iViewer,iOrientation){var _this=_super.call(this,iViewer)||this;_this.mViewOrientation=iOrientation;return _this}eDwSetViewCmd.prototype.setView=function(){return this.mViewer.ViewMgr.setViewOrientation(this.mViewOrientation)};return eDwSetViewCmd}(eDwSetViewCameraCmd);return eDwSetViewCmd}));define("eDwSetViewNormalToSectionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewNormalToSectionCmd=function(_super){__extends(eDwSetViewNormalToSectionCmd,_super);function eDwSetViewNormalToSectionCmd(iViewer){return _super.call(this,iViewer)||this}eDwSetViewNormalToSectionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialCamera=viewHC.getCamera();this.mFinalCamera=this.mViewer.XSectionMgr.setViewToSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Committed",{get:function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialCamera&&!!this.mFinalCamera},enumerable:false,configurable:true});Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetViewNormalToSectionCmd}(eDwSupportsHistoryCmd);return eDwSetViewNormalToSectionCmd}));define("eDwShowOnlyCmd",["require","exports","eDwCommandMgr","eDwCompositeCmd","eDwSetHierNodeAttribsCmd"],(function(require,exports,eDwCommandMgr,eDwCompositeCmd,eDwSetHierNodeAttribsCmd){"use strict";var eDwShowOnlyCmd=function(_super){__extends(eDwShowOnlyCmd,_super);function eDwShowOnlyCmd(iViewer,iHierNodes){if(iHierNodes===void 0){iHierNodes=[]}var _this=_super.call(this,iViewer)||this;_this.FinalState=true;var model=iViewer.getModel();var modelView=model.getActiveModelView();var modelViewHierNode=modelView.Hierarchy;var childHierNodes=[];modelViewHierNode.getAllChildren(childHierNodes);if(iHierNodes.length){childHierNodes=childHierNodes.filter((function(hierNode){return iHierNodes.indexOf(hierNode)===-1}));_this.FinalState=false;_this.mSetHierNodeVisCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,iHierNodes,{Visible:true})}_this.InitialState=!_this.FinalState;_this.mSetHierNodeAttribsCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,childHierNodes,{Visible:_this.FinalState});return _this}eDwShowOnlyCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();return[4,cmdMgr.run(this.mSetHierNodeAttribsCmd,"commit")];case 1:_a.sent();return[4,cmdMgr.run(this.mSetHierNodeVisCmd,"commit")];case 2:_a.sent();return[4,_super.prototype.commit.call(this)];case 3:_a.sent();return[2]}}))}))};eDwShowOnlyCmd.prototype.isCommitted=function(){var visCmdCommitted=this.mSetHierNodeVisCmd?this.mSetHierNodeVisCmd.isCommitted:true;return _super.prototype.isCommitted.call(this)&&visCmdCommitted&&this.mSetHierNodeAttribsCmd.isCommitted()};Object.defineProperty(eDwShowOnlyCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowOnlyCmd}(eDwCompositeCmd);return eDwShowOnlyCmd}));define("eDwShowSectionCapCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwShowSectionCapCmd=function(_super){__extends(eDwShowSectionCapCmd,_super);function eDwShowSectionCapCmd(iViewer,iVisible){var _this=_super.call(this,iViewer)||this;_this.mInitialVisibility=_this.mViewer.XSectionMgr.SectionCapVisibility;_this.mFinalVisibility=iVisible;return _this}eDwShowSectionCapCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mInitialVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2]}}))}))};Object.defineProperty(eDwShowSectionCapCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowSectionCapCmd}(eDwSupportsHistoryCmd);return eDwShowSectionCapCmd}));define("eDwSupportsHistoryCmd",["require","exports","eDwHistoryMgr","eDwCmd"],(function(require,exports,eDwHistoryMgr,eDwCmd){"use strict";var eDwSupportsHistoryCmd=function(_super){__extends(eDwSupportsHistoryCmd,_super);function eDwSupportsHistoryCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mAddedToHistory=false;_this.mUndone=false;return _this}eDwSupportsHistoryCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&!this.isUndone();this.mUndone=true;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&this.isUndone();this.mUndone=false;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();eDwHistoryMgr.get().push(this);this.mAddedToHistory=true;return[2]}}))}))};eDwSupportsHistoryCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();return[2]}}))}))};eDwSupportsHistoryCmd.prototype.isCommitted=function(){return this.mAddedToHistory};eDwSupportsHistoryCmd.prototype.isUndone=function(){return this.mUndone};return eDwSupportsHistoryCmd}(eDwCmd);return eDwSupportsHistoryCmd}));define("eDwTableMgr",["require","exports"],(function(require,exports){"use strict";var eDwTableMgr=function(){function eDwTableMgr(iViewer){this.mViewer=iViewer;this.mTables=[]}eDwTableMgr.prototype.numTables=function(){return this.mTables.length};eDwTableMgr.prototype.getTables=function(){return this.mTables};eDwTableMgr.prototype.add=function(iHierNode){if(!iHierNode||iHierNode.Category!=="table")return;this.mTables.push(iHierNode)};return eDwTableMgr}();return eDwTableMgr}));define("eDwTimer",["require","exports"],(function(require,exports){"use strict";var eDwTimer=function(){function eDwTimer(){this.start()}eDwTimer.prototype.start=function(){this.mMilliSeconds=0;this.mSeconds=0;this.mMinutes=0;this.mHours=0;this.mDays=0;this.mStart=new Date};eDwTimer.prototype.ellapsed=function(){var endDate=new Date;var timeDiff=endDate.valueOf()-this.mStart.valueOf();this.mMilliSeconds=Math.round(timeDiff%1e3);timeDiff=Math.floor(timeDiff/1e3);this.mSeconds=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mMinutes=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mHours=Math.round(timeDiff%24);this.mDays=Math.floor(timeDiff/24)};eDwTimer.prototype.dumpToConsole=function(){console.debugLog("Timer","Elapsed time = "+this.mDays+" days - "+this.mHours+":"+this.mMinutes+":"+this.mSeconds+" and "+this.mMilliSeconds+" milliseconds")};Object.defineProperty(eDwTimer.prototype,"Days",{get:function(){return this.mDays},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Hours",{get:function(){return this.mHours},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Minutes",{get:function(){return this.mMinutes},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Seconds",{get:function(){return this.mSeconds},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"MilliSeconds",{get:function(){return this.mMilliSeconds},enumerable:false,configurable:true});return eDwTimer}();return eDwTimer}));define("eDwTouchOpsMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwTouchOpsMgr=function(){function eDwTouchOpsMgr(iViewer){iViewer.TouchOpsMgr=this;this.mViewer=iViewer}eDwTouchOpsMgr.prototype.unregister=function(){if(!eDwTouchOpsMgr.isTouchEnabled())return;for(var _i=0,_a=this.mTouchOpIDs;_i<_a.length;_i++){var touchOpID=_a[_i];this.mViewer.OperatorMgr.unregisterCustomOperatorByID(touchOpID)}delete this.mViewer.TouchOpsMgr};eDwTouchOpsMgr.prototype.addOp=function(iOp){if(!eDwTouchOpsMgr.isTouchEnabled())return-1;var opID=this.mViewer.OperatorMgr.registerCustomOperator(iOp,true);this.mTouchOpIDs.push(opID);return opID};eDwTouchOpsMgr.prototype.removeOp=function(iOpID){if(!eDwTouchOpsMgr.isTouchEnabled()||iOpID<0)return;var opIndex=this.mTouchOpIDs.indexOf(iOpID);if(opIndex>-1){this.mTouchOpIDs.splice(opIndex,1);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(iOpID)}};eDwTouchOpsMgr.isTouchEnabled=function(){function matchMedia(iFeature){return window.matchMedia&&window.matchMedia(iFeature).matches?true:false}var enabled=false;if("PointerEvent"in window&&"maxTouchPoints"in navigator){var maxTouchPoints=navigator.maxTouchPoints;if(utils.isNumber(maxTouchPoints)){if(navigator.maxTouchPoints>0){enabled=true}else if(navigator.maxTouchPoints===0&&matchMedia("(any-pointer:coarse)")){enabled=true}}}else{if(matchMedia("(any-pointer:coarse)")){enabled=true}else if("TouchEvent"in window||"ontouchstart"in window){enabled=true}}console.debugLog("TouchOps","Touch enabled = "+enabled);return enabled};return eDwTouchOpsMgr}();return eDwTouchOpsMgr}));define("eDwTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.EntityMode=exports.SectionPlaneOrientation=exports.HCI=exports.HC=void 0;var HC=Communicator;exports.HC=HC;var HCI=Communicator.Internal;exports.HCI=HCI;exports.SectionPlaneOrientation={XY:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,0,1)),Index:0},YZ:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(1,0,0)),Index:1},ZX:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,1,0)),Index:2}};exports.EntityMode={FACE:1,EDGE:2,VERTEX:4,HOLE:8,ALL:4294967295}}));define("eDwUI",["require","exports","eDwTypes","eDwKeyMgr","eDwUIBaseEventHandlers","eDwCommandMgr","eDwZoomToFitCmd","eDwDrawModeCmd","eDwAnimateCmd","eDwAmbientOcclusionCmd","eDwPerspectiveCmd","eDwSetViewCmd","eDwSetViewCameraCmd","eDwCompositeCmd","eDwSectionFlipCmd","eDwSetViewNormalToSectionCmd","eDwShowSectionCapCmd","eDwSectionShowCmd","eDwChangeSectionPlaneCmd","eDwUIPluginMgr","eDwEventMgr","eDwUIMessageReporter","eDwUIShortcutMenu","eDwUIUtils","eDrawingsWebViewerUtils","eDwEvents","utils"],(function(require,exports,eDwTypes_14,eDwKeyMgr_3,eDwUIBaseEventHandlers,eDwCommandMgr,eDwZoomToFitCmd,eDwDrawModeCmd,eDwAnimateCmd,eDwAmbientOcclusionCmd,eDwPerspectiveCmd,eDwSetViewCmd,eDwSetViewCameraCmd,eDwCompositeCmd,eDwSectionFlipCmd,eDwSetViewNormalToSectionCmd,eDwShowSectionCapCmd,eDwSectionShowCmd,eDwChangeSectionPlaneCmd,eDwUIPluginMgr,eDwEventMgr,eDwUIMessageReporter,eDwUIShortcutMenu_1,eDwUIUtils,eDrawingsWVUtils,eDwEvents,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUI=void 0;var eDwUI=function(){function eDwUI(){this.mUIEventHandlers=new UIEventHandlers(this,eDwUIUtils.getViewerElementName(),c_canvasID);this.mItemActiveCallbacks={};this.mItemDeactiveCallbacks={};solidworks.web.touch.support();this.awfulUIHacks()}eDwUI.prototype.initUIEvents=function(iViewerFeatOpts){this.mViewerFeatureOpts=iViewerFeatOpts;this.registerHTMLEvents()};eDwUI.prototype.init=function(iViewer){var _this=this;this.mViewer=iViewer;this.centerBottomBar();this.mViewer.XSectionMgr.SectionCapVisibility=true;$("#edrawings-section-capping-button").addClass("state-on-button");$("#edrawings-section-show-button").addClass("state-on-button");eDwUIUtils.hide(".edrawings-ui-main",false);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents.ResetSceneEvent,true)];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.toggleFullScreen=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var methodName,viewerElem,iExcp_14;return __generator(this,(function(_a){switch(_a.label){case 0:methodName="exitFullScreen()";_a.label=1;case 1:_a.trys.push([1,6,,7]);if(!l_isFullScreen())return[3,3];document.exitFullscreen=document.exitFullscreen||utils.getFirstMatchedMethodObj(document,"xitFullscreen");if(!document.exitFullscreen){console.warn("exitFullscreen() does not exist.");return[2]}return[4,document.exitFullscreen()];case 2:_a.sent();return[3,5];case 3:methodName="requestFullscreen()";viewerElem=$("#edrawings-viewer")[0];viewerElem.requestFullscreen=viewerElem.requestFullscreen||utils.getFirstMatchedMethodObj(viewerElem,"equestFullscreen");if(!viewerElem.requestFullscreen){console.warn("requestFullscreen() does not exist.");return[2]}return[4,viewerElem.requestFullscreen()];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_14=_a.sent();console.warn(methodName+" failed.  It took too long.");return[3,7];case 7:return[2]}}))}))})()};eDwUI.prototype.unregister=function(){this.unregisterHTMLEvents();UIEventHandlers.doModelDataUnloadActions(this.mViewer)};eDwUI.prototype.setDrawMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var drawModeCmd;return __generator(this,(function(_a){switch(_a.label){case 0:drawModeCmd=new eDwDrawModeCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(drawModeCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setInitialDrawMode=function(){if(!this.mViewer.ViewerFeatureOpts.RenderType)return;this.setDrawMode(this.mViewer.ViewerFeatureOpts.RenderType)};eDwUI.prototype.setPerspectiveMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveCmd;return __generator(this,(function(_a){switch(_a.label){case 0:perspectiveCmd=new eDwPerspectiveCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(perspectiveCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.hideAllOtherPanels=function(iPanelCSSClassName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iPanelCSSClassName!==".edrawings-hud-menu"))return[3,2];return[4,this.hideActiveHUDMenu()];case 1:_a.sent();_a.label=2;case 2:if(!(iPanelCSSClassName!==".edrawings-submenu"))return[3,4];return[4,this.hideActiveSubmenu()];case 3:_a.sent();_a.label=4;case 4:eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();return[2]}}))}))};eDwUI.prototype.onClick=function(iID,iActivate){var activateCallback=this.mItemActiveCallbacks[iID];var deactivateCallback=this.mItemDeactiveCallbacks[iID];if(iActivate){if(activateCallback)activateCallback()}else{if(deactivateCallback)deactivateCallback()}return activateCallback||deactivateCallback?true:false};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mModelDataLoadCompleteHandler=function(iEvent,iViewer){_this.mViewer=iViewer;eDwUIBaseEventHandlers.doModelDataLoadCompleteActions(_this.mUIEventHandlers,iViewer)};$("#"+c_canvasID).on("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);var self=this;this.registerButtonForClickEffect("edrawings-section-flip-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var sectionFlipCmd;return __generator(this,(function(_a){switch(_a.label){case 0:sectionFlipCmd=new eDwSectionFlipCmd(this.mViewer);return[4,eDwCommandMgr.get().run(sectionFlipCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-section-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewNormalToSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewNormalToSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));function setXSectionOrientation(iEvent,iUI,iOrientation){iUI.setXSectionOrientation(iOrientation);eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.currentTarget))}$("#edrawings-section-xz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.ZX)}));$("#edrawings-section-yz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.YZ)}));$("#edrawings-section-xy-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.XY)}));$("#edrawings-section-capping-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var visibility=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showCapsCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,visibility);return[4,eDwCommandMgr.get().run(showCapsCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));$("#edrawings-section-show-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var showSection=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showSectionCmd=new eDwSectionShowCmd(this.mViewer,showSection);return[4,eDwCommandMgr.get().run(showSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));this.mItemActiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){function compositeSectionDone(ioCmd){ioCmd.clearSubCmds();self.mViewer.XSectionMgr.deactivateCurrent();self.mViewer.XSectionMgr.turnOnSectionPlane(false)}var self;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.addPanelModeEvents("#edrawings-section-menu",".edw.section","#edrawings-button-section");this.mCompositeXSectionCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeXSectionCmd);this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.XSectionMgr.turnOnSectionPlane(true);this.setXSectionOrientation();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))}});self=this;if(!!this.mViewer.getModel().isDrawing())return[3,2];return[4,this.setActiveSubmenu("#edrawings-button-section","#edrawings-section-menu")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.deactivateMoveInput(".edw.section");return[4,eDwCommandMgr.get().remove(this.mCompositeXSectionCmd,"cancel")];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-section"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-section"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateDebugPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){var shortcutMenu;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-debug","#edrawings-debug-menu",".edw.debug",iHandlers)];case 1:_a.sent();if(iActivate){shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(c_debugGroupName)}shortcutMenu.addMenuItem(c_debugGroupName,"edrawings-debug-node-matrices",(function(iEvent,iUIItemJQ,iArg){if(utils.isOfType(iArg,"attr")){var nodeIDHC=parseInt(iArg.attr("data-hoopsid"),10);if(utils.isNumber(nodeIDHC)){var modelHC=self.mViewer.getModel().getHCModel();var matrixHC=modelHC.getNodeMatrix(nodeIDHC);var msg="<div>Matrix = "+JSON.stringify(matrixHC)+"</div>";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="<div>Net matrix = "+JSON.stringify(matrixHC)+"</div>";eDwUIMessageReporter.showMessageInDebugPanel(msg)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}))}else{eDwUIShortcutMenu_1.eDwUIShortcutMenu.get().removeAllMenuItems(c_debugGroupName)}return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-debug"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-debug"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));this.mItemActiveCallbacks["#edrawings-button-reset"]=function(){return __awaiter(_this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){eDwUIUtils.resetToHomeView(this.mViewer);window.setTimeout((function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI()];case 1:_a.sent();return[2]}}))}))})()}),1e3);return[2]}))}))};$(document).on(c_fullScreenChange,(function(iEvent){if(l_isFullScreen()){l_fullScreenBtnJS.removeClass(c_restoreClass)}else{l_fullScreenBtnJS.addClass(c_restoreClass);$("#edrawings-canvas-canvas-container").css({"background-color":""})}}));$("#edrawings-button-fs").on("click.edw",(function(){_this.toggleFullScreen()}));function clickDrawMode(iUI,iMode){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:iUI.setDrawMode(iMode);return[4,iUI.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}$("#edrawings-button-shaded-hlrr").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesRemoved")}));$("#edrawings-button-shaded-hlrv").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesVisible")}));$("#edrawings-button-shaded-wireframe").on("click.edw",(function(){clickDrawMode(_this,"Wireframe")}));$("#edrawings-button-shaded-full").on("click.edw",(function(){clickDrawMode(_this,"ShadedWithEdges")}));$("#edrawings-button-shaded-noedges").on("click.edw",(function(){clickDrawMode(_this,"Shaded")}));this.mItemActiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){var animateCmd;return __generator(this,(function(_a){switch(_a.label){case 0:animateCmd=new eDwAnimateCmd(this.mViewer);return[4,eDwCommandMgr.get().run(animateCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mItemActiveCallbacks["#edrawings-button-animate"]()];case 1:_a.sent();return[2]}}))}))};$("#edrawings-button-frame-file-open").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-view"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view","#edrawings-hud-view-menu")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-help"]=function(){return __awaiter(_this,void 0,void 0,(function(){var version,viewerHC;return __generator(this,(function(_a){switch(_a.label){case 0:version="<div>Version #: "+eDrawingsWVUtils.getViewerVersion()+"</div>";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="<div>HC Version:"+viewerHC.getViewerVersionString()+"</div><div>Format Version: "+viewerHC.getFormatVersionString()+"<div>"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#edrawings-hud-help-close").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-zoomtofit"]=function(){return __awaiter(_this,void 0,void 0,(function(){var viewHC,curModelView,nodeID,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:viewHC=this.mViewer.getHCView();curModelView=this.mViewer.getModel().getActiveModelView();nodeID=curModelView.Hierarchy.HOOPSID;zoomToFitCmd=new eDwZoomToFitCmd(this.mViewer,nodeID,viewHC.getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-shaded"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-shaded","#edrawings-hud-shaded-menu")];case 1:_a.sent();return[2]}}))}))};function togglePanel(iActivate,iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iActivate)return[3,2];return[4,self.setActiveSubmenu(iButtonID,iPanelID)];case 1:_a.sent();eDwUIUtils.addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID);return[3,3];case 2:eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix);_a.label=3;case 3:return[2]}}))}))}function activateSheetPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-sheet-tree","#edrawings-sheet-tree-menu",".edw.sheet",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-sheet-tree"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateLayerPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-layer-control","#edrawings-layer-control-menu",".edw.layer",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-layer-control"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));eDwKeyMgr_3.eDwKeyMgr.get().add({key:"F11"},"keydown",(function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()}));this.mItemActiveCallbacks["#edrawings-button-view-settings"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view-settings","#edrawings-hud-view-settings-menu")];case 1:_a.sent();return[2]}}))}))};var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var buttonActive,ambientOcclCmd;return __generator(this,(function(_a){switch(_a.label){case 0:buttonActive=ambientOcc.hasClass("state-on-button");return[4,this.hideActiveHUDMenu()];case 1:_a.sent();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");ambientOcclCmd=new eDwAmbientOcclusionCmd(this.mViewer,!buttonActive);return[4,eDwCommandMgr.get().run(ambientOcclCmd,"commit")];case 2:_a.sent();return[2]}}))}))})()}));$("#edrawings-button-view-perspective").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveMode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();perspectiveMode=!this.mViewer.getPerspectiveMode();this.setPerspectiveMode(perspectiveMode);return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-button-view-top",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Top)}));this.registerButtonForClickEffect("edrawings-button-view-bottom",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Bottom)}));this.registerButtonForClickEffect("edrawings-button-view-left",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Left)}));this.registerButtonForClickEffect("edrawings-button-view-right",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Right)}));this.registerButtonForClickEffect("edrawings-button-view-front",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Front)}));this.registerButtonForClickEffect("edrawings-button-view-back",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Back)}));this.registerButtonForClickEffect("edrawings-button-view-iso",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Iso)}))};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();$("#"+c_canvasID).off("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-section-show-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-hud-help-close").off("click.edw");$(document).off(c_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.hideActiveSubmenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){$(".tool-bar").css({height:"auto"});var barJQ=$(".tool-bar");var viewerElemJQ=$(eDwUIUtils.getViewerElementID());var leftButtonsJQ=$(".edrawings-icon-set.left");var rightButtonsJQ=$(".edrawings-icon-set.right");var centerButtonsJQ=$(".edrawings-icon-set.center");var width=(iWidth?iWidth:viewerElemJQ.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){width=viewerElemJQ[0].clientWidth-1}barJQ.css({position:"absolute"});leftButtonsJQ.css({left:1+"px",position:"absolute"});rightButtonsJQ.css({right:1+"px",position:"absolute"});centerButtonsJQ.css({left:width/2-52/2+"px",position:"absolute"})};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var buttonJQ,buttonOffset,posx,posy,canvasWidth,panelJQ,panelWidth;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 2:_a.sent();if(iButtonID!=="#edrawings-button-help"){buttonJQ=$(iButtonID);buttonOffset=buttonJQ.offset();posx=buttonOffset.left;posy=buttonOffset.top+parseInt(buttonJQ.css("marginTop"))+parseInt(buttonJQ.css("borderTopWidth"))+buttonJQ.height();canvasWidth=$("#edrawings-canvas").width();panelJQ=$(iPanelID);panelWidth=panelJQ[0].offsetWidth;if(posx+panelWidth>canvasWidth){posx=canvasWidth-panelWidth-10}panelJQ.css({top:posy+"px",left:posx+"px"})}return[2]}}))}))};eDwUI.prototype.hideActiveHUDMenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var butJQ=$("#"+iButtonID);butJQ.on("mousedown.edw",(function(){butJQ.addClass("edrawings-on-state");eDwUIUtils.scrollToTarget(butJQ)}));butJQ.on("mouseup.edw",(function(){butJQ.removeClass("edrawings-on-state");iHandler()}))};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var butJQ=$("#"+iButtonID);butJQ.off("mousedown.edw");butJQ.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);return[4,eDwCommandMgr.get().run(setViewCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setXSectionOrientation=function(iNewSection){var _this=this;function setActive(iButtonID,iIsActive){$(iButtonID)[iIsActive?"addClass":"removeClass"]("state-on-button")}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}if(planeFromEnum&&origPlaneEnum){(function(){return __awaiter(_this,void 0,void 0,(function(){var changeSectionPlaneCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);return[4,eDwCommandMgr.get().run(changeSectionPlaneCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").removeClass("edrawings-inactive");_this.registerButtonForClickEffect("edrawings-face-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCameraCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCameraCmd=new eDwSetViewCameraCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewCameraCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()}))};l_uninit=function(){$("#edrawings-face-normal-button").addClass("edrawings-inactive");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$("#edrawings-viewer").on("click.edw",".edrawings-tool-button",(function(iEvent){_this.onClick(iEvent,".edrawings-tool-button")}));$("#edrawings-viewer").on("click.edw",".edrawings-hud-button",(function(iEvent){_this.onClick(iEvent,".edrawings-hud-button",".edrawings-submenu")}));this.mUIHTMLEventMgr.addEventHandler("window","beforeunload",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));this.mUIHTMLEventMgr.addEventHandler("window","Timeout",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));$(".edrawings-menu-close").on("click.edw",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.deactivateActiveButton(".edrawings-tool-button")];case 1:_a.sent();return[2]}}))}))})()}));var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.on("edw:ChangeViewerStyling",(function(iEvent,iStyleClassName){viewerJQ.removeClass("edrawings-viewer-regular");viewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)viewerJQ.addClass(iStyleClassName)}));viewerJQ.on("edw:HidePanels",(function(iEvent,iSkipPanelsWithClass){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mUI.hideAllOtherPanels(iSkipPanelsWithClass)];case 1:_a.sent();return[2]}}))}))})()}));viewerJQ.on("edw:ReInitViewer",(function(iEvent,iViewerFeatOpts){_this.mUI.unregister();_this.mUI.initUIEvents(iViewerFeatOpts)}))};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw");$("#edrawings-viewer").off("click.edw",".edrawings-tool-button");$("#edrawings-viewer").off("click.edw",".edrawings-hud-button");var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.off("edw:ChangeViewerStyling");viewerJQ.off("edw:HidePanels");viewerJQ.off("edw:ReInitViewer")};UIEventHandlers.doModelDataUnloadActions=function(iViewer){eDwUIBaseEventHandlers.doModelDataUnloadActions(iViewer)};UIEventHandlers.prototype.onInit=function(iViewer){var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var isDrawing=model.isDrawing();eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);this.removeHTMLEventHandlers()};UIEventHandlers.prototype.onInitFullUI=function(iViewer){_super.prototype.onInitFullUI.call(this,iViewer);this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){_super.prototype.onSelect.call(this,iViewer,iSelObjs);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){_super.prototype.onUnselect.call(this,iViewer,iSelObjs);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);$(eDwUIUtils.getViewerElementID()).trigger("edw:ChangeViewerStyling","edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",(function(){eDwViewer.ViewMgr.stop()}));var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.removeClass("edrawings-animate-play-icon");animateBtnJQ.addClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onStopAnimation=function(iViewer){var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.addClass("edrawings-animate-play-icon");animateBtnJQ.removeClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("state-on-button")){$(iButtonID).addClass("state-on-button")}else if(!iIsActive&&$(iButtonID).hasClass("state-on-button")){$(iButtonID).removeClass("state-on-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onClick=function(iEvent,iButtonCSSClassName,iPanelCSSClassName){var _this=this;if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}(function(){return __awaiter(_this,void 0,void 0,(function(){var targetJQ,buttonClickedID,deactivatedButtonID;return __generator(this,(function(_a){switch(_a.label){case 0:targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);buttonClickedID=targetJQ.closest(iButtonCSSClassName).attr("id");return[4,this.deactivateActiveButton(iButtonCSSClassName,iPanelCSSClassName)];case 1:deactivatedButtonID=_a.sent();if(deactivatedButtonID===buttonClickedID)return[2];this.handleClick("#"+buttonClickedID,true);return[2]}}))}))})()};UIEventHandlers.prototype.deactivateActiveButton=function(iButtonCSSClassName,iPanelCSSClassName){if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonID,activeButtonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonID="";activeButtonJQ=$(iButtonCSSClassName+".active-button");return[4,this.mUI.hideAllOtherPanels(iPanelCSSClassName)];case 1:_a.sent();if(activeButtonJQ.length){activeButtonID=activeButtonJQ[0].id;this.handleClick("#"+activeButtonID,false)}return[2,activeButtonID]}}))}))};UIEventHandlers.prototype.handleClick=function(iButtonID,iActivate){eDwUIUtils.scrollToTarget($(iButtonID));if(!this.mUI.onClick(iButtonID,iActivate)){var pluginMgr=eDwUIPluginMgr.get();pluginMgr.onClick(iButtonID,iActivate)}};return UIEventHandlers}(eDwUIBaseEventHandlers);var c_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw"+" webkitfullscreenchange.edw";var c_restoreClass="edrawings-button-fs-restore";var c_canvasID="edrawings-canvas";var c_debugGroupName="Debug";var l_fullScreenBtnJS;var l_init;var l_uninit;function l_isFullScreen(){if(!l_fullScreenBtnJS)l_fullScreenBtnJS=$("#edrawings-button-fs");return l_fullScreenBtnJS.hasClass(c_restoreClass)}}));define("eDwUIBaseEventHandlers",["require","exports","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwCompositeCmd","eDwSetLayerVisibilityCmd","eDwUIPluginMgr","eDwEvents","eDwUIUtils","eDwUIShortcutMenu","utils"],(function(require,exports,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwCompositeCmd,eDwSetLayerVisibilityCmd,eDwUIPluginMgr,eDwEvents,eDwUIUtils,eDwUIShortcutMenu_2,utils){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("window","resize",(function(iEvent){_this.onResize(iEvent,_this.mViewer)}));eDwEventMgr.get().addEventHandlerFunc(eDwEvents.ResetSceneEvent,l_onResize);eDwUIUtils.addSubTreeArrowEventHandler(eventMgrHTML,"#edrawings-sheet-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(targetJQ.hasClass("edrawings-root")){return}var selObjIDHC=eDwUIUtils.getIDHC(targetJQ);if(isNaN(selObjIDHC)||selObjIDHC<0){return}(function(){return __awaiter(_this,void 0,void 0,(function(){var cmdMgr,zoomToViewCmd,targetModelView,model,modelHC,modelViews,_i,modelViews_4,modelView,configIDHC,configChildren,activeModelView,changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();zoomToViewCmd=new eDwCompositeCmd(this.mViewer);zoomToViewCmd.initCmdActionImplementation();return[4,cmdMgr.add(zoomToViewCmd)];case 1:_a.sent();targetModelView=null;model=this.mViewer.getModel();modelHC=model.getHCModel();modelViews=model.getModelViews();for(_i=0,modelViews_4=modelViews;_i<modelViews_4.length;_i++){modelView=modelViews_4[_i];configIDHC=modelView.Hierarchy.HOOPSID;configChildren=modelHC.getNodeChildren(configIDHC);if(-1!==configChildren.indexOf(selObjIDHC)){targetModelView=modelView;break}}activeModelView=this.mViewer.getModel().getActiveModelView();if(!(targetModelView&&targetModelView!==activeModelView))return[3,3];this.mViewer.SelectionMgr.selectByID(selObjIDHC);changeModelViewCmd=new eDwChangeModelViewCmd(this.mViewer,targetModelView);return[4,cmdMgr.run(changeModelViewCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:this.onLeftDoubleClick(this.mViewer);return[4,cmdMgr.remove(zoomToViewCmd,"commit")];case 4:_a.sent();return[2]}}))}))})()}));var switchModelView=function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".item-tree-text")};eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-root","click",switchModelView);eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,"#edrawings-debug-menu");var inputSelectorName="#edrawings-console-debug-categories "+".edrawings-menu-search-input";eventMgrHTML.addDelegatedEventHandler(inputSelectorName,"blur",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var inputElem=targetJQ[0];var categories=inputElem.value.split(",");if(categories.length===0)return;for(var _i=0,categories_1=categories;_i<categories_1.length;_i++){var category=categories_1[_i];category=category.trim();if(!category)continue;console.debugLogCategories.push(category);var pos=console.excludeDebugLogCategories.indexOf(category);if(pos>-1){console.excludeDebugLogCategories.slice(pos,1)}}}));var selectorName="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;$(selectorName).removeClass("edrawings-list-selected");$(targetJQ).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",(function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var isVisible=targetJQ.prop("checked");_this.setAllLayerVisibility(isVisible)}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseover",(function(iEvent){var filenameJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);if(filenameJQ.length===1&&filenameJQ[0].scrollWidth>filenameJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,filenameJQ,$("#edrawings-filename-text").text())}}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseover",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var itemTreeTextJQ=targetJQ.find(".item-tree-text");var edrawingsSubmenuListJQ=targetJQ.closest(".edrawings-submenu-list");if(edrawingsSubmenuListJQ.length===1&&itemTreeTextJQ.length===1&&itemTreeTextJQ[0].scrollWidth>itemTreeTextJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,itemTreeTextJQ,itemTreeTextJQ.text())}}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",-c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-hud-bar .edrawings-hud-bar-content","#edrawings-hud-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-up)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",-c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-down)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-left-bar .edrawings-tool-bar-content","#edrawings-left-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))}))};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){if(this.mViewerFeatureOpts.Debug){eDwUIUtils.addCloseEventHandler("#edrawings-debug-menu",this.mUIHTMLEventMgr)}eDwUIUtils.addCloseEventHandler("#edrawings-sheet-tree-menu",this.mUIHTMLEventMgr);eDwUIUtils.addCloseEventHandler("#edrawings-layer-control-menu",this.mUIHTMLEventMgr)};eDwUIBaseEventHandlers.doModelDataLoadCompleteActions=function(ioEventHandlerObj,iViewer){ioEventHandlerObj.mViewer=iViewer;l_loadUIPlugins(iViewer);var handlerObj=ioEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents.InitEvent,handlerObj,"onInit");eventMgr.addEventHandlerObj(eDwEvents.InitFullUIEvent,handlerObj,"onInitFullUI");eventMgr.addEventHandlerObj(eDwEvents.SelectEvent,handlerObj,"onSelect");eventMgr.addEventHandlerObj(eDwEvents.UnselectEvent,handlerObj,"onUnselect");eventMgr.addEventHandlerObj(eDwEvents.StartAnimationEvent,handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj(eDwEvents.StopAnimationEvent,handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj(eDwEvents.LeftDoubleClickEvent,handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj(eDwEvents.TimeoutEvent,handlerObj,"onTimeout");eventMgr.addEventHandlerObj(eDwEvents.DrawModeChangeEvent,handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj(eDwEvents.ProjModeChangeEvent,handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj(eDwEvents.NodeAttribChangeEvent,handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj(eDwEvents.ResetSceneEvent,handlerObj,"onResetScene");eventMgr.addEventHandlerObj(eDwEvents.AmbientOcclChangeEvent,handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj(eDwEvents.DoneEvent,handlerObj,"onDone");eventMgr.addEventHandlerObj(eDwEvents.ModelViewChangeEvent,handlerObj,"onModelViewChange")};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-hud-bar .edrawings-hud-bar-content");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-left-bar .edrawings-tool-bar-content");this.mUIHTMLEventMgr.removeAllEventHandlers();eDwUIShortcutMenu_2.eDwUIShortcutMenu.destroy()};eDwUIBaseEventHandlers.doModelDataUnloadActions=function(iViewer){l_unloadUIPlugins();if(iViewer)iViewer.unregister();eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer};eDwUIBaseEventHandlers.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iViewer.getModel().getActiveModelView(),true)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,true)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,false)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_2.eDwUIShortcutMenu.hide()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_3.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_3[_i];console.debugLog("NodeAttribChanged","Node (name = "+hierNodeAndAttribs.HierNode.Name+", ID = "+hierNodeAndAttribs.HierNode.HOOPSID+") attributes = "+JSON.stringify(hierNodeAndAttribs.Attribs))}}eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIBaseEventHandlers.prototype.onResize=function(iEvent,iViewer){if(iViewer)iViewer.HCViewer.resizeCanvas();l_onResize()};eDwUIBaseEventHandlers.prototype.setOneLayerVisibility=function(layerName,isVisible){var layers=this.mViewer.getModel().getLayers();var layer;for(var _i=0,layers_1=layers;_i<layers_1.length;_i++){layer=layers_1[_i];if(layer.getName()===layerName)break}if(!layer)return;this.setLayersVisibility([layer],isVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");var isAnyShow=false,isAnyHidden=false;$.each(eachLayer,(function(iIdx,iTarget){if($(iTarget).prop("checked")){isAnyShow=true}else{isAnyHidden=true}}));var allLayerBox=$("#edrawings-layer-control-menu .layer-all");if(isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",true)}if(isAnyShow&&!isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",true)}if(!isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setAllLayerVisibility=function(iVisible){var activeModelView=this.mViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return;this.setLayersVisibility(this.mViewer.getModel().getLayers(),iVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");if(iVisible){eachLayer.prop("checked",true)}else{eachLayer.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setLayersVisibility=function(iLayers,iVisible){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setNodeVisCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setNodeVisCmd=new eDwSetLayerVisibilityCmd(this.mViewer,iLayers,iVisible);return[4,eDwCommandMgr.get().run(setNodeVisCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.handleSelectionChange=function(iViewer,iSelObjs,iIsObjSelected){var model=iViewer.getModel();if(!model.isDrawing())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjs_1=iSelObjs;_i<iSelObjs_1.length;_i++){var selObj=iSelObjs_1[_i];var selIDHC=selObj.getNodeId();if(!utils.isNumber(selIDHC))continue;var selHierNode=activeModelView.Nodes[selIDHC];eDwUIUtils.scrollToTreeNode(selHierNode,iIsObjSelected)}};return eDwUIBaseEventHandlers}();var c_hudBarIconWidth=2+44;var c_toolBarIconWidth=5+2+44;var c_hudBarContentThresholdWidth=2+2*46;var c_filenameBlockThresholdWidth=50;var c_toolBarContentThresholdHeight=2*46;function l_loadUIPlugins(iViewer){var _this=this;if(!iViewer)return;try{(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginMgr;return __generator(this,(function(_a){switch(_a.label){case 0:pluginMgr=eDwUIPluginMgr.get();return[4,pluginMgr.loadPlugins(["eDwUIHierNodeVisMenuItemsPlugin" , "eDwUIMoveComponentPlugin", "eDwUIModelViewTabsPlugin", "eDwUIExplodePlugin", "eDwUIConfigurationsPlugin", "eDwUIComponentTreePlugin", "eDwUIMeasurePlugin"],iViewer)];case 1:_a.sent();return[4,pluginMgr.loadDynamicPlugins(iViewer)];case 2:_a.sent();return[4,eDwUIUtils.loadComponentHTML()];case 3:_a.sent();iViewer.resetDrawMode();return[4,eDwEventMgr.get().fireEvent(eDwEvents.InitFullUIEvent,iViewer)];case 4:_a.sent();return[2]}}))}))})()}catch(iExcp){console.warn("Plugin loading did not complete.")}}function l_unloadUIPlugins(){eDwUIPluginMgr.get().destroy()}function l_resizeTopBar(){var topBarJQ=$("#edrawings-top-bar");var filenameBlockJQ=$("#edrawings-filename-block");var hudBarJQ=$("#edrawings-hud-bar");var hudBarContentJQ=hudBarJQ.find(".edrawings-hud-bar-content");var filenameBlockOffset=filenameBlockJQ.offset();var filenameBlockInnerWidth=filenameBlockJQ.css("display")==="none"?0:filenameBlockJQ.innerWidth();var filenameBlockRight=filenameBlockOffset.left+filenameBlockInnerWidth;var hudBarOffset=hudBarJQ.offset();var leftButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(filenameBlockOffset.left!==hudBarOffset.left&&Math.abs(filenameBlockRight-hudBarOffset.left)>1){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});l_resizeTopBar()}else if(hudBarContentJQ[0].scrollWidth===0||hudBarContentJQ.width()>=hudBarContentJQ[0].scrollWidth){topBarJQ.removeClass("edrawings-collided-hud-bar");hudBarJQ.removeClass("edrawings-collided");hudBarJQ.css({left:""})}}else{if(filenameBlockOffset.left!==hudBarOffset.left&&filenameBlockRight>hudBarOffset.left){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});topBarJQ.addClass("edrawings-collided-hud-bar");hudBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(hudBarContentJQ[0].scrollLeft,hudBarContentJQ[0].scrollWidth,hudBarContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,hudBarJQ);if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(hudBarContentJQ.innerWidth()<c_hudBarContentThresholdWidth){if(filenameBlockJQ.width()>c_filenameBlockThresholdWidth){if(topBarJQ.hasClass("edrawings-out-of-view")){topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.addClass("edrawings-out-of-view")}}else{if(filenameBlockJQ[0].scrollWidth-filenameBlockInnerWidth>1){if(filenameBlockJQ.width()<c_filenameBlockThresholdWidth){topBarJQ.addClass("edrawings-out-of-view")}else{topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.removeClass("edrawings-out-of-view")}}}else{topBarJQ.removeClass("edrawings-out-of-view")}}function l_resizeToolBar(){var leftBarJQ=$("#edrawings-left-bar.edrawings-tool-bar");var leftBarContentJQ=leftBarJQ.find(".edrawings-bottom-centered-icons");var toolBarContentJQ=leftBarContentJQ.find(".edrawings-tool-bar-content");var upButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-up").parent(".edrawings-arrow-wrapper");var downButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-down").parent(".edrawings-arrow-wrapper");if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ[0].scrollHeight>0&&toolBarContentJQ[0].scrollHeight<=leftBarContentJQ.innerHeight()){leftBarJQ.removeClass("edrawings-collided")}}else{if(leftBarContentJQ[0].scrollHeight>0&&leftBarContentJQ[0].scrollHeight>Math.round(leftBarContentJQ.innerHeight())){leftBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(toolBarContentJQ[0].scrollTop,toolBarContentJQ[0].scrollHeight,toolBarContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,leftBarJQ);if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ.innerHeight()<c_toolBarContentThresholdHeight){leftBarJQ.addClass("edrawings-out-of-view")}else{leftBarJQ.removeClass("edrawings-out-of-view")}}else{leftBarJQ.removeClass("edrawings-out-of-view")}}function l_onResize(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){l_resizeTopBar();l_resizeToolBar();l_positionMenuPanelCollapseButton();l_fixMenuPanelInwardToolbar();return[2]}))}))}function l_positionTicker(iMouseEvent,iItemJQ,iText){var tickerMinWidth=100;var tickerMinHeight=34;var scrollWidthPadding=2;var tickerJQ=$(".edrawings-ticker");var itemOffset=iItemJQ.offset();var tickerLeft=iMouseEvent.clientX;var tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding;var tickerTop=itemOffset.top-tickerMinHeight;var tickerAnimation=false;tickerJQ.text(iText);if(iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding>=window.innerWidth){var diff=iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding-window.innerWidth;if(iMouseEvent.clientX>=diff){tickerLeft=iMouseEvent.clientX-diff;tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding}else{tickerLeft=0;tickerAnimation=true;if(window.innerWidth>tickerMinWidth){tickerWidth=window.innerWidth}else{tickerWidth=tickerMinWidth}var threeTimes=[iText,iText,iText].join("   ");tickerJQ.text(threeTimes)}}if(itemOffset.top-tickerMinHeight<=0){if(itemOffset.top+iItemJQ[0].clientHeight+tickerMinHeight<=window.innerHeight){tickerTop=itemOffset.top+iItemJQ[0].clientHeight}else{var diff=iMouseEvent.clientY+tickerMinHeight-window.innerHeight;if(iMouseEvent.clientY>diff){tickerTop=iMouseEvent.clientY-diff}else{tickerTop=0}}}var tickerwrapJQ=tickerJQ.closest(".edrawings-ticker-wrapper");tickerwrapJQ.offset({left:tickerLeft,top:tickerTop}).css("width",tickerWidth).removeClass("edrawings-ui-hide");if(tickerAnimation){tickerwrapJQ.addClass("edrawings-animation")}}function l_hideTicker(){var tickerwrapJQ=$(".edrawings-ticker-wrapper");if(!tickerwrapJQ.hasClass("edrawings-ui-hide")){var tickerJQ=tickerwrapJQ.find(".edrawings-ticker");tickerJQ.text("");tickerwrapJQ.addClass("edrawings-ui-hide").removeClass("edrawings-animation").css("left","").css("top","").css("width","")}}function l_positionMenuPanelCollapseButton(){var activeButtonsJQ=$(".edrawings-tool-button.active-button");if(activeButtonsJQ.length){if(eDwUIUtils.scrollToTarget(activeButtonsJQ)){l_resizeToolBar()}var collapsedPanelsJQ=$(".edrawings-submenu.active.edrawings-collapsed");if(collapsedPanelsJQ.length){var attrStyle=collapsedPanelsJQ.find(".edrawings-menu-panel-arrow-collapse").attr("style");if(!!attrStyle){eDwUIUtils.positionMenuPanelArrowCollapseButton(collapsedPanelsJQ,activeButtonsJQ)}}}}function l_fixMenuPanelInwardToolbar(){var panelsJQ=$(".edrawings-submenu.active:not(.edrawings-collapsed),            .edrawings-hud-menu.active");panelsJQ.each((function(iIndex,iPanel){var panelJQ=$(iPanel);eDwUIUtils.fixMenuPanelInwardToolbar(panelJQ)}))}function l_scrollUIBar(iContentJQ,iDeactivateButtonClass,iDeactivateMenuClass,iScrollDist,iBarJQ){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iContentJQ&&iContentJQ.length>0))return[3,2];return[4,eDwUIUtils.deactivateUI(iDeactivateButtonClass,iDeactivateMenuClass)];case 1:_a.sent();eDwUIUtils.executeScrolling(iScrollDist,0,iContentJQ,iBarJQ);_a.label=2;case 2:return[2]}}))}))}return eDwUIBaseEventHandlers}));define("eDwUIBasePlugin",["require","exports","eDwUIHTMLEventMgr","eDwEventMgr","eDwEvents","eDwUIShortcutMenu","eDwUIUtils","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwEventMgr,eDwEvents_6,eDwUIShortcutMenu_3,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIBasePlugin=void 0;var eDwUIBasePlugin=function(){function eDwUIBasePlugin(iPluginGroupName,iViewer,iButtonInfo,iViewerFeatOpts){var _this=this;if(iViewer===void 0){iViewer=null}if(iButtonInfo===void 0){iButtonInfo=null}if(iViewerFeatOpts===void 0){iViewerFeatOpts=null}console.debugLog("UIPlugin","Constructed "+iPluginGroupName+" plugin.");this.mPluginGroupName=iPluginGroupName;this.mViewer=iViewer;this.mViewerFeatOpts=iViewerFeatOpts||iViewer&&iViewer.ViewerFeatureOpts;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mPluginDependencies=[];this.mPluginButtonInfo=iButtonInfo;if(iViewer){eDwUIShortcutMenu_3.eDwUIShortcutMenu.get().setPluginCheck(iPluginGroupName,(function(iPluginName){return _this.check(iPluginName)}))}}eDwUIBasePlugin.prototype.init=function(iPanelsToLoad){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPanelsToLoad_1,panelToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",true);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",true);if(!iPanelsToLoad)return[3,2];promises=[];for(_i=0,iPanelsToLoad_1=iPanelsToLoad;_i<iPanelsToLoad_1.length;_i++){panelToLoad=iPanelsToLoad_1[_i];utils.appendToArray(this.loadPanel(panelToLoad.ID,panelToLoad.HTML),promises)}return[4,Promise.all(promises)];case 1:_a.sent();_a.label=2;case 2:this.addEventHandlers();return[2]}}))}))};eDwUIBasePlugin.prototype.onClick=function(iActivate){};eDwUIBasePlugin.prototype.destroy=function(){this.removeEventHandlers();this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",false);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",false);console.debugLog("UIPlugin","Destroyed "+this.mPluginGroupName+" plugin.")};eDwUIBasePlugin.prototype.initPluginButton=function(){if(this.mPluginButtonInfo){var buttonJQ=$(this.mPluginButtonInfo.ID);if(buttonJQ){buttonJQ.removeClass("edrawings-icon-plugin");eDwUIUtils.hide(this.mPluginButtonInfo.ID,false)}}};eDwUIBasePlugin.prototype.check=function(iPluginName){return iPluginName===this.PluginGroupName};eDwUIBasePlugin.prototype.isButtonForThisPlugin=function(iButtonJQ){return iButtonJQ&&iButtonJQ.length&&this.mPluginButtonInfo&&this.mPluginButtonInfo.ID&&this.mPluginButtonInfo.ID.indexOf(iButtonJQ[0].id)>-1?true:false};eDwUIBasePlugin.prototype.addEventHandlers=function(){};eDwUIBasePlugin.prototype.removeEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers()};eDwUIBasePlugin.prototype.onActivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.onDeactivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.addAppObjEvent=function(iAppEvent,iEventObjMethod,iAdd){var eventMgr=eDwEventMgr.get();var eventMgrMethod=iAdd?"addEventHandlerObj":"removeEventHandlerObj";eventMgr[eventMgrMethod](iAppEvent,this,iEventObjMethod)};eDwUIBasePlugin.prototype.loadPanel=function(iPanelID,iHTMLFileName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.loadPanel(iPanelID,iHTMLFileName)];case 1:return[2,_a.sent()]}}))}))};Object.defineProperty(eDwUIBasePlugin.prototype,"PluginGroupName",{get:function(){return this.mPluginGroupName},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"PluginButtonID",{get:function(){return this.mPluginButtonInfo?this.mPluginButtonInfo.ID:""},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"Dependencies",{get:function(){return this.mPluginDependencies},enumerable:false,configurable:true});return eDwUIBasePlugin}();exports.eDwUIBasePlugin=eDwUIBasePlugin}));define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwTypes"],(function(require,exports,eDwUIHTMLGenerator_1,eDwTypes_15){"use strict";var _a;var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return l_getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(l_getHCNode(iNode))||"unknown node name"};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(l_getHCNode(iNode))||NaN};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(l_getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var _this=this;var nodeIDHC=this.forNodeGetID(iNode);(function(){return __awaiter(_this,void 0,void 0,(function(){var meshIDs,numMeshIDs;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mHCModel.getMeshIds([nodeIDHC])];case 1:meshIDs=_a.sent();numMeshIDs=meshIDs.length;console.log("Node ID: "+nodeIDHC+" Num mesh IDs: "+numMeshIDs);return[2]}}))}))})();return this.forNodeGetName(iNode)+" ID: "+nodeIDHC+" TYPE: "+c_nodeTypes[this.mHCModel.getNodeType(nodeIDHC)]+" VISIBLE: "+this.mHCModel.getNodeVisibility(nodeIDHC)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);var c_nodeTypes=(_a={},_a[eDwTypes_15.HC.NodeType.AssemblyNode]="Assembly",_a[eDwTypes_15.HC.NodeType.Body]="Body",_a[eDwTypes_15.HC.NodeType.BodyInstance]="Body Instance",_a[eDwTypes_15.HC.NodeType.BrepBody]="BRep Body",_a[eDwTypes_15.HC.NodeType.CadView]="CAD View",_a[eDwTypes_15.HC.NodeType.DrawingSheet]="Drawing Sheet",_a[eDwTypes_15.HC.NodeType.Part]="Part",_a[eDwTypes_15.HC.NodeType.PartInstance]="Part Instance",_a[eDwTypes_15.HC.NodeType.Pmi]="PMI",_a[eDwTypes_15.HC.NodeType.PmiBody]="PMI Body",_a[eDwTypes_15.HC.NodeType.PointsBody]="Points Body",_a[eDwTypes_15.HC.NodeType.TessBody]="Tessellation Body",_a[eDwTypes_15.HC.NodeType.Unknown]="Unknown",_a[eDwTypes_15.HC.NodeType.ViewFrame]="View Frame",_a[eDwTypes_15.HC.NodeType.WireBody]="Wire Body",_a);function l_isHCNode(iNode){return!isNaN(iNode)}function l_getHCNode(iNode){if(!l_isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator}));define("eDwUIHTMLEventMgr",["require","exports","eDwUIUtils"],(function(require,exports,eDwUIUtils){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();return this.commonAddEventHandler(ancestorElementID,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;return this.commonAddEventHandler(iElemID,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}delete this.mEventHandlerData[eventName]}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElemID,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElemID)return false;var elements=[];if(iElemID==="window")elements.push(window);else if(iElemID==="document")elements.push(document);else elements=$(iElemID).toArray();if(!elements.length)return false;var handlersOfEvent=this.mEventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=this.mEventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=handlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){for(var _i=0,elements_1=elements;_i<elements_1.length;_i++){var element=elements_1[_i];element.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}}elemHandlers.MainDispatcher=function(ioEvent){eventDispatcher(ioEvent,elemHandlers.Handlers)};for(var _a=0,elements_2=elements;_a<elements_2.length;_a++){var element=elements_2[_a];element.addEventListener(iEventName,elemHandlers.MainDispatcher,true);elemHandlers.Handlers.push({EventTarget:element,ElementID:iElemID,TargetElemClasses:iElemClasses,Handler:iEventHandler})}console.debugLog("UIEventMgr","Added event - name = "+iEventName+", id = "+iElemID+", classes = "+iElemClasses+", Num handlers = "+elemHandlers.Handlers.length);return true};eDwUIHTMLEventMgr.prototype.removeEventHandlersByID=function(iElemID,iEventName,ioHandlersOfEvent){var handlersRemoved=false;var elemHandlers=ioHandlersOfEvent[iElemID];if(elemHandlers&&elemHandlers.Handlers.length){console.debugLog("UIEventMgr","Removed "+elemHandlers.Handlers.length+" handlers for event "+iEventName+" on element ID "+iElemID);for(var _i=0,_a=elemHandlers.Handlers;_i<_a.length;_i++){var handler=_a[_i];handler.EventTarget.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}elemHandlers.Handlers=[];handlersRemoved=true}else{console.debugLog("UIEventMgr","Tried to remove handlers for event "+iEventName+" on element ID "+iElemID+" but they were removed already.")}return handlersRemoved};return eDwUIHTMLEventMgr}();function eventDispatcher(ioEvent,iHandlerObjs){if(!iHandlerObjs||!iHandlerObjs.length)return;console.debugLog("UIEvents","Event = "+ioEvent.type+", Num handlers = "+iHandlerObjs.length);var runHandler=false;var targetJQ=eDwUIUtils.getAsJQueryObj(ioEvent.target);while(targetJQ.length&&!runHandler){for(var _i=0,iHandlerObjs_1=iHandlerObjs;_i<iHandlerObjs_1.length;_i++){var handlerObj=iHandlerObjs_1[_i];var targetClassName=targetJQ.className;console.debugLog("UIEvents","  element ID = "+handlerObj.ElementID+", target classes = "+handlerObj.TargetElemClasses+(targetClassName?", event target classes = "+targetClassName:""));var targetElemClasses=handlerObj.TargetElemClasses;var classes=targetElemClasses?targetElemClasses.split(" "):[];var numMatches=0;for(var j=0;j<classes.length;j++){numMatches+=targetJQ.hasClass(classes[j])?1:0}if(numMatches!==classes.length)continue;handlerObj.Handler(ioEvent);runHandler=true;var eventJQ=$(ioEvent);if(ioEvent.cancelable&&ioEvent.cancelBubble||eventJQ.isPropagationStopped&&eventJQ.isPropagationStopped()){return}}targetJQ=eDwUIUtils.getAsJQueryObj(targetJQ.parent());if(!runHandler&&targetJQ.length){console.debugLog("UIEvents","Events not found on target, checking parent "+"id="+targetJQ.id+", class="+targetJQ.className)}else if(!runHandler){console.debugLog("UIEvents","No matching events found on target.")}else{console.debugLog("UIEvents","Done processing event handlers.")}}}return eDwUIHTMLEventMgr}));define("eDwUIHTMLGenerator",["require","exports","eDwHierarchyNode","utils"],(function(require,exports,eDwHierarchyNode,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIHTMLGenerator=void 0;var cDefaultInitialLeftPaddingInPX=4;var cDefaultLeftPaddingInPX=27;var eDwUIHTMLGenerator=function(){function eDwUIHTMLGenerator(iViewer,iPanelUIID,iInitialLeftPaddingInPX,iLeftPaddingInPX){if(iInitialLeftPaddingInPX===void 0){iInitialLeftPaddingInPX=cDefaultInitialLeftPaddingInPX}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=cDefaultLeftPaddingInPX}this.mViewer=iViewer;this.mPanelUIID=iPanelUIID;this.mLeftPaddingInPX=iLeftPaddingInPX;this.mInitialLeftPaddingInPX=iInitialLeftPaddingInPX}eDwUIHTMLGenerator.prototype.generateHTMLForChildNodes=function(iParentNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var offset=this.computeOffset(iLeftPaddingInPX);var childrenNodes=this.forNodeGetChildren(iParentNode);for(var _i=0,childrenNodes_1=childrenNodes;_i<childrenNodes_1.length;_i++){var childNode=childrenNodes_1[_i];var descendentsHTML=iIncludeAllDescendents?this.generateHTMLForChildNodes(childNode,iIncludeAllDescendents,offset):"";if(!this.shouldIncludeNode(childNode)&&descendentsHTML.length===0){continue}var moreClasses=descendentsHTML?" edrawings-tree-expanded ":"";var nodeHTML=this.generateHTMLForNode(childNode,offset,moreClasses);generatedHTML+=nodeHTML+descendentsHTML}return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTMLForNode=function(iNode,iLeftPaddingInPX,iAdditionalClasses,iIgnoreChildren){if(iAdditionalClasses===void 0){iAdditionalClasses=""}if(iIgnoreChildren===void 0){iIgnoreChildren=false}var additionalClasses=iAdditionalClasses.replace("edrawings-tree-expanded","");var expanded=iAdditionalClasses.length!==additionalClasses.length;var highlight=this.getHighlightClass(iNode);var nonRootClass=additionalClasses.indexOf("edrawings-root")>-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="<div class='edrawings-submenu-list-item"+highlight+" "+additionalClasses+"' style='padding-left: "+currOffset+"; width:calc(100% - "+currOffset+");' "+this.forNodeGetDataAttributes(iNode)+">";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+="<span class='item-tree-text"+highlight+" "+additionalClasses+"' "+this.forNodeGetDataAttributes(iNode)+"style='margin-left: 0px;'>"+this.forNodeGetElementContent(iNode)+"</span>";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="</div>";return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,""]}))}))};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_5=modelViews;_i<modelViews_5.length;_i++){var modelView=modelViews_5[_i];var hierNode=modelView.Nodes[iNodeID];if(hierNode)return hierNode}return undefined};eDwUIHTMLGenerator.getDisplayStateCSSClass=function(iHierNode,iNewAttrib){var classCSS="edrawings-"+iHierNode.Category;classCSS+=iHierNode.isActive()?"":"-inactive";var dummyNode=eDwHierarchyNode.create(iNewAttrib);var displayState=iNewAttrib?dummyNode.getDisplayState(iHierNode.getAttribs()):iHierNode.getDisplayState();switch(displayState){case"Invisible":classCSS+="-invisible";break;case"Visible":classCSS+="-visible";break;case"Transparent":classCSS+="-transparent";break;default:console.debugLog("UI","Invalid node display type: "+displayState)}return classCSS};eDwUIHTMLGenerator.prototype.shouldIncludeNode=function(iNode){var searchField=$(this.mPanelUIID+" .edrawings-menu-search-input");if(searchField&&searchField.val()){var regex=new RegExp(searchField.val(),"i");if(this.forNodeGetName(iNode).search(regex)<0)return false}return true};eDwUIHTMLGenerator.prototype.getHighlightClass=function(iNode){var isSelected=this.mViewer.SelectionMgr.isSelected(this.forNodeGetID(iNode));return isSelected?" edrawings-list-selected ":""};eDwUIHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="";if(!iIgnoreChildren&&this.forNodeHasChildren(iNode)){generatedHTML+="edrawings-tree-arrow "+"edrawings-tree-arrow-space-common ";if(iNodeExpanded)generatedHTML+="edrawings-tree-expanded "}else{generatedHTML+="edrawings-tree-space "+"edrawings-tree-arrow-space-common "}return generatedHTML};eDwUIHTMLGenerator.prototype.getPreSpanHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="<div class='"+this.getPreSpanIconHTML(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren);var nodeIconClass=this.forNodeGetDisplayStateCSSClass(iNode);generatedHTML+=iAdditionalClasses+"' data-hoopsid='"+this.forNodeGetID(iNode)+"'> </div> <div class='"+nodeIconClass+" "+iAdditionalClasses+" edrawings-tree-icon'> </div>";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"<div class='edrawings-submenu-list-item-button "+iAdditionalClasses+"'> </div>"};eDwUIHTMLGenerator.prototype.computeOffset=function(iLeftPaddingInPX){if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}return utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX:iLeftPaddingInPX+this.mLeftPaddingInPX};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=l_getHierarchyNode(iNode).Parent;return parentHierNode?parentHierNode.HOOPSID:NaN};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=l_getHierarchyNode(iNode).getChildrenAndKeys();return Object.keys(childrenObj).map((function(key){return childrenObj[key]}))};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(l_getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();exports.eDwUIHTMLGenerator=eDwUIHTMLGenerator;function l_getHierarchyNode(iNode){if(!eDwHierarchyNode.isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}}));define("eDwUIHierNodeVisMenuItemsPlugin",["require","exports","eDwCommandMgr","eDwSetHierNodeAttribsCmd","eDwShowOnlyCmd","eDwUIUtils","eDwEventMgr","eDwUIShortcutMenu","eDwKeyMgr","eDwEvents","eDwTypes","eDwUIBasePlugin","utils"],(function(require,exports,eDwCommandMgr,eDwSetHierNodeAttribsCmd,eDwShowOnlyCmd,eDwUIUtils,eDwEventMgr,eDwUIShortcutMenu_4,eDwKeyMgr_4,eDwEvents_7,eDwTypes_16,eDwUIBasePlugin_1,utils){"use strict";var eDwUIHierNodeVisMenuItemPlugin=function(_super){__extends(eDwUIHierNodeVisMenuItemPlugin,_super);function eDwUIHierNodeVisMenuItemPlugin(iViewer,iViewerFeatOpts){return _super.call(this,"HideShow",iViewer)||this}eDwUIHierNodeVisMenuItemPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){function isNotPartModel(iViewer){return!iViewer.getModel().isPart()}var shortcutMenu,isVisibleForASMAndDRW,isVisibleForASM,isVisibleNonRootForASMAndDRW;var _this=this;return __generator(this,(function(_a){_super.prototype.init.call(this);shortcutMenu=eDwUIShortcutMenu_4.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}isVisibleForASMAndDRW=function(iViewer,iIsSelected){return iIsSelected&&isNotPartModel(iViewer)};isVisibleForASM=function(iViewer,iIsSelected){return iIsSelected&&iViewer.getModel().isAssembly()};isVisibleNonRootForASMAndDRW=function(iViewer,iIsSelected){var model=iViewer.getModel();var modelViewHierNode=model.getActiveModelView().Hierarchy;var lastSelHierNode=iViewer.SelectionMgr.getLastSelHierarchyNode();return iIsSelected&&(model.isDrawing()||model.isAssembly()&&modelViewHierNode!==lastSelHierNode.Parent)};shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-hide-show",(function(iEvent,iUIItemJQ,iArg){var selMgr=_this.mViewer.SelectionMgr;var selHierNodes=selMgr.getSelHierarchyNodes();if(selHierNodes&&selHierNodes.length){(function(){return __awaiter(_this,void 0,void 0,(function(){var attrib,selHideShowCmd;return __generator(this,(function(_a){switch(_a.label){case 0:attrib={Visible:!selHierNodes[0].getAttribs().Visible};selHideShowCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selHideShowCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-transp-solid",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,selHierNodes,attrib,selTransSolidCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();if(!(selHierNodes&&selHierNodes.length))return[3,2];attrib={Opaque:!selHierNodes[0].getAttribs().Opaque};selTransSolidCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selTransSolidCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASM);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-isolate",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,showOnlyCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;showOnlyCmd=new eDwShowOnlyCmd(this.mViewer,selMgr.getSelHierarchyNodes());return[4,eDwCommandMgr.get().run(showOnlyCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleNonRootForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-show-all",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var showAllCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showAllCmd=new eDwShowOnlyCmd(this.mViewer);return[4,eDwCommandMgr.get().run(showAllCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isNotPartModel);this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item-button","click",(function(iEvent){console.debugLog("UIPlugin","HideShow menu button click");var selected=false;var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var parentJQ=targetJQ.parent();eDwUIUtils.scrollToTarget(parentJQ);var selIDHC=eDwUIUtils.getIDHC(parentJQ);if(!isNaN(selIDHC)){var existingIdx=_this.mViewer.SelectionMgr.getSelectedNodeIDIndex(selIDHC);selected=existingIdx>-1?true:_this.mViewer.SelectionMgr.selectByID(selIDHC)}if(selected){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))})()}}));console.debugLog("UIPlugin","Added HideShow click event handler");this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseup",(function(iEvent){console.debugLog("UIPlugin","HideShow menu mouseup");var eventJQ=$(iEvent);var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(!targetJQ||!targetJQ.length||!eventJQ||!eventJQ.length||targetJQ.hasClass("edrawings-root")||targetJQ.hasClass("edrawings-tree-arrow")||targetJQ.hasClass("edrawings-tree-expanded")||targetJQ.hasClass("edrawings-tree-icon")){return}if(!targetJQ.hasClass("edrawings-submenu-list-item"))return;var mouseEvent=iEvent;var pressedRMB=eDwKeyMgr_4.eDwKeyMgr.isRMBPressed(mouseEvent);var selected=false;var selIDHC=eDwUIUtils.getIDHC(targetJQ);if(utils.isNumber(selIDHC)){if(!eDwKeyMgr_4.eDwKeyMgr.get().isDown("Shift")){selected=_this.mViewer.SelectionMgr.selectByID(selIDHC)}else{var selector=".edrawings-submenu-list-item"+".edrawings-list-selected:has([data-hoopsid])";var filter=".edrawings-submenu-list-item:has([data-hoopsid])";var collectionPrevJQ=targetJQ.prevUntil(selector,filter);if(collectionPrevJQ.length===0||collectionPrevJQ.last().prev(selector).length===0){collectionPrevJQ=$([])}var collectionNextJQ=targetJQ.nextUntil(selector,filter);if(collectionNextJQ.length===0||collectionNextJQ.last().next(selector).length===0){collectionNextJQ=$([])}var collectionJQ=$([]).add(collectionPrevJQ).add(targetJQ).add(collectionNextJQ);collectionJQ.each((function(iIdx,iElement){var elementJQ=$(iElement);var selIDHC=eDwUIUtils.getIDHC(elementJQ);_this.mViewer.SelectionMgr.selectByID(selIDHC)}));selected=true;iEvent.preventDefault()}}else{selected=!targetJQ.hasClass("edrawings-list-selected");targetJQ[selected?"addClass":"removeClass"]("edrawings-list-selected")}(function(){return __awaiter(_this,void 0,void 0,(function(){var eventMgr,onSelectDoRMB;var _this=this;return __generator(this,(function(_a){eventMgr=eDwEventMgr.get();onSelectDoRMB=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eventMgr.removeEventHandlerFunc(eDwEvents_7.SelectEvent,"onSelectDoRMB");return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))};if(selected&&pressedRMB){eventMgr.addEventHandlerFunc(eDwEvents_7.SelectEvent,onSelectDoRMB)}return[2]}))}))})()}));console.debugLog("UIPlugin","Added HideShow mouseup event handler");return[2]}))}))};eDwUIHierNodeVisMenuItemPlugin.prototype.check=function(iPluginName){return _super.prototype.check.call(this,iPluginName)||iPluginName===undefined};eDwUIHierNodeVisMenuItemPlugin.prototype.fireEvent=function(iEvent,iAppEvent){return __awaiter(this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iEvent||!iAppEvent||!this.mViewer)return[2];if(!(iAppEvent===eDwEvents_7.RightClickEvent))return[3,3];if(!utils.isOfType(iEvent,"clientX"))return[3,2];screenPos=new eDwTypes_16.HC.Point2(iEvent.clientX,iEvent.clientY);return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,screenPos,$(iEvent.target),this.PluginGroupName)];case 1:_a.sent();_a.label=2;case 2:return[3,5];case 3:if(!(iAppEvent===eDwEvents_7.UnselectEvent))return[3,5];return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,[])];case 4:_a.sent();_a.label=5;case 5:return[2]}}))}))};return eDwUIHierNodeVisMenuItemPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIHierNodeVisMenuItemPlugin}));define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwLayer","utils"],(function(require,exports,eDwUIHTMLGenerator_2,eDwLayer,utils){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,layers,_i,layers_2,layer;return __generator(this,(function(_a){generatedHTML="";layers=this.mViewer.getModel().getLayers();if(layers.length){generatedHTML+="<div class='edrawings-submenu-list-item "+"edrawings-root' style='padding-left: "+this.mInitialLeftPaddingInPX+"px; "+"width:calc(100% - "+this.mInitialLeftPaddingInPX+"px);'> "+"<input id='layer-all' class='layer-all "+" edrawings-layer-checkbox-style' "+" type='checkbox' checked> "+"<span class='item-tree-text'>"+"Name</span></div>"+"<hr style='margin-top:0;margin-left:5px;"+"margin-right:10px;'>"}for(_i=0,layers_2=layers;_i<layers_2.length;_i++){layer=layers_2[_i];if(!this.shouldIncludeNode(layer))continue;generatedHTML+=this.generateHTMLForNode(layer,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUILayerHTMLGenerator.prototype.getPreSpanHTML=function(iLayer,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return"<input class='item-layer-checkbox"+" edrawings-layer-checkbox-style' type='checkbox' "+(iLayer.getAttribs().Visible?"checked":"unchecked")+">"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUILayerHTMLGenerator.prototype.shouldIncludeNode=function(iLayer){return true};eDwUILayerHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getLayer(iNode).getName()};eDwUILayerHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getLayer(iNode).getIDHC()};eDwUILayerHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return NaN};eDwUILayerHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childNodes=[];if(this.mViewer.ViewerFeatureOpts.Debug){childNodes=l_getLayer(iNode).getNodeIDsHC()}return childNodes};eDwUILayerHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return""};eDwUILayerHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator_2.eDwUIHTMLGenerator);function l_getLayer(iNode){if(!utils.isInstanceOf(iNode,eDwLayer)){throw new Error("Not a layer:\n"+JSON.stringify(iNode))}return iNode}return eDwUILayerHTMLGenerator}));define("eDwUIMessageReporter",["require","exports","eDwUIUtils","utils"],(function(require,exports,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.showMessageInDebugPanel=exports.showMessagePanelFromCSScontent=exports.showResultPanel=exports.showServerLoadErrorPanel=void 0;function showServerLoadErrorPanel(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({},"edrawings-server-load-failure-1")];case 1:_a.sent();return[4,l_showServerError(iServerID,iModelCacheName)];case 2:_a.sent();return[2]}}))}))}exports.showServerLoadErrorPanel=showServerLoadErrorPanel;function showResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=false;if(!utils.isOfType(iResult,"ServerID"))return[3,2];return[4,l_showConversionResultPanel(iResult)];case 1:showButtons=_b.sent();return[3,5];case 2:_a=iResult.ErrorCode;return[3,3];case 3:return[4,l_showPanelGeneric(iResult)];case 4:showButtons=_b.sent();return[3,5];case 5:return[2,showButtons]}}))}))}exports.showResultPanel=showResultPanel;function showMessagePanelFromCSScontent(iTextClass,iOptions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText(!!iOptions?iOptions:{},iTextClass)];case 1:_a.sent();return[4,l_showMessagePanel()];case 2:_a.sent();return[2]}}))}))}exports.showMessagePanelFromCSScontent=showMessagePanelFromCSScontent;function showMessageInDebugPanel(iMsg){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_showMessagePanel(iMsg,true,true)];case 1:_a.sent();return[2]}}))}))}exports.showMessageInDebugPanel=showMessageInDebugPanel;function l_showConversionResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=l_shouldShowButtons();_a=iResult.ErrorCode;switch(_a){case"URLNotAccessible":return[3,1];case"UnsupportedFileType":return[3,4];case"UnknownLicenseError":return[3,7];case"LicenseVersionMismatch":return[3,10];case"NoMoreLicenses":return[3,13];case"CannotConnectToLicenseServer":return[3,16];case"LicenseExpired":return[3,19];case"UnknownError":return[3,22]}return[3,25];case 1:return[4,l_addParagraphToPanelText({"data-file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible")];case 2:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_b.sent();return[3,29];case 4:return[4,l_addParagraphToPanelText({"data-file":iResult.FileName},"edrawings-server-unsupported-file-type")];case 5:_b.sent();return[4,l_showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close")];case 6:_b.sent();return[3,29];case 7:return[4,l_addParagraphToPanelText({},"edrawings-unknown-license-error")];case 8:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 9:_b.sent();return[3,29];case 10:return[4,l_addParagraphToPanelText({},"edrawings-license-version-mismatch-error")];case 11:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 12:_b.sent();return[3,29];case 13:return[4,l_addParagraphToPanelText({},"edrawings-no-licenses-error")];case 14:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 15:_b.sent();return[3,29];case 16:return[4,l_addParagraphToPanelText({},"edrawings-license-server-connection-error")];case 17:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 18:_b.sent();return[3,29];case 19:return[4,l_addParagraphToPanelText({},"edrawings-license-expired-error")];case 20:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 21:_b.sent();return[3,29];case 22:return[4,l_addParagraphToPanelText({},"edrawings-unknown-error")];case 23:_b.sent();return[4,l_showServerError(iResult.ServerID,iResult.ModelCacheName)];case 24:_b.sent();return[3,29];case 25:if(!l_isDebug())return[3,27];return[4,l_showPanelGeneric(iResult)];case 26:_b.sent();return[3,28];case 27:showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName);_b.label=28;case 28:return[3,29];case 29:return[2,showButtons]}}))}))}function l_showPanelGeneric(iResult){return __awaiter(this,void 0,void 0,(function(){var _a,msg,classes,_i,_b,data;return __generator(this,(function(_c){switch(_c.label){case 0:_a=iResult.ErrorCode;switch(_a){case"AJAXFailure":return[3,1];case"IncompleteFileProcessing":return[3,4];case"ModelLoadInViewerFailed":return[3,7]}return[3,11];case 1:return[4,l_addParagraphToPanelText({},"edrawings-server-ajax-failure")];case 2:_c.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_c.sent();return[3,13];case 4:return[4,l_addParagraphToPanelText({},"edrawings-unable-process-file")];case 5:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 6:_c.sent();return[3,13];case 7:return[4,l_addParagraphToPanelText({"data-error-message":iResult.ErrorData[0]},"edrawings-viewer-load-failure")];case 8:_c.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iResult.ErrorData[1]},"edrawings-server-load-failure-3")];case 9:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 10:_c.sent();return[3,13];case 11:msg="";classes="edrawings-dialog-no-close";switch(iResult.ErrorCode){case"Error":classes+=" edrawings-error-title";break;case"Warn":classes+=" edrawings-warn-title";break;default:classes+=" edrawings-info-title";msg+="<div>"+iResult.ErrorCode+"</div>";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="<div style='white-space: nowrap'>"+data+"</div>"}return[4,l_showMessagePanel(msg,true,false,classes)];case 12:_c.sent();return[3,13];case 13:return[2,l_shouldShowButtons()]}}))}))}function l_addParagraphToPanelText(iOptions,iTextClass){return __awaiter(this,void 0,void 0,(function(){function getValue(iValue){return typeof iValue==="string"?"'"+iValue+"'":iValue.toString()}var msgPanelTextJQ,div,optionKeys,_i,optionKeys_1,optionKey;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();div="<div class='"+iTextClass+" edrawings-dialog-content'";optionKeys=Object.keys(iOptions);for(_i=0,optionKeys_1=optionKeys;_i<optionKeys_1.length;_i++){optionKey=optionKeys_1[_i];div+=" "+optionKey+"="+getValue(iOptions[optionKey])}div+="></div>";msgPanelTextJQ.append(div);return[2]}}))}))}function l_showMessagePanel(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}return __awaiter(this,void 0,void 0,(function(){var msgPanelTextJQ,opts,msgPanel,msgPanelTitleJQ,text;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();if(iMsg)msgPanelTextJQ.html(iMsg);opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}$.extend(opts,{beforeClose:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().off("drop")},open:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().on("drop",(function(iEvent2){iEvent2.preventDefault();iEvent2.stopPropagation()}))}});eDwUIUtils.hide("#WaitBanner",true);msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){msgPanelTitleJQ=msgPanel.prev().find(".ui-dialog-title");text="";if(msgPanelTitleJQ){text=msgPanelTitleJQ.css("content").replace(/^['"]+|\\|(;\s?})+|['"]$/g,"")}msgPanelTitleJQ.text(text)}return[2]}}))}))}function l_shouldShowButtons(){var viewerHTMLElem=$(eDwUIUtils.getViewerElementID()).get(0);return $._data(viewerHTMLElem,"events").dragover}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug||false}function l_getDialogPanelTextElem(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!!lDialogTextJQ.length)return[3,2];return[4,eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html")];case 1:_a.sent();lDialogTextJQ=$("#edrawings-dialog-panel-text");_a.label=2;case 2:return[2,lDialogTextJQ]}}))}))}function l_showServerError(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({"data-server-id":iServerID},"edrawings-server-load-failure-2")];case 1:_a.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iModelCacheName},"edrawings-server-load-failure-3")];case 2:_a.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_a.sent();return[2]}}))}))}var lDialogTextJQ=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_i<modelViews_6.length;_i++){modelView=modelViews_6[_i];modelViewHierNode=modelView.Hierarchy;if(!this.shouldIncludeNode(modelViewHierNode)){continue}generatedHTML+=this.generateHTMLForNode(modelViewHierNode,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUIModelViewHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};eDwUIModelViewHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUIModelViewHTMLGenerator}(eDwUIHTMLGenerator_3.eDwUIHTMLGenerator);return eDwUIModelViewHTMLGenerator}));define("eDwUIPluginMgr",["require","exports","eDwServiceMgr","eDwGenericError","utils"],(function(require,exports,eDwServiceMgr,eDwGenericError,utils){"use strict";var eDwUIPluginMgr=function(){function eDwUIPluginMgr(){this.clearPluginData()}eDwUIPluginMgr.prototype.loadPlugins=function(iPluginClassNames,iViewer,iViewerFeatOpts){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPluginClassNames_1,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iPluginClassNames.length)return[2];promises=[];for(_i=0,iPluginClassNames_1=iPluginClassNames;_i<iPluginClassNames_1.length;_i++){pluginClassName=iPluginClassNames_1[_i];if(!pluginClassName)continue;l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),promises)}return[4,Promise.all(promises)];case 1:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.loadDynamicPlugins=function(iViewer){return __awaiter(this,void 0,void 0,(function(){var pluginClassNames;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwServiceMgr.get().importPlugins()];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer)];case 2:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.onClick=function(iID,iActivate){var plugin=this.mIDToPluginMap[iID];if(plugin){plugin.onClick(iActivate);return true}return false};eDwUIPluginMgr.prototype.destroy=function(){for(var _i=0,_a=this.mUIPlugins;_i<_a.length;_i++){var plugin=_a[_i];plugin.destroy()}this.clearPluginData();eDwUIPluginMgr.sMgr=null};eDwUIPluginMgr.get=function(){if(!eDwUIPluginMgr.sMgr){eDwUIPluginMgr.sMgr=new eDwUIPluginMgr}return eDwUIPluginMgr.sMgr};eDwUIPluginMgr.prototype.clearPluginData=function(){this.mUIPlugins=[];this.mIDToPluginMap={};this.mPluginClassNameProcessed={}};eDwUIPluginMgr.prototype.loadPlugin=function(iPluginClassName,iViewer,iViewerFeatOpts){var _this=this;var onPluginLoaded=function(iGenericPluginClassConstructor){return __awaiter(_this,void 0,void 0,(function(){var plugin,pluginButtonID,pluginClassNames,loadedPluginPromises,_i,pluginClassNames_1,pluginClassName,iExcp_15;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,6,,7]);plugin=new iGenericPluginClassConstructor(iViewer,iViewerFeatOpts);this.mUIPlugins.push(plugin);pluginButtonID=plugin.PluginButtonID;if(pluginButtonID){this.mIDToPluginMap[pluginButtonID]=plugin}console.debugLog("UIPlugin","Dynamically loaded "+iPluginClassName);if(!plugin.Dependencies.length)return[3,4];return[4,eDwServiceMgr.get().importDependencies(plugin.Dependencies)];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer,iViewerFeatOpts)];case 2:_a.sent();loadedPluginPromises=[];for(_i=0,pluginClassNames_1=pluginClassNames;_i<pluginClassNames_1.length;_i++){pluginClassName=pluginClassNames_1[_i];if(!pluginClassName)continue;try{l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),loadedPluginPromises)}catch(iExcp){console.warn("Importing dependencies for "+iPluginClassName+" failed - "+iExcp.message)}}return[4,Promise.all(loadedPluginPromises)];case 3:_a.sent();_a.label=4;case 4:return[4,plugin.init()];case 5:_a.sent();console.debugLog("UIPlugin","Initialized "+iPluginClassName);return[3,7];case 6:iExcp_15=_a.sent();console.warn("Constructing "+iPluginClassName+" failed - "+iExcp_15.message);return[3,7];case 7:return[2]}}))}))};try{console.debugLog("UIPlugin","Attempting dynamic load of "+iPluginClassName);return new Promise((function(iResolveFunc,iRejectFunc){if(_this.mPluginClassNameProcessed[iPluginClassName]){iResolveFunc()}else{_this.mPluginClassNameProcessed[iPluginClassName]=true;require([iPluginClassName],(function(iClassConstructor){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,onPluginLoaded(iClassConstructor).then(iResolveFunc,(function(iReason){if(iRejectFunc)iRejectFunc(iReason);else{var msg=JSON.stringify(iReason);console.debugLog("UIPlugin",msg);throw new eDwGenericError("")}}))];case 1:_a.sent();return[2]}}))}))})()}))}}))}catch(iExcp){console.warn("Dynamic load failed for "+iPluginClassName+" - "+iExcp.message);return Promise.reject()}};return eDwUIPluginMgr}();function l_appendPromiseToArray(iPromise,ioPromises){utils.appendToArray(iPromise,ioPromises)}return eDwUIPluginMgr}));define("eDwUISheetTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_4){"use strict";var eDwUISheetTreeHTMLGenerator=function(_super){__extends(eDwUISheetTreeHTMLGenerator,_super);function eDwUISheetTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUISheetTreeHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer")return false;return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUISheetTreeHTMLGenerator}(eDwUIHTMLGenerator_4.eDwUIHTMLGenerator);return eDwUISheetTreeHTMLGenerator}));define("eDwUIShortcutMenu",["require","exports","eDwUIHTMLEventMgr","eDwGenericError","eDwEventMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIHTMLEventMgr,eDwGenericError,eDwEventMgr,eDwEvents_8,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIShortcutMenu=void 0;var eDwUIShortcutMenu=function(){function eDwUIShortcutMenu(){var _this=this;this.mMenuHandlers={};this.mMenuVisibilityHandlerObjs={};this.mCheckPluginHandlers={};$(c_menuID).menu({select:function(iEvent,iUIItemJQ){var itemJQ=iUIItemJQ.item;if(!itemJQ||itemJQ.hasClass(".ui-state-disabled"))return;var handler=_this.mMenuHandlers[itemJQ.attr("id")];if(handler){handler(iEvent,iUIItemJQ,_this.mArg)}else{console.debugLog("shortcutmenu","Missing shortcut menu handler: "+itemJQ.attr("class"))}}});eDwUIShortcutMenu.hide();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mUIHTMLEventMgr.addEventHandler("document","contextmenu",eDwUIUtils.inhibitEventBehavior);var showShortcutMenu=function(iViewer,iScreenPos,iArg,iPluginName){return __awaiter(_this,void 0,void 0,(function(){var menuItemID,visibilityHandlerObj,pluginHandler,visState,handlerExists;return __generator(this,(function(_a){this.mArg=iArg;for(menuItemID in this.mMenuVisibilityHandlerObjs){visibilityHandlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];pluginHandler=this.mCheckPluginHandlers[visibilityHandlerObj.PluginName];visState=pluginHandler?!pluginHandler(iPluginName):false;handlerExists=visibilityHandlerObj.VisHandler;visState=visState||(handlerExists?!visibilityHandlerObj.VisHandler(iViewer,iArg):false);eDwUIUtils.hide("#"+menuItemID,visState)}eDwUIShortcutMenu.show(iScreenPos.x,iScreenPos.y);return[2]}))}))};var hideShortcutMenu=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){eDwUIShortcutMenu.hide();return[2]}))}))};var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwEvents_8.RightClickEvent,showShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.UnselectEvent,hideShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.LeftClickEvent,hideShortcutMenu)}eDwUIShortcutMenu.prototype.isEmpty=function(){return!$(c_menuID+" ul").length&&!$(c_menuID+" li").length};eDwUIShortcutMenu.prototype.removeAllEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwEvents_8.RightClickEvent,"showShortcutMenu");eventMgr.removeEventHandlerFunc(eDwEvents_8.UnselectEvent,"hideShortcutMenu");this.mMenuHandlers={};this.mCheckPluginHandlers={}};eDwUIShortcutMenu.prototype.destroy=function(){eDwUIShortcutMenu.hide();this.removeAllEventHandlers();$(c_menuID+" ul").remove();$(c_menuID+" li").remove();eDwUIShortcutMenu.sMenu=null};eDwUIShortcutMenu.prototype.addMenuItem=function(iPluginName,iMenuItemCSSClassName,iHandlerFunc,iIsVisibleFunc,iInitHideMenuItem,iParentMenuSelector){if(iHandlerFunc===void 0){iHandlerFunc=null}if(iIsVisibleFunc===void 0){iIsVisibleFunc=l_shouldBeVisible}if(iInitHideMenuItem===void 0){iInitHideMenuItem=true}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}if(!iMenuItemCSSClassName){console.debugLog("shortcutmenu","Missing selector.");throw new eDwGenericError("Missing selector.")}var menuJQ=$(iParentMenuSelector);var menuItemJQ=l_insertInMenu("li",iPluginName,iMenuItemCSSClassName,menuJQ);var menuItemID=menuItemJQ.attr("id");eDwUIUtils.hide("#"+menuItemID,iInitHideMenuItem);if(iHandlerFunc){this.mMenuHandlers[menuItemID]=iHandlerFunc}var handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];if(!handlerObj){handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID]={VisHandler:iIsVisibleFunc,PluginName:iPluginName}}else{handlerObj.VisHandler=iIsVisibleFunc;handlerObj.PluginName=iPluginName}};eDwUIShortcutMenu.prototype.addSubMenu=function(iPluginName,iSubMenuCSSClassName,iHideSubMenu,iParentMenuSelector){if(iHideSubMenu===void 0){iHideSubMenu=false}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var subMenuJQ=$(iParentMenuSelector);l_insertInMenu("ul",iPluginName,iSubMenuCSSClassName,subMenuJQ);if(iHideSubMenu)eDwUIShortcutMenu.hide()};eDwUIShortcutMenu.prototype.addMenuSeparator=function(iPluginName){this.addMenuItem(iPluginName,"edrawings-shortcut-divider",null,(function(iViewer,iArg){if(l_getNumVisMenuItems()){return l_shouldBeVisible(iViewer,iArg)}return false}))};eDwUIShortcutMenu.prototype.setPluginCheck=function(iPluginNameKey,iCheckFunc){if(iPluginNameKey){this.mCheckPluginHandlers[iPluginNameKey]=iCheckFunc;return true}return false};eDwUIShortcutMenu.prototype.removeAllMenuItems=function(iPluginName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}this.removeMenuItem(iPluginName,"",iParentMenuSelector)};eDwUIShortcutMenu.prototype.removeMenuItem=function(iPluginName,iMenuItemCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var menuItemJQ=l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName);var menuItemID=menuItemJQ.attr("id");delete this.mMenuHandlers[menuItemID];delete this.mMenuVisibilityHandlerObjs[menuItemID];$(iParentMenuSelector).menu("refresh")};eDwUIShortcutMenu.prototype.removeSubMenu=function(iPluginName,iSubMenuCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}l_removeFromMenu(iParentMenuSelector,iPluginName,iSubMenuCSSClassName)};eDwUIShortcutMenu.get=function(){if(!eDwUIShortcutMenu.sMenu){eDwUIShortcutMenu.sMenu=new eDwUIShortcutMenu}return eDwUIShortcutMenu.sMenu};eDwUIShortcutMenu.destroy=function(){if(eDwUIShortcutMenu.sMenu)eDwUIShortcutMenu.sMenu.destroy()};eDwUIShortcutMenu.show=function(iX,iY,iParentRect){var numVisMenuItems=l_getNumVisMenuItems();if(!numVisMenuItems)return;var menuJQ=$(c_menuID);var viewerElemJQ=$("#edrawings-canvas");var parentRect=iParentRect?iParentRect:{Width:viewerElemJQ.width(),Height:viewerElemJQ.height()};var posx=iX;var posy=iY;var menuHeight=menuJQ.height();var menuWidth=menuJQ.width();if(posx+menuWidth>parentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"</"+iElementStyle+">");menuElemJQ.attr("plugin-name",iPluginName);if(!menuElemJQ.attr("id")){menuElemJQ.attr("id",iCSSClassName+"-id")}iParentMenuJQ.append(menuElemJQ);iParentMenuJQ.menu("refresh");if(text===c_dummyText)menuElemJQ.text("");return menuElemJQ}function l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName){return $(iParentMenuSelector).find("[plugin-name='"+iPluginName+"']"+iMenuItemCSSClassName).remove()}function l_getNumVisMenuItems(iPluginName){var menuItems=$(c_menuID+" li");var hiddenMenuItems=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i<tableNodes_1.length;_i++){tableNode=tableNodes_1[_i];if(!this.shouldIncludeNode(tableNode))continue;generatedHTML+=this.generateHTMLForNode(tableNode,NaN,"edrawings-root "+iAdditionalClasses,true)}}return[2,generatedHTML]}))}))};eDwUITableHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUITableHTMLGenerator}(eDwUIHTMLGenerator_5.eDwUIHTMLGenerator);return eDwUITableHTMLGenerator}));define("eDwUIUtils",["require","exports","eDwView","eDwServiceMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwZoomToFitCmd","eDwResetCmd","eDwUIHTMLGenerator","eDwUISheetTreeHTMLGenerator","eDwUILayerHTMLGenerator","eDwUIDebugHTMLGenerator","eDwEventMgr","eDwAJAXError","eDwResultError","eDwNodeAttributes","eDwTypes","eDwEvents","eDwUIMessageReporter","utils","eDwKeyMgr"],(function(require,exports,eDwView,eDwServiceMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwZoomToFitCmd,eDwResetCmd,eDwUIHTMLGenerator_6,eDwUISheetTreeHTMLGenerator,eDwUILayerHTMLGenerator,eDwUIDebugHTMLGenerator,eDwEventMgr,eDwAJAXError,eDwResultError,eDwNodeAttributes_4,eDwTypes_17,eDwEvents_9,eDwUIMessageReporter,utils,eDwKeyMgr_5){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.getAsJQueryObj=exports.adjustScrollArrows=exports.disableScrollOnTouch=exports.enableScrollOnTouch=exports.executeScrolling=exports.positionMenuPanelArrowCollapseButton=exports.fixMenuPanelInwardToolbar=exports.viewFile=exports.makeResult=exports.getViewerElementID=exports.getViewerElementName=exports.resetToHomeView=exports.isStateOn=exports.isIDInJQuery=exports.deactivateUI=exports.activateUI=exports.getIDHC=exports.scrollToTarget=exports.getPosition=exports.getRequestedQueryStringParams=exports.hide=exports.loadPanel=exports.getSpanText=exports.getTarget=exports.getText=exports.addPanelModeEvents=exports.populateModelViewPanel=exports.inhibitEventBehavior=exports.loadComponentHTML=exports.deactivateMoveInput=exports.addCloseEventHandler=exports.scrollToTreeNode=exports.expandSelected=exports.switchModelView=exports.updateModelViewTargets=exports.searchPanelList=exports.zoomToFit=exports.addSubTreeArrowEventHandler=exports.updateUI=exports.getUIPanelID=exports.setUIGenerator=exports.getUIGenerator=exports.createUIGenerators=exports.updateIcons=void 0;function updateIcons(iHierNodesAndAttribs){for(var _i=0,iHierNodesAndAttribs_4=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_4.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_4[_i];var hierNode=hierNodeAndAttribs.HierNode;var attribs=hierNodeAndAttribs.Attribs;var listItemDiv=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-submenu-list-item"]');var iconDiv=listItemDiv.children("div.edrawings-tree-icon");iconDiv.removeClass(l_getAllDisplayStateCSSClasses(hierNode));var newCSSClass=eDwUIHTMLGenerator_6.eDwUIHTMLGenerator.getDisplayStateCSSClass(hierNode,attribs);iconDiv.addClass(newCSSClass)}}exports.updateIcons=updateIcons;function createUIGenerators(iViewer){var panelID="#edrawings-sheet-tree-menu";l_generators[panelID]=new eDwUISheetTreeHTMLGenerator(iViewer,panelID);panelID="#edrawings-layer-control-menu";l_generators[panelID]=new eDwUILayerHTMLGenerator(iViewer,panelID);panelID="#edrawings-debug-menu";l_generators[panelID]=new eDwUIDebugHTMLGenerator(iViewer,panelID)}exports.createUIGenerators=createUIGenerators;function getUIGenerator(iName){return l_generators[iName]}exports.getUIGenerator=getUIGenerator;function setUIGenerator(iName,iGen){l_generators[iName]=iGen}exports.setUIGenerator=setUIGenerator;function getUIPanelID(iTargetJQ){var panelJQ=iTargetJQ.closest(".edrawings-submenu");return panelJQ?"#"+panelJQ[0].id:""}exports.getUIPanelID=getUIPanelID;function updateUI(iViewer,iModelView,iInit){if(iInit===void 0){iInit=false}return __awaiter(this,void 0,void 0,(function(){var model,listHTML,listJQ,gen,modelViews,_i,modelViews_7,modelView;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iViewer)return[3,2];if(iViewer.ViewerFeatureOpts.Debug)l_populateDebugPanel(iViewer);model=iViewer.getModel();if(!iModelView)return[3,2];if(iModelView===model.getActiveModelView()){listHTML="";listJQ=$("#edrawings-sheet-tree-menu .edrawings-submenu-list");gen=getUIGenerator("#edrawings-sheet-tree-menu");modelViews=iViewer.getModel().getModelViews();for(_i=0,modelViews_7=modelViews;_i<modelViews_7.length;_i++){modelView=modelViews_7[_i];listHTML+=gen.generateHTMLForNode(modelView.Hierarchy,NaN,"edrawings-root")}listJQ.empty();listJQ.append(listHTML)}updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected");if(!iInit)return[3,2];return[4,l_populateLayerPanel(iViewer)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.updateUI=updateUI;function addSubTreeArrowEventHandler(ioUIHTMLEventMgr,iTreeNodeID){ioUIHTMLEventMgr.addDelegatedEventHandler(iTreeNodeID+" .edrawings-tree-arrow","click",(function(iEvent){if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ[0])return;function collapseListNode(iTargetJQ){var parentElemJQ=iTargetJQ[0]?getAsJQueryObj(iTargetJQ[0].parentElement):$();if(!parentElemJQ.hasClass("edrawings-submenu-list")){parentElemJQ=parentElemJQ[0]?getAsJQueryObj(parentElemJQ[0].parentElement):$()}if(!parentElemJQ[0]){console.warn("No list found for the collapsable element.");return}var parentElem=parentElemJQ[0];var childElemsJQ=parentElemJQ.children("[data-hoopsparentid='"+iTargetJQ.data("hoopsid")+"']");$.each(childElemsJQ,(function(iArg,iElem){collapseListNode($(iElem));parentElem.removeChild(iElem)}))}if(targetJQ.hasClass("edrawings-tree-expanded")){collapseListNode(targetJQ);targetJQ.removeClass("edrawings-tree-expanded")}else{var appendJQ=targetJQ.closest(".edrawings-submenu-list-item");var panelID=getUIPanelID(appendJQ);var gen=getUIGenerator(panelID);var nodeToExpandHC=parseInt(targetJQ.data("hoopsid"),10);var node=gen.getNodeFromID(nodeToExpandHC);if(node===undefined){console.debugLog("ListUI","There is no node for the ID");return}var offset=parseInt($(appendJQ).css("padding-left"),10);appendJQ.after(gen.generateHTMLForChildNodes(node,false,offset));targetJQ.addClass("edrawings-tree-expanded")}}))}exports.addSubTreeArrowEventHandler=addSubTreeArrowEventHandler;function zoomToFit(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var nodeIDHC,activeModelView,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDHC=iViewer.SelectionMgr.getLastSelIDHC();if(utils.isNaN(nodeIDHC)){activeModelView=iViewer.getModel().getActiveModelView();nodeIDHC=activeModelView.Hierarchy.HOOPSID}zoomToFitCmd=new eDwZoomToFitCmd(iViewer,nodeIDHC,iViewer.getHCView().getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.zoomToFit=zoomToFit;function searchPanelList(iViewer,iElemJQ){var panelID=getUIPanelID(iElemJQ);var listJQ=$(panelID+" .edrawings-submenu-list");var activeModelView=iViewer.getModel().getActiveModelView();var activeModelViewNode=activeModelView.Hierarchy;if(activeModelViewNode){listJQ.empty();iViewer.SelectionMgr.unSelectAllObjects();var gen=getUIGenerator(panelID);var inputVal=$(panelID+" .edrawings-menu-search-input").val();listJQ.append(gen.generateHTMLForChildNodes(activeModelViewNode,inputVal.length>0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("span[data-hoopsid='"+iModelView.Hierarchy.HOOPSID+"']");if(targetSpans.length>0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){var parentJQ=viewTab.parent();parentJQ.addClass(iTargetClass);scrollToTarget(parentJQ)}}}exports.updateModelViewTargets=updateModelViewTargets;function switchModelView(iEvent,iViewer,iClassForNodeID){var _this=this;if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ.length)return;var modelViewDivJQ=$(iClassForNodeID,targetJQ);if(!modelViewDivJQ.length)return;var model=iViewer.getModel();var nodeIDHC=parseInt(modelViewDivJQ.data("hoopsid"),10);var modelViewHierNode=model.getHierarchyNode(nodeIDHC);var newModelView=modelViewHierNode.getModelView();var currModelView=model.getActiveModelView();if(newModelView===currModelView)return;(function(){return __awaiter(_this,void 0,void 0,(function(){var changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,newModelView);return[4,eDwCommandMgr.get().run(changeModelViewCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.switchModelView=switchModelView;function expandSelected(iViewer,iSelHierNode){var activeModelView=iViewer.getModel().getActiveModelView();function expandNode(iTargetJQ){if(!iTargetJQ.length)return;if(!iTargetJQ.hasClass("edrawings-tree-expanded")){var panelUIID=getUIPanelID(iTargetJQ);if(!$(panelUIID).is(":visible"))return;var gen=getUIGenerator(panelUIID);var offset=parseInt($(iTargetJQ).css("padding-left"),10);var nodeToExpand=parseInt(iTargetJQ.data("hoopsid"),10);var hierarchyNode=activeModelView.Nodes[nodeToExpand];var appendNode=iTargetJQ.closest(".edrawings-submenu-list-item");appendNode.after(gen.generateHTMLForChildNodes(hierarchyNode,false,offset));iTargetJQ.addClass("edrawings-tree-expanded")}}var hierNode=iSelHierNode.Parent;while(hierNode&&hierNode!==activeModelView.Hierarchy){var expandNodes=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-tree-arrow"]');$.each(expandNodes,(function(iIdx,iTarget){expandNode($(iTarget))}));hierNode=hierNode.Parent}}exports.expandSelected=expandSelected;function scrollToTreeNode(iSelHierNode,iSetSelected){var treeItem={node:$("span[data-hoopsid='"+iSelHierNode.HOOPSID+"']:not(.config-tab-text)"),ownerNode:$("div[data-hoopsid='"+iSelHierNode.HOOPSID+"']")};if(treeItem.ownerNode.length){var classAction_1=iSetSelected?"addClass":"removeClass";$.each(treeItem.node,(function(iIdx,iTarget){$(iTarget)[classAction_1]("edrawings-list-selected")}));$.each(treeItem.ownerNode,(function(iIdx,iTarget){var targetJQ=$(iTarget);targetJQ[classAction_1]("edrawings-list-selected");if(!targetJQ.hasClass("edrawings-submenu-list-item")){return}targetJQ.find(".edrawings-submenu-list-item-button")[classAction_1]("edrawings-list-option");var panel=targetJQ.closest(".edrawings-menu");var panelHiddenState=panel.is(":hidden");hide(panel.attr("id"),false);if(iSetSelected){scrollToTarget(targetJQ,panelHiddenState?"none":"slow")}hide(panel.attr("id"),panelHiddenState)}))}}exports.scrollToTreeNode=scrollToTreeNode;function addCloseEventHandler(iPanelID,iUIHTMLEventMgr){iUIHTMLEventMgr.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",(function(iEvent){hide(iPanelID,true)}))}exports.addCloseEventHandler=addCloseEventHandler;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix);$(document).off("click"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(){return __awaiter(this,void 0,void 0,(function(){var loadPromises;return __generator(this,(function(_a){switch(_a.label){case 0:loadPromises=[];utils.appendToArray(loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-layer-control-menu","layerspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-debug-menu","debugpanel.html"),loadPromises);return[4,Promise.all(loadPromises)];case 1:_a.sent();return[2]}}))}))}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,(function(){var listModelViewMenu,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}exports.populateModelViewPanel=populateModelViewPanel;function addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID){var click="click"+iInputEventIDSuffix;$(document).on(click,iPanelID+" .edrawings-menu-panel-arrow-collapse",(function(iJQEvent){var msg="Panel resize: "+click;console.debugLog("UIPanelResize",msg);iJQEvent.preventDefault();var panelJQ=$(iPanelID);panelJQ.toggleClass("edrawings-collapsed");var activeButtonJQ=iButtonID?$(iButtonID):undefined;positionMenuPanelArrowCollapseButton(panelJQ,activeButtonJQ);iJQEvent.stopImmediatePropagation()}));var panelJQ=$(iPanelID);panelJQ.removeClass("edrawings-collapsed");l_setMenuPanelArrowCollapseButtonPosition(panelJQ);fixMenuPanelInwardToolbar(panelJQ)}exports.addPanelModeEvents=addPanelModeEvents;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTargetJQ){return iTargetJQ.hasClass("config-tab-text")?iTargetJQ.parent():iTargetJQ}exports.getTarget=getTarget;function getSpanText(iTargetJQ){var target=getTarget(iTargetJQ);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loaded,iExcp_16;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,false];loaded=false;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 2:_a.sent();loaded=true;console.debugLog("PanelLoad","Loaded panel id = "+iElemOrClassID+" HTML file = "+iPanelHTML);return[3,4];case 3:iExcp_16=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_16.message);return[3,4];case 4:return[2,loaded]}}))}))}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i<hashes.length;i++){var hash=hashes[i].split("=");if(hash.length>1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iAnimationSpeed){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}var animationSpeed=iAnimationSpeed;var targetOffset=iTargetJQ.offset();var targetParentJQ=iTargetJQ.parent();if(targetParentJQ.length&&targetParentJQ[0]===$(document)[0]){return false}var targetParentOffset=targetParentJQ.offset();var updated=false;if(targetParentJQ[0].scrollWidth>targetParentJQ.width()){var targetParentPaddingLeft=parseInt(targetParentJQ.css("paddingLeft"));var diff=l_computeTargetMinimalAdjustment(targetOffset.left,parseInt(iTargetJQ.css("marginLeft"))+parseInt(iTargetJQ.css("borderLeftWidth"))+iTargetJQ[0].scrollWidth+parseInt(iTargetJQ.css("borderRightWidth"))+parseInt(iTargetJQ.css("marginRight")),targetParentOffset.left+parseInt(targetParentJQ.css("marginLeft"))+parseInt(targetParentJQ.css("borderLeftWidth"))+targetParentPaddingLeft,targetParentJQ[0].clientWidth-targetParentPaddingLeft-parseInt(targetParentJQ.css("paddingRight")));if(diff!==0){var pos=targetParentJQ.scrollLeft()+diff;if(Math.abs(diff)>targetParentJQ.width()){var targetJQpostionLeft=iTargetJQ.position().left;pos=targetParentJQ.scrollLeft()+targetJQpostionLeft}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollLeft");updated=true}}if(targetParentJQ[0].scrollHeight>targetParentJQ.height()){var targetParentPaddingTop=parseInt(targetParentJQ.css("paddingTop"));var diff=l_computeTargetMinimalAdjustment(targetOffset.top,parseInt(iTargetJQ.css("marginTop"))+parseInt(iTargetJQ.css("borderTopWidth"))+iTargetJQ[0].scrollHeight+parseInt(iTargetJQ.css("borderBottomWidth"))+parseInt(iTargetJQ.css("marginBottom")),targetParentOffset.top+parseInt(targetParentJQ.css("marginTop"))+parseInt(targetParentJQ.css("borderTopWidth"))+targetParentPaddingTop,targetParentJQ[0].clientHeight-targetParentPaddingTop-parseInt(targetParentJQ.css("paddingBottom")));if(diff!==0){var pos=targetParentJQ.scrollTop()+diff;if(Math.abs(diff)>targetParentJQ.height()){var targetJQpostionTop=iTargetJQ.position().top;pos=targetParentJQ.scrollTop()+targetJQpostionTop}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollTop");updated=true}}return updated}exports.scrollToTarget=scrollToTarget;function getIDHC(iTargetJQ){if(!iTargetJQ)return Number.NaN;return parseInt(iTargetJQ.data("hoopsid"),10)}exports.getIDHC=getIDHC;function activateUI(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var panelJQ,buttonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:if(iPanelID){panelJQ=hide(iPanelID,false).addClass("active");fixMenuPanelInwardToolbar(panelJQ)}if(!iButtonID)return[3,2];buttonJQ=$(iButtonID);buttonJQ.addClass("active-button");scrollToTarget(buttonJQ,"none");return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.ActivateUIOpEvent,buttonJQ)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.activateUI=activateUI;function deactivateUI(iButtonCSSClassName,iPanelCSSClassName){if(iButtonCSSClassName===void 0){iButtonCSSClassName=""}if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonsJQ,panelsJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonsJQ=$(iButtonCSSClassName+".active-button");if(!activeButtonsJQ.length)return[3,2];return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.DeactivateUIOpEvent,activeButtonsJQ)];case 1:_a.sent();activeButtonsJQ.removeClass("active-button");_a.label=2;case 2:panelsJQ=hide(iPanelCSSClassName+".active",true).removeClass("active");panelsJQ.each((function(iIdx,iPanel){fixMenuPanelInwardToolbar($(iPanel),true)}));return[2,activeButtonsJQ]}}))}))}exports.deactivateUI=deactivateUI;function isIDInJQuery(iListJQ,iID){var inJQList=false;for(var key in iListJQ){if(iListJQ[key].id===iID){inJQList=true;break}}return inJQList}exports.isIDInJQuery=isIDInJQuery;function isStateOn(iID){return $(iID).hasClass("state-on-button")}exports.isStateOn=isStateOn;function resetToHomeView(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var resetCmd;return __generator(this,(function(_a){switch(_a.label){case 0:resetCmd=new eDwResetCmd(iViewer);return[4,eDwCommandMgr.get().run(resetCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.resetToHomeView=resetToHomeView;function getViewerElementName(){return"edrawings-viewer"}exports.getViewerElementName=getViewerElementName;function getViewerElementID(){return"#"+getViewerElementName()}exports.getViewerElementID=getViewerElementID;function makeResult(iExcp){var result={ErrorCode:"UnknownError",ErrorData:[]};if(iExcp instanceof eDwResultError){result=iExcp.Result}else if(iExcp instanceof eDwAJAXError){result.ErrorCode=iExcp.ErrorCode;result.ErrorData=[iExcp.message]}else{result.ErrorCode=iExcp.name;result.ErrorData=[iExcp.message]}return result}exports.makeResult=makeResult;function viewFile(iModelName,iModelKey,iParams,iContainerName,iModelData){return __awaiter(this,void 0,void 0,(function(){function createViewer(iWebSocketEndpoint){if(iWebSocketEndpoint===""){return null}var streamAlways=iParams.StreamAlwaysConnected;var streamModes=eDwTypes_17.HC.StreamingMode;var webViewerInfo={};webViewerInfo.containerId=iContainerName;webViewerInfo.model=iModelKey;webViewerInfo.endpointUri=iWebSocketEndpoint;webViewerInfo.streamingMode=streamAlways?streamModes.Interactive:streamModes.All;webViewerInfo.streamingMode=iModelData?null:webViewerInfo.streamingMode;webViewerInfo.buffer=iModelData;webViewerInfo.boundingPreviewMode=eDwTypes_17.HC.BoundingPreviewMode.None;eDwEventMgr.get().addEventHandlerFunc(eDwEvents_9.GLContextLostEvent,c_onContextLost);var viewer=new eDwView(webViewerInfo,iParams);hide("#"+iContainerName,false);if(iModelName){$("#edrawings-filename-text").html(decodeURIComponent(iModelName))}var modelName=!iModelName&&iModelKey?iModelKey:iModelName;if(!modelName)return null;if(modelName.search(".zip")>-1){modelName=modelName.substring(0,modelName.length-4)}console.debugLog("ModelLoad","Created new edw viewer");return viewer}var wsEndPt,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!iModelData)return[3,1];_a=null;return[3,3];case 1:return[4,eDwServiceMgr.get().getWebSocketEndpoint(iModelKey,iParams.WebSocketEndpoint)];case 2:_a=_b.sent();_b.label=3;case 3:wsEndPt=_a;return[2,createViewer(wsEndPt)]}}))}))}exports.viewFile=viewFile;function fixMenuPanelInwardToolbar(iPanelJQ,iToClear){if(iToClear===void 0){iToClear=false}if(iToClear){iPanelJQ.removeClass("edrawings-collided");return}if(iPanelJQ.hasClass("edrawings-hud-menu")){var panel=iPanelJQ[0];if(panel.scrollHeight>panel.clientHeight){iPanelJQ.addClass("edrawings-collided")}else{iPanelJQ.removeClass("edrawings-collided")}}else if(iPanelJQ.hasClass("edrawings-submenu")){var wrapperJQ=iPanelJQ.find(".edrawings-menu-panel-wrapper");var wasCollided=iPanelJQ.hasClass("edrawings-collided");if(iPanelJQ[0].scrollHeight>iPanelJQ[0].clientHeight&&iPanelJQ[0].scrollHeight-iPanelJQ[0].clientHeight>1||wrapperJQ[0].scrollHeight>wrapperJQ[0].clientHeight&&wrapperJQ[0].scrollHeight-wrapperJQ[0].clientHeight>1){if(!wasCollided){iPanelJQ.addClass("edrawings-collided")}iPanelJQ.addClass("edrawings-wiggle");setTimeout((function(){iPanelJQ.removeClass("edrawings-wiggle")}),0)}else{iPanelJQ.removeClass("edrawings-collided");if(wasCollided){fixMenuPanelInwardToolbar(iPanelJQ)}}}}exports.fixMenuPanelInwardToolbar=fixMenuPanelInwardToolbar;function positionMenuPanelArrowCollapseButton(iPanelJQ,iButtonJQ){if(!iPanelJQ.hasClass("edrawings-collapsed")){l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ);fixMenuPanelInwardToolbar(iPanelJQ)}else{if(iButtonJQ){var arrowCollapseButtonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse");var activeButtonRect=iButtonJQ[0].getBoundingClientRect();var arrowCollapseButtonRect=arrowCollapseButtonJQ[0].getBoundingClientRect();var diffTop=activeButtonRect.top-arrowCollapseButtonRect.top;l_setMenuPanelArrowCollapseButtonPosition(arrowCollapseButtonJQ,arrowCollapseButtonJQ.position().top+diffTop)}fixMenuPanelInwardToolbar(iPanelJQ,true)}}exports.positionMenuPanelArrowCollapseButton=positionMenuPanelArrowCollapseButton;function executeScrolling(iDiffX,iDiffY,iContentJQ,iBarJQ){var contentParentJQ=iContentJQ.parent();var leftButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-left)");var rightButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-right)");var upButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-up)");var downButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-down)");if(iContentJQ[0].scrollWidth>iContentJQ.width()){var scrollLeft=iContentJQ.scrollLeft();var newScrollLeft=scrollLeft+iDiffX;iContentJQ.scrollLeft(newScrollLeft);adjustScrollArrows(iContentJQ.scrollLeft(),iContentJQ[0].scrollWidth,iContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,iBarJQ)}if(iContentJQ[0].scrollHeight>iContentJQ.height()){var scrollTop=iContentJQ.scrollTop();var newScrollTop=scrollTop+iDiffY;iContentJQ.scrollTop(newScrollTop);adjustScrollArrows(iContentJQ.scrollTop(),iContentJQ[0].scrollHeight,iContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,iBarJQ)}return iDiffX!==0||iDiffY!==0}exports.executeScrolling=executeScrolling;function enableScrollOnTouch(ioUIHTMLEventMgr,iContentJqSel,iBarJqSel,iHandlerOnScroll){var _this=this;var contentJQ=$(iContentJqSel);var barJQ=iBarJqSel?$(iBarJqSel):undefined;var hasScrolled=false;var stopClickTarget;var stopClickPropagation=false;ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchstart",(function(iEventStart){hasScrolled=false;stopClickPropagation=false;stopClickTarget=undefined;var touchEventStart=iEventStart;var lastScreenX=touchEventStart.changedTouches[0].screenX;var lastScreenY=touchEventStart.changedTouches[0].screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchmove",(function(iEventMove){var touchEventMove=iEventMove;var xDiff=touchEventMove.changedTouches[0].screenX-lastScreenX;lastScreenX=touchEventMove.changedTouches[0].screenX;var yDiff=touchEventMove.changedTouches[0].screenY-lastScreenY;lastScreenY=touchEventMove.changedTouches[0].screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iHandlerOnScroll()];case 1:_a.sent();return[2]}}))}))})()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchend",(function(iEvent){var touchEvent=iEvent;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");if(hasScrolled){touchEvent.preventDefault();touchEvent.stopPropagation();stopClickPropagation=true;stopClickTarget=touchEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchcancel",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");hasScrolled=false;stopClickPropagation=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousedown",(function(iEvent){hasScrolled=false;stopClickPropagation=false;if(!eDwKeyMgr_5.eDwKeyMgr.isLMBPressed(iEvent)){return}var eventDown=iEvent;var lastScreenX=eventDown.screenX;var lastScreenY=eventDown.screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousemove",(function(iEventMove){var eventMove=iEventMove;var xDiff=eventMove.screenX-lastScreenX;var yDiff=eventMove.screenY-lastScreenY;lastScreenX=eventMove.screenX;lastScreenY=eventMove.screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){iHandlerOnScroll()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mouseup",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");if(hasScrolled){iEvent.stopImmediatePropagation();iEvent.preventDefault();stopClickPropagation=true;stopClickTarget=iEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));var propagationHandler=function(iEvent2){if(stopClickPropagation&&iEvent2.target===stopClickTarget){iEvent2.stopImmediatePropagation();iEvent2.preventDefault()}stopClickPropagation=false;stopClickTarget=undefined};var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*");contentJQ.on(dataKey,"*",propagationHandler)}exports.enableScrollOnTouch=enableScrollOnTouch;function disableScrollOnTouch(iUIHTMLEventMgr,iContentJqSel){iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchstart");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchend");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchcancel");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousedown");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mouseup");var contentJQ=$(iContentJqSel);var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*")}exports.disableScrollOnTouch=disableScrollOnTouch;function adjustScrollArrows(iOffset,iRange,iVisibleRange,isHorizonatalScrolling,iDecreaseWrapperJQ,iIncreaseWrapperJQ,iBarJQ){if(iOffset<=0){iDecreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}else{iDecreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}if(iOffset+iVisibleRange>=iRange){iIncreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}else{iIncreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}}exports.adjustScrollArrows=adjustScrollArrows;function getAsJQueryObj(iObj){return iObj?$(iObj):$()}exports.getAsJQueryObj=getAsJQueryObj;var l_generators={};function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_4.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,(function(){var activeModelView,list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}}))}))}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var model=iViewer.getModel();var modelView=model.getActiveModelView();if(modelView&&modelView.Hierarchy){var layers=model.getLayers();for(var _i=0,layers_3=layers;_i<layers_3.length;_i++){var layer=layers_3[_i];var layerElem="<div>Layer "+layer.getName()+" (ID="+layer.getIDHC()+", Visible="+layer.getAttribs().Visible+") sub-layer IDs: ";var subLayerIDsHC=layer.getNodeIDsHC();for(var _a=0,subLayerIDsHC_1=subLayerIDsHC;_a<subLayerIDsHC_1.length;_a++){var subLayerIDHC=subLayerIDsHC_1[_a];layerElem+=subLayerIDHC+" "}layerElem+="</div>";list.append(layerElem)}list.append(gen.generateHTMLForNode(modelView.Hierarchy.HOOPSID,0," edrawings-tree-expanded ",true));list.append(gen.generateHTMLForChildNodes(modelView.Hierarchy.HOOPSID,true,4))}}var c_onContextLost=function(){return __awaiter(void 0,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIMessageReporter.showMessagePanelFromCSScontent("edrawings-glcontextlost")];case 1:_a.sent();return[2]}}))}))};function l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ,iTop){var buttonJQ=iPanelJQ;if(!iPanelJQ.hasClass("edrawings-menu-panel-arrow-collapse")){buttonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse")}buttonJQ.css("top",typeof iTop==="undefined"?"":iTop)}function l_computeTargetMinimalAdjustment(iTargetSide,iTargetOffset,iReferenceSide,iReferenceOffset){var diff=0;if(iTargetSide<iReferenceSide){diff=iTargetSide-iReferenceSide}else if(iTargetSide+iTargetOffset>iReferenceSide+iReferenceOffset){diff=iTargetSide+iTargetOffset-(iReferenceSide+iReferenceOffset)}return diff}function l_scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){var _a;if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}}}));define("eDwUnits",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cDefaultAngleUnit=exports.cDefaultLengthUnit=exports.LengthTypeValues=exports.AngleTypeValues=void 0;exports.AngleTypeValues=["degree","radian"];exports.LengthTypeValues=["millimeter","centimeter","meter","inch","foot","footAndInch"];exports.cDefaultLengthUnit="millimeter";exports.cDefaultAngleUnit="degree"}));define("eDwView",["require","exports","eDwSelMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorBaseDeps","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwEvents","eDwTouchOpsMgr","eDwTableMgr"],(function(require,exports,eDwSelMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorBaseDeps_2,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_18,eDwEvents_10,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId||"";this.HCViewer=new eDwTypes_18.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType||"ShadedWithEdges";this.OperatorMgr=new eDwOperatorBaseDeps_2.eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mInitCamera=null;this.mModelKey=iViewerInfo.model||"";this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.view};eDwView.prototype.getHCMarkupManager=function(){return this.HCViewer.markupManager};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){return __awaiter(this,void 0,void 0,(function(){var model,activeModelView,modelViewDefCamera;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:this.mInitCamera=this.getHCView().getCamera();model=this.getModel();activeModelView=model.getActiveModelView();modelViewDefCamera=activeModelView.getDefaultCamera();if(modelViewDefCamera)this.mInitCamera=modelViewDefCamera;this.ViewMgr.setCamera(this.mInitCamera);$("#"+this.mElemID).trigger("edw:ModelDataLoadComplete",this);return[4,this.finishInit()];case 1:_a.sent();if(this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All){this.HCViewer.waitForIdle().then((function(){l_closeHCConnection(_this)}))}return[2]}}))}))};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();function deprecatedCallback(iDeprecatedFuncName){var argArray=[];for(var key in arguments){argArray.push(arguments[key])}console.debugLog("Deprecated","Deprecated call: "+argArray.join("."))}this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.SelectionMgr.onSelection(iSelEvent);return[2]}))}))})()}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.TimeoutEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);$("#"+_this.mElemID).trigger("edw:ModelLoadFailed",[_this,iModelName,iReason]);l_closeHCConnection(_this)},deprecated:deprecatedCallback,info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath);l_closeHCConnection(_this)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context!  Render incomplete!!");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.GLContextLostEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},assemblyTreeReady:function(){console.debugLog("ViewerLoad","Assembly tree ready.")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewCreatedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewLoaded:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewLoadedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewDeleted:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewDeletedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},camera:function(iCamera){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.CameraChangeEvent,iCamera)];case 1:_a.sent();return[2]}}))}))})()}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mInitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){var _this=this;if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DoneEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCViewer.explodeManager.setMagnitude(iLevel)];case 1:_a.sent();return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ExplodeLevelChangeEvent,this,iLevel)];case 2:_a.sent();return[2]}}))}))})()};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.explodeManager.getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var _this=this;var viewHC=this.getHCView();var settingsHC=viewHC.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);break;case"Shaded":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settingsHC.setObscuredLineOpacity(0);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settingsHC.setObscuredLineOpacity(.5);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"Wireframe":settingsHC.setObscuredLineOpacity(1);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mDrawMode=iValue;return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DrawModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_18.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){var _this=this;if(!iValue){this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Perspective)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ProjModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})();return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType||"ShadedWithEdges")};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwTouchOpsMgr(this)};eDwView.prototype.drawDebugBoundingBox=function(iBBox){return __awaiter(this,void 0,void 0,(function(){var modelHC,beautifulGreen,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,(function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new eDwTypes_18.HC.Color(0,255,0);vmin=iBBox.min;vmax=iBBox.max;p0=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmax.z);p4=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmin.z);p5=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmin.z);p6=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmin.z);p7=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_18.HC.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new eDwTypes_18.HC.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}}))}))};eDwView.prototype.finishInit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.InitEvent,this)];case 1:_a.sent();this.HCViewer.sheetManager.setBackgroundSheetEnabled(false);eDwHistoryMgr.get().clear();return[2]}}))}))};return eDwView}();function l_closeHCConnection(iViewer){if(!iViewer)return;var viewHC=iViewer.getHCView();viewHC.setCamera(viewHC.getCamera());console.debugLog("Viewer","Closing viewer connection...");iViewer.HCViewer.closeConnection()}return eDwView}));define("eDwViewMgr",["require","exports","eDwEventMgr","eDwSelObj","eDwEvents","eDwTypes"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwEvents_11,eDwTypes_19){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){var _this=this;if(this.mViewer.getModel().isDrawing())return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StartAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})();this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){var _this=this;this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StopAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.reset=function(){this.stop();this.mViewAnimationIndex=0};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDirHC,iDuration){var _this=this;if(iDuration===void 0){iDuration=400}var centerHC=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var cameraHC=viewHC.getCamera().copy();var upVecHC=cameraHC.getUp();var eyeVecHC=cameraHC.getTarget().subtract(cameraHC.getPosition());var dist=eyeVecHC.length();switch(iEyeDirHC){case eDwTypes_19.HC.ViewOrientation.Front:eyeVecHC.set(0,0,1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Back:eyeVecHC.set(0,0,-1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Left:eyeVecHC.set(-1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Right:eyeVecHC.set(1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Top:eyeVecHC.set(0,1,0).scale(dist);upVecHC.set(0,0,-1);break;case eDwTypes_19.HC.ViewOrientation.Bottom:eyeVecHC.set(0,-1,0).scale(dist);upVecHC.set(0,0,1);break;case eDwTypes_19.HC.ViewOrientation.Iso:eyeVecHC.set(1,1,1).normalize().scale(dist);upVecHC.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDirHC)}this.adjustOrientation(eyeVecHC,upVecHC);cameraHC.setPosition(eyeVecHC.add(centerHC));cameraHC.setUp(upVecHC);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,viewHC.fitWorld(iDuration,cameraHC)];case 1:_a.sent();return[2]}}))}))})();return cameraHC};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=eDwTypes_19.HC.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=eDwTypes_19.HC.Point3.scale(normal,distance);position=eDwTypes_19.HC.Point3.add(target,eyeVec);var vTest=new eDwTypes_19.HC.Point3(1,0,0);var isParallel=eDwTypes_19.HC.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=eDwTypes_19.HC.Point3.cross(normal,vTest);vec=vec.normalize();up=eDwTypes_19.HC.Point3.cross(vec,normal);up=up.normalize()}else{up=eDwTypes_19.HC.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCameraHC,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}if(!iCameraHC)return false;var cameraHC=iCameraHC.copy();cameraHC.setProjection(this.mViewer.getHCView().getCamera().getProjection());return this.mViewer.getHCView().setCamera(cameraHC,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){var _this=this;this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.AmbientOcclChangeEvent,this,iEnable)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeIDsHC,ioCamera){return __awaiter(this,void 0,void 0,(function(){var model,bboxHC,subtract,viewVec,centerHC,add,ratio,boxMaxLen;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC(iNodeIDsHC)];case 1:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];subtract=eDwTypes_19.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());centerHC=bboxHC.center().copy();ioCamera.setTarget(centerHC);add=eDwTypes_19.HC.Point3.add;ioCamera.setPosition(add(centerHC,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bboxHC.min.z=bboxHC.max.z=0}boxMaxLen=bboxHC.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}}))}))};eDwViewMgr.prototype.pickFromPoint=function(iPnt2DHC,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var selObjHC,toLocalTransformHC,viewHC,iExcp_17;return __generator(this,(function(_a){switch(_a.label){case 0:selObjHC=eDwTypes_19.HC.Selection.SelectionItem.create();toLocalTransformHC=new eDwTypes_19.HC.Matrix;_a.label=1;case 1:_a.trys.push([1,3,,4]);viewHC=this.mViewer.getHCView();return[4,viewHC.pickFromPoint(iPnt2DHC,iPickConfig)];case 2:selObjHC=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() - "+selObjHC.getNodeId()+" - "+JSON.stringify(iPnt2DHC));console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number before");toLocalTransformHC=eDwSelObj.getLocalTransform(selObjHC,this.mViewer.getModel());console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after");return[3,4];case 3:iExcp_17=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() failed - "+iExcp_17.message);return[3,4];case 4:console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after 2");return[2,new eDwSelObj(selObjHC,toLocalTransformHC)]}}))}))};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);this.mAnimationTimeOutID=window.setTimeout((function(){_this.onCameraUpdate()}),2e3)}};eDwViewMgr.prototype.adjustOrientation=function(ioEveVecHC,ioUpVecHC){if(this.mViewer.getModel().getProperty("zUp")==="true"){cCamZUpMat.transform(ioEveVecHC,ioEveVecHC);cCamZUpMat.transform(ioUpVecHC,ioUpVecHC)}};eDwViewMgr.viewAnimations=[eDwTypes_19.HC.ViewOrientation.Front,eDwTypes_19.HC.ViewOrientation.Back,eDwTypes_19.HC.ViewOrientation.Left,eDwTypes_19.HC.ViewOrientation.Right,eDwTypes_19.HC.ViewOrientation.Bottom,eDwTypes_19.HC.ViewOrientation.Top,eDwTypes_19.HC.ViewOrientation.Iso];return eDwViewMgr}();var cCamZUpMat=eDwTypes_19.HC.Matrix.createFromArray([0,1,0,0,0,0,1,0,1,0,0,0,0,0,0,1]);return eDwViewMgr}));define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes"],(function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_20,eDwTypes_21){"use strict";var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.cuttingManager;this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_20.SectionPlaneOrientation.XY.Index;this.mSectionVisibility=true;this.mSectionsVisibilityState=[false,false,false]}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){var _this=this;if(this.getXSectionHC()){if(iOn){(function(){return __awaiter(_this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){switch(_a.label){case 0:ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);return[4,this.HCXSectionMgr.setCappingGeometryVisibility(true)];case 1:_a.sent();return[2]}}))}))})()}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().activate()];case 1:_a.sent();return[4,this.setToCurrentSectionPlane()];case 2:_a.sent();if(!!this.mSectionVisibility)return[3,4];return[4,this.updateSectionVisibility(false)];case 3:_a.sent();_a.label=4;case 4:return[2]}}))}))})()};eDwXSectionMgr.prototype.deactivateCurrent=function(){var _this=this;this.mSectionsVisibilityState=[false,false,false];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().deactivate()];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getXSectionHC().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:false,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,(function(){var bbox,bboxExtents,sectionHC,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_21.HC.Point3.zero()))return[2];sectionHC=this.getXSectionHC();if(!(ioSection.Index!==this.mXSectionIndex))return[3,6];if(!sectionHC)return[3,5];if(!sectionHC.isActive())return[3,3];return[4,sectionHC.deactivate()];case 2:_a.sent();_a.label=3;case 3:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 4:_a.sent();_a.label=5;case 5:this.mXSectionIndex=ioSection.Index;sectionHC=this.getXSectionHC();_a.label=6;case 6:boxCenter=bbox.center();if(!(sectionHC.getCount()<1))return[3,9];sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_21.HC.Point3.zero();eDwTypes_21.HC.Util.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_21.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getXSectionHC();return[4,sectionHC.addPlane(sectionPlane,pts)];case 7:_a.sent();return[4,sectionHC.setColor(eDwTypes_21.HC.Color.createFromFloat(0,1,0))];case 8:_a.sent();_a.label=9;case 9:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 10:_a.sent();return[4,this.HCXSectionMgr.setStandinGeometryPickable(true)];case 11:_a.sent();return[2]}}))}))};eDwXSectionMgr.prototype.flipSectionPlane=function(){var _this=this;var sectionHC=this.getXSectionHC();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlane)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getXSectionHC();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var _this=this;var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_21.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y));realVec.add(camZ.scale(iDistVec.z));var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);var normal=sectionPlaneHC.normal.copy();normal=normal.normalize();var distance=eDwTypes_21.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlaneHC.d-=distance;var lenVec=normal.scale(distance);var newPosMat=new eDwTypes_21.HC.Matrix;newPosMat=newPosMat.setTranslationComponent(lenVec.x,lenVec.y,lenVec.z);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlaneHC,newPosMat,true,false)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlaneHC)};eDwXSectionMgr.prototype.getXSectionHC=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCXSectionMgr.setCappingFaceColor(iEnable?cSectionCapFaceColor:null)];case 1:_a.sent();return[4,this.HCXSectionMgr.setCappingLineColor(iEnable?null:cSectionCapOutlineColor)];case 2:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.updateSectionVisibility=function(iVisible){return __awaiter(this,void 0,void 0,(function(){var activePlaneX,isSectionVisible,iExcp_18;return __generator(this,(function(_a){switch(_a.label){case 0:activePlaneX=this.getXSectionHC();activePlaneX.setOpacity(iVisible?cSectionPlaneOpacity:0);isSectionVisible=this.mSectionsVisibilityState[this.mXSectionIndex];this.mSectionsVisibilityState[this.mXSectionIndex]=iVisible;if(!iVisible)return[3,7];if(!(activePlaneX.isActive()&&isSectionVisible))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,activePlaneX.deactivate()];case 2:_a.sent();return[3,4];case 3:iExcp_18=_a.sent();return[3,4];case 4:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 5:_a.sent();return[4,activePlaneX.activate()];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwXSectionMgr.prototype.setToCurrentSectionPlane=function(){return __awaiter(this,void 0,void 0,(function(){var orientation,orientations,_a,_b,_i,orientationName;return __generator(this,(function(_c){switch(_c.label){case 0:orientations=eDwTypes_20.SectionPlaneOrientation;_a=[];for(_b in orientations)_a.push(_b);_i=0;_c.label=1;case 1:if(!(_i<_a.length))return[3,4];orientationName=_a[_i];orientation=orientations[orientationName];if(!(orientation.Index===this.mXSectionIndex))return[3,3];return[4,this.setSectionPlane(orientation)];case 2:_c.sent();return[2];case 3:_i++;return[3,1];case 4:return[2]}}))}))};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:false,configurable:true});Object.defineProperty(eDwXSectionMgr.prototype,"SectionVisibility",{set:function(iVisible){var _this=this;this.mSectionVisibility=iVisible;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 1:_a.sent();return[2]}}))}))})()},enumerable:false,configurable:true});return eDwXSectionMgr}();var cSectionPlaneOpacity=.3;var cSectionCapFaceColor=new eDwTypes_21.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_21.HC.Color(255,0,0);return eDwXSectionMgr}));define("eDwXSectionOperator",["require","exports","eDwTypes","eDwOperatorBaseDeps","eDwCommandMgr","eDwMoveSectionPlaneCmd","utils"],(function(require,exports,eDwTypes_22,eDwOperatorBaseDeps_3,eDwCommandMgr,eDwMoveSectionPlaneCmd,utils){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.Viewer.XSectionMgr.activateCurrent();return[2]}}))}))};eDwXSectionOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.Viewer.XSectionMgr.deactivateCurrent();return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var selObj,selObjNodeIDHC,sectionMgr,typeOfSel,objHC,sectionMgrHC;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent||!this.Viewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return[2]}return[4,eDwOperatorBaseDeps_3.eDwBaseOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 1:selObj=_a.sent();selObjNodeIDHC=selObj.getIDHC();if(utils.isNaN(selObjNodeIDHC)||selObjNodeIDHC>=0){ioMouseEvent.setHandled(false);return[2]}return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 2:_a.sent();sectionMgr=this.Viewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);ioMouseEvent.setHandled(true);if(selObjNodeIDHC){typeOfSel=selObj.getSelectionType();objHC=typeOfSel===eDwTypes_22.HC.SelectionType.None?null:selObj;console.debugLog("Section","sel obj = "+JSON.stringify(objHC));sectionMgrHC=this.Viewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selObjNodeIDHC)){this.mSectionDragPtHC=this.screenToWorld(ioMouseEvent.getPosition())||this.mSectionDragPtHC}}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,this.mMoveSectionCmd.cancel()];case 1:_a.sent();_a.label=2;case 2:this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.Viewer);return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var crossSectionMgr,pos2DHC,pnt3DHC,delta;return __generator(this,(function(_a){ioMouseEvent.setHandled(false);crossSectionMgr=this.Viewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return[2]}if(this.CurrInputInfo&&this.mSectionDragPtHC){pos2DHC=ioMouseEvent.getPosition();pnt3DHC=this.screenToWorld(pos2DHC);if(!pnt3DHC)return[2];delta=eDwTypes_22.HC.Point3.subtract(pnt3DHC,this.mSectionDragPtHC);this.Viewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPtHC=pnt3DHC;ioMouseEvent.setHandled(true)}return[2]}))}))};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();this.Viewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);delete this.mSectionDragPtHC;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,eDwCommandMgr.get().run(this.mMoveSectionCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:delete this.mMoveSectionCmd;return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_22.HC.EventType.MouseDown||iEventType===eDwTypes_22.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iPos2DHC){var viewHC=this.Viewer.getHCView();var normScrPos2DHC=viewHC.pointToWindowPosition(iPos2DHC);var inPnt3DHC=new eDwTypes_22.HC.Point3(normScrPos2DHC.x,normScrPos2DHC.y,0);var projMatHC=viewHC.getProjectionMatrix();projMatHC.m[15]=1;var invMatHC=eDwTypes_22.HC.Matrix.inverse(projMatHC);if(!invMatHC)return null;var tMatHC=invMatHC.transpose();var worldPnt3D=eDwTypes_22.HC.Point3.zero();var div=inPnt3DHC.x*tMatHC.m[3]+inPnt3DHC.y*tMatHC.m[7]+inPnt3DHC.z*tMatHC.m[11]+tMatHC.m[15];worldPnt3D.x=(inPnt3DHC.x*tMatHC.m[0]+inPnt3DHC.y*tMatHC.m[1]+inPnt3DHC.z*tMatHC.m[2]+tMatHC.m[3])/div;worldPnt3D.y=(inPnt3DHC.x*tMatHC.m[4]+inPnt3DHC.y*tMatHC.m[5]+inPnt3DHC.z*tMatHC.m[6]+tMatHC.m[7])/div;worldPnt3D.z=(inPnt3DHC.x*tMatHC.m[8]+inPnt3DHC.y*tMatHC.m[9]+inPnt3DHC.z*tMatHC.m[10]+tMatHC.m[11])/div;return worldPnt3D};return eDwXSectionOperator}(eDwOperatorBaseDeps_3.eDwBaseOperator);return eDwXSectionOperator}));define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeIDHC=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeIDHC],this.mFinalCamera)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd}));requirejs.config({baseUrl:"./js/3rdParty",paths:{jquery:"jquery.min","jquery-ui":"jquery-ui.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]},"jquery.iframe-transport":{deps:["jquery"]},"jquery-ajax-native":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],(function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()}));define("utils",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.makeArray=exports.getFirstMatchedMethodObj=exports.formatString=exports.ReversibleStringEnum=exports.deepCopyArray=exports.getExtension=exports.isEqual=exports.isNumber=exports.isNaN=exports.appendToArray=exports.isOfType=exports.getObjectTypeName=exports.isInstanceOf=exports.populateMixinObjectFromClasses=exports.populateMixinObject=exports.MixinBase=exports.getUint8Array=exports.forAll=void 0;function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach((function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])}))}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i<len;i++){bytes[i]=binString.charCodeAt(i)}return bytes}exports.getUint8Array=getUint8Array;var MixinBase=function(_super){__extends(MixinBase,_super);function MixinBase(iMixinConstructors){var _this=_super.call(this)||this;populateMixinObjectFromClasses(_this,iMixinConstructors);return _this}return MixinBase}(Function);exports.MixinBase=MixinBase;function populateMixinObject(ioDestObj,iSrcObjs){for(var _i=0,iSrcObjs_1=iSrcObjs;_i<iSrcObjs_1.length;_i++){var srcObj=iSrcObjs_1[_i];var mixinProps=Object.getOwnPropertyNames(srcObj);for(var _a=0,mixinProps_1=mixinProps;_a<mixinProps_1.length;_a++){var mixinProp=mixinProps_1[_a];ioDestObj[mixinProp]=srcObj[mixinProp]}}}exports.populateMixinObject=populateMixinObject;function populateMixinObjectFromClasses(ioDestObj,iConstructors){populateMixinObject(ioDestObj,iConstructors.map((function(iConstructor){return iConstructor.prototype})));ioDestObj.MixinConstructors=iConstructors}exports.populateMixinObjectFromClasses=populateMixinObjectFromClasses;function isInstanceOf(iInstance,iConstructor){if(!iInstance)return false;function isMixinInstance(){if(!isOfType(iInstance,"MixinConstructors"))return false;var index=iInstance.MixinConstructors.indexOf(iConstructor);return index>-1?true:false}return iInstance instanceof iConstructor?true:isMixinInstance()}exports.isInstanceOf=isInstanceOf;function getObjectTypeName(iObj){if(!iObj)return"";return iObj.constructor.toString().split(" ")[1].split("(")[0]}exports.getObjectTypeName=getObjectTypeName;function isOfType(iArg,iDiscriminator){var argType=typeof iArg;return iArg&&(argType==="object"||argType==="function")?iDiscriminator in iArg:false}exports.isOfType=isOfType;function appendToArray(iElemForArray,ioArray){if(!iElemForArray||!ioArray)return;if(iElemForArray instanceof Promise){ioArray.push(iElemForArray.catch((function(iExcp){return iExcp})))}else{ioArray.push(iElemForArray)}}exports.appendToArray=appendToArray;function isNaN(iInput){return!isNumber(iInput)}exports.isNaN=isNaN;var cOrigNaN=window.isNaN;window.isNaN=isNaN;function isNumber(iInput){return typeof iInput==="number"&&(iInput===0||!cOrigNaN(iInput))?true:false}exports.isNumber=isNumber;function isEqual(iFirstObj,iSecondObj,iStrict){if(iStrict===void 0){iStrict=false}if(iFirstObj===iSecondObj)return true;if(!iFirstObj||!iSecondObj)return false;if(typeof iFirstObj!==typeof iSecondObj)return false;var numKeys=Object.keys(iFirstObj).length;if(iStrict&&numKeys!==Object.keys(iSecondObj).length)return false;var matchKeys=0;for(var key in iFirstObj){if(iFirstObj[key]===iSecondObj[key])++matchKeys}return numKeys===matchKeys?true:false}exports.isEqual=isEqual;function getExtension(iString){if(!iString)return"";var pos=iString.lastIndexOf(".");return pos===-1?"":iString.substr(pos+1).toLowerCase()}exports.getExtension=getExtension;function deepCopyArray(iArray){return JSON.parse(JSON.stringify(iArray))}exports.deepCopyArray=deepCopyArray;var ReversibleStringEnum=function(){function ReversibleStringEnum(iReversibleMapData){this.mMapping=iReversibleMapData;this.mReverseMapping={};for(var key in iReversibleMapData){this.mReverseMapping[iReversibleMapData[key]]=key}}ReversibleStringEnum.prototype.getValue=function(iKey){var value=this.mMapping[iKey];return value?value:this.mReverseMapping[iKey]};return ReversibleStringEnum}();exports.ReversibleStringEnum=ReversibleStringEnum;function formatString(iFormat){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}var argIndex=0;var replFormat=iFormat.replace(/\${([a-zA-Z0-9_-]+)}/g,(function(iPosParam){var val=typeof iArgs[argIndex]!=="undefined"?iArgs[argIndex]:iPosParam;++argIndex;return val}));return replFormat}exports.formatString=formatString;function getFirstMatchedMethodObj(iObj,iPartialName){if(!iObj||!iPartialName)return null;var props=$.map(iObj,(function(iValue,iKey){return iKey.indexOf(iPartialName)>-1?iKey:null}));return props.length?iObj[props[0]]:null}exports.getFirstMatchedMethodObj=getFirstMatchedMethodObj;function makeArray(iObj){return iObj?Object.keys(iObj).map((function(iKey){return iObj[iKey]})):[]}exports.makeArray=makeArray}));
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __spreadArrays=this&&this.__spreadArrays||function(){for(var s=0,i=0,il=arguments.length;i<il;i++)s+=arguments[i].length;for(var r=Array(s),k=0,i=0;i<il;i++)for(var a=arguments[i],j=0,jl=a.length;j<jl;j++,k++)r[k]=a[j];return r};console.assert(!console.debugLog);console.debugLog=function(iCategory,iMsg){var iParams=[];for(var _i=2;_i<arguments.length;_i++){iParams[_i-2]=arguments[_i]}if(!console.debugLogCategories){console.debugLogCategories=[]}if(!console.excludeDebugLogCategories){console.excludeDebugLogCategories=[]}if(console.excludeDebugLogCategories.indexOf(iCategory)>-1){return}var augmentedMsg=iMsg;var stack=(new Error).stack;if(stack){var stackLine=stack.split("\n")[2];if(!stackLine)return;var callerLine=stackLine.slice(stackLine.lastIndexOf("("),stackLine.lastIndexOf(")")+1);if(!callerLine){callerLine=stackLine.slice(stackLine.lastIndexOf("@")+1);callerLine="("+callerLine+")"}augmentedMsg=callerLine+" "+iMsg}if(console.debugLogCategories.indexOf(iCategory)>-1||console.debugLogCategories.indexOf("*")>-1){if(iParams&&iParams.length)console.log(augmentedMsg,iParams);else console.log(augmentedMsg)}};define("eDrawingsWebViewer",["require","exports","eDwUI","eDwServiceMgr","eDwUIMessageReporter","eDrawingsWebViewerUtils","utils","eDwUIUtils"],(function(require,exports,eDwUI_1,eDwServiceMgr,eDwUIMessageReporter,eDrawingsWebViewerUtils,Utils,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.start=void 0;function start(iViewerOpts,iServerURL){eDrawingsWebViewerUtils.startViewer(iServerURL||c_server,"edrawings-canvas",iViewerOpts,l_init,eDwUIMessageReporter.showResultPanel)}exports.start=start;function l_init(ioViewerOpts,iContainerElemID){c_eDrawingsUI.initUIEvents(ioViewerOpts);var 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";if(modelContents!=="<!-- SC_MODEL_DATA"+" -->"){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("Global-SPC-650-Default-RC2",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}var c_eDrawingsUI=new eDwUI_1.eDwUI;var c_server=location.origin+location.pathname.slice(0,location.pathname.lastIndexOf("/")+1)}));define("eDrawingsWebViewerUtils",["require","exports","eDwEventMgr","eDwServiceMgr","eDwResultError","eDwAJAXError","eDwUIPluginMgr","eDwTypes","eDwEvents","eDwUIUtils","utils"],(function(require,exports,eDwEventMgr,eDwServiceMgr,eDwResultError,eDwAJAXError,eDwUIPluginMgr,eDwTypes_1,eDwEvents_1,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.removeModelStreamCache=exports.shutdownViewer=exports.startViewer=exports.getViewerVersion=void 0;function getViewerVersion(){return"30.5.0.0019"}exports.getViewerVersion=getViewerVersion;function startViewer(iServerURL,iCanvasID,iViewerOpts,iInit,iOnError){var _this=this;l_ModelLoadEvents=function(iState){var viewerCanvasID="#"+iCanvasID;if(iState==="init"){var viewerJQ=$(viewerCanvasID);viewerJQ.on("edw:ModelLoaded",(function(iEvent,iViewer){var viewHC=iViewer.getHCView();viewHC.setPointSize(0,eDwTypes_1.HC.PointSizeUnit.ScreenPixels);viewHC.setHardEdgesEnabled(false);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_1;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,l_processProductStructure(iViewer,iServerURL)];case 1:_a.sent();return[3,3];case 2:iExcp_1=_a.sent();l_displayError(iExcp_1,iOnError);return[3,3];case 3:return[2]}}))}))})()}));viewerJQ.on("edw:ModelLoadFailed",(function(iEvent,iViewer,iModelName,iReason){if(iOnError){iOnError({ErrorCode:"ModelLoadInViewerFailed",ErrorData:[iReason,iModelName]})}}))}else{var viewerJQ=$(viewerCanvasID);viewerJQ.off("edw:ModelLoaded");viewerJQ.off("edw:ModelLoadFailed")}};var viewerFeatOpts={};$.extend(viewerFeatOpts,c_featOps);if(iViewerOpts){$.extend(viewerFeatOpts,iViewerOpts)}else{eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts)}if(viewerFeatOpts.Debug){if(!console.debugLogCategories||console.debugLogCategories.length===0){console.debugLogCategories=[];console.debugLogCategories.push("*")}}eDwServiceMgr.create(iServerURL);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_2;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);l_ModelLoadEvents("init");return[4,l_init(iCanvasID,viewerFeatOpts,iInit)];case 1:_a.sent();return[3,3];case 2:iExcp_2=_a.sent();l_displayError(iExcp_2,iOnError);return[3,3];case 3:return[2]}}))}))})()}exports.startViewer=startViewer;function shutdownViewer(iViewer){l_ModelLoadEvents("shutdown");iViewer.unregister()}exports.shutdownViewer=shutdownViewer;function removeModelStreamCache(iViewer,iServer){return __awaiter(this,void 0,void 0,(function(){var modelKey,serviceMgr,iExcp_3;return __generator(this,(function(_a){switch(_a.label){case 0:modelKey=iViewer.getCurrModelKey();if(!modelKey||!iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone){return[2]}console.debugLog("ModelLoad","Attempting to remove cached model: "+modelKey);serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,serviceMgr.removeNamedCache(modelKey,iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone)];case 2:_a.sent();console.debugLog("ModelLoad","Removed cached model: "+modelKey);return[3,4];case 3:iExcp_3=_a.sent();console.debugLog("ModelLoad","Failed to remove cached model: "+modelKey);console.debugLog("ModelLoad",iExcp_3.message);throw iExcp_3;case 4:return[2]}}))}))}exports.removeModelStreamCache=removeModelStreamCache;function l_init(iContainerElemID,ioViewerOpts,iInit){return __awaiter(this,void 0,void 0,(function(){var serviceMgr;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();serviceMgr.disableAdvancedServices(utils.getExtension(ioViewerOpts.URL)==="scs");(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginFiles,_i,pluginFiles_1,pluginFile,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,serviceMgr.getPluginFiles()];case 1:pluginFiles=_a.sent();_i=0,pluginFiles_1=pluginFiles;_a.label=2;case 2:if(!(_i<pluginFiles_1.length))return[3,5];pluginFile=pluginFiles_1[_i];if(!pluginFile.match(/.*EarlyLoad.*Plugin.*\.js/i))return[3,4];return[4,serviceMgr.importPlugin(pluginFile)];case 3:pluginClassName=_a.sent();eDwUIPluginMgr.get().loadPlugins([pluginClassName],null,ioViewerOpts);_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))})();if(iInit)iInit(ioViewerOpts,iContainerElemID);if(!ioViewerOpts.URL)return[3,2];return[4,l_processInputURL(iContainerElemID,ioViewerOpts)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}function l_processProductStructure(iViewer,iServerURL){return __awaiter(this,void 0,void 0,(function(){var model,modelHC,rootId,onDone,iException_1,msg,_i,_a,msg_1;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:model=iViewer.getModel();modelHC=model.getHCModel();_b.label=1;case 1:_b.trys.push([1,4,,5]);rootId=modelHC.getAbsoluteRootNode();modelHC._getModelStructure().resetPmiColor(rootId);eDwUIUtils.createUIGenerators(iViewer);return[4,model.initModelData()];case 2:_b.sent();onDone=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){removeModelStreamCache(iViewer,iServerURL);return[2]}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents_1.DoneEvent,onDone);return[4,iViewer.processProductStructure()];case 3:_b.sent();return[3,5];case 4:iException_1=_b.sent();msg=iException_1.message?iException_1.message:"No product structure XML?";console.debugLog("ModelLoad",msg);if(iException_1 instanceof eDwResultError){for(_i=0,_a=iException_1.Result.ErrorData;_i<_a.length;_i++){msg_1=_a[_i];console.debugLog("ModelLoad",msg_1)}if(iException_1.Result.ErrorCode==="NoNodeWithName"){iException_1.Result.ErrorCode="IncompleteFileProcessing"}throw iException_1}else if(!(iException_1 instanceof TypeError)){throw new eDwAJAXError(msg,"AJAXFailure")}return[3,5];case 5:return[2]}}))}))}function l_processInputURL(iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var ext,pos2,fileName;return __generator(this,(function(_a){switch(_a.label){case 0:ext=utils.getExtension(ioParams.URL);if(!ext)throw new Error("The file has no extension");if(!(ext==="scs"))return[3,2];pos2=ioParams.URL.lastIndexOf("/");fileName=ioParams.URL.substring(pos2+1);fileName=fileName.slice(0,-(ext.length+1));return[4,l_viewSCSFile(fileName,iContainerElemID,ioParams)];case 1:_a.sent();return[3,6];case 2:if(!(ioParams.URL.indexOf("http")===0))return[3,4];return[4,l_convert(iContainerElemID,ioParams)];case 3:_a.sent();return[3,6];case 4:return[4,eDwUIUtils.viewFile(ioParams.URL,ioParams.URL,ioParams,iContainerElemID)];case 5:_a.sent();_a.label=6;case 6:return[2]}}))}))}function l_viewSCSFile(iFileName,iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var modelContents,_a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=Uint8Array.bind;return[4,eDwServiceMgr.get().getFileFromServer(ioParams.URL,true)];case 1:modelContents=new(_a.apply(Uint8Array,[void 0,_b.sent()]));return[4,eDwUIUtils.viewFile(iFileName,null,ioParams,iContainerElemID,modelContents)];case 2:_b.sent();return[2]}}))}))}function l_convert(iContainerID,ioParams){return __awaiter(this,void 0,void 0,(function(){var serviceMgr,result,viewer,iExcp_4;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,6,,7]);return[4,serviceMgr.convert(ioParams)];case 2:result=_a.sent();if(result.ErrorCode!=="Success"){throw new eDwResultError(result)}return[4,eDwUIUtils.viewFile(result.FileName,result.ModelCacheName,ioParams,iContainerID)];case 3:viewer=_a.sent();if(!viewer)return[3,5];return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.LicenseKeyEvent,viewer,result.LicenseKey)];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_4=_a.sent();if(iExcp_4 instanceof eDwResultError)throw iExcp_4;console.debugLog("ModelLoad","Model loading failed: "+iExcp_4.message);throw new eDwAJAXError(iExcp_4.message,"AJAXFailure");case 7:return[2]}}))}))}function l_displayError(iExcp,iOnError){if(iOnError){iOnError(eDwUIUtils.makeResult(iExcp))}}var c_featOps={URL:"",ValidateClientIP:false,RenderType:"ShadedWithEdges",Debug:false,DeleteModelCacheFileWhenDone:true,StreamAlwaysConnected:false,WebSocketEndpoint:""};var l_ModelLoadEvents}));define("eDwAJAXError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwAJAXError=function(_super){__extends(eDwAJAXError,_super);function eDwAJAXError(iMsg,iErrorCode){var _this=_super.call(this,"AJAX Error",iMsg)||this;_this.ErrorCode=iErrorCode;return _this}return eDwAJAXError}(eDwBaseError);return eDwAJAXError}));define("eDwAmbientOcclusionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwAmbientOcclusionCmd=function(_super){__extends(eDwAmbientOcclusionCmd,_super);function eDwAmbientOcclusionCmd(iViewer,iActivate){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=!iActivate;_this.mFinallyActive=iActivate;return _this}eDwAmbientOcclusionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mInitiallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwAmbientOcclusionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwAmbientOcclusionCmd}(eDwSupportsHistoryCmd);return eDwAmbientOcclusionCmd}));define("eDwAnimateCmd",["require","exports","eDwCmd"],(function(require,exports,eDwCmd){"use strict";var eDwAnimateCmd=function(_super){__extends(eDwAnimateCmd,_super);function eDwAnimateCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mExclusive=false;return _this}eDwAnimateCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!this.mViewer.getModel().isDrawing()){viewMgr=this.mViewer.ViewMgr;if(viewMgr.isActive()){viewMgr.stop()}else{viewMgr.start()}}return[2]}}))}))};eDwAnimateCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();viewMgr=this.mViewer.ViewMgr;viewMgr.stop();return[2]}}))}))};return eDwAnimateCmd}(eDwCmd);return eDwAnimateCmd}));define("eDwBaseError",["require","exports"],(function(require,exports){"use strict";var eDwBaseError=function(_super){__extends(eDwBaseError,_super);function eDwBaseError(iName,iMessage){var _newTarget=this.constructor;var _this=this;var trueProto=_newTarget.prototype;_this=_super.call(this,iMessage)||this;Object.setPrototypeOf(_this,trueProto);_this.name=iName?iName:"eDwBaseError";return _this}return eDwBaseError}(Error);return eDwBaseError}));define("eDwBaseMarkupItem",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_2){"use strict";var eDwBaseMarkupItem=function(_super){__extends(eDwBaseMarkupItem,_super);function eDwBaseMarkupItem(){var _this=_super.call(this)||this;_this.mPosHC=new eDwTypes_2.HC.Point2(0,0);return _this}eDwBaseMarkupItem.prototype.getClassName=function(){return"eDwBaseMarkupItem"};Object.defineProperty(eDwBaseMarkupItem.prototype,"Position",{get:function(){return this.mPosHC},set:function(iPosHC){this.mPosHC=iPosHC},enumerable:false,configurable:true});return eDwBaseMarkupItem}(eDwTypes_2.HC.Markup.MarkupItem);return eDwBaseMarkupItem}));define("eDwBaseSelOperator",["require","exports","eDwOperatorBaseDeps","eDwGeomUtils"],(function(require,exports,eDwOperatorBaseDeps_1,eDwGeomUtils){"use strict";var eDwBaseSelOperator=function(_super){__extends(eDwBaseSelOperator,_super);function eDwBaseSelOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer)||this;_this.mSelMgr=iSelMgr;_this.mPrevHighlightStates={};return _this}eDwBaseSelOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.popHighlightSelectionState("NODE");this.popHighlightSelectionState("FACE");this.popHighlightSelectionState("EDGE");this.popHighlightSelectionState("VERTEX");this.popNodeSelectionColor();this.popNodeSelectionOutlineColor();this.popNodeSelectionHighlightMode();this.popElementSelectionColor();this.popElementSelectionOutlineColor();this.popElementSelectionHighlightMode();return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionStart(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionEnd(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionStart(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionEnd(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.pushHighlightSelectionState=function(iSelType,iNewState){return this.mPrevHighlightStates[iSelType]=this.mSelMgr.setHighlightSelection(iSelType,iNewState)};eDwBaseSelOperator.prototype.pushNodeSelectionColor=function(iColor){return this.mPrevNodeColor=this.mSelMgr.setNodeSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionOutlineColor=function(iColor){return this.mPrevNodeOutlineColor=this.mSelMgr.setNodeSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevNodeHighlightMode=this.mSelMgr.setNodeSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.pushElementSelectionColor=function(iColor){return this.mPrevElementColor=this.mSelMgr.setElementSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionOutlineColor=function(iColor){return this.mPrevElementOutlineColor=this.mSelMgr.setElementSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevElementHighlightMode=this.mSelMgr.setElementSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.popHighlightSelectionState=function(iSelType){if(this.mPrevHighlightStates&&this.mPrevHighlightStates.hasOwnProperty(iSelType)){this.mSelMgr.setHighlightSelection(iSelType,this.mPrevHighlightStates[iSelType]);delete this.mPrevHighlightStates[iSelType]}};eDwBaseSelOperator.prototype.popNodeSelectionColor=function(){if(this.mPrevNodeColor){this.mSelMgr.setNodeSelectionColor(this.mPrevNodeColor);this.mPrevNodeColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionOutlineColor=function(){if(this.mPrevNodeOutlineColor){this.mSelMgr.setNodeSelectionOutlineColor(this.mPrevNodeOutlineColor);this.mPrevNodeOutlineColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionHighlightMode=function(){if(this.mPrevNodeHighlightMode){this.mSelMgr.setNodeSelectionHighlightMode(this.mPrevNodeHighlightMode);this.mPrevNodeHighlightMode=null}};eDwBaseSelOperator.prototype.popElementSelectionColor=function(){if(this.mPrevElementColor){this.mSelMgr.setElementSelectionColor(this.mPrevElementColor);this.mPrevElementColor=null}};eDwBaseSelOperator.prototype.popElementSelectionOutlineColor=function(){if(this.mPrevElementOutlineColor){this.mSelMgr.setElementSelectionOutlineColor(this.mPrevElementOutlineColor);this.mPrevElementOutlineColor=null}};eDwBaseSelOperator.prototype.popElementSelectionHighlightMode=function(){if(this.mPrevElementHighlightMode){this.mSelMgr.setElementSelectionHighlightMode(this.mPrevElementHighlightMode);this.mPrevElementHighlightMode=null}};eDwBaseSelOperator.prototype.actionStart=function(iPoint){this.mFirstPt=eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView());console.debugLog("BaseSelOp","down screen pt = "+JSON.stringify(iPoint))};eDwBaseSelOperator.prototype.actionEnd=function(iPoint){this.mFirstPt=null;console.debugLog("BaseSelOp","up screen pt = "+JSON.stringify(eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView())))};return eDwBaseSelOperator}(eDwOperatorBaseDeps_1.eDwBaseOperator);return eDwBaseSelOperator}));define("eDwChangeModelViewCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeModelViewCmd=function(_super){__extends(eDwChangeModelViewCmd,_super);function eDwChangeModelViewCmd(iViewer,iModelView){var _this=_super.call(this,iViewer)||this;_this.mInitialModelView=iViewer.getModel().getActiveModelView();_this.mFinalModelView=iModelView;return _this}eDwChangeModelViewCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mInitialModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mFinalModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.activateModelView(this.mFinalModelView);return[2]}}))}))};Object.defineProperty(eDwChangeModelViewCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwChangeModelViewCmd.prototype.activateModelView=function(iModelView){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();return[4,this.mViewer.getModel().activateModelView(iModelView)];case 2:_a.sent();return[2]}}))}))})()};return eDwChangeModelViewCmd}(eDwSupportsHistoryCmd);return eDwChangeModelViewCmd}));define("eDwChangeSectionPlaneCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeSectionPlaneCmd=function(_super){__extends(eDwChangeSectionPlaneCmd,_super);function eDwChangeSectionPlaneCmd(iViewer,iInitialPlane,iFinalPlane){var _this=_super.call(this,iViewer)||this;_this.mInitialPlane=iInitialPlane;_this.mFinalPlane=iFinalPlane;return _this}eDwChangeSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mInitialPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2]}}))}))};eDwChangeSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPlane&&!!this.mFinalPlane};Object.defineProperty(eDwChangeSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwChangeSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwChangeSectionPlaneCmd}));define("eDwCmd",["require","exports","eDwOperationMixin"],(function(require,exports,eDwOperationMixin){"use strict";var eDwCmd=function(_super){__extends(eDwCmd,_super);function eDwCmd(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;return _this}eDwCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.setHierarchyNodeIDsAttribs=function(iNodesWithAttribs){var _this=this;if(!iNodesWithAttribs)return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.getModel().setAttribs(iNodesWithAttribs);return[2]}))}))})()};eDwCmd.prototype.getHierarchyNodesAttribs=function(iExcludeModelViewNode){if(iExcludeModelViewNode===void 0){iExcludeModelViewNode=true}var nodeWithAttrib=[];var modelView=this.mViewer.getModel().getActiveModelView();var hierNodes=modelView.Nodes;for(var hierNodeName in hierNodes){var hierNode=hierNodes[hierNodeName];if(iExcludeModelViewNode&&modelView.Hierarchy===hierNode){continue}var attrib=$.extend(true,{},hierNode.getAttribs());nodeWithAttrib.push({HierNode:hierNode,Attribs:attrib})}return nodeWithAttrib};return eDwCmd}(eDwOperationMixin);return eDwCmd}));define("eDwCommandMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwCommandMgr=function(){function eDwCommandMgr(){this.mActiveCmds=[]}eDwCommandMgr.get=function(){if(!eDwCommandMgr.sCommandMgr){eDwCommandMgr.sCommandMgr=new eDwCommandMgr}return eDwCommandMgr.sCommandMgr};eDwCommandMgr.prototype.add=function(iCmd){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iCmd){console.debugLog("CommandMgr","Command noexistant.  Not added.");return[2]}return[4,this.popCmds(iCmd)];case 1:_a.sent();this.mActiveCmds.push(iCmd);console.debugLog("CommandMgr","Added "+Utils.getObjectTypeName(iCmd)+" as an active command.");return[2]}}))}))};eDwCommandMgr.prototype.remove=function(iCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){var detached;return __generator(this,(function(_a){switch(_a.label){case 0:detached=false;if(!iCmd)return[3,2];detached=this.detach(iCmd);if(!(detached&&iCmdAction))return[3,2];return[4,iCmd[iCmdAction]()];case 1:_a.sent();_a.label=2;case 2:console.debugLog("CommandMgr",(detached?"Removed ":"Not Found ")+Utils.getObjectTypeName(iCmd)+" as an active command. "+(detached&&iCmdAction?" Also, "+iCmdAction+"ed it.":""));return[2,detached]}}))}))};eDwCommandMgr.prototype.run=function(ioCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.add(ioCmd)];case 1:_a.sent();return[4,this.remove(ioCmd,iCmdAction)];case 2:_a.sent();return[2]}}))}))};eDwCommandMgr.prototype.clear=function(){return __awaiter(this,void 0,void 0,(function(){var cmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmd=this.mActiveCmds.pop();_a.label=1;case 1:if(!cmd)return[3,4];return[4,cmd.cancel()];case 2:_a.sent();_a.label=3;case 3:cmd=this.mActiveCmds.pop();return[3,1];case 4:console.debugLog("CommandMgr","All active commands cleared.");return[2]}}))}))};eDwCommandMgr.prototype.popCmds=function(iCmd){return __awaiter(this,void 0,void 0,(function(){var exclusiveCmds,i;return __generator(this,(function(_a){switch(_a.label){case 0:if(iCmd.Aggregable&&(!this.mActiveCmds.length||this.mActiveCmds[this.mActiveCmds.length-1].AllowsAggregation)){return[2]}if(!iCmd.Exclusive)return[3,5];exclusiveCmds=this.mActiveCmds.filter((function(iCmd){return iCmd.Exclusive}));i=exclusiveCmds.length-1;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,exclusiveCmds[i].commit()];case 2:_a.sent();_a.label=3;case 3:--i;return[3,1];case 4:this.mActiveCmds=this.mActiveCmds.filter((function(iCmd){return!iCmd.Exclusive}));_a.label=5;case 5:return[2]}}))}))};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr}));define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils"],(function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mSubCmds=[];eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mCmdHistoryActions=iHistoryActions;if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit))return[3,2];return[4,this.mCmdHistoryActions.compositeInit(this)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwCompositeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.undo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeUndo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.undoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.redo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeRedo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.redoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit))return[3,3];return[4,this.mCmdHistoryActions.compositeCommit(this)];case 2:_a.sent();_a.label=3;case 3:return[2]}}))}))};eDwCompositeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel))return[3,3];return[4,this.mCmdHistoryActions.compositeCancel(this)];case 2:_a.sent();return[3,5];case 3:return[4,this.cancelSubCmds()];case 4:_a.sent();_a.label=5;case 5:this.clearSubCmds();return[2]}}))}))};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined)&&!(this.FinalState===undefined)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:false,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,lastCmdIndex,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.undo()];case 2:ret=_a.sent();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i--;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.cancelSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr,lastCmdIndex,i;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,cmdMgr.remove(this.mSubCmds[i],"cancel")];case 2:_a.sent();_a.label=3;case 3:i--;return[3,1];case 4:delete this.InitialState;delete this.FinalState;return[2]}}))}))};eDwCompositeCmd.prototype.redoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,numCmds,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;numCmds=this.mSubCmds.length;i=0;_a.label=1;case 1:if(!(i<numCmds))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.redo()];case 2:ret=_a.sent();console.debugLog("History","Redo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i++;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.clearSubCmds=function(){this.mSubCmds=[]};return eDwCompositeCmd}(eDwSupportsHistoryCmd);return eDwCompositeCmd}));define("eDwConvTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwDrawModeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwDrawModeCmd=function(_super){__extends(eDwDrawModeCmd,_super);function eDwDrawModeCmd(iViewer,iDrawMode){var _this=_super.call(this,iViewer)||this;_this.mInitialDrawMode=iViewer.getDrawMode();_this.mFinalDrawMode=iDrawMode;return _this}eDwDrawModeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mInitialDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mFinalDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setDrawMode(this.mFinalDrawMode);return[2]}}))}))};Object.defineProperty(eDwDrawModeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwDrawModeCmd}(eDwSupportsHistoryCmd);return eDwDrawModeCmd}));define("eDwEventMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwEventMgr=function(){function eDwEventMgr(){this.mEventHandlers=new Map}eDwEventMgr.get=function(){if(!eDwEventMgr.sMgr)eDwEventMgr.sMgr=new eDwEventMgr;return eDwEventMgr.sMgr};eDwEventMgr.prototype.addEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){if(!iEventHandlerFuncName){throw new Error("Eventhandler object has no function name")}this.initHandlersMapForEvent(iEvent);var handlerMap={};handlerMap[iEventHandlerFuncName]=iEventHandlerObj;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.addEventHandlerFunc=function(iEvent,ioEventHandlerFunc){this.initHandlersMapForEvent(iEvent);ioEventHandlerFunc.funcName=ioEventHandlerFunc.name;if(!ioEventHandlerFunc.funcName){var eventTypeName=this.constructor.toString().match(/\w+/g)[1];ioEventHandlerFunc.funcName=eventTypeName+this.mEventHandlers.get(iEvent).length}var handlerMap={};handlerMap[ioEventHandlerFunc.funcName]=ioEventHandlerFunc;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.removeEventHandlerFunc=function(iEvent,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var key in eventHandlerMaps){var handlerMap=eventHandlerMaps[key];if(handlerMap[iEventHandlerFuncName]){eventHandlerMaps.splice(parseInt(key,10),1);++numRemoved}}return numRemoved};eDwEventMgr.prototype.removeEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var _i=0,eventHandlerMaps_1=eventHandlerMaps;_i<eventHandlerMaps_1.length;_i++){var handlerMap=eventHandlerMaps_1[_i];var handlerObj=handlerMap[iEventHandlerFuncName];if(handlerObj===iEventHandlerObj){var index=eventHandlerMaps.indexOf(handlerMap);if(index>-1){eventHandlerMaps.splice(index,1);++numRemoved}}}return numRemoved};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.mEventHandlers.clear()};eDwEventMgr.prototype.removeEventHandlers=function(iEvent){this.mEventHandlers.delete(iEvent)};eDwEventMgr.prototype.fireEvent=function(iEvent){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}return __awaiter(this,void 0,void 0,(function(){var handlerMaps,allPromises,_a,handlerMaps_1,handlerMap,keys,funcName,handlerItem,retPromise,handlerFunc,retPromise;return __generator(this,(function(_b){switch(_b.label){case 0:handlerMaps=this.mEventHandlers.get(iEvent);if(!handlerMaps)return[2,[]];allPromises=[];for(_a=0,handlerMaps_1=handlerMaps;_a<handlerMaps_1.length;_a++){handlerMap=handlerMaps_1[_a];keys=Object.keys(handlerMap);console.assert(keys.length===1);funcName=keys[0];handlerItem=handlerMap[funcName];if("funcName"in handlerItem){retPromise=handlerItem.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}else{handlerFunc=eDwEventMgr.getHandler(handlerItem,funcName);if(handlerFunc){handlerFunc=handlerFunc.bind(handlerItem);retPromise=handlerFunc.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}}}return[4,Promise.all(allPromises)];case 1:return[2,_b.sent()]}}))}))};eDwEventMgr.getHandler=function(iHandlerObj,iHandlerName){var handler;var handlerObj=iHandlerObj;var parentClass=Object.getPrototypeOf(iHandlerObj);while(handlerObj&&!handler){handler=handlerObj[iHandlerName];if(!handler){handlerObj=parentClass;parentClass=handlerObj?Object.getPrototypeOf(handlerObj):null}}return handler instanceof Function?handler:null};eDwEventMgr.prototype.initHandlersMapForEvent=function(iEvent){if(!this.mEventHandlers.has(iEvent)){this.mEventHandlers.set(iEvent,[])}};return eDwEventMgr}();return eDwEventMgr}));define("eDwEvents",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.ViewDeletedEvent=exports.ViewLoadedEvent=exports.ViewCreatedEvent=exports.LicenseKeyEvent=exports.GLContextLostEvent=exports.UserUnitsChangeEvent=exports.DeactivateUIOpEvent=exports.ActivateUIOpEvent=exports.ExplodeLevelChangeEvent=exports.AmbientOcclChangeEvent=exports.ResetSceneEvent=exports.CameraChangeEvent=exports.ModelXformChangeStartEvent=exports.ProjModeChangeEvent=exports.DrawModeChangeEvent=exports.TimeoutEvent=exports.LeftDoubleClickEvent=exports.RightClickEvent=exports.MiddleClickEvent=exports.LeftClickEvent=exports.StopAnimationEvent=exports.StartAnimationEvent=exports.ProdStructLoadedEvent=exports.ModelViewChangeEvent=exports.UnselectEvent=exports.SelectEvent=exports.NodeAttribChangeEvent=exports.DoneEvent=exports.InitFullUIEvent=exports.InitEvent=exports.AppEvent=void 0;var AppEvent=function(){function AppEvent(){this.doNotUse}return AppEvent}();exports.AppEvent=AppEvent;exports.InitEvent=new AppEvent;exports.InitFullUIEvent=new AppEvent;exports.DoneEvent=new AppEvent;exports.NodeAttribChangeEvent=new AppEvent;exports.SelectEvent=new AppEvent;exports.UnselectEvent=new AppEvent;exports.ModelViewChangeEvent=new AppEvent;exports.ProdStructLoadedEvent=new AppEvent;exports.StartAnimationEvent=new AppEvent;exports.StopAnimationEvent=new AppEvent;exports.LeftClickEvent=new AppEvent;exports.MiddleClickEvent=new AppEvent;exports.RightClickEvent=new AppEvent;exports.LeftDoubleClickEvent=new AppEvent;exports.TimeoutEvent=new AppEvent;exports.DrawModeChangeEvent=new AppEvent;exports.ProjModeChangeEvent=new AppEvent;exports.ModelXformChangeStartEvent=new AppEvent;exports.CameraChangeEvent=new AppEvent;exports.ResetSceneEvent=new AppEvent;exports.AmbientOcclChangeEvent=new AppEvent;exports.ExplodeLevelChangeEvent=new AppEvent;exports.ActivateUIOpEvent=new AppEvent;exports.DeactivateUIOpEvent=new AppEvent;exports.UserUnitsChangeEvent=new AppEvent;exports.GLContextLostEvent=new AppEvent;exports.LicenseKeyEvent=new AppEvent;exports.ViewCreatedEvent=new AppEvent;exports.ViewLoadedEvent=new AppEvent;exports.ViewDeletedEvent=new AppEvent}));define("eDwExplodeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwExplodeCmd=function(_super){__extends(eDwExplodeCmd,_super);function eDwExplodeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialLevel=_this.mViewer.getExplosionLevel();_this.mFinalLevel=NaN;return _this}eDwExplodeCmd.prototype.setLevel=function(iLevel){this.setExplosionLevel(iLevel);this.mFinalLevel=iLevel};eDwExplodeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mInitialLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mFinalLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();this.setExplosionLevel(this.mInitialLevel);this.mViewer.HCViewer.explodeManager.stop();return[2]}}))}))};Object.defineProperty(eDwExplodeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwExplodeCmd.prototype.setExplosionLevel=function(iLevel){var explodeMgrHC=this.mViewer.HCViewer.explodeManager;if(!explodeMgrHC.getActive())explodeMgrHC.start();this.mViewer.setExplosionLevel(iLevel)};return eDwExplodeCmd}(eDwSupportsHistoryCmd);return eDwExplodeCmd}));define("eDwGenericError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwGenericError=function(_super){__extends(eDwGenericError,_super);function eDwGenericError(iMessage){return _super.call(this,"Generic Error",iMessage)||this}return eDwGenericError}(eDwBaseError);return eDwGenericError}));define("eDwGeomUtils",["require","exports","eDwTypes","utils"],(function(require,exports,eDwTypes_3,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cAbsAngleTol=exports.cAbsLengthTol=exports.isValidHCPoint=exports.isPoint3DInBox=exports.screenToWorld=exports.dropPointOnPlane=void 0;function dropPointOnPlane(iPtHC,iPlnHC){var dist=iPlnHC.distanceToPoint(iPtHC);var vecHC=iPlnHC.normal.copy();return vecHC.normalize().scale(-dist).add(iPtHC)}exports.dropPointOnPlane=dropPointOnPlane;function screenToWorld(iScreenPosHC,iViewHC){var cameraHC=iViewHC.getCamera();var pnt3DHC=cameraHC.getCameraPlaneIntersectionPoint(iScreenPosHC,iViewHC);console.debugLog("GeomUtils","Screen pt = "+JSON.stringify(iScreenPosHC)+" 3D pt = "+JSON.stringify(pnt3DHC));return pnt3DHC}exports.screenToWorld=screenToWorld;function isPoint3DInBox(iPt3HC,iBboxHC){var pntArr=[];iPt3HC.toArray(pntArr);var minPt=[];iBboxHC.min.toArray(minPt);var maxPt=[];iBboxHC.max.toArray(maxPt);console.debugLog("GeomUtils","3D pt = "+JSON.stringify(iPt3HC)+" Bounding box = "+JSON.stringify(iBboxHC));for(var i=0;i<3;++i){if(pntArr[i]<minPt[i]||pntArr[i]>maxPt[i])return false}return true}exports.isPoint3DInBox=isPoint3DInBox;function isValidHCPoint(iPntHC){if(!iPntHC)return false;if(iPntHC instanceof eDwTypes_3.HC.Point3){if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)||utils.isNaN(iPntHC.z)){return false}}else{if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)){return false}}return true}exports.isValidHCPoint=isValidHCPoint;exports.cAbsLengthTol=1e-6;exports.cAbsAngleTol=1e-9}));define("eDwHierNodeAttribArray",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwHierarchyNode",["require","exports","eDwNodeAttributes","utils","eDwTypes"],(function(require,exports,eDwNodeAttributes_1,utils,eDwTypes_4){"use strict";var eDwHierarchyNode=function(){function eDwHierarchyNode(iName,iCategory,iAttributes,iNodeIDHC,iParentNode,iModeView){this.Category=iCategory;this.HOOPSID=iNodeIDHC;this.mModelView=iModeView;this.mChildNameToHierNode={};this.mBoundingBoxNodeInfo={IDs:[],VisState:false};this.mParentNode=iParentNode;this.Name=iName;if("`"===iName.charAt(0)&&"`"===iName.charAt(iName.length-1)){this.Name=iName.slice(1,-1)}this.mAttribs={};$.extend(this.mAttribs,iAttributes);this.mReadOnlyAttribs={};$.extend(this.mReadOnlyAttribs,this.mAttribs);this.mReadOnlyOverrideAttribs={};if(this.mModelView){this.mModelView.Nodes[iNodeIDHC]=this}}eDwHierarchyNode.prototype.addChild=function(iName,iCategory,iAttribs,iNodeIDHC,iParentNode){var node=new eDwHierarchyNode(iName,iCategory,iAttribs,iNodeIDHC,iParentNode,this.mModelView);this.mChildNameToHierNode[iName]=node;return node};eDwHierarchyNode.prototype.getChildren=function(){return utils.makeArray(this.mChildNameToHierNode)};eDwHierarchyNode.prototype.getAllChildren=function(ioHierNodes){for(var name_1 in this.mChildNameToHierNode){var hierNode=this.mChildNameToHierNode[name_1];if(hierNode){ioHierNodes.push(hierNode);hierNode.getAllChildren(ioHierNodes)}}};eDwHierarchyNode.prototype.getChildrenAndKeys=function(){return this.mChildNameToHierNode};Object.defineProperty(eDwHierarchyNode.prototype,"Parent",{get:function(){return this.mParentNode},enumerable:false,configurable:true});eDwHierarchyNode.prototype.getModelView=function(){return this.mModelView};eDwHierarchyNode.prototype.getAttribs=function(iIgnoreActive){if(iIgnoreActive===void 0){iIgnoreActive=false}var attribs={};$.extend(attribs,this.mAttribs);$.extend(attribs,this.mReadOnlyOverrideAttribs);if(!iIgnoreActive&&!this.isActive()){$.extend(attribs,{Visible:false})}return attribs};eDwHierarchyNode.prototype.getInitialAttribs=function(){var attribs={};$.extend(attribs,this.mReadOnlyAttribs);return attribs};eDwHierarchyNode.prototype.setAttribs=function(iAttribs){var changedAttribNames=eDwNodeAttributes_1.eDwNodeAttributes.setAttribs(this.mAttribs,iAttribs);return changedAttribNames};eDwHierarchyNode.prototype.setOverrideAttribs=function(iAttribs){this.mReadOnlyOverrideAttribs={};var overridesExist=false;for(var attribName in iAttribs){if(this.mAttribs[attribName]!==iAttribs[attribName]){overridesExist=true;break}}if(overridesExist)$.extend(this.mReadOnlyOverrideAttribs,iAttribs);return Object.keys(iAttribs)};eDwHierarchyNode.prototype.mergeAttribs=function(iAttribs){this.mAttribs=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(this.mAttribs,iAttribs);return this.mAttribs};eDwHierarchyNode.prototype.getMergedChildrenAttribs=function(iTraverseOption,ioAccumAttrib){var attrib={};var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){attrib=ioAccumAttrib||attrib;for(var i=0;i<childNodeKeys.length;i++){var childHierNode=childHierNodes[childNodeKeys[i]];var childAttrib=childHierNode.getAttribs();attrib=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(attrib,childAttrib);if(iTraverseOption==="All"){childHierNode.getMergedChildrenAttribs(iTraverseOption,attrib)}}}return attrib};eDwHierarchyNode.prototype.syncAttribsWithChildren=function(iTraverseOption){if(iTraverseOption===void 0){iTraverseOption="DirectDescendantsOnly"}this.setAttribs(this.getMergedChildrenAttribs(iTraverseOption))};eDwHierarchyNode.prototype.propagateAttribsToChildren=function(iPropagatingAttribNames,iUseSetOverride,iTraverseOption){if(iUseSetOverride===void 0){iUseSetOverride=false}if(iTraverseOption===void 0){iTraverseOption="All"}var setMethod=iUseSetOverride?eDwHierarchyNode.prototype.setOverrideAttribs:eDwHierarchyNode.prototype.setAttribs;var changedHierNodes=[];var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){for(var i=0;i<childNodeKeys.length;i++){if(iPropagatingAttribNames&&iPropagatingAttribNames.length){for(var _i=0,iPropagatingAttribNames_1=iPropagatingAttribNames;_i<iPropagatingAttribNames_1.length;_i++){var attribName=iPropagatingAttribNames_1[_i];var attrib={};attrib[attribName]=this.mAttribs[attribName];var childHierNode=childHierNodes[childNodeKeys[i]];var changedAttribNames=setMethod.call(childHierNode,attrib);if(changedAttribNames.length){changedHierNodes.push(childHierNode)}if(iTraverseOption==="All"){var childrenChangedHierNodes=childHierNode.propagateAttribsToChildren(iPropagatingAttribNames,iUseSetOverride,iTraverseOption);Array.prototype.push.apply(changedHierNodes,childrenChangedHierNodes)}}}}}return changedHierNodes};eDwHierarchyNode.prototype.invertAttrib=function(iAttribName){this.mAttribs[iAttribName]=!this.mAttribs[iAttribName];return this.mAttribs};eDwHierarchyNode.prototype.getDisplayState=function(iOtherAttribs){var state=eDwNodeAttributes_1.NodeDisplayState.Invisible;var setVisible=this.mAttribs.Opaque!==undefined&&Object.keys(this.mAttribs).length===1&&iOtherAttribs&&iOtherAttribs.Visible;this.mAttribs.Visible=setVisible?true:this.mAttribs.Visible;if(this.mAttribs.Visible){var opaque=this.mAttribs.Opaque===undefined||this.mAttribs.Opaque;state=opaque?eDwNodeAttributes_1.NodeDisplayState.Visible:eDwNodeAttributes_1.NodeDisplayState.Transparent;if(iOtherAttribs&&iOtherAttribs.Opaque===false){state=eDwNodeAttributes_1.NodeDisplayState.Transparent}}return state};eDwHierarchyNode.prototype.find=function(iPropName,iPropValue,iIncludeThis,iRecurse,iStrictMatch){if(iIncludeThis===void 0){iIncludeThis=true}if(iRecurse===void 0){iRecurse=true}if(iStrictMatch===void 0){iStrictMatch=false}var hierNodes=[];function getHierNodeWithPropNameAndValue(iHierNode){var propValue=iHierNode[iPropName];if(propValue&&utils.isEqual(iPropValue,propValue,iStrictMatch)){hierNodes.push(iHierNode)}}function getChildHierNodesWithPropNameAndValue(iHierNode){for(var childNodeName in iHierNode.mChildNameToHierNode){var childHierNode=iHierNode.mChildNameToHierNode[childNodeName];getHierNodeWithPropNameAndValue(childHierNode);if(iRecurse){getChildHierNodesWithPropNameAndValue(childHierNode)}}}if(iIncludeThis)getHierNodeWithPropNameAndValue(this);getChildHierNodesWithPropNameAndValue(this);return hierNodes};eDwHierarchyNode.prototype.getAllHierNodesWithChangedAttribs=function(ioHierNodes){if(!utils.isEqual(this.getInitialAttribs(),this.mAttribs)){ioHierNodes.push(this)}for(var key in this.mChildNameToHierNode){this.mChildNameToHierNode[key].getAllHierNodesWithChangedAttribs(ioHierNodes)}};eDwHierarchyNode.prototype.showBoundingBox=function(iViewer,iState){return __awaiter(this,void 0,void 0,(function(){var model,isVisible,beautifulGreen,bboxHC,width,height,length_1,scale,vmin,vmax,p0,p1,p2,p3,polylineData,rgba,i,tmp,boxMesh,modelHC,key,meshInstance,nodeID;return __generator(this,(function(_a){switch(_a.label){case 0:model=iViewer.getModel();isVisible=!this.mBoundingBoxNodeInfo||!this.mBoundingBoxNodeInfo.IDs.length||!this.mBoundingBoxNodeInfo.VisState?false:true;if(iState==="on"&&isVisible)return[2,true];if(iState==="off"||iState==="toggle"&&isVisible){this.mBoundingBoxNodeInfo.VisState=false;model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,false);return[2,false]}return[4,model.activateModelView(this.mModelView)];case 1:_a.sent();this.mBoundingBoxNodeInfo.VisState=true;if(!!this.mBoundingBoxNodeInfo.IDs.length)return[3,5];beautifulGreen=new eDwTypes_4.HC.Color(0,255,0);return[4,model.getBoundingBoxOfIDsHC([this.HOOPSID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2,false];width=bboxHC.max.x-bboxHC.min.x;height=bboxHC.max.y-bboxHC.min.y;length_1=Math.max(width,height);scale=.05/2;vmin=new eDwTypes_4.HC.Point3(bboxHC.min.x-length_1*scale,bboxHC.min.y-length_1*scale,bboxHC.min.z);vmax=new eDwTypes_4.HC.Point3(bboxHC.max.x+length_1*scale,bboxHC.max.y+length_1*scale,bboxHC.max.z);p0=new eDwTypes_4.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_4.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_4.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_4.HC.Point3(vmax.x,vmin.y,vmax.z);polylineData=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_4.HC.MeshData;boxMesh.addPolyline(polylineData,rgba);modelHC=model.getHCModel();return[4,modelHC.createMesh(boxMesh)];case 3:key=_a.sent();meshInstance=new eDwTypes_4.HC.MeshInstanceData(key);return[4,modelHC.createMeshInstance(meshInstance,0)];case 4:nodeID=_a.sent();this.mBoundingBoxNodeInfo.IDs.push(nodeID);_a.label=5;case 5:model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,true);return[2,true]}}))}))};eDwHierarchyNode.prototype.isSelectable=function(){return this.mAttribs.Selectable};eDwHierarchyNode.prototype.isActive=function(){var activeModelView=this.mModelView.Model.getActiveModelView();return this.mModelView===activeModelView?true:false};eDwHierarchyNode.prototype.resetAttribs=function(){var changedHierNodes=[];this.getAllHierNodesWithChangedAttribs(changedHierNodes);for(var _i=0,changedHierNodes_1=changedHierNodes;_i<changedHierNodes_1.length;_i++){var changedHierNode=changedHierNodes_1[_i];changedHierNode.mAttribs=changedHierNode.getInitialAttribs()}return changedHierNodes};eDwHierarchyNode.create=function(iAttribs){return new eDwHierarchyNode("","",iAttribs?iAttribs:{},Number.NaN,null,null)};eDwHierarchyNode.findPropagatingAttribNames=function(iChangedAttribNames){var propagatingAttribNames=eDwHierarchyNode.sPropagatingAttribNames;var changedPropAttribNames=[];for(var _i=0,iChangedAttribNames_1=iChangedAttribNames;_i<iChangedAttribNames_1.length;_i++){var attribName=iChangedAttribNames_1[_i];if(propagatingAttribNames.indexOf(attribName)>-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.isHierarchyNode=function(iNode){return iNode.Name};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode}));define("eDwHistoryMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack from index "+(this.mCmdStacksStack.length-1)+" down to 0.");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();if(currStackElem){var currCmdIndex=currStackElem.getCurrCmdIndex()+1;for(var i=0;i<currCmdIndex;i++){activeCmds.push(currStackElem.Stack[i])}}return activeCmds};eDwHistoryMgr.prototype.getCurrStackElem=function(){return this.mCmdStacksStack[this.mCmdStacksStack.length-1]};return eDwHistoryMgr}();var eDwCmdStacksElem=function(){function eDwCmdStacksElem(){this.mCmdStack=[];this.mCurrCmdIndex=-1}Object.defineProperty(eDwCmdStacksElem.prototype,"Stack",{get:function(){return this.mCmdStack},enumerable:false,configurable:true});eDwCmdStacksElem.prototype.getCurrCmdIndex=function(){return this.mCurrCmdIndex};eDwCmdStacksElem.prototype.incrementCurrCmdIndex=function(iIndex){if(typeof iIndex!=="number")return;this.mCurrCmdIndex+=iIndex};return eDwCmdStacksElem}();return eDwHistoryMgr}));define("eDwKeyMgr",["require","exports","eDwUIHTMLEventMgr","eDwTypes","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwTypes_5,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwKeyMgr=void 0;var eDwKeyMgr=function(){function eDwKeyMgr(){var _this=this;window.frames.focus();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;var processKeyEventFunc=function(iEvent){var keyEventJQ=iEvent;if(iEvent.type==="keydown"){_this.mDownKeys[keyEventJQ.key]=true}else if(iEvent.type=="keyup"){delete _this.mDownKeys[keyEventJQ.key]}else{return}var eventHandlers=_this.mKeyEventHandlers[iEvent.type][keyEventJQ.key];for(var i in eventHandlers){var eventHandler=eventHandlers[i];if(l_isEqual(keyEventJQ,eventHandler.Modifiers)){eventHandler.KeyFunc(keyEventJQ)}}};this.mUIHTMLEventMgr.addEventHandler("document","keydown",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keyup",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keypress",processKeyEventFunc);this.mKeyEventHandlers={};this.mKeyEventHandlers["keydown"]={};this.mKeyEventHandlers["keyup"]={};this.mKeyEventHandlers["keypress"]={};this.mDownKeys={}}eDwKeyMgr.get=function(){if(!eDwKeyMgr.sKeyMgr){eDwKeyMgr.sKeyMgr=new eDwKeyMgr}return eDwKeyMgr.sKeyMgr};eDwKeyMgr.prototype.add=function(iKeyInfo,iEventName,iFunc){var eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key];if(!eventHandlers){eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key]={}}var keyModifiers=l_getKeyModifiers(iKeyInfo);this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]={Modifiers:iKeyInfo,KeyFunc:iFunc}};eDwKeyMgr.prototype.remove=function(iKeyInfo,iEventName){var keyModifiers=l_getKeyModifiers(iKeyInfo);delete this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]};eDwKeyMgr.prototype.isDown=function(iKey){return this.mDownKeys[iKey]?true:false};eDwKeyMgr.isLMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="left"?true:false};eDwKeyMgr.isMMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="middle"?true:false};eDwKeyMgr.isRMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="right"?true:false};eDwKeyMgr.isAnyPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="none"?false:true};eDwKeyMgr.getMouseButtonPressed=function(iEvent){var buttonPressed="none";if(utils.isOfType(iEvent,"which")){if(utils.isNumber(iEvent.which)){switch(iEvent.which){case 0:buttonPressed="none";break;case 1:buttonPressed="left";break;case 2:buttonPressed="middle";break;case 3:buttonPressed="right";break;default:break}}else{switch(iEvent.button){case 0:return buttonPressed="none";break;case 1:return buttonPressed="left";break;case 4:return buttonPressed="middle";break;case 2:return buttonPressed="right";break;default:break}}return buttonPressed}else{if(iEvent.getButtons()===eDwTypes_5.HC.Buttons.None){switch(iEvent.getButton()){case eDwTypes_5.HC.Button.None:buttonPressed="none";break;case eDwTypes_5.HC.Button.Left:buttonPressed="left";break;case eDwTypes_5.HC.Button.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Button.Right:buttonPressed="right";break;default:break}return buttonPressed}}switch(iEvent.getButtons()){case eDwTypes_5.HC.Buttons.None:buttonPressed="none";break;case eDwTypes_5.HC.Buttons.Left:buttonPressed="left";break;case eDwTypes_5.HC.Buttons.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Buttons.Right:buttonPressed="right";break;default:break}return buttonPressed};return eDwKeyMgr}();exports.eDwKeyMgr=eDwKeyMgr;function l_isEqual(iKey1,iKey2){var numMatch=0;var compareFields=["altKey","ctrlKey","metaKey","shiftKey"];for(var _i=0,compareFields_1=compareFields;_i<compareFields_1.length;_i++){var i=compareFields_1[_i];if(iKey1[i]===iKey2[i])++numMatch}return numMatch===Object.keys(iKey2).length-1?true:false}function l_getKeyModifiers(iKeyInfo){var keyModifiers="";for(var key in iKeyInfo){if(key.indexOf("Key")>-1&&iKeyInfo[key]){keyModifiers+=key+"-"}}return keyModifiers?keyModifiers.substring(0,keyModifiers.length-1):"none"}}));define("eDwLayer",["require","exports","eDwNodeAttributes","utils"],(function(require,exports,eDwNodeAttributes_2,utils){"use strict";var eDwLayer=function(){function eDwLayer(iLayerName,iLayerIDHC,iAttribs){this.mName=iLayerName;this.mIDHC=iLayerIDHC;this.mInitAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mNodeIDHCToHierNodeMap={}}eDwLayer.prototype.addNodes=function(iNodeIDsHC,iModel){for(var _i=0,iNodeIDsHC_1=iNodeIDsHC;_i<iNodeIDsHC_1.length;_i++){var nodeIDHC=iNodeIDsHC_1[_i];if(!this.mNodeIDHCToHierNodeMap[nodeIDHC]){this.mNodeIDHCToHierNodeMap[nodeIDHC]=iModel.getHierarchyNode(nodeIDHC)}}};eDwLayer.prototype.getName=function(){return this.mName};eDwLayer.prototype.getIDHC=function(){return this.mIDHC};eDwLayer.prototype.getAttribs=function(){return eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs)};eDwLayer.prototype.setAttribs=function(iSrcAttribs){if(utils.isEqual(this.mAttribs,iSrcAttribs,true))return false;this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iSrcAttribs);return true};eDwLayer.prototype.resetAttribs=function(){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mInitAttribs)};eDwLayer.prototype.mergeAttribs=function(iSrcAttribs){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.mergeAttribs(this.mAttribs,iSrcAttribs)};eDwLayer.prototype.getNodeIDsHC=function(){var nodeIDsHC=[];for(var nodeIDHCStr in this.mNodeIDHCToHierNodeMap){nodeIDsHC.push(parseInt(nodeIDHCStr,10))}return nodeIDsHC};eDwLayer.prototype.getHCNodesAndAttribs=function(ioNodeIDsHCAndAttribs){var nodeOnLayerIDsHC=this.getNodeIDsHC();for(var _i=0,nodeOnLayerIDsHC_1=nodeOnLayerIDsHC;_i<nodeOnLayerIDsHC_1.length;_i++){var nodeOnLayerIDHC=nodeOnLayerIDsHC_1[_i];var combinedAttribs=this.getCombinedAttribsForHCNode(nodeOnLayerIDHC);if(!combinedAttribs)continue;ioNodeIDsHCAndAttribs.push({IDHC:nodeOnLayerIDHC,Attribs:combinedAttribs})}};eDwLayer.prototype.getCombinedAttribsForHCNode=function(iNodeIDHC){var parentHierNode=this.mNodeIDHCToHierNodeMap[iNodeIDHC];if(!parentHierNode)return undefined;var detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs);while(parentHierNode){detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.intersectAttribs(detachedAttribs,parentHierNode.getAttribs());parentHierNode=parentHierNode.Parent}return detachedAttribs};return eDwLayer}();return eDwLayer}));define("eDwMBDNoteMgr",["require","exports","eDwTypes","eDwGeomUtils"],(function(require,exports,eDwTypes_6,eDwGeomUtils){"use strict";var MBDNote=function(){function MBDNote(iViewer,iRefPntHC,iCurPntHC,nodeId){var modelHC=iViewer.getModel().getHCModel();var viewHC=iViewer.getHCView();this.mViewer=iViewer;this.mRefPntHC=iRefPntHC.copy();this.mNodeId=nodeId;var rPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(iCurPntHC));this.mOffset=eDwTypes_6.HC.Point2.subtract(cPos2,rPos2);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);this.mOffsetLen=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3).length();var cDelta=eDwTypes_6.HC.Point3.subtract(cPos3,iCurPntHC);var matrix=new eDwTypes_6.HC.Matrix;matrix.loadIdentity();matrix.setTranslationComponent(cDelta.x,cDelta.y,cDelta.z);var nodeMatrix=modelHC.getNodeMatrix(nodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,matrix);modelHC.setNodeMatrix(nodeId,nodeMatrix);this.mOrigPos=cPos3.copy();var camera=this.mViewer.getHCView().getCamera();this.mOrigCamMatrix=camera.getMatrixFromCamera().copy();this.mOrigModMatrix=modelHC.getNodeMatrix(nodeId)}MBDNote.prototype.updatePos=function(){var viewHC=this.mViewer.getHCView();var modelHC=this.mViewer.getModel().getHCModel();var rPos2=eDwTypes_6.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.add(rPos2,this.mOffset);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);var crDelta=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3);crDelta.normalize();crDelta.scale(this.mOffsetLen);cPos3=eDwTypes_6.HC.Point3.add(rPos3,crDelta);var posDelta=eDwTypes_6.HC.Point3.subtract(cPos3,this.mOrigPos);var revTransMat=new eDwTypes_6.HC.Matrix;var transMat=new eDwTypes_6.HC.Matrix;var extraTransMat=new eDwTypes_6.HC.Matrix;revTransMat.setTranslationComponent(-this.mOrigPos.x,-this.mOrigPos.y,-this.mOrigPos.z);transMat.setTranslationComponent(this.mOrigPos.x,this.mOrigPos.y,this.mOrigPos.z);extraTransMat.setTranslationComponent(posDelta.x,posDelta.y,posDelta.z);this.mOrigPos=cPos3.copy();var nodeMatrix=this.mOrigModMatrix.copy();var camera=viewHC.getCamera();var curCamMatrix=camera.getMatrixFromCamera().copy();var oriCamMatrix=this.mOrigCamMatrix.copy();var oriCamMatrixR=oriCamMatrix.inverseAndDeterminant()[0];this.mOrigCamMatrix=curCamMatrix.copy();var rotMatrix=eDwTypes_6.HC.Matrix.multiply(revTransMat,oriCamMatrixR);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,curCamMatrix);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,transMat);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,extraTransMat);nodeMatrix=modelHC.getNodeMatrix(this.mNodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,rotMatrix);modelHC.setNodeMatrix(this.mNodeId,nodeMatrix,false)};return MBDNote}();var eDwMBDNoteMgr=function(){function eDwMBDNoteMgr(iViewer){this.mNotes=[];this.mViewer=iViewer}eDwMBDNoteMgr.prototype.addNote=function(nodeId,refBox){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var model,boxHC;return __generator(this,(function(_a){switch(_a.label){case 0:model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC([nodeId])];case 1:boxHC=_a.sent();if(boxHC.isDegenerate())return[2];this.mNotes.push(new MBDNote(this.mViewer,refBox.center(),boxHC.center(),nodeId));return[2]}}))}))})();return true};eDwMBDNoteMgr.prototype.updateNote=function(){var len=this.mNotes.length;for(var i=0;i<len;++i){this.mNotes[i].updatePos()}};return eDwMBDNoteMgr}();return eDwMBDNoteMgr}));define("eDwModel",["require","exports","eDwEventMgr","eDwHierarchyNode","eDwModelView","eDwLayer","eDwNodeAttributes","eDwEvents","eDwTypes","eDwUnits","utils"],(function(require,exports,eDwEventMgr,eDwHierarchyNode,eDwModelView,eDwLayer,eDwNodeAttributes_3,eDwEvents_2,eDwTypes_7,eDwUnits_1,utils){"use strict";var eDwModel=function(){function eDwModel(iViewer){this.mViewer=iViewer;this.mModelHC=iViewer.HCViewer.model;this.mModelViews=[];this.mLayers=[];this.mInitialModelView=this.mActiveModelView=null;this.mCategory="UNKNOWN";this.mOrigin="";this.mBox=new eDwTypes_7.HC.Box;this.mProperties=$([]);this.setUserUnits({Length:eDwUnits_1.cDefaultLengthUnit,Angle:eDwUnits_1.cDefaultAngleUnit});this.mModelHC.setEnableAutomaticUnitScaling(false);this.mModelHC.setBehaviorInitiallyHidden(false);this.calculateBoundingBox()}eDwModel.prototype.initModelData=function(){return __awaiter(this,void 0,void 0,(function(){var bbox,nodeProps,modelViews,_loop_1,this_1,_i,modelViews_1,modelView,state_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mViewer)return[2];bbox=this.getBoundingBox();if(!bbox.extents().equals(eDwTypes_7.HC.Point3.zero()))return[3,2];return[4,this.calculateBoundingBox()];case 1:_a.sent();_a.label=2;case 2:this.mViewer.initializeManagers();return[4,this.mModelHC.getNodeProperties(this.getModelIDHC())];case 3:nodeProps=_a.sent();if(nodeProps)this.loadProperties(nodeProps);modelViews=this.getModelViews();_loop_1=function(modelView){var attribs=modelView.Hierarchy.getInitialAttribs();if(attribs.Visible){this_1.mActiveModelView=modelView;this_1.mInitialModelView=this_1.mActiveModelView;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelView)];case 1:_a.sent();return[2]}}))}))})();return{value:void 0}}};this_1=this;for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];state_1=_loop_1(modelView);if(typeof state_1==="object")return[2,state_1.value]}if(modelViews.length){console.warn("There is no active model view."+"  Defaulting to first.");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelViews[0])];case 1:_a.sent();return[2]}}))}))})();return[2]}console.warn("There are no model views in this model.");return[2]}}))}))};eDwModel.prototype.getBoundingBox=function(){return this.mBox};eDwModel.prototype.calculateBoundingBox=function(iIgnoreInvisible,iIncludeExcluded){if(iIgnoreInvisible===void 0){iIgnoreInvisible=true}if(iIncludeExcluded===void 0){iIncludeExcluded=false}return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=this;return[4,this.mModelHC.getModelBounding(iIgnoreInvisible,iIncludeExcluded)];case 1:_a.mBox=_b.sent();return[2,this.mBox]}}))}))};eDwModel.prototype.getBoundingBoxOfIDsHC=function(iUDsHC){return __awaiter(this,void 0,void 0,(function(){var bboxHC,iExcp_5;return __generator(this,(function(_a){switch(_a.label){case 0:bboxHC=eDwTypes_7.HC.Box.invalid();if(!(iUDsHC&&iUDsHC.length))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesBounding(iUDsHC)];case 2:bboxHC=_a.sent();return[3,4];case 3:iExcp_5=_a.sent();console.debugLog("Model",iExcp_5.message);return[3,4];case 4:return[2,bboxHC]}}))}))};eDwModel.prototype.getLayers=function(){return this.mLayers};eDwModel.prototype.getUserUnits=function(){return $.extend({},this.mUserUnits)};eDwModel.prototype.setUserUnits=function(iUserUnits){var _this=this;if(utils.isEqual(this.mUserUnits,iUserUnits))return;this.mUserUnits=$.extend({},iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.UserUnitsChangeEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwModel.prototype.getValueWithUnit=function(iValue,iUnitType){var _this=this;var cUnitScaleFactor={degree:1,radian:Math.PI/180,millimeter:c_lengthUnitToMMFactor,centimeter:c_lengthUnitToMMFactor/10,meter:c_lengthUnitToMMFactor/1e3,inch:c_lengthUnitToMMFactor/25.4,foot:c_lengthUnitToMMFactor/304.8,footAndInch:NaN};function l_getScaledValue(iNonScaledVal,iUnit){var scale=cUnitScaleFactor[iUnit];return iUnitType==="Area"?iNonScaledVal*scale*scale:iNonScaledVal*scale}var cCommonUnitFormat="${val}${unit}";function l_getFormattedScaledValue(iVal,iUnit,iUserUnitLabel){var val=l_getScaledValue(iVal,iUnit);return utils.formatString(cCommonUnitFormat,val.toFixed(2),iUserUnitLabel)}var basicUserUnitResults={degree:function(iVal){return l_getFormattedScaledValue(iVal,"degree","deg")},radian:function(iVal){return l_getFormattedScaledValue(iVal,"radian","rad")},millimeter:function(iVal){return l_getFormattedScaledValue(iVal,"millimeter","mm")},centimeter:function(iVal){return l_getFormattedScaledValue(iVal,"centimeter","cm")},meter:function(iVal){return l_getFormattedScaledValue(iVal,"meter","m")},inch:function(iVal){return l_getFormattedScaledValue(iVal,"inch","in")},foot:function(iVal){return l_getFormattedScaledValue(iVal,"foot","ft")},footAndInch:function(iVal){var signFactor=iVal<0?-1:1;var absValue=Math.abs(iVal);var footVal=Math.floor(l_getScaledValue(absValue,"foot"));var footValInDBUnits=footVal/l_getScaledValue(1,"foot");var inchVal=l_getScaledValue(absValue-footValInDBUnits,"inch")*signFactor;var formattedString=utils.formatString("${inchVal}in",inchVal.toFixed(2));if(footVal>.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i<iHierNodes_1.length;_i++){hierNode=iHierNodes_1[_i];if(!hierNode||utils.isNaN(hierNode.HOOPSID))continue;changedAttribNames=hierNode.setAttribs(iAttribs);propagatingAttribNames=eDwHierarchyNode.findPropagatingAttribNames(changedAttribNames);if(propagatingAttribNames.length){changedHierNodes.push(hierNode);changedChildHierNodes=hierNode.propagateAttribsToChildren(propagatingAttribNames);Array.prototype.push.apply(changedHierNodes,changedChildHierNodes);parentHierNode=hierNode.Parent;if(parentHierNode&&parentHierNode.Parent){for(_a=0,propagatingAttribNames_1=propagatingAttribNames;_a<propagatingAttribNames_1.length;_a++){attribName=propagatingAttribNames_1[_a];attrib={};attrib[attribName]=iAttribs[attribName];parentAttrib=parentHierNode.getAttribs();value=parentAttrib[attribName];if(value){if(value!==attrib[attribName]){mergedAttrib=parentHierNode.getMergedChildrenAttribs("DirectDescendantsOnly");if(!mergedAttrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}else{if(value!==attrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}}}}changedHierNodesAndAttribs=l_makeNodeAttribArray(changedHierNodes,null,false);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 1:_b.sent();for(changedHCNodeID in changedAncestorHierNodeMap){ancHierNode=changedAncestorHierNodeMap[changedHCNodeID];changedHierNodes.push(ancHierNode);changedHierNodesAndAttribs.push({HierNode:ancHierNode,Attribs:iAttribs})}if(!changedHierNodes.length)return[3,3];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 2:_b.sent();_b.label=3;case 3:return[2]}}))}))};eDwModel.prototype.setAttribs=function(iNodesWithAttribs){return __awaiter(this,void 0,void 0,(function(){var nodesWithAttribs,_i,nodesWithAttribs_1,nodeWithAttrib;return __generator(this,(function(_a){switch(_a.label){case 0:nodesWithAttribs=iNodesWithAttribs;_i=0,nodesWithAttribs_1=nodesWithAttribs;_a.label=1;case 1:if(!(_i<nodesWithAttribs_1.length))return[3,4];nodeWithAttrib=nodesWithAttribs_1[_i];return[4,this.setAttribOnHierNodes([nodeWithAttrib.HierNode],nodeWithAttrib.Attribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[2]}}))}))};eDwModel.prototype.setOverrideAttribOnHierNodes=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var overriddenHierNodesAndAttribs,_i,iHierNodesAndAttribs_1,hierNodeAndAttribs,hierNode,attribs,childHierNodesAndAttribs,childNodesAndKeys,key;return __generator(this,(function(_a){switch(_a.label){case 0:overriddenHierNodesAndAttribs=[];_i=0,iHierNodesAndAttribs_1=iHierNodesAndAttribs;_a.label=1;case 1:if(!(_i<iHierNodesAndAttribs_1.length))return[3,4];hierNodeAndAttribs=iHierNodesAndAttribs_1[_i];hierNode=hierNodeAndAttribs.HierNode;attribs=hierNodeAndAttribs.Attribs;hierNode.setOverrideAttribs(attribs);overriddenHierNodesAndAttribs.push({HierNode:hierNode,Attribs:hierNode.getAttribs()});childHierNodesAndAttribs=[];childNodesAndKeys=hierNode.getChildrenAndKeys();for(key in childNodesAndKeys){childHierNodesAndAttribs.push({HierNode:childNodesAndKeys[key],Attribs:attribs})}return[4,this.setOverrideAttribOnHierNodes(childHierNodesAndAttribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[4,this.syncHCNodesState(overriddenHierNodesAndAttribs)];case 5:_a.sent();if(!overriddenHierNodesAndAttribs.length)return[3,7];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,overriddenHierNodesAndAttribs)];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.isAssembly=function(){return this.mCategory==="ASSEMBLY"?true:false};eDwModel.prototype.isPart=function(){return this.mCategory==="PART"?true:false};eDwModel.prototype.isDrawing=function(){return this.mCategory==="DRAWING"?true:false};eDwModel.prototype.getNodeType=function(iNodeID){return utils.isNaN(iNodeID)?eDwTypes_7.HC.NodeType.Unknown:this.mModelHC.getNodeType(iNodeID)};eDwModel.prototype.getHierarchyNode=function(iIDHC){var modelHC=this.getHCModel();var modelViews=this.getModelViews();var i=0;var modelView;var hierNode;while(i<modelViews.length&&(modelView=modelViews[i++])&&!hierNode){var nodeType=this.getNodeType(iIDHC);var nodeIDHC=iIDHC;hierNode=modelView.Nodes[nodeIDHC];while(hierNode&&(!hierNode.isSelectable()&&hierNode!==modelView.Hierarchy)||!hierNode&&nodeType!==eDwTypes_7.HC.NodeType.Unknown){var parentNodeIDHC=modelHC.getNodeParent(nodeIDHC);nodeType=this.getNodeType(parentNodeIDHC);nodeIDHC=parentNodeIDHC||0;hierNode=modelView.Nodes[nodeIDHC]}}return hierNode};eDwModel.prototype.getModelViews=function(){return this.mModelViews};eDwModel.prototype.getActiveModelView=function(){return this.mActiveModelView};eDwModel.prototype.activateModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(iModelView===this.mActiveModelView)return[2];return[4,this.setActiveModelView(iModelView)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getFileOriginType=function(){return this.mOrigin};eDwModel.prototype.resetToDefault=function(){return __awaiter(this,void 0,void 0,(function(){var _i,_a,layer,changedHierNodesAndAttribs,modelViews,_b,modelViews_2,modelView;return __generator(this,(function(_c){switch(_c.label){case 0:for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.resetAttribs()}return[4,this.setActiveModelView(this.mInitialModelView)];case 1:_c.sent();changedHierNodesAndAttribs=l_makeNodeAttribArray(this.mActiveModelView.resetAttribs());return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_c.sent();modelViews=this.getModelViews();for(_b=0,modelViews_2=modelViews;_b<modelViews_2.length;_b++){modelView=modelViews_2[_b];if(modelView!==this.mActiveModelView){modelView.resetAttribs()}}return[2]}}))}))};eDwModel.prototype.syncLayersAttribsState=function(){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndAttribs,_i,_a,layer;return __generator(this,(function(_b){switch(_b.label){case 0:nodeIDsHCAndAttribs=[];for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.getHCNodesAndAttribs(nodeIDsHCAndAttribs)}return[4,this.setHCToAttrib(nodeIDsHCAndAttribs)];case 1:_b.sent();return[2]}}))}))};eDwModel.prototype.getProperty=function(iPropName){for(var i=0;i<this.mProperties.length;i++){var property=$(this.mProperties[i]);var propName=property.attr("name");if(propName===iPropName)return property.attr("val")}return""};eDwModel.prototype.isVisibleForNodeHC=function(iNodeIDHC){return this.mModelHC.getNodeVisibility(iNodeIDHC)};eDwModel.prototype.setVisibilityForNodesHC=function(iNodeIDsHC,iVisible){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibility(iNodeIDsHC,iVisible)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.setVisibilitiesForNodesHC=function(iNodeIDVisMapHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibilities(iNodeIDVisMapHC)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getOpacityForNodeHC=function(iNodeIDHC){return __awaiter(this,void 0,void 0,(function(){var opacity,opacities,iErrorMsg_1;return __generator(this,(function(_a){switch(_a.label){case 0:opacity=NaN;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesOpacity([iNodeIDHC])];case 2:opacities=_a.sent();if(opacities.length)opacity=opacities[0];return[3,4];case 3:iErrorMsg_1=_a.sent();return[3,4];case 4:return[2,opacity]}}))}))};eDwModel.prototype.setOpacityForNodesHC=function(iNodeIDsHC,iOpacity){this.mModelHC.setNodesOpacity(iNodeIDsHC,iOpacity)};eDwModel.prototype.getModelIDHC=function(){return 0};eDwModel.prototype.parseHierarchy=function(iConfig,ioParentHierNode,iXMLNode,iParseDepth){if(iParseDepth!==undefined&&iParseDepth===0||this.isPart()){return}var children=$(iXMLNode).children("body,assembly,view");for(var i=0;i<children.length;i++){var childJQ=$(children[i]);var elemTag=childJQ.prop("tagName");var nodeProps=l_getProperties(childJQ);var attribs=l_getPropsAsAttribs(nodeProps);var newChild=ioParentHierNode.addChild(nodeProps.Name,elemTag,attribs,nodeProps.HOOPSID,ioParentHierNode);this.parseHierarchy(iConfig,newChild,childJQ,iParseDepth-1)}};eDwModel.prototype.loadProperties=function(iPropsMapHC){var propsToParse=iPropsMapHC.eDrawingsXMLData;console.debugLog("ViewerLoad","extra model data = "+propsToParse);var docJQ=$($.parseXML(propsToParse));var data=docJQ.find("sceneData");if(data.length>0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}this.mProperties=docJQ.find("property");var lengthUnit=this.getProperty("lengthunit");var isValidUnit=eDwUnits_1.LengthTypeValues.indexOf(lengthUnit)>-1;this.mUserUnits.Length=isValidUnit?lengthUnit:this.mUserUnits.Length;var angleUnit=this.getProperty("angleunit");isValidUnit=eDwUnits_1.AngleTypeValues.indexOf(angleUnit)>-1;this.mUserUnits.Angle=isValidUnit?angleUnit:this.mUserUnits.Angle;if(this.mCategory==="DRAWING"){this.parseModelViews(docJQ,"sheet","views","Unnamed Sheet","sheet");this.processLayers(iPropsMapHC)}else{this.parseModelViews(docJQ,"configuration","hierarchy","Unnamed Config","config");if(this.mCategory==="ASSEMBLY"){var modelViews=this.getModelViews();for(var _i=0,modelViews_3=modelViews;_i<modelViews_3.length;_i++){var modelView=modelViews_3[_i];var childHierNodes=modelView.Hierarchy.getChildren();var assemRootHierNode=childHierNodes[0];assemRootHierNode.Name=decodeURIComponent(assemRootHierNode.Name)}}}if(this.getModelViews().length===0){var attrib={Visible:true};this.mModelViews.push(new eDwModelView("eDrawingsDefault","config",attrib,this.getModelIDHC(),this))}};eDwModel.prototype.processLayers=function(iPropsMapHC){var _this=this;this.mModelHC.getLayers().forEach((function(iLayerName,iLayerIDHC){if(!iLayerName)return;var attribs={Visible:iPropsMapHC[iLayerName]!=="off"};var layer=new eDwLayer(iLayerName,iLayerIDHC,attribs);_this.mLayers.push(layer);layer.addNodes(_this.mModelHC.getNodesFromLayer(iLayerIDHC),_this)}))};eDwModel.prototype.setActiveModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){var oldModelView,changedHierNodesAndAttribs,visAttrib,invisAttrib,iError_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iModelView)return[3,7];oldModelView=this.mActiveModelView;this.mActiveModelView=iModelView;changedHierNodesAndAttribs=[];_a.label=1;case 1:_a.trys.push([1,5,,6]);visAttrib={Visible:true};invisAttrib={Visible:false};if(oldModelView&&oldModelView!==iModelView){changedHierNodesAndAttribs=l_makeNodeAttribArray(oldModelView.Hierarchy.find("mAttribs",visAttrib),invisAttrib);oldModelView.Hierarchy.setAttribs(invisAttrib)}if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("Before set active view = true")}changedHierNodesAndAttribs.push({HierNode:this.mActiveModelView.Hierarchy,Attribs:visAttrib});Array.prototype.push.apply(changedHierNodesAndAttribs,l_makeNodeAttribArray(this.mActiveModelView.Hierarchy.find("mAttribs",invisAttrib,false)));this.mActiveModelView.Hierarchy.setAttribs(visAttrib);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_a.sent();if(!changedHierNodesAndAttribs.length)return[3,4];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 3:_a.sent();_a.label=4;case 4:if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("After set active view = true")}this.mViewer.ViewMgr.setCamera(iModelView.getDefaultCamera(),400);return[3,6];case 5:iError_1=_a.sent();console.debugLog("NodeVisibility","activateModelView failed to set node visibilities.");console.error(iError_1);return[3,6];case 6:(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_notifyModelViewChange(this.mViewer,iModelView,this.isPart())];case 1:_a.sent();return[2]}}))}))})();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.setHCToAttrib=function(iNodeIDsHCAndAttribs){return __awaiter(this,void 0,void 0,(function(){var _i,iNodeIDsHCAndAttribs_1,nodeIDHCAndAttribs,nodeIDHC,attribs,oldVisibility,oldOpacity,nodeNameHC,opacity,newVisibility;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iNodeIDsHCAndAttribs.length)return[2];_i=0,iNodeIDsHCAndAttribs_1=iNodeIDsHCAndAttribs;_a.label=1;case 1:if(!(_i<iNodeIDsHCAndAttribs_1.length))return[3,7];nodeIDHCAndAttribs=iNodeIDsHCAndAttribs_1[_i];nodeIDHC=nodeIDHCAndAttribs.IDHC;attribs=nodeIDHCAndAttribs.Attribs;oldVisibility=void 0;oldOpacity=void 0;nodeNameHC=void 0;if(!this.mViewer.ViewerFeatureOpts.Debug)return[3,3];return[4,this.getOpacityForNodeHC(nodeIDHC)];case 2:oldOpacity=_a.sent();oldVisibility=this.isVisibleForNodeHC(nodeIDHC);nodeNameHC=this.mModelHC.getNodeName(nodeIDHC);_a.label=3;case 3:if(!(oldVisibility!==attribs.Visible))return[3,5];return[4,this.setVisibilityForNodesHC([nodeIDHC],attribs.Visible)];case 4:_a.sent();_a.label=5;case 5:opacity=attribs.Opaque===undefined?NaN:attribs.Opaque?1:.5;if(attribs.Visible&&utils.isNumber(opacity)){this.setOpacityForNodesHC([nodeIDHC],opacity)}if(this.mViewer.ViewerFeatureOpts.Debug){newVisibility=this.isVisibleForNodeHC(nodeIDHC);console.debugLog("NodeVisibility","HC Node (name = "+nodeNameHC+", ID = "+nodeIDHC+") | old visibility = "+oldVisibility+" | new visibility = "+newVisibility+" | intended visibility = "+attribs.Visible+" | old opacity = "+oldOpacity+" | intended opacity = "+opacity)}_a.label=6;case 6:_i++;return[3,1];case 7:return[2]}}))}))};eDwModel.prototype.syncHCNodesState=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndVisAttribs,nodeIDsHCAndInvisAttribs,_i,iHierNodesAndAttribs_2,hierNodeAndAttribs,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDsHCAndVisAttribs=[];nodeIDsHCAndInvisAttribs=[];for(_i=0,iHierNodesAndAttribs_2=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_2.length;_i++){hierNodeAndAttribs=iHierNodesAndAttribs_2[_i];hierNode=hierNodeAndAttribs.HierNode;if(hierNode.HOOPSID&&utils.isNumber(hierNode.HOOPSID)){if(hierNodeAndAttribs.Attribs.Visible){nodeIDsHCAndVisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}else{nodeIDsHCAndInvisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}}}if(!nodeIDsHCAndVisAttribs.length)return[3,3];return[4,this.setHCToAttrib(nodeIDsHCAndVisAttribs)];case 1:_a.sent();return[4,this.syncLayersAttribsState()];case 2:_a.sent();_a.label=3;case 3:return[4,this.setHCToAttrib(nodeIDsHCAndInvisAttribs)];case 4:_a.sent();return[2]}}))}))};eDwModel.prototype.parseModelViews=function(iDocJQ,iXMLDocModelViewSearchKeyword,iXMLDocModelViewSubElemSearchKeyword,iDefaultModelViewName,iModelViewCategory){var modelViews=iDocJQ.find(iXMLDocModelViewSearchKeyword);for(var i=0;i<modelViews.length;i++){var modelViewJQ=$(modelViews[i]);var nodeProps=l_getProperties(modelViewJQ);if(!nodeProps.Name){nodeProps.Name=iDefaultModelViewName+(i+1)}var attribs=l_getPropsAsAttribs(nodeProps);var cameraHC=l_getDefaultCamera(modelViewJQ);var modelView=new eDwModelView(nodeProps.Name,iModelViewCategory,attribs,nodeProps.HOOPSID,this,cameraHC);this.mModelViews.push(modelView);var hierarchyNode=modelView.Hierarchy;this.parseHierarchy(modelView,hierarchyNode,modelViewJQ.find(iXMLDocModelViewSubElemSearchKeyword));l_addTables(this.mViewer,iDocJQ,this,hierarchyNode,modelView)}};eDwModel.prototype.dumpModelViewStateHC=function(iPrefixMsg){var msg=iPrefixMsg+" -> (HC values) | ";for(var _i=0,_a=this.mModelViews;_i<_a.length;_i++){var modelView=_a[_i];var nodeIDHC=modelView.Hierarchy.HOOPSID;msg+=modelView.Name+" - "+this.isVisibleForNodeHC(nodeIDHC)+" | "}console.debugLog("NodeVisibility",msg);console.debugLog("NodeVisibility","Active model view = "+this.mActiveModelView.Name);var hierNodes=this.mActiveModelView.getNodes();for(var _b=0,hierNodes_1=hierNodes;_b<hierNodes_1.length;_b++){var hierNode=hierNodes_1[_b];console.debugLog("NodeVisibility",hierNode.Name+" HOOPS ID "+hierNode.HOOPSID+" Visibility = "+this.isVisibleForNodeHC(hierNode.HOOPSID)+" Opacity = "+this.getOpacityForNodeHC(hierNode.HOOPSID))}};eDwModel.prototype.getHCModel=function(){return this.mModelHC};return eDwModel}();var c_lengthUnitToMMFactor=1e3;function l_addTables(iViewer,iDoc,iModel,ioHierachyNode,ioModelView){var tables=$(iDoc).find("table");var numTables=tables.length;if(numTables>0&&ioHierachyNode){for(var i=0;i<numTables;i++){var tableJQ=$(tables[i]);var nodeProps=l_getProperties(tableJQ);if(!nodeProps.Name){nodeProps.Name="Unnamed Table"+(i+1)}nodeProps.NotesArea=tableJQ.attr("notesarea")==="1"?true:false;var attribs=l_getPropsAsAttribs(nodeProps);var hierarchyNode=ioHierachyNode.addChild(nodeProps.Name,"table",attribs,nodeProps.HOOPSID,ioHierachyNode);iViewer.TableMgr.add(hierarchyNode)}}}function l_getProperties(iElemJQ){function trueFalseOrIndeterminate(iVal){if(iVal===undefined)return undefined;return iVal==="1"?true:iVal==="0"?false:undefined}function falseTrueOrIndeterminate(iVal){var val=trueFalseOrIndeterminate(iVal);return val===undefined?undefined:!val}var props={};if(iElemJQ){props.Name=iElemJQ.attr("name");if(props.Name.charAt(0)=="<"&&props.Name.charAt(props.Name.length-1)==">"){props.Name=props.Name.replace("<","&lt;");props.Name=props.Name.replace(">","&gt;")}props.Visible=trueFalseOrIndeterminate(iElemJQ.attr("visible"));props.Opaque=falseTrueOrIndeterminate(iElemJQ.attr("transparent"));props.Selectable=trueFalseOrIndeterminate(iElemJQ.attr("selectable"));props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getPropsAsAttribs(iNodeProps){var nodeAttribs={};eDwNodeAttributes_3.eDwNodeAttributes.setAttribs(nodeAttribs,iNodeProps);return nodeAttribs}function l_getDefaultCamera(iElemJQ){var perspectiveStr=iElemJQ.attr("camPerspective");if(!perspectiveStr)return undefined;var posPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camPosX")),parseFloat(iElemJQ.attr("camPosY")),parseFloat(iElemJQ.attr("camPosZ")));var tgtPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camTgtX")),parseFloat(iElemJQ.attr("camTgtY")),parseFloat(iElemJQ.attr("camTgtZ")));var upVecHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("upX")),parseFloat(iElemJQ.attr("upY")),parseFloat(iElemJQ.attr("upZ")));var width=parseFloat(iElemJQ.attr("camFieldWidth"));var height=parseFloat(iElemJQ.attr("camFieldHeight"));var projHC=perspectiveStr==="true"?eDwTypes_7.HC.Projection.Perspective:eDwTypes_7.HC.Projection.Orthographic;return eDwTypes_7.HC.Camera.create(posPtHC,tgtPtHC,upVecHC,projHC,width,height)}function l_makeNodeAttribArray(iHierNodes,iAttrib,iIgnoreActive){if(iAttrib===void 0){iAttrib=null}if(iIgnoreActive===void 0){iIgnoreActive=true}return iHierNodes.map((function(iHierNode){var attrib={};$.extend(attrib,iHierNode.getAttribs(iIgnoreActive));if(iAttrib)$.extend(attrib,iAttrib);return{HierNode:iHierNode,Attribs:attrib}}))}function l_notifyModelViewChange(iViewer,iModelView,iIsPart){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.ModelViewChangeEvent,iViewer,iModelView,!iIsPart)];case 1:_a.sent();return[2]}}))}))}return eDwModel}));define("eDwModelView",["require","exports","eDwHierarchyNode"],(function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeIDHC,iModel,iDefCameraHC){if(iDefCameraHC===void 0){iDefCameraHC=null}this.Name=Name;this.Category=Category;this.Nodes={};this.mDefCameraHC=iDefCameraHC;this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeIDHC,null,this);this.Model=iModel}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.getDefaultCamera=function(){return this.mDefCameraHC};eDwModelView.prototype.resetAttribs=function(){return this.Hierarchy.resetAttribs()};return eDwModelView}();return eDwModelView}));define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd"],(function(require,exports,eDwTypes_8,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var altDir;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane);return[2]}}))}))};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd}));define("eDwNodeAttributes",["require","exports","utils"],(function(require,exports,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.NodeDisplayState=exports.eDwNodeAttributes=void 0;var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.initAttribs=function(iSourceAttribs){var targetAttribs={};targetAttribs=eDwNodeAttributes.mergeAttribs(targetAttribs,iSourceAttribs);return targetAttribs};eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttribNames=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttribNames.push(attribKey)}}return changedAttribNames};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){return eDwNodeAttributes.combineAttribs(ioTargetAttribs,iSourceAttribs,(function(iTargetValue,iSourceValue){return iTargetValue||iSourceValue}))};eDwNodeAttributes.intersectAttribs=function(iSrcAttrib1,iSrcAttrib2){return eDwNodeAttributes.combineAttribs(iSrcAttrib1,iSrcAttrib2,(function(iTargetValue,iSourceValue){return iTargetValue&&iSourceValue}))};eDwNodeAttributes.combineAttribs=function(iSrcAttrib1,iSrcAttrib2,iCombineFunc){var fullAttribs={};if(iSrcAttrib1&&iSrcAttrib2){fullAttribs=l_syncAttributeKeys(iSrcAttrib1,iSrcAttrib2);for(var attribKey in fullAttribs){var value=iCombineFunc(iSrcAttrib1[attribKey],iSrcAttrib2[attribKey]);if(value!==undefined)fullAttribs[attribKey]=value;else delete fullAttribs[attribKey]}}return utils.isEqual(fullAttribs,{})?undefined:fullAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function l_syncAttributeKeys(ioTargetAttribs,iSourceAttribs){var attribs=$.extend({},ioTargetAttribs);for(var attribKey in iSourceAttribs){if(!attribs[attribKey]){attribs[attribKey]=undefined}}return attribs}}));define("eDwNodeColorInfo",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_9){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(iNodeID,iSecondaryID,iColor,iType){this.mNodeID=iNodeID;this.mSecondID=iSecondaryID;this.mType=iType}eDwNodeColorInfo.prototype.reset=function(iModelHC){switch(this.mType){case eDwTypes_9.EntityMode.EDGE:iModelHC.unsetNodeLineColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.FACE:iModelHC.unsetNodeFaceColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.VERTEX:default:break}};return eDwNodeColorInfo}();return eDwNodeColorInfo}));define("eDwOperationMixin",["require","exports"],(function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:false,configurable:true});return eDwOperationMixin}();return eDwOperationMixin}));define("eDwOperatorBaseDeps",["require","exports","eDwSelObj","eDwKeyMgr","eDwTypes","utils","eDwGeomUtils"],(function(require,exports,eDwSelObj,eDwKeyMgr_1,eDwTypes_10,utils,eDwGeomUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwBaseOperator=exports.OperatorHC=exports.eDwOperatorMgr=void 0;var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_10.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(iOp.OperatorID)};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll((function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)}),this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){var activeOpID=this.getActiveOperatorID();if(activeOpID!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()||eDwTypes_10.HC.OperatorId.None}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i<numOps;i++){if(this.getOperator(this.getActiveOperatorID())===iOp){index=i;break}var op=this.mOperatorMgrHC.pop();if(op)opsStack.push(op)}var lastOpPos=opsStack.length-1;for(var i=lastOpPos;i>=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(iOp.OperatorID,iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_10.HC.OperatorId.NavCube;opID>eDwTypes_10.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll((function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}}),this.mOpsData)};return eDwOperatorMgr}();exports.eDwOperatorMgr=eDwOperatorMgr;var OperatorHC=function(){function OperatorHC(iOp){this.mOp=iOp;this.OperatorID=NaN}OperatorHC.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onActivate;if(!_a)return[3,2];return[4,this.mOp.onActivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onDeactivate;if(!_a)return[3,2];return[4,this.mOp.onDeactivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseDown;if(!_a)return[3,2];return[4,this.mOp.onMouseDown(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseMove;if(!_a)return[3,2];return[4,this.mOp.onMouseMove(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseUp;if(!_a)return[3,2];return[4,this.mOp.onMouseUp(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMousewheel=function(ioMouseEveent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEveent)return[2];_a=this.mOp.onMousewheel;if(!_a)return[3,2];return[4,this.mOp.onMousewheel(ioMouseEveent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyDown=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyDown;if(!_a)return[3,2];return[4,this.mOp.onKeyDown(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyUp=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyUp;if(!_a)return[3,2];return[4,this.mOp.onKeyUp(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onViewOrientationChange=function(){return __awaiter(this,void 0,void 0,(function(){var op,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];op=this.mOp;_a=op.onViewOrientationChange;if(!_a)return[3,2];return[4,op.onViewOrientationChange()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.stopInteraction=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.stopInteraction;if(!_a)return[3,2];return[4,this.mOp.stopInteraction()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};return OperatorHC}();exports.OperatorHC=OperatorHC;var OperatorBaseHC=function(){function OperatorBaseHC(iViewer,iClickCB,iDoubleClickCB){this.Viewer=iViewer;this.CurrTouches=[];this.DragPt=undefined;this.CurrInputInfo=undefined;this.ActiveMouseButton="none";this.mDoPickTimeOutHandle=NaN;this.mClickCB=iClickCB;this.mDoubleClickCB=iDoubleClickCB}OperatorBaseHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];if(eDwKeyMgr_1.eDwKeyMgr.isAnyPressed(ioMouseEvent)){this.setMouse(ioMouseEvent);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(ioMouseEvent)}return[2]}))}))};OperatorBaseHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,oldInputInfo;return __generator(this,(function(_a){if(!ioMouseEvent)return[2];pos=ioMouseEvent.getPosition();if(this.CurrInputInfo){oldInputInfo=this.CurrInputInfo;this.setMouse(ioMouseEvent);if(!oldInputInfo.DragPt.equals(this.CurrInputInfo.DragPt)){this.DragPt=this.CurrInputInfo.DragPt}}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos));return[2]}))}))};OperatorBaseHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];this.onUp(ioMouseEvent);delete this.DragPt;delete this.CurrInputInfo;return[2]}))}))};OperatorBaseHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Start - touch ID = "+ioTouchEvent.getId());this.addTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Move - touch ID = "+ioTouchEvent.getId());if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return[2]}this.updateTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","End - touch ID = "+ioTouchEvent.getId());ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());return[2]}))}))};OperatorBaseHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){delete this.DragPt;return[2]}))}))};OperatorBaseHC.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_10.HC.Event.MouseInputEvent(pos.x,pos.y,eDwTypes_10.HC.Button.None,iButton,eDwTypes_10.HC.KeyModifiers.None,iMouseInputType);mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};OperatorBaseHC.prototype.isDragging=function(){return!!this.DragPt};OperatorBaseHC.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){var pnt3DHC=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());if(pnt3DHC){this.CurrTouches.push({Event:ioTouchEvent,DragPt:pnt3DHC,Pos:ioTouchEvent.getPosition()})}}};OperatorBaseHC.prototype.getTouchById=function(iTouchID){for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){return this.CurrTouches[i]}}return null};OperatorBaseHC.prototype.removeTouchById=function(iTouchID){var _this=this;var dumpTouch=function(){var touchIDs=[];for(var _i=0,_a=_this.CurrTouches;_i<_a.length;_i++){var touch=_a[_i];touchIDs.push(touch.Event.getId())}console.debugLog("TouchOp","touch IDs: "+JSON.stringify(touchIDs))};console.debugLog("TouchOp","Touch IDs before remove:");dumpTouch();for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){this.CurrTouches.splice(i,1);break}}console.debugLog("TouchOp","Touch IDs after remove:");dumpTouch()};OperatorBaseHC.prototype.hasTouchMoved=function(ioTouchEvent){if(!ioTouchEvent)return false;var touch=this.getTouchById(ioTouchEvent.getId());if(!touch)return false;var curPos=ioTouchEvent.getPosition();if(curPos.x!==Math.round(curPos.x)||curPos.y!==Math.round(curPos.y)){return false}var origPos=touch.Event.getPosition();var epsX=1,epsY=1;var delta=eDwTypes_10.HC.Point2.subtract(curPos,origPos);return Math.abs(delta.x)>epsX&&Math.abs(delta.y)>epsY};OperatorBaseHC.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){var pos2DHC=ioTouchEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(pnt3DHC){touch.Pos=pos2DHC;touch.DragPt=pnt3DHC}}};OperatorBaseHC.prototype.setMouse=function(ioMouseEvent){var pos2DHC=ioMouseEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(!pnt3DHC)return;this.CurrInputInfo={Event:ioMouseEvent,DragPt:pnt3DHC,Pos:pos2DHC}};OperatorBaseHC.prototype.onClick=function(ioInputEvent){return this.mClickCB?this.mClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onDoubleClick=function(ioInputEvent){return this.mDoubleClickCB?this.mDoubleClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onUp=function(ioMouseEvent){var _this=this;var clearPickTimeOut=function(){if(utils.isNaN(_this.mDoPickTimeOutHandle))return;clearTimeout(_this.mDoPickTimeOutHandle);_this.mDoPickTimeOutHandle=NaN;_this.ActiveMouseButton="none"};var processClick=function(ioMouseEvent){_this.onClick(ioMouseEvent);clearPickTimeOut()};var stopFurtherProcessing=false;if(this.ActiveMouseButton==="left"){stopFurtherProcessing=true;if(utils.isNaN(this.mDoPickTimeOutHandle)){this.mDoPickTimeOutHandle=setTimeout((function(){processClick(ioMouseEvent)}),500)}else{clearPickTimeOut();stopFurtherProcessing=this.onDoubleClick(ioMouseEvent)}}else if(this.ActiveMouseButton!=="none"){processClick(ioMouseEvent);stopFurtherProcessing=true}return stopFurtherProcessing};return OperatorBaseHC}();var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=this;var clickCB=function(ioInputEvent){return _this.onClick(ioInputEvent)};var doubleClickCB=function(ioInputEvent){return _this.onDoubleClick(ioInputEvent)};_this=_super.call(this,new OperatorBaseHC(iViewer,clickCB,doubleClickCB))||this;return _this}eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Down,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseDown(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Move,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseMove(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Up,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseUp(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}),this.convertTouchToButtonHC(ioTouchEvent))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};Object.defineProperty(eDwBaseOperator.prototype,"Viewer",{get:function(){return this.mOp.Viewer},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrInputInfo",{get:function(){return this.mOp.CurrInputInfo},set:function(iInputInfo){this.mOp.CurrInputInfo=iInputInfo},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrTouches",{get:function(){return this.mOp.CurrTouches},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"ActiveMouseButton",{get:function(){return this.mOp.ActiveMouseButton},set:function(iActiveMouseButton){this.mOp.ActiveMouseButton=iActiveMouseButton},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"DragPt",{get:function(){return this.mOp.DragPt},set:function(iPnt3DHC){this.mOp.DragPt=iPnt3DHC},enumerable:false,configurable:true});eDwBaseOperator.prototype.isDragging=function(){return this.mOp.isDragging()};eDwBaseOperator.prototype.hasTouchMoved=function(ioTouchEvent){return this.mOp.hasTouchMoved(ioTouchEvent)};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){this.mOp.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.getTouchById=function(iTouchID){return this.mOp.getTouchById(iTouchID)};eDwBaseOperator.prototype.removeTouchById=function(iTouchID){this.mOp.removeTouchById(iTouchID)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}return __awaiter(this,void 0,void 0,(function(){var mouseEvent;return __generator(this,(function(_a){switch(_a.label){case 0:mouseEvent=OperatorBaseHC.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(!mouseEvent)return[3,2];console.debugLog("TouchAsMouse","Touch handled as mouse button "+iButton);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(mouseEvent);return[4,iMouseFunc(mouseEvent)];case 1:_a.sent();ioTouchEvent.setHandled(mouseEvent.getHandled());_a.label=2;case 2:return[2]}}))}))};eDwBaseOperator.prototype.onClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onClick()");return false};eDwBaseOperator.prototype.onDoubleClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onDoubleClick()");return false};eDwBaseOperator.getPickResult=function(iEvent,iViewMgr,iPickConfig){if(iPickConfig===void 0){iPickConfig=new eDwTypes_10.HC.PickConfig(eDwTypes_10.HC.SelectionMask.All)}return __awaiter(this,void 0,void 0,(function(){var selObj;return __generator(this,(function(_a){switch(_a.label){case 0:selObj=eDwSelObj.createEmpty();if(!(iEvent&&iViewMgr))return[3,2];return[4,iViewMgr.pickFromPoint(iEvent.getPosition(),iPickConfig)];case 1:selObj=_a.sent();_a.label=2;case 2:return[2,selObj]}}))}))};eDwBaseOperator.prototype.convertTouchToButtonHC=function(ioTouchEvent){var buttonHC=eDwTypes_10.HC.Buttons.None;if(ioTouchEvent){buttonHC=eDwTypes_10.HC.Buttons.Left;if(!this.hasTouchMoved(ioTouchEvent)){var touchInfo=this.getTouchById(ioTouchEvent.getId());var startTime=touchInfo?touchInfo.Event.getDate().getTime():(new Date).getTime();if((new Date).getTime()-startTime>1e3){buttonHC=eDwTypes_10.HC.Buttons.Right}}}return buttonHC};return eDwBaseOperator}(OperatorHC);exports.eDwBaseOperator=eDwBaseOperator}));define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mInitiallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd}));define("eDwResetCmd",["require","exports","eDwSupportsHistoryCmd","eDwEventMgr","eDwEvents"],(function(require,exports,eDwSupportsHistoryCmd,eDwEventMgr,eDwEvents_3){"use strict";var eDwResetCmd=function(_super){__extends(eDwResetCmd,_super);function eDwResetCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mPerspective=iViewer.getPerspectiveMode();_this.mExplosionLevel=iViewer.getExplosionLevel();_this.mDrawMode=iViewer.getDrawMode();_this.mAmbientOcclusion=iViewer.getHCView().getAmbientOcclusionEnabled();_this.mCamera=iViewer.getHCView().getCamera();_this.resetToHome();return _this}eDwResetCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToPrevious()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToHome()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.resetToHome=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:viewMgr=this.mViewer.ViewMgr;viewMgr.reset();return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();this.mViewer.OperatorMgr.resetToDefault();this.mViewer.setPerspectiveMode(false);return[4,this.mViewer.getModel().resetToDefault()];case 2:_a.sent();this.mViewer.setExplosionLevel(0);this.mViewer.resetDrawMode();this.mViewer.ViewMgr.enableAmbientOcclusion(false);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,true)];case 3:_a.sent();return[2]}}))}))};eDwResetCmd.prototype.resetToPrevious=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mViewer.setPerspectiveMode(this.mPerspective);this.mViewer.ViewMgr.setCamera(this.mCamera);this.mViewer.setExplosionLevel(this.mExplosionLevel);this.mViewer.setDrawMode(this.mDrawMode);this.mViewer.ViewMgr.enableAmbientOcclusion(this.mAmbientOcclusion);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,false)];case 1:_a.sent();return[2]}}))}))};return eDwResetCmd}(eDwSupportsHistoryCmd);return eDwResetCmd}));define("eDwResultError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwResultError=function(_super){__extends(eDwResultError,_super);function eDwResultError(iResult){var _this=_super.call(this,"Result Error")||this;_this.Result=iResult;return _this}return eDwResultError}(eDwBaseError);return eDwResultError}));define("eDwSectionFlipCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionFlipCmd=function(_super){__extends(eDwSectionFlipCmd,_super);function eDwSectionFlipCmd(iViewer){return _super.call(this,iViewer)||this}eDwSectionFlipCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.flipSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSectionFlipCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionFlipCmd}(eDwSupportsHistoryCmd);return eDwSectionFlipCmd}));define("eDwSectionShowCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionShowCmd=function(_super){__extends(eDwSectionShowCmd,_super);function eDwSectionShowCmd(iViewer,iShow){var _this=_super.call(this,iViewer)||this;_this.mInitialShow=true;_this.mFinalShow=iShow;return _this}eDwSectionShowCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mInitialShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2]}}))}))};Object.defineProperty(eDwSectionShowCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionShowCmd}(eDwSupportsHistoryCmd);return eDwSectionShowCmd}));define("eDwSelMgr",["require","exports","eDwSelObj","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDwTypes","eDwEvents","utils"],(function(require,exports,eDwSelObj,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr_2,eDwTypes_11,eDwEvents_4,utils){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mSelMgrHC=iViewer.HCViewer.selectionManager;this.mSelectableObjsHC=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorIDHC=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var _this=this;var nodeSelColor;var nodeSelOutlineColor=new eDwTypes_11.HC.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new eDwTypes_11.HC.Color(255,255,0);var beautifulGreen=new eDwTypes_11.HC.Color(4,200,5);switch(mode){case eDwTypes_11.HC.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Wireframe:case eDwTypes_11.HC.DrawMode.HiddenLine:nodeSelColor=eDwTypes_11.HC.Color.white();nodeElmtSelColor=eDwTypes_11.HC.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mSelMgrHC.setNodeSelectionColor(nodeSelColor);this.mSelMgrHC.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mSelMgrHC.setNodeElementSelectionColor(nodeElmtSelColor);this.mSelMgrHC.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mSelMgrHC.setNodeSelectionHighlightMode(eDwTypes_11.HC.SelectionHighlightMode.OutlineOnly);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mSelMgrHC.setHighlightNodeSelection(false)];case 1:_a.sent();return[2]}}))}))})()}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorIDHC);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.removeSelectOverlayNotifier=function(iTypeIndex,iNotifier){var typeNotifiers=this.mSelectOverlayNotifiers[iTypeIndex];var pos=typeNotifiers.indexOf(iNotifier);if(pos>-1){typeNotifiers.splice(pos,1)}return false};eDwSelMgr.prototype.getSelectedNodeIDIndex=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)};eDwSelMgr.prototype.onSelection=function(iSelectionEvent){return __awaiter(this,void 0,void 0,(function(){var keyMgr,ctrlKeyDown,shiftKeyDown,hierNodeSelObj,selObjIDHC,existingIdx,selectedAlready,selObjExists,numOfSelObjsAtStart;return __generator(this,(function(_a){switch(_a.label){case 0:keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();ctrlKeyDown=keyMgr.isDown("Control");shiftKeyDown=keyMgr.isDown("Shift");hierNodeSelObj=this.createHierNodeSelObj(eDwSelObj.extendHCSelObj(iSelectionEvent.getSelection()));selObjIDHC=hierNodeSelObj.getIDHC();existingIdx=this.getSelectedNodeIDIndex(selObjIDHC);selectedAlready=existingIdx>-1;l_debugDumpSelection(hierNodeSelObj.getIDHC(),hierNodeSelObj.getSelectionType());selObjExists=utils.isNumber(selObjIDHC);numOfSelObjsAtStart=this.mSelectableObjsHC.length;if(!(numOfSelObjsAtStart&&!ctrlKeyDown&&!shiftKeyDown))return[3,2];return[4,this.unSelectAllObjects(false)];case 1:_a.sent();selectedAlready=false;return[3,5];case 2:if(!(ctrlKeyDown&&!shiftKeyDown&&selectedAlready&&selObjExists))return[3,4];this.mSelectableObjsHC.splice(existingIdx,1);return[4,this.unSelectObjs([hierNodeSelObj],this.mViewer.getModel().isDrawing())];case 3:_a.sent();return[2];case 4:if(!ctrlKeyDown&&shiftKeyDown&&selectedAlready&&selObjExists){return[2]}_a.label=5;case 5:if(!selObjExists)return[3,7];if(!selectedAlready)this.mSelectableObjsHC.push(hierNodeSelObj);return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,this.mViewer,[hierNodeSelObj])];case 6:_a.sent();return[3,9];case 7:if(!!numOfSelObjsAtStart)return[3,9];return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.LeftClickEvent,this.mViewer)];case 8:_a.sent();_a.label=9;case 9:return[2]}}))}))};eDwSelMgr.prototype.selectByID=function(iID){return utils.isNumber(iID)?this.executeSelection(iID):false};eDwSelMgr.prototype.select=function(iCoords,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var pickCfg,selObj,hierNodeSelObj;return __generator(this,(function(_a){switch(_a.label){case 0:pickCfg=iPickConfig?iPickConfig:new eDwTypes_11.HC.PickConfig(eDwTypes_11.HC.SelectionMask.Face);return[4,this.mViewer.ViewMgr.pickFromPoint(iCoords,pickCfg)];case 1:selObj=_a.sent();if(this.isSelectionHandled(selObj)){return[2,false]}hierNodeSelObj=this.createHierNodeSelObj(selObj);if(utils.isNumber(hierNodeSelObj.getIDHC())){return[2,this.executeSelection(hierNodeSelObj)]}this.mSelMgrHC.set(null);return[2,false]}}))}))};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mSelMgrHC.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(iClearHCSelList){if(iClearHCSelList===void 0){iClearHCSelList=true}return __awaiter(this,void 0,void 0,(function(){var unselectedHCObjs;return __generator(this,(function(_a){switch(_a.label){case 0:unselectedHCObjs=this.mSelectableObjsHC;this.mSelectableObjsHC=[];return[4,this.unSelectObjs(unselectedHCObjs,this.mViewer.getModel().isDrawing())];case 1:_a.sent();if(unselectedHCObjs.length>0&&iClearHCSelList){this.mSelMgrHC.selectNode(null)}return[2]}}))}))};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mSelMgrHC.getResults();for(var _i=0,selObjs_1=selObjs;_i<selObjs_1.length;_i++){var selObj=selObjs_1[_i];var faceObj=selObj.getFaceEntity();if(faceObj){camera=this.mViewer.ViewMgr.setViewOrientationToDirection(faceObj.getNormal());break}}return camera};eDwSelMgr.prototype.getLastSelIDHC=function(){var selIDsHC=this.getSelectableIDsHC();if(selIDsHC.length>0){return selIDsHC[selIDsHC.length-1]}return NaN};eDwSelMgr.prototype.getLastSelHierarchyNode=function(){var modelView=this.mViewer.getModel().getActiveModelView();return modelView.Nodes[this.getLastSelIDHC()]};eDwSelMgr.prototype.getSelectableIDsHC=function(){var selIDsHC=[];for(var _i=0,_a=this.mSelectableObjsHC;_i<_a.length;_i++){var selObjHC=_a[_i];var selIDHC=selObjHC.getNodeId();if(utils.isNumber(selIDHC))selIDsHC.push(selIDHC)}return selIDsHC};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var seoIDsHC=this.getSelectableIDsHC();for(var _i=0,seoIDsHC_1=seoIDsHC;_i<seoIDsHC_1.length;_i++){var selNodeID=seoIDsHC_1[_i];selHierNodes.push(modelView.Nodes[selNodeID])}return selHierNodes};Object.defineProperty(eDwSelMgr.prototype,"length",{get:function(){return this.mSelectableObjsHC.length},enumerable:false,configurable:true});eDwSelMgr.prototype.isIDSelectable=function(iNodeIDHC){var modelView=this.mViewer.getModel().getActiveModelView();var hierNode=modelView?modelView.Nodes[iNodeIDHC]:null;return hierNode?hierNode.isSelectable():false};eDwSelMgr.prototype.setHighlightSelection=function(iType,iEnable){var _this=this;var highlighted=false;var selMgr=this.mSelMgrHC;if(iType==="NODE"){highlighted=selMgr.getHighlightNodeSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightNodeSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="FACE"){highlighted=selMgr.getHighlightFaceElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightFaceElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="EDGE"){highlighted=selMgr.getHighlightLineElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightLineElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="VERTEX"){highlighted=selMgr.getHighlightPointElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightPointElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else{console.debugLog("Selection","Unknown selection type: "+iType)}return highlighted};eDwSelMgr.prototype.setNodeSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeSelectionHighlightMode()]};eDwSelMgr.prototype.setNodeSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionColor();this.mSelMgrHC.setNodeSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setNodeSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionOutlineColor();this.mSelMgrHC.setNodeSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeElementSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeElementSelectionHighlightMode()]};eDwSelMgr.prototype.setElementSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionColor();this.mSelMgrHC.setNodeElementSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionOutlineColor();this.mSelMgrHC.setNodeElementSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.getSelObjFromPos=function(iPos,iPickConfig,iViewer){return __awaiter(this,void 0,void 0,(function(){var selObj,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iViewer.getHCView().pickFromPoint(iPos,iPickConfig)];case 1:selObj=_a.sent();subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);return[2,subEntityInfo.SubEntity?selObj:null]}}))}))};eDwSelMgr.prototype.initMappings=function(ioMapping,ioRevMapping){var HCM=eDwTypes_11.HC.SelectionHighlightMode;ioRevMapping[ioMapping["Highlight"]=HCM.HighlightOnly]="Highlight";ioMapping["HighlightAndOutline"]=HCM.HighlightAndOutline;ioRevMapping[HCM.HighlightAndOutline]="HighlightAndOutline";ioRevMapping[ioMapping["Outline"]=HCM.OutlineOnly]="Outline"};eDwSelMgr.prototype.createHierNodeSelObj=function(iSelObj){var hierNode=this.mViewer.getModel().getHierarchyNode(iSelObj.getIDHC());var newSelObj=eDwSelObj.createEmpty();if(hierNode){newSelObj=eDwSelObj.extendHCSelObj(eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID,iSelObj.getIncludeId(),iSelObj.getFaceEntity(),iSelObj.getLineEntity(),iSelObj.getPointEntity()))}return newSelObj};eDwSelMgr.prototype.isSelectionHandled=function(iSelObjHC){var index=iSelObjHC.overlayIndex();if(!utils.isNumber(index))return false;var notifiers=this.mSelectOverlayNotifiers[index];if(!notifiers)return false;for(var _i=0,notifiers_1=notifiers;_i<notifiers_1.length;_i++){var notifier=notifiers_1[_i];if(notifier.onSelect(iSelObjHC))return true}return false};eDwSelMgr.prototype.unSelectObjs=function(iSelObjsHC,iIs2D){return __awaiter(this,void 0,void 0,(function(){var modelView,_i,iSelObjsHC_1,selObjHC,selObj,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.UnselectEvent,this.mViewer,iSelObjsHC)];case 1:_a.sent();if(!iIs2D)return[3,5];modelView=this.mViewer.getModel().getActiveModelView();_i=0,iSelObjsHC_1=iSelObjsHC;_a.label=2;case 2:if(!(_i<iSelObjsHC_1.length))return[3,5];selObjHC=iSelObjsHC_1[_i];selObj=eDwSelObj.extendHCSelObj(selObjHC);hierNode=modelView.Nodes[selObj.getIDHC()];if(!hierNode)return[3,4];return[4,hierNode.showBoundingBox(this.mViewer,"off")];case 3:_a.sent();_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))};eDwSelMgr.prototype.addUniqueToSelectableObjsHC=function(iSelObj){if(this.mSelectableObjsHC.indexOf(iSelObj)<0){this.mSelectableObjsHC.push(iSelObj)}};eDwSelMgr.prototype.executeSelection=function(iSelection){var nodeIDHC;var selObjHC;if(utils.isNumber(iSelection)){nodeIDHC=iSelection}else{nodeIDHC=iSelection.getIDHC();if(!utils.isNumber(nodeIDHC))return false;selObjHC=iSelection}function selectNodeHC(iSelMgr,iSelModeHC){var _this=this;var viewer=iSelMgr.mViewer;var model=viewer.getModel();var modelView=model.getActiveModelView();var hierNode=modelView.Nodes[nodeIDHC];if(hierNode){if(model.isDrawing()){var shown=false;var index=iSelMgr.getSelectedNodeIDIndex(nodeIDHC);var setState=iSelModeHC===eDwTypes_11.HC.SelectionMode.Set;if(setState){if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}var unselObjsHC_1=iSelMgr.mSelectableObjsHC;iSelMgr.mSelectableObjsHC=[];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iSelMgr.unSelectObjs(unselObjsHC_1,true)];case 1:_a.sent();return[4,hierNode.showBoundingBox(viewer,"on")];case 2:_a.sent();return[2]}}))}))})();shown=true}else{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,hierNode.showBoundingBox(viewer,"toggle")];case 1:_a.sent();return[2]}}))}))})();shown=index>-1?false:true}if(shown){var selObjDupHC_1=eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID);iSelMgr.addUniqueToSelectableObjsHC(selObjDupHC_1);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,viewer,[selObjDupHC_1])];case 1:_a.sent();l_debugDumpSelection(selObjDupHC_1.getNodeId(),selObjDupHC_1.getSelectionType());return[2]}}))}))})()}}else{var selMgrHC=iSelMgr.mSelMgrHC;if(!selObjHC){selMgrHC.selectNode(nodeIDHC,iSelModeHC);var selObj=eDwSelObj.extendHCSelObj(selMgrHC.getLast());if(selObj.getIDHC()===nodeIDHC){iSelMgr.addUniqueToSelectableObjsHC(selObj)}}else{if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Add){selMgrHC.add(selObjHC)}else if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Set){selMgrHC.set(selObjHC)}else{var wasSelected=selMgrHC.isSelected(selObjHC);selMgrHC.toggle(selObjHC);if(wasSelected){var index=iSelMgr.mSelectableObjsHC.indexOf(selObjHC);if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}}}if(selMgrHC.isSelected(selObjHC)){iSelMgr.addUniqueToSelectableObjsHC(selObjHC)}}}return eDwTypes_11.HC.SelectionType.Part}return eDwTypes_11.HC.SelectionType.None}var ret=false;try{var selType=eDwTypes_11.HC.SelectionType.None;var keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();if(!keyMgr.isDown("Control")&&!keyMgr.isDown("Shift")){selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Set);ret=true}else{var existingIdx=this.getSelectedNodeIDIndex(nodeIDHC);if(existingIdx>-1){if(keyMgr.isDown("Control")){this.mSelMgrHC.remove(this.mSelectableObjsHC[existingIdx]);this.mSelectableObjsHC.splice(existingIdx,1)}else if(keyMgr.isDown("Shift")){ret=true}}else{selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Add);if(this.getSelectedNodeIDIndex(nodeIDHC)>-1){ret=true}}}if(selType!==eDwTypes_11.HC.SelectionType.None){l_debugDumpSelection(nodeIDHC,selType)}}catch(iErr){console.log("eDwSelMgr.selectByID failed")}return ret};return eDwSelMgr}();function l_debugDumpSelection(iID,iSelType){console.debugLog("Selection","Selected Obj ID: "+iID+" - type: "+eDwTypes_11.HC.SelectionType[iSelType])}return eDwSelMgr}));define("eDwSelObj",["require","exports","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwTypes_12,eDwGeomUtils_1,utils){"use strict";var eDwSelObj=function(){function eDwSelObj(iSelObjHC,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(this,[eDwTypes_12.HC.Selection.SelectionItem]);$.extend(true,this,iSelObjHC);this.setPointInLocalSpace(iSelObjHC.getPosition(),iToLocalTransformHC)}eDwSelObj.prototype.getIDHC=function(){var nodeIDHC=this.getNodeId();return utils.isNumber(nodeIDHC)?nodeIDHC:NaN};eDwSelObj.prototype.getLocalPoint=function(){return this.mLocalPnt};eDwSelObj.prototype.getWorldPoint=function(){return this.getPosition()};eDwSelObj.prototype.getAsLocalPoint=function(iWorldPtHC){return this.mToLocalTransformHC&&iWorldPtHC?this.mToLocalTransformHC.transform(iWorldPtHC):iWorldPtHC};eDwSelObj.prototype.getAsWorldPoint=function(iLocalPtHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;return toWorldTransformHC&&iLocalPtHC?toWorldTransformHC.transform(iLocalPtHC):iLocalPtHC};eDwSelObj.prototype.getLocalVector=function(){var _this=this;return this.getVectorInfo((function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)})).Vec};eDwSelObj.prototype.getWorldVector=function(){return this.getVectorInfo().Vec};eDwSelObj.prototype.getAsLocalVector=function(iWorldVecHC){var normalMatrix=this.mToLocalTransformHC?this.mToLocalTransformHC.normalMatrix():null;return iWorldVecHC&&normalMatrix?normalMatrix.transform(iWorldVecHC):null};eDwSelObj.prototype.getAsWorldVector=function(iLocalVecHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;var normalMatrix=toWorldTransformHC?toWorldTransformHC.normalMatrix():null;return iLocalVecHC&&normalMatrix?normalMatrix.transform(iLocalVecHC):null};eDwSelObj.prototype.getToLocalTransform=function(){return this.mToLocalTransformHC};eDwSelObj.prototype.findAngle=function(iSelObj){var _this=this;var selObj1Type=eDwSelObj.getSubEntityInfo(this).SubEntityTypeName;var selObj2Type=eDwSelObj.getSubEntityInfo(iSelObj).SubEntityTypeName;if(!selObj1Type||!selObj2Type||selObj2Type==="Point"||selObj1Type==="Point"){return NaN}var toLocalFunc;if(this.getToLocalTransform().equals(iSelObj.getToLocalTransform())){toLocalFunc=function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)}}var selObjVecInfo1=this.getVectorInfo(toLocalFunc);var selObjVecInfo2=iSelObj.getVectorInfo(toLocalFunc);if(selObj1Type!==selObj2Type){var curveVecInfo=selObjVecInfo1;var faceVecInfo=selObjVecInfo2;if(selObj1Type==="Face"){curveVecInfo=selObjVecInfo2;faceVecInfo=selObjVecInfo1}var surfPlane=eDwTypes_12.HC.Plane.createFromPointAndNormal(faceVecInfo.Pts[0],faceVecInfo.Vec);faceVecInfo.Pts[0]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[0],surfPlane);faceVecInfo.Pts[1]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[1],surfPlane);faceVecInfo.Vec=eDwTypes_12.HC.Point3.subtract(faceVecInfo.Pts[0],faceVecInfo.Pts[1])}if(!selObjVecInfo1.Vec||!selObjVecInfo1.Pts||!selObjVecInfo2.Vec||!selObjVecInfo2.Pts)return NaN;var normal3DHC=eDwTypes_12.HC.Point3.cross(selObjVecInfo1.Vec,selObjVecInfo2.Vec);if(!eDwGeomUtils_1.isValidHCPoint(normal3DHC)||normal3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){return eDwTypes_12.HC.Point3.dot(selObjVecInfo1.Vec,selObjVecInfo1.Vec)*180}var planeNormal=normal3DHC.copy();planeNormal.normalize();var pts3DHC=[];for(var _i=0,_a=__spreadArrays(selObjVecInfo1.Pts,selObjVecInfo2.Pts);_i<_a.length;_i++){var pnt3DHC=_a[_i];pts3DHC.push(eDwGeomUtils_1.dropPointOnPlane(pnt3DHC,eDwTypes_12.HC.Plane.createFromPointAndNormal(selObjVecInfo1.Pts[0],planeNormal)))}var betweenVec3DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],pts3DHC[0]);var crossVec3DHC=eDwTypes_12.HC.Point3.cross(betweenVec3DHC,selObjVecInfo2.Vec);var normalLen=normal3DHC.length();var t1=eDwTypes_12.HC.Point3.dot(crossVec3DHC,normal3DHC)/(normalLen*normalLen);var intPt3DHC=eDwTypes_12.HC.Point3.add(pts3DHC[0],selObjVecInfo1.Vec.scale(t1));var newVec13DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[0],intPt3DHC);var newVec23DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[1],intPt3DHC);var vec13DHC=newVec23DHC;if(newVec13DHC.length()>newVec23DHC.length())vec13DHC=newVec13DHC;var newVec33DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],intPt3DHC);var newVec43DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[3],intPt3DHC);var vec23DHC=newVec43DHC;if(newVec33DHC.length()>newVec43DHC.length())vec23DHC=newVec33DHC;vec13DHC.normalize();vec23DHC.normalize();return Math.acos(eDwTypes_12.HC.Point3.dot(vec13DHC,vec23DHC))*180/Math.PI};eDwSelObj.extendHCSelObj=function(ioSelObj,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(ioSelObj,[eDwSelObj]);if(utils.isInstanceOf(ioSelObj,eDwSelObj)){var pos2DHC=ioSelObj.getPosition();if(pos2DHC){ioSelObj.setPointInLocalSpace(pos2DHC,iToLocalTransformHC)}return ioSelObj}throw new TypeError("eDwSelObj is undefined")};eDwSelObj.createEmpty=function(){return new eDwSelObj(eDwTypes_12.HC.Selection.SelectionItem.create())};eDwSelObj.getLocalTransform=function(ioSelObjHC,iModel){var toLocalTransformHC=new eDwTypes_12.HC.Matrix;var subEntityInfo=eDwSelObj.getSubEntityInfo(ioSelObjHC);if(subEntityInfo.SubEntity){var selObj=eDwSelObj.extendHCSelObj(ioSelObjHC);var selObjIDHC=selObj.getIDHC();var selHierNode=iModel.getHierarchyNode(selObjIDHC);if(selHierNode&&selHierNode.Category==="view"){var modelHC=iModel.getHCModel();var parentNodeHC=modelHC.getNodeParent(selHierNode.HOOPSID);var parentNetMatrixHC=modelHC.getNodeNetMatrix(parentNodeHC);var selNetMatrixHC=modelHC.getNodeNetMatrix(selObjIDHC);var invParentNetMatrix=parentNetMatrixHC.inverseAndDeterminant()[0]||new eDwTypes_12.HC.Matrix;var matrixHC=eDwTypes_12.HC.Matrix.multiply(selNetMatrixHC,invParentNetMatrix);toLocalTransformHC=eDwTypes_12.HC.Matrix.inverse(matrixHC)||new eDwTypes_12.HC.Matrix}}return toLocalTransformHC};eDwSelObj.getMinDistInfo=function(iSelPropsHC,iSelObjs,iModel){return __awaiter(this,void 0,void 0,(function(){function getMinDistPtToFace(iPointHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var lineRay;return __generator(this,(function(_a){switch(_a.label){case 0:lineRay=new eDwTypes_12.HC.Ray(iPointHC,new eDwTypes_12.HC.Point3(0,0,0));return[4,getMinDistLineToFace(lineRay,iSelObj,iFaceSelObj,iModelHC)];case 1:return[2,_a.sent()]}}))}))}function getMinDistLineToFace(iRayHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var distItem;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModelHC.computeMinimumFaceLineDistance(iFaceSelObj.getNodeId(),iFaceSelObj.getFaceEntity().getCadFaceIndex(),iRayHC)];case 1:distItem=_a.sent();return[2,adjustDistance(iSelObj,iFaceSelObj,distItem)]}}))}))}function adjustDistance(iSelObj,iFaceSelObj,ioDistItem){var toLocalTransformHC=iSelObj.getToLocalTransform();var toLocalTransformForFaceHC=iFaceSelObj.getToLocalTransform();if(toLocalTransformHC&&toLocalTransformForFaceHC&&toLocalTransformHC.equals(toLocalTransformForFaceHC)){ioDistItem.distance*=toLocalTransformHC.upperLeft3x3Determinant()}return ioDistItem}var selEntInfoHC0,selEntInfoHC1,modelHC,vertSelObj,faceSelObj,faceProp,pos2DHC,faceSelObj0,faceSelObj1,faceProp0,faceProp1,distItem,edgeSelObj,edgeProp,faceSelObj,faceProp,pntsWCHC,lineHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,null];selEntInfoHC0=eDwSelObj.getSubEntityInfo(iSelObjs[0]);selEntInfoHC1=eDwSelObj.getSubEntityInfo(iSelObjs[1]);modelHC=iModel.getHCModel();if(!(selEntInfoHC0.SubEntityTypeName==="Point"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,3];vertSelObj=iSelObjs[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"){vertSelObj=iSelObjs[1];faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0]}pos2DHC=vertSelObj.getPosition();if(!pos2DHC){throw new TypeError("vertSelObj position is undefined")}if(!(faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,2];return[4,getMinDistPtToFace(vertSelObj.getPosition(),vertSelObj,faceSelObj,modelHC)];case 1:return[2,_a.sent()];case 2:return[3,10];case 3:if(!(selEntInfoHC0.SubEntityTypeName==="Face"&&selEntInfoHC1.SubEntityTypeName==="Face"))return[3,6];faceSelObj0=iSelObjs[0],faceSelObj1=iSelObjs[1];faceProp0=iSelPropsHC[0],faceProp1=iSelPropsHC[1];if(!(faceProp0 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,5];return[4,modelHC.computeMinimumFaceFaceDistance(faceSelObj0.getNodeId(),faceSelObj0.getFaceEntity().getCadFaceIndex(),faceSelObj1.getNodeId(),faceSelObj1.getFaceEntity().getCadFaceIndex())];case 4:distItem=_a.sent();return[2,adjustDistance(faceSelObj0,faceSelObj1,distItem)];case 5:return[3,10];case 6:if(!(selEntInfoHC0.SubEntityTypeName==="Line"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,10];edgeSelObj=iSelObjs[0];edgeProp=iSelPropsHC[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"){faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0];edgeSelObj=iSelObjs[1];edgeProp=iSelPropsHC[1]}if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,8];return[4,getMinDistPtToFace(edgeProp.origin,edgeSelObj,faceSelObj,modelHC)];case 7:return[2,_a.sent()];case 8:if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,10];pntsWCHC=edgeSelObj.getLineEntity().getPoints();if(!(pntsWCHC.length===2))return[3,10];lineHC=new eDwTypes_12.HC.Ray(pntsWCHC[0],pntsWCHC[1]);return[4,getMinDistLineToFace(lineHC,edgeSelObj,faceSelObj,modelHC)];case 9:return[2,_a.sent()];case 10:return[2,null]}}))}))};eDwSelObj.getSelObjProperty=function(iSelObjHC,iModel){return __awaiter(this,void 0,void 0,(function(){var subEntityProperty,subEntityInfo,subEntityTypeName,selObj,subEntityID,modelHC,_a;return __generator(this,(function(_b){switch(_b.label){case 0:subEntityProperty=null;subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObjHC);subEntityTypeName="Unknown";if(!subEntityInfo.SubEntity)return[3,6];selObj=eDwSelObj.extendHCSelObj(iSelObjHC);subEntityTypeName=subEntityInfo.SubEntityTypeName;subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);modelHC=iModel.getHCModel();_a=subEntityTypeName;switch(_a){case"Line":return[3,1];case"Face":return[3,3];case"Point":return[3,5]}return[3,5];case 1:return[4,modelHC.getEdgeProperty(selObj.getIDHC(),subEntityID)];case 2:subEntityProperty=_b.sent();return[3,6];case 3:return[4,modelHC.getFaceProperty(selObj.getIDHC(),subEntityID)];case 4:subEntityProperty=_b.sent();return[3,6];case 5:return[3,6];case 6:return[2,{Property:subEntityProperty,Name:subEntityTypeName}]}}))}))};eDwSelObj.setSelObjSubEntityColor=function(iSelObjsHC,iModel,iColor){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iColor)};eDwSelObj.setSelObjSubEntityHighlight=function(iSelObjsHC,iModel,iHighlight){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iHighlight)};eDwSelObj.getSubEntityInfo=function(iSelObjHC){function checkIfSelectable(iSubEntity,iSelTypeMask){return eDwSelObj.getSubEntityBits(iSubEntity)&iSelTypeMask?true:false}var subEntity=null;var typeName="";var isSelectable=false;if(iSelObjHC){if(subEntity=iSelObjHC.getPointEntity()){typeName="Point";isSelectable=true}else if(subEntity=iSelObjHC.getLineEntity()){typeName="Line";var cEdgeSelMeasureHC=4;isSelectable=checkIfSelectable(subEntity,cEdgeSelMeasureHC)}else if(subEntity=iSelObjHC.getFaceEntity()){typeName="Face";var cFaceSelMeasureHC=1;isSelectable=checkIfSelectable(subEntity,cFaceSelMeasureHC)}}return{SubEntity:subEntity,SubEntityTypeName:typeName,IsSelectable:isSelectable}};eDwSelObj.getSubEntityTypeName=function(iSubEntityType){if(!iSubEntityType)return"";return utils.getObjectTypeName(iSubEntityType).slice(0,-6)};eDwSelObj.getSubEntityID=function(iSubEntity){return iSubEntity?iSubEntity._elementIndex:NaN};eDwSelObj.getSubEntityBits=function(iSubEntity){return iSubEntity?iSubEntity._elementBits:NaN};eDwSelObj.prototype.setPointInLocalSpace=function(iWorldPtHC,iToLocalTransformHC){if(iToLocalTransformHC){this.mLocalPnt=iWorldPtHC?iToLocalTransformHC.transform(iWorldPtHC):null;this.mToLocalTransformHC=iToLocalTransformHC}};eDwSelObj.setSelObjSubEntity=function(iSelObjsHC,iModel,iSetting){if(!iSelObjsHC||!iSelObjsHC.length)return[];var modelHC=iModel.getHCModel();var subEntityIDs=[];for(var _i=0,iSelObjsHC_2=iSelObjsHC;_i<iSelObjsHC_2.length;_i++){var selObjHC=iSelObjsHC_2[_i];var nodeID=selObjHC.getNodeId();var subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);var subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);var isColor=typeof iSetting==="object"?true:false;var action="setNode"+subEntityInfo.SubEntityTypeName+(isColor?"Color":"Highlighted");action=!iSetting&&isColor?"un"+action:action;try{modelHC[action](nodeID,subEntityID,iSetting);subEntityIDs.push(subEntityID)}catch(iExcp){}}return subEntityIDs};eDwSelObj.prototype.getVectorInfo=function(iTransformPointFunc){if(iTransformPointFunc===void 0){iTransformPointFunc=function(iPntHC){return iPntHC}}var vec3DHC;var startCrvPt3DHC;var endCrvPt3DHC;var entityHC;if(entityHC=this.getLineEntity()){var crvPtsWC3DHC=entityHC.getPoints();var numPts=crvPtsWC3DHC.length;if(numPts>1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){console.warn("eDwSelObj.getVectorInfo failed")}}}vec3DHC.normalize()}else if(entityHC=this.getFaceEntity()){vec3DHC=entityHC.getNormal();vec3DHC.normalize();startCrvPt3DHC=iTransformPointFunc(entityHC.getPosition());endCrvPt3DHC=eDwTypes_12.HC.Point3.add(startCrvPt3DHC,vec3DHC)}return{Vec:vec3DHC,Pts:[startCrvPt3DHC,endCrvPt3DHC]}};return eDwSelObj}();return eDwSelObj}));define("eDwSelectionOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwEvents","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwEvents_5,eDwTypes_13,eDwGeomUtils,utils){"use strict";var eDwSelectionOperator=function(_super){__extends(eDwSelectionOperator,_super);function eDwSelectionOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCalloutTimeoutHandle=NaN;_this.mNameCallout=null;_this.mSelObjIDHC=NaN;_this.mMousePosCopy=null;_super.prototype.pushHighlightSelectionState.call(_this,"NODE",true);_super.prototype.pushHighlightSelectionState.call(_this,"FACE",true);_super.prototype.pushHighlightSelectionState.call(_this,"EDGE",false);_super.prototype.pushHighlightSelectionState.call(_this,"VERTEX",false);_super.prototype.pushElementSelectionHighlightMode.call(_this,"HighlightAndOutline");return _this}eDwSelectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(ioMouseEvent&&this.CurrInputInfo))return[3,2];return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onDown(ioMouseEvent.getPosition()));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,activeOpID;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];pos=ioMouseEvent.getPosition();activeOpID=this.Viewer.OperatorMgr.getActiveOperatorID();if(!this.CurrInputInfo&&this.Viewer.getModel().isAssembly()&&activeOpID===this.OperatorID){this.mMousePosCopy=pos.copy();(function(){return __awaiter(_this,void 0,void 0,(function(){var selObj,op;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMousePosCopy)return[2];return[4,this.Viewer.ViewMgr.pickFromPoint(this.mMousePosCopy,new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.Face))];case 1:selObj=_a.sent();this.mSelObjIDHC=selObj.getIDHC();op=this;this.mCalloutTimeoutHandle=setTimeout((function(){op.updateCallout()}),1e3);return[2]}}))}))})()}return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onMove(pos));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onDoubleClick=function(ioInputEvent){var _this=this;var stopFurtherProcessing=false;if(!ioInputEvent)return stopFurtherProcessing;(function(){return __awaiter(_this,void 0,void 0,(function(){var pnt2DHC,haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:pnt2DHC=ioInputEvent.getPosition();return[4,this.doPick(pnt2DHC)];case 1:haveSelection=_a.sent();_super.prototype.onDoubleClick.call(this,ioInputEvent);return[4,eDwEventMgr.get().fireEvent(eDwEvents_5.LeftDoubleClickEvent,this.Viewer,pnt2DHC,haveSelection)];case 2:_a.sent();return[2]}}))}))})();return stopFurtherProcessing};eDwSelectionOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.onDown(ioTouchEvent.getPosition());return[2]}}))}))};eDwSelectionOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var pos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];pos=ioTouchEvent.getPosition();if(!(pos.x===Math.round(pos.x)&&pos.y===Math.round(pos.y)))return[3,2];return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];if(!this.hasTouchMoved(ioTouchEvent)){if(this.CurrTouches.length===1){this.onClick(ioTouchEvent);ioTouchEvent.setHandled(true)}else{ioTouchEvent.setHandled(false)}}return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwSelectionOperator.prototype.onClick=function(ioInputEvent){var _this=this;var processButton=function(iAppEvent){if(!_this.isDragging()){(function(){return __awaiter(_this,void 0,void 0,(function(){var haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.doPick(pos2DHC)];case 1:haveSelection=_a.sent();return[4,eventMgr.fireEvent(iAppEvent,this.Viewer,pos2DHC,haveSelection)];case 2:_a.sent();if(!ioInputEvent.getHandled()){ioInputEvent.setHandled(true)}return[2]}}))}))})()}};var stopFurtherProcessing=false;var pos2DHC=ioInputEvent.getPosition();var eventMgr=eDwEventMgr.get();switch(this.ActiveMouseButton){case"left":{processButton(eDwEvents_5.LeftClickEvent);stopFurtherProcessing=true;break}case"middle":{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_5.MiddleClickEvent,this.Viewer,pos2DHC)];case 1:_a.sent();return[2]}}))}))})();stopFurtherProcessing=true;break}case"right":{processButton(eDwEvents_5.RightClickEvent);stopFurtherProcessing=true;break}default:break}return stopFurtherProcessing};eDwSelectionOperator.prototype.updateCallout=function(){if(this.CurrInputInfo||!this.mMousePosCopy){return}var isSameID=this.mNameCallout?this.mNameCallout.isSameID(this.mSelObjIDHC):false;if(isSameID)return;var markupMgrHC=this.Viewer.getHCMarkupManager();try{if(this.mNameCallout){markupMgrHC.unregisterMarkup(this.mNameCallout.MarkupID);this.mNameCallout=null;if(utils.isNumber(this.mCalloutTimeoutHandle)){clearTimeout(this.mCalloutTimeoutHandle);this.mCalloutTimeoutHandle=NaN}}if(utils.isNumber(this.mSelObjIDHC)){var model=this.Viewer.getModel();var hierNode=model.getHierarchyNode(this.mSelObjIDHC);if(!hierNode)return;var name_2=hierNode.Name?hierNode.Name:cDefaultModelName;var pos=eDwTypes_13.HC.Point2.add(this.mMousePosCopy.copy(),new eDwTypes_13.HC.Point2(0,20));this.mNameCallout=new NameCallout(this.Viewer,this.mSelObjIDHC,name_2,pos);this.mNameCallout.MarkupID=markupMgrHC.registerMarkup(this.mNameCallout)}}catch(iExcp){this.mNameCallout=null}markupMgrHC.refreshMarkup()};eDwSelectionOperator.prototype.doPick=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var isDrawing,_a;return __generator(this,(function(_b){switch(_b.label){case 0:isDrawing=this.Viewer.getModel().isDrawing();if(!isDrawing)return[3,2];return[4,this.doPickInDrawing(iCoords)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.Viewer.SelectionMgr.select(iCoords)];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwSelectionOperator.prototype.doPickInDrawing=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var selSuccess,model,activeSheetHierNode,childHierarchyMap,children,viewIDsHC,i,currentNode,pickConfig,selObj,selObjIDHC,hierNode,_i,viewIDsHC_1,viewIDHC,bboxHC,viewHC,selPt3D;return __generator(this,(function(_a){switch(_a.label){case 0:selSuccess=false;model=this.Viewer.getModel();activeSheetHierNode=model.getActiveModelView();childHierarchyMap=activeSheetHierNode.Hierarchy.getChildrenAndKeys();children=Object.keys(childHierarchyMap);viewIDsHC=[];for(i=children.length-1;i>-1;--i){currentNode=childHierarchyMap[children[i]];viewIDsHC.push(currentNode.HOOPSID)}pickConfig=new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.All);return[4,this.Viewer.ViewMgr.pickFromPoint(iCoords,pickConfig)];case 1:selObj=_a.sent();selObjIDHC=selObj.getIDHC();if(!utils.isNaN(selObjIDHC))return[3,3];return[4,this.Viewer.SelectionMgr.select(iCoords)];case 2:selSuccess=_a.sent();_a.label=3;case 3:hierNode=model.getHierarchyNode(selObjIDHC);if(!hierNode)return[3,6];if(!(viewIDsHC.indexOf(hierNode.HOOPSID)>-1))return[3,5];return[4,this.Viewer.SelectionMgr.selectByID(hierNode.HOOPSID)];case 4:selSuccess=_a.sent();_a.label=5;case 5:return[3,10];case 6:_i=0,viewIDsHC_1=viewIDsHC;_a.label=7;case 7:if(!(_i<viewIDsHC_1.length))return[3,10];viewIDHC=viewIDsHC_1[_i];return[4,model.getBoundingBoxOfIDsHC([viewIDHC])];case 8:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[3,9];viewHC=this.Viewer.getHCView();selPt3D=viewHC.unprojectPoint(iCoords,0);if(!selPt3D)return[3,9];selPt3D.z=bboxHC.center().z;if(eDwGeomUtils.isPoint3DInBox(selPt3D,bboxHC)){selSuccess=this.Viewer.SelectionMgr.selectByID(viewIDHC);return[3,10]}_a.label=9;case 9:_i++;return[3,7];case 10:return[2,selSuccess]}}))}))};eDwSelectionOperator.prototype.onDown=function(iCoord){var isDrawing=this.Viewer.getModel().isDrawing();var cActiveBtn=this.ActiveMouseButton;return isDrawing&&!(isDrawing&&cActiveBtn==="right")&&!(isDrawing&&this.Viewer.ViewerFeatureOpts.Debug&&cActiveBtn==="left")};eDwSelectionOperator.prototype.onMove=function(iCoord){return!this.CurrInputInfo};return eDwSelectionOperator}(eDwBaseSelOperator);var NameCallout=function(_super){__extends(NameCallout,_super);function NameCallout(iVewer,iSelObjIDHC,iText,iPos){var _this=_super.call(this)||this;_this.mViewer=iVewer;_this.mTextBox=new eDwTypes_13.HC.Markup.Shape.TextBox;_this.mTextBox.getBoxPortion().setFillColor(eDwTypes_13.HC.Color.white());_this.mTextBox.getBoxPortion().setFillOpacity(1);_this.mMarkupID="";_this.mSelObjIDHC=iSelObjIDHC;_this.mTextBox.setPosition(iPos);_this.mTextBox.setTextString(iText);return _this}NameCallout.prototype.draw=function(){var str=this.mTextBox.getTextString();if(str==="")return;var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawTextBox(this.mTextBox)};NameCallout.prototype.isSameID=function(iSelObjIDHC){return this.mSelObjIDHC===iSelObjIDHC||isNaN(iSelObjIDHC)&&isNaN(this.mSelObjIDHC)?true:false};Object.defineProperty(NameCallout.prototype,"MarkupID",{get:function(){return this.mMarkupID},set:function(iMarkupID){this.mMarkupID=iMarkupID},enumerable:false,configurable:true});return NameCallout}(eDwTypes_13.HC.Markup.MarkupItem);var cDefaultModelName="???";return eDwSelectionOperator}));define("eDwServiceMgr",["require","exports"],(function(require,exports){"use strict";var eDwServiceMgr=function(){function eDwServiceMgr(iServerURL,iDisable){this.mServerURL=iServerURL.replace(/(\/*)$/,"");this.mAdvancedServicesDisabled=iDisable;this.mPluginFiles=[];this.mBaseCacheDirs=[]}eDwServiceMgr.create=function(iServerURL,iDisable){if(iDisable===void 0){iDisable=false}if(!eDwServiceMgr.sServiceMgr){eDwServiceMgr.sServiceMgr=new eDwServiceMgr(iServerURL,iDisable)}};eDwServiceMgr.get=function(){return eDwServiceMgr.sServiceMgr};eDwServiceMgr.usesWebServices=function(){return false};eDwServiceMgr.prototype.disableAdvancedServices=function(iDisable){if(iDisable===void 0){iDisable=true}this.mAdvancedServicesDisabled=iDisable};eDwServiceMgr.prototype.getFileFromServer=function(iFileURL,iLoadAsNativeType){if(iLoadAsNativeType===void 0){iLoadAsNativeType=false}return __awaiter(this,void 0,void 0,(function(){var jqNativePlugin,_a,iExcp_6;return __generator(this,(function(_b){switch(_b.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,null];_b.label=1;case 1:_b.trys.push([1,6,,7]);jqNativePlugin=$;if(!iLoadAsNativeType)return[3,3];return[4,jqNativePlugin.getNative(iFileURL)];case 2:_a=_b.sent();return[3,5];case 3:return[4,$.get(iFileURL)];case 4:_a=_b.sent();_b.label=5;case 5:return[2,_a];case 6:iExcp_6=_b.sent();return[3,7];case 7:return[2,null]}}))}))};eDwServiceMgr.prototype.getFileFromServerModelCache=function(iModelKey,iFileName){return __awaiter(this,void 0,void 0,(function(){var fileInfo,baseCacheDirs,_i,baseCacheDirs_1,dir,fileURL,_a,iExcp_7;return __generator(this,(function(_b){switch(_b.label){case 0:fileInfo={Path:""};if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,fileInfo]}return[4,this.getBaseCacheDirs()];case 1:baseCacheDirs=_b.sent();_i=0,baseCacheDirs_1=baseCacheDirs;_b.label=2;case 2:if(!(_i<baseCacheDirs_1.length))return[3,7];dir=baseCacheDirs_1[_i];fileURL=dir+"/"+iModelKey+"/"+iFileName;_b.label=3;case 3:_b.trys.push([3,5,,6]);_a=fileInfo;return[4,this.getFileFromServer(fileURL)];case 4:_a.Data=_b.sent();fileInfo.Path=this.mServerURL+"/"+fileURL;return[2,fileInfo];case 5:iExcp_7=_b.sent();return[3,6];case 6:_i++;return[3,2];case 7:return[2,fileInfo]}}))}))};eDwServiceMgr.prototype.getClientPublicIP=function(iGetClientPublicIP){return __awaiter(this,void 0,void 0,(function(){var ret,iExcp_8;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iGetClientPublicIP||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,"0.0.0.0"]}if(!iGetClientPublicIP||this.mAdvancedServicesDisabled)return[2,""];ret="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.get("https://api.ipify.org","",$.noop(),"text")];case 2:ret=_a.sent();return[3,4];case 3:iExcp_8=_a.sent();console.warn("Failed to get client public IP: "+iExcp_8.name+" - "+iExcp_8.message);if(!iExcp_8.message){iExcp_8.message="Possible CORS failure.  See the browser "+"console output for more details."}throw iExcp_8;case 4:return[2,ret]}}))}))};eDwServiceMgr.prototype.convert=function(ioParams){return __awaiter(this,void 0,void 0,(function(){var result,clientIP,params;return __generator(this,(function(_a){switch(_a.label){case 0:result={FileName:"",ModelCacheName:"",ErrorCode:"",ErrorData:[],ServerID:"",LicenseKey:""};if(!ioParams.URL)return[2,result];result.FileName=ioParams.URL;if(!(ioParams.URL.indexOf("http")===0&&!this.mAdvancedServicesDisabled&&eDwServiceMgr.usesWebServices()))return[3,3];return[4,this.getClientPublicIP(ioParams.ValidateClientIP)];case 1:clientIP=_a.sent();params={data:{iFileURL:ioParams.URL},headers:{"X-Forwarded-For":clientIP},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/Conversion",params)];case 2:result=_a.sent();return[3,4];case 3:ioParams.URL="";_a.label=4;case 4:return[2,result]}}))}))};eDwServiceMgr.prototype.removeNamedCache=function(iModelKey,iAllowRemove){return __awaiter(this,void 0,void 0,(function(){var iExcp_9;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iAllowRemove||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/RemoveNamedCache",{data:{iModelKey:iModelKey}})];case 2:_a.sent();return[3,4];case 3:iExcp_9=_a.sent();console.warn("Could not remove the cache: "+iModelKey);console.warn(iExcp_9.message);throw iExcp_9;case 4:return[2]}}))}))};eDwServiceMgr.prototype.getWebSocketEndpoint=function(iModelKey,iWSEndPt){return __awaiter(this,void 0,void 0,(function(){var params,ws,iExpc_1;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,""]}if(iWSEndPt){this.disableAdvancedServices();return[2,iWSEndPt]}params={data:{iModelCacheName:iModelKey},cache:false};ws="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/GetWSEndpoint",params)];case 2:ws=_a.sent();return[3,4];case 3:iExpc_1=_a.sent();console.warn("Cannot get WebSocket.");return[3,4];case 4:return[2,ws]}}))}))};eDwServiceMgr.prototype.load=function(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loadedHTML;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2];return[4,this.ajax("GET",iPanelHTML,{dataType:"html"})];case 1:loadedHTML=_a.sent();$(iElemOrClassID).html(loadedHTML);return[2]}}))}))};eDwServiceMgr.prototype.fileUpload=function(iJQObj,iParams){if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return}var paramsObj={url:this.mServerURL+"/EDrawingsService.svc/FileUploadConversion"};if(iParams)$.extend(paramsObj,iParams);iJQObj.fileupload(paramsObj)};eDwServiceMgr.prototype.importDependencies=function(iPluginKeyNames){return __awaiter(this,void 0,void 0,(function(){var pluginFiles,_i,iPluginKeyNames_1,pluginKeyName,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:pluginFiles=[];_i=0,iPluginKeyNames_1=iPluginKeyNames;_a.label=1;case 1:if(!(_i<iPluginKeyNames_1.length))return[3,4];pluginKeyName=iPluginKeyNames_1[_i];return[4,this.getValidPluginFileName(pluginKeyName)];case 2:pluginFileName=_a.sent();if(pluginFileName)pluginFiles.push(pluginFileName);_a.label=3;case 3:_i++;return[3,1];case 4:return[2,pluginFiles.length?this.importPlugins(pluginFiles):[]]}}))}))};eDwServiceMgr.prototype.importPlugins=function(iPluginNames){return __awaiter(this,void 0,void 0,(function(){var pluginNames,importedPluginPromises,pluginFiles,_a,_i,pluginFiles_2,pluginFile,pluginName,iExcp_10;return __generator(this,(function(_b){switch(_b.label){case 0:pluginNames=[];importedPluginPromises=[];_b.label=1;case 1:_b.trys.push([1,5,,6]);_a=iPluginNames;if(_a)return[3,3];return[4,this.getPluginFiles()];case 2:_a=_b.sent();_b.label=3;case 3:pluginFiles=_a;for(_i=0,pluginFiles_2=pluginFiles;_i<pluginFiles_2.length;_i++){pluginFile=pluginFiles_2[_i];try{pluginName=this.importPlugin(pluginFile);if(pluginName){importedPluginPromises.push(pluginName)}}catch(iExcp){console.warn("Plugin failed to load: "+iExcp.message)}}return[4,Promise.all(importedPluginPromises).then((function(iPluginClassNames){pluginNames=iPluginClassNames}))];case 4:_b.sent();return[3,6];case 5:iExcp_10=_b.sent();console.warn("Failed to find any external plugins - "+iExcp_10.message);return[3,6];case 6:return[2,pluginNames]}}))}))};eDwServiceMgr.prototype.importPlugin=function(iPluginFile){return __awaiter(this,void 0,void 0,(function(){var pluginName,script,matches,iExcp_11;return __generator(this,(function(_a){switch(_a.label){case 0:pluginName="";if(!eDwServiceMgr.usesWebServices())return[2,pluginName];_a.label=1;case 1:_a.trys.push([1,4,,5]);return[4,new Promise((function(resolve_1,reject_1){require([iPluginFile],resolve_1,reject_1)}))];case 2:_a.sent();return[4,$.getScript(iPluginFile)];case 3:script=_a.sent();matches=script.match(/return ([a-z,A-Z,0-9,-,_,.]*Plugin)/);if(matches&&matches.length>0){pluginName=matches[1]}else{console.warn("Could not locate external plugin name in file "+iPluginFile)}return[3,5];case 4:iExcp_11=_a.sent();console.warn("Failed to load external plugin - "+iExcp_11.message);return[3,5];case 5:return[2,pluginName]}}))}))};eDwServiceMgr.prototype.getPluginFiles=function(){return __awaiter(this,void 0,void 0,(function(){var _a,_b,iExcp_12;return __generator(this,(function(_c){switch(_c.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,this.mPluginFiles];if(!!this.mPluginFiles.length)return[3,7];_c.label=1;case 1:_c.trys.push([1,6,,7]);if(!this.mAdvancedServicesDisabled)return[3,3];console.debugLog("ServiceMgr","Loading static plugin list");_a=this;return[4,this.ajax("GET","js/staticPluginList.json",{})];case 2:_a.mPluginFiles=_c.sent();return[3,5];case 3:console.debugLog("ServiceMgr","Finding plugins...");_b=this;return[4,this.ajax("GET","EDrawingsService.svc/GetPlugins",{})];case 4:_b.mPluginFiles=_c.sent();_c.label=5;case 5:return[3,7];case 6:iExcp_12=_c.sent();console.warn("No plugins available.");return[3,7];case 7:return[2,this.mPluginFiles]}}))}))};eDwServiceMgr.prototype.extendLicense=function(iKey){return __awaiter(this,void 0,void 0,(function(){var params;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}params={data:{iKey:iKey},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/ExtendLicense",params)];case 1:_a.sent();return[2]}}))}))};eDwServiceMgr.prototype.getBaseCacheDirs=function(){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!!this.mBaseCacheDirs.length)return[3,2];this.mBaseCacheDirs=[];this.mGetBaseCacheDirsPromise=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i<numDirs;++i){var cacheDir=cacheDirs[i].textContent;cacheDir=cacheDir?cacheDir.split("/").pop():null;if(cacheDir){_this.mBaseCacheDirs.push(cacheDir);console.debugLog("ServiceMgr","Added cache dir: "+cacheDir)}}}),"xml").fail((function(iJQXHR,iStatus,iError){console.warn("Could not get model cache directories: "+iStatus+": "+iError)}));return[4,this.mGetBaseCacheDirsPromise];case 1:_a.sent();return[3,4];case 2:return[4,this.mGetBaseCacheDirsPromise];case 3:_a.sent();_a.label=4;case 4:return[2,this.mBaseCacheDirs]}}))}))};eDwServiceMgr.prototype.getValidPluginFileName=function(iPluginKey){return __awaiter(this,void 0,void 0,(function(){var allPluginFileNames,foundPluginFileName,_i,allPluginFileNames_1,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getPluginFiles()];case 1:allPluginFileNames=_a.sent();foundPluginFileName="";for(_i=0,allPluginFileNames_1=allPluginFileNames;_i<allPluginFileNames_1.length;_i++){pluginFileName=allPluginFileNames_1[_i];if(pluginFileName.indexOf("/"+iPluginKey+".")>-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.extend(paramsObj,iParams);_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.ajax(paramsObj)];case 2:retAJAX=_a.sent();return[3,4];case 3:iExcp_13=_a.sent();console.warn("AJAX "+iMethod+" failed for "+iService+": "+iExcp_13.message);throw iExcp_13;case 4:return[2,retAJAX]}}))}))};return eDwServiceMgr}();return eDwServiceMgr}));define("eDwSetHierNodeAttribsCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetHierNodeAttribsCmd=function(_super){__extends(eDwSetHierNodeAttribsCmd,_super);function eDwSetHierNodeAttribsCmd(iViewer,iHierNodes,iAttrib){var _this=_super.call(this,iViewer)||this;_this.mInitialHierNodeAttribs=[];_this.mFinalHierNodeAttribs=[];var finalAttrib=$.extend(true,{},iAttrib);for(var _i=0,iHierNodes_2=iHierNodes;_i<iHierNodes_2.length;_i++){var hierNode=iHierNodes_2[_i];var initialAttrib=$.extend(true,{},hierNode.getAttribs());_this.mInitialHierNodeAttribs.push({HierNode:hierNode,Attribs:initialAttrib});_this.mFinalHierNodeAttribs.push({HierNode:hierNode,Attribs:finalAttrib})}return _this}eDwSetHierNodeAttribsCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mInitialHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetHierNodeAttribsCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetHierNodeAttribsCmd}(eDwSupportsHistoryCmd);function l_setAttribs(iModel,iAttribs){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModel.setAttribs(iAttribs)];case 1:_a.sent();return[2]}}))}))}return eDwSetHierNodeAttribsCmd}));define("eDwSetLayerVisibilityCmd",["require","exports","eDwSetNodeVisibilityCmd"],(function(require,exports,eDwSetNodeVisibilityCmd){"use strict";var eDwSetLayerVisibilityCmd=function(_super){__extends(eDwSetLayerVisibilityCmd,_super);function eDwSetLayerVisibilityCmd(iViewer,iLayers,iVisible){var _this=_super.call(this,iViewer,l_getNodeIDsHC(iLayers),iVisible)||this;_this.mLayersAndVisibilities=[];for(var _i=0,iLayers_1=iLayers;_i<iLayers_1.length;_i++){var layer=iLayers_1[_i];var visible=layer.getAttribs().Visible;_this.mLayersAndVisibilities.push({Layer:layer,Visible:visible});layer.setAttribs({Visible:iVisible})}return _this}eDwSetLayerVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.setVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.setVisibility()];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetLayerVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetLayerVisibilityCmd.prototype.resetVisibility=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setVisibility(true)];case 1:_a.sent();return[2]}}))}))};eDwSetLayerVisibilityCmd.prototype.setVisibility=function(iReset){if(iReset===void 0){iReset=false}return __awaiter(this,void 0,void 0,(function(){var _i,_a,layerAndVis;return __generator(this,(function(_b){switch(_b.label){case 0:for(_i=0,_a=this.mLayersAndVisibilities;_i<_a.length;_i++){layerAndVis=_a[_i];layerAndVis.Layer.setAttribs({Visible:iReset?layerAndVis.Visible:this.mVisible})}return[4,this.mViewer.getModel().syncLayersAttribsState()];case 1:_b.sent();return[2]}}))}))};return eDwSetLayerVisibilityCmd}(eDwSetNodeVisibilityCmd);function l_getNodeIDsHC(iLayers){var nodeIDsHC=[];for(var _i=0,iLayers_2=iLayers;_i<iLayers_2.length;_i++){var layer=iLayers_2[_i];nodeIDsHC=nodeIDsHC.concat(layer.getNodeIDsHC())}return nodeIDsHC}return eDwSetLayerVisibilityCmd}));define("eDwSetNodeVisibilityCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetNodeVisibilityCmd=function(_super){__extends(eDwSetNodeVisibilityCmd,_super);function eDwSetNodeVisibilityCmd(iViewer,iNodeIDsHC,iVisible){var _this=_super.call(this,iViewer)||this;_this.mNodeIDs=iNodeIDsHC;_this.mVisible=iVisible;var model=_this.mViewer.getModel();_this.mNodeIDVisMap={};for(var _i=0,iNodeIDsHC_2=iNodeIDsHC;_i<iNodeIDsHC_2.length;_i++){var nodeIDHC=iNodeIDsHC_2[_i];_this.mNodeIDVisMap[nodeIDHC]=model.isVisibleForNodeHC(nodeIDHC)}return _this}eDwSetNodeVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilitiesForNodesHC(this.mNodeIDVisMap)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetNodeVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetNodeVisibilityCmd}(eDwSupportsHistoryCmd);return eDwSetNodeVisibilityCmd}));define("eDwSetViewCameraCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewCameraCmd=function(_super){__extends(eDwSetViewCameraCmd,_super);function eDwSetViewCameraCmd(iViewer,iSetViewCB){if(iSetViewCB===void 0){iSetViewCB=function(iViewer){return iViewer.SelectionMgr.setViewToSelectedFace()}}var _this=_super.call(this,iViewer)||this;_this.mSetViewCB=iSetViewCB;return _this}eDwSetViewCameraCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mViewer.getModel().isDrawing())return[2];return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialViewCamera=viewHC.getCamera();this.mFinalViewCamera=this.setView();return[2]}}))}))};eDwSetViewCameraCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialViewCamera&&!!this.mFinalViewCamera};Object.defineProperty(eDwSetViewCameraCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetViewCameraCmd.prototype.setView=function(){return this.mSetViewCB(this.mViewer)};return eDwSetViewCameraCmd}(eDwSupportsHistoryCmd);return eDwSetViewCameraCmd}));define("eDwSetViewCmd",["require","exports","eDwSetViewCameraCmd"],(function(require,exports,eDwSetViewCameraCmd){"use strict";var eDwSetViewCmd=function(_super){__extends(eDwSetViewCmd,_super);function eDwSetViewCmd(iViewer,iOrientation){var _this=_super.call(this,iViewer)||this;_this.mViewOrientation=iOrientation;return _this}eDwSetViewCmd.prototype.setView=function(){return this.mViewer.ViewMgr.setViewOrientation(this.mViewOrientation)};return eDwSetViewCmd}(eDwSetViewCameraCmd);return eDwSetViewCmd}));define("eDwSetViewNormalToSectionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewNormalToSectionCmd=function(_super){__extends(eDwSetViewNormalToSectionCmd,_super);function eDwSetViewNormalToSectionCmd(iViewer){return _super.call(this,iViewer)||this}eDwSetViewNormalToSectionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialCamera=viewHC.getCamera();this.mFinalCamera=this.mViewer.XSectionMgr.setViewToSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Committed",{get:function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialCamera&&!!this.mFinalCamera},enumerable:false,configurable:true});Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetViewNormalToSectionCmd}(eDwSupportsHistoryCmd);return eDwSetViewNormalToSectionCmd}));define("eDwShowOnlyCmd",["require","exports","eDwCommandMgr","eDwCompositeCmd","eDwSetHierNodeAttribsCmd"],(function(require,exports,eDwCommandMgr,eDwCompositeCmd,eDwSetHierNodeAttribsCmd){"use strict";var eDwShowOnlyCmd=function(_super){__extends(eDwShowOnlyCmd,_super);function eDwShowOnlyCmd(iViewer,iHierNodes){if(iHierNodes===void 0){iHierNodes=[]}var _this=_super.call(this,iViewer)||this;_this.FinalState=true;var model=iViewer.getModel();var modelView=model.getActiveModelView();var modelViewHierNode=modelView.Hierarchy;var childHierNodes=[];modelViewHierNode.getAllChildren(childHierNodes);if(iHierNodes.length){childHierNodes=childHierNodes.filter((function(hierNode){return iHierNodes.indexOf(hierNode)===-1}));_this.FinalState=false;_this.mSetHierNodeVisCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,iHierNodes,{Visible:true})}_this.InitialState=!_this.FinalState;_this.mSetHierNodeAttribsCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,childHierNodes,{Visible:_this.FinalState});return _this}eDwShowOnlyCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();return[4,cmdMgr.run(this.mSetHierNodeAttribsCmd,"commit")];case 1:_a.sent();return[4,cmdMgr.run(this.mSetHierNodeVisCmd,"commit")];case 2:_a.sent();return[4,_super.prototype.commit.call(this)];case 3:_a.sent();return[2]}}))}))};eDwShowOnlyCmd.prototype.isCommitted=function(){var visCmdCommitted=this.mSetHierNodeVisCmd?this.mSetHierNodeVisCmd.isCommitted:true;return _super.prototype.isCommitted.call(this)&&visCmdCommitted&&this.mSetHierNodeAttribsCmd.isCommitted()};Object.defineProperty(eDwShowOnlyCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowOnlyCmd}(eDwCompositeCmd);return eDwShowOnlyCmd}));define("eDwShowSectionCapCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwShowSectionCapCmd=function(_super){__extends(eDwShowSectionCapCmd,_super);function eDwShowSectionCapCmd(iViewer,iVisible){var _this=_super.call(this,iViewer)||this;_this.mInitialVisibility=_this.mViewer.XSectionMgr.SectionCapVisibility;_this.mFinalVisibility=iVisible;return _this}eDwShowSectionCapCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mInitialVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2]}}))}))};Object.defineProperty(eDwShowSectionCapCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowSectionCapCmd}(eDwSupportsHistoryCmd);return eDwShowSectionCapCmd}));define("eDwSupportsHistoryCmd",["require","exports","eDwHistoryMgr","eDwCmd"],(function(require,exports,eDwHistoryMgr,eDwCmd){"use strict";var eDwSupportsHistoryCmd=function(_super){__extends(eDwSupportsHistoryCmd,_super);function eDwSupportsHistoryCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mAddedToHistory=false;_this.mUndone=false;return _this}eDwSupportsHistoryCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&!this.isUndone();this.mUndone=true;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&this.isUndone();this.mUndone=false;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();eDwHistoryMgr.get().push(this);this.mAddedToHistory=true;return[2]}}))}))};eDwSupportsHistoryCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();return[2]}}))}))};eDwSupportsHistoryCmd.prototype.isCommitted=function(){return this.mAddedToHistory};eDwSupportsHistoryCmd.prototype.isUndone=function(){return this.mUndone};return eDwSupportsHistoryCmd}(eDwCmd);return eDwSupportsHistoryCmd}));define("eDwTableMgr",["require","exports"],(function(require,exports){"use strict";var eDwTableMgr=function(){function eDwTableMgr(iViewer){this.mViewer=iViewer;this.mTables=[]}eDwTableMgr.prototype.numTables=function(){return this.mTables.length};eDwTableMgr.prototype.getTables=function(){return this.mTables};eDwTableMgr.prototype.add=function(iHierNode){if(!iHierNode||iHierNode.Category!=="table")return;this.mTables.push(iHierNode)};return eDwTableMgr}();return eDwTableMgr}));define("eDwTimer",["require","exports"],(function(require,exports){"use strict";var eDwTimer=function(){function eDwTimer(){this.start()}eDwTimer.prototype.start=function(){this.mMilliSeconds=0;this.mSeconds=0;this.mMinutes=0;this.mHours=0;this.mDays=0;this.mStart=new Date};eDwTimer.prototype.ellapsed=function(){var endDate=new Date;var timeDiff=endDate.valueOf()-this.mStart.valueOf();this.mMilliSeconds=Math.round(timeDiff%1e3);timeDiff=Math.floor(timeDiff/1e3);this.mSeconds=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mMinutes=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mHours=Math.round(timeDiff%24);this.mDays=Math.floor(timeDiff/24)};eDwTimer.prototype.dumpToConsole=function(){console.debugLog("Timer","Elapsed time = "+this.mDays+" days - "+this.mHours+":"+this.mMinutes+":"+this.mSeconds+" and "+this.mMilliSeconds+" milliseconds")};Object.defineProperty(eDwTimer.prototype,"Days",{get:function(){return this.mDays},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Hours",{get:function(){return this.mHours},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Minutes",{get:function(){return this.mMinutes},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Seconds",{get:function(){return this.mSeconds},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"MilliSeconds",{get:function(){return this.mMilliSeconds},enumerable:false,configurable:true});return eDwTimer}();return eDwTimer}));define("eDwTouchOpsMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwTouchOpsMgr=function(){function eDwTouchOpsMgr(iViewer){iViewer.TouchOpsMgr=this;this.mViewer=iViewer}eDwTouchOpsMgr.prototype.unregister=function(){if(!eDwTouchOpsMgr.isTouchEnabled())return;for(var _i=0,_a=this.mTouchOpIDs;_i<_a.length;_i++){var touchOpID=_a[_i];this.mViewer.OperatorMgr.unregisterCustomOperatorByID(touchOpID)}delete this.mViewer.TouchOpsMgr};eDwTouchOpsMgr.prototype.addOp=function(iOp){if(!eDwTouchOpsMgr.isTouchEnabled())return-1;var opID=this.mViewer.OperatorMgr.registerCustomOperator(iOp,true);this.mTouchOpIDs.push(opID);return opID};eDwTouchOpsMgr.prototype.removeOp=function(iOpID){if(!eDwTouchOpsMgr.isTouchEnabled()||iOpID<0)return;var opIndex=this.mTouchOpIDs.indexOf(iOpID);if(opIndex>-1){this.mTouchOpIDs.splice(opIndex,1);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(iOpID)}};eDwTouchOpsMgr.isTouchEnabled=function(){function matchMedia(iFeature){return window.matchMedia&&window.matchMedia(iFeature).matches?true:false}var enabled=false;if("PointerEvent"in window&&"maxTouchPoints"in navigator){var maxTouchPoints=navigator.maxTouchPoints;if(utils.isNumber(maxTouchPoints)){if(navigator.maxTouchPoints>0){enabled=true}else if(navigator.maxTouchPoints===0&&matchMedia("(any-pointer:coarse)")){enabled=true}}}else{if(matchMedia("(any-pointer:coarse)")){enabled=true}else if("TouchEvent"in window||"ontouchstart"in window){enabled=true}}console.debugLog("TouchOps","Touch enabled = "+enabled);return enabled};return eDwTouchOpsMgr}();return eDwTouchOpsMgr}));define("eDwTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.EntityMode=exports.SectionPlaneOrientation=exports.HCI=exports.HC=void 0;var HC=Communicator;exports.HC=HC;var HCI=Communicator.Internal;exports.HCI=HCI;exports.SectionPlaneOrientation={XY:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,0,1)),Index:0},YZ:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(1,0,0)),Index:1},ZX:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,1,0)),Index:2}};exports.EntityMode={FACE:1,EDGE:2,VERTEX:4,HOLE:8,ALL:4294967295}}));define("eDwUI",["require","exports","eDwTypes","eDwKeyMgr","eDwUIBaseEventHandlers","eDwCommandMgr","eDwZoomToFitCmd","eDwDrawModeCmd","eDwAnimateCmd","eDwAmbientOcclusionCmd","eDwPerspectiveCmd","eDwSetViewCmd","eDwSetViewCameraCmd","eDwCompositeCmd","eDwSectionFlipCmd","eDwSetViewNormalToSectionCmd","eDwShowSectionCapCmd","eDwSectionShowCmd","eDwChangeSectionPlaneCmd","eDwUIPluginMgr","eDwEventMgr","eDwUIMessageReporter","eDwUIShortcutMenu","eDwUIUtils","eDrawingsWebViewerUtils","eDwEvents","utils"],(function(require,exports,eDwTypes_14,eDwKeyMgr_3,eDwUIBaseEventHandlers,eDwCommandMgr,eDwZoomToFitCmd,eDwDrawModeCmd,eDwAnimateCmd,eDwAmbientOcclusionCmd,eDwPerspectiveCmd,eDwSetViewCmd,eDwSetViewCameraCmd,eDwCompositeCmd,eDwSectionFlipCmd,eDwSetViewNormalToSectionCmd,eDwShowSectionCapCmd,eDwSectionShowCmd,eDwChangeSectionPlaneCmd,eDwUIPluginMgr,eDwEventMgr,eDwUIMessageReporter,eDwUIShortcutMenu_1,eDwUIUtils,eDrawingsWVUtils,eDwEvents,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUI=void 0;var eDwUI=function(){function eDwUI(){this.mUIEventHandlers=new UIEventHandlers(this,eDwUIUtils.getViewerElementName(),c_canvasID);this.mItemActiveCallbacks={};this.mItemDeactiveCallbacks={};solidworks.web.touch.support();this.awfulUIHacks()}eDwUI.prototype.initUIEvents=function(iViewerFeatOpts){this.mViewerFeatureOpts=iViewerFeatOpts;this.registerHTMLEvents()};eDwUI.prototype.init=function(iViewer){var _this=this;this.mViewer=iViewer;this.centerBottomBar();this.mViewer.XSectionMgr.SectionCapVisibility=true;$("#edrawings-section-capping-button").addClass("state-on-button");$("#edrawings-section-show-button").addClass("state-on-button");eDwUIUtils.hide(".edrawings-ui-main",false);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents.ResetSceneEvent,true)];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.toggleFullScreen=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var methodName,viewerElem,iExcp_14;return __generator(this,(function(_a){switch(_a.label){case 0:methodName="exitFullScreen()";_a.label=1;case 1:_a.trys.push([1,6,,7]);if(!l_isFullScreen())return[3,3];document.exitFullscreen=document.exitFullscreen||utils.getFirstMatchedMethodObj(document,"xitFullscreen");if(!document.exitFullscreen){console.warn("exitFullscreen() does not exist.");return[2]}return[4,document.exitFullscreen()];case 2:_a.sent();return[3,5];case 3:methodName="requestFullscreen()";viewerElem=$("#edrawings-viewer")[0];viewerElem.requestFullscreen=viewerElem.requestFullscreen||utils.getFirstMatchedMethodObj(viewerElem,"equestFullscreen");if(!viewerElem.requestFullscreen){console.warn("requestFullscreen() does not exist.");return[2]}return[4,viewerElem.requestFullscreen()];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_14=_a.sent();console.warn(methodName+" failed.  It took too long.");return[3,7];case 7:return[2]}}))}))})()};eDwUI.prototype.unregister=function(){this.unregisterHTMLEvents();UIEventHandlers.doModelDataUnloadActions(this.mViewer)};eDwUI.prototype.setDrawMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var drawModeCmd;return __generator(this,(function(_a){switch(_a.label){case 0:drawModeCmd=new eDwDrawModeCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(drawModeCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setInitialDrawMode=function(){if(!this.mViewer.ViewerFeatureOpts.RenderType)return;this.setDrawMode(this.mViewer.ViewerFeatureOpts.RenderType)};eDwUI.prototype.setPerspectiveMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveCmd;return __generator(this,(function(_a){switch(_a.label){case 0:perspectiveCmd=new eDwPerspectiveCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(perspectiveCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.hideAllOtherPanels=function(iPanelCSSClassName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iPanelCSSClassName!==".edrawings-hud-menu"))return[3,2];return[4,this.hideActiveHUDMenu()];case 1:_a.sent();_a.label=2;case 2:if(!(iPanelCSSClassName!==".edrawings-submenu"))return[3,4];return[4,this.hideActiveSubmenu()];case 3:_a.sent();_a.label=4;case 4:eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();return[2]}}))}))};eDwUI.prototype.onClick=function(iID,iActivate){var activateCallback=this.mItemActiveCallbacks[iID];var deactivateCallback=this.mItemDeactiveCallbacks[iID];if(iActivate){if(activateCallback)activateCallback()}else{if(deactivateCallback)deactivateCallback()}return activateCallback||deactivateCallback?true:false};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mModelDataLoadCompleteHandler=function(iEvent,iViewer){_this.mViewer=iViewer;eDwUIBaseEventHandlers.doModelDataLoadCompleteActions(_this.mUIEventHandlers,iViewer)};$("#"+c_canvasID).on("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);var self=this;this.registerButtonForClickEffect("edrawings-section-flip-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var sectionFlipCmd;return __generator(this,(function(_a){switch(_a.label){case 0:sectionFlipCmd=new eDwSectionFlipCmd(this.mViewer);return[4,eDwCommandMgr.get().run(sectionFlipCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-section-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewNormalToSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewNormalToSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));function setXSectionOrientation(iEvent,iUI,iOrientation){iUI.setXSectionOrientation(iOrientation);eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.currentTarget))}$("#edrawings-section-xz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.ZX)}));$("#edrawings-section-yz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.YZ)}));$("#edrawings-section-xy-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.XY)}));$("#edrawings-section-capping-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var visibility=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showCapsCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,visibility);return[4,eDwCommandMgr.get().run(showCapsCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));$("#edrawings-section-show-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var showSection=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showSectionCmd=new eDwSectionShowCmd(this.mViewer,showSection);return[4,eDwCommandMgr.get().run(showSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));this.mItemActiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){function compositeSectionDone(ioCmd){ioCmd.clearSubCmds();self.mViewer.XSectionMgr.deactivateCurrent();self.mViewer.XSectionMgr.turnOnSectionPlane(false)}var self;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.addPanelModeEvents("#edrawings-section-menu",".edw.section","#edrawings-button-section");this.mCompositeXSectionCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeXSectionCmd);this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.XSectionMgr.turnOnSectionPlane(true);this.setXSectionOrientation();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))}});self=this;if(!!this.mViewer.getModel().isDrawing())return[3,2];return[4,this.setActiveSubmenu("#edrawings-button-section","#edrawings-section-menu")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.deactivateMoveInput(".edw.section");return[4,eDwCommandMgr.get().remove(this.mCompositeXSectionCmd,"cancel")];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-section"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-section"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateDebugPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){var shortcutMenu;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-debug","#edrawings-debug-menu",".edw.debug",iHandlers)];case 1:_a.sent();if(iActivate){shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(c_debugGroupName)}shortcutMenu.addMenuItem(c_debugGroupName,"edrawings-debug-node-matrices",(function(iEvent,iUIItemJQ,iArg){if(utils.isOfType(iArg,"attr")){var nodeIDHC=parseInt(iArg.attr("data-hoopsid"),10);if(utils.isNumber(nodeIDHC)){var modelHC=self.mViewer.getModel().getHCModel();var matrixHC=modelHC.getNodeMatrix(nodeIDHC);var msg="<div>Matrix = "+JSON.stringify(matrixHC)+"</div>";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="<div>Net matrix = "+JSON.stringify(matrixHC)+"</div>";eDwUIMessageReporter.showMessageInDebugPanel(msg)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}))}else{eDwUIShortcutMenu_1.eDwUIShortcutMenu.get().removeAllMenuItems(c_debugGroupName)}return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-debug"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-debug"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));this.mItemActiveCallbacks["#edrawings-button-reset"]=function(){return __awaiter(_this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){eDwUIUtils.resetToHomeView(this.mViewer);window.setTimeout((function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI()];case 1:_a.sent();return[2]}}))}))})()}),1e3);return[2]}))}))};$(document).on(c_fullScreenChange,(function(iEvent){if(l_isFullScreen()){l_fullScreenBtnJS.removeClass(c_restoreClass)}else{l_fullScreenBtnJS.addClass(c_restoreClass);$("#edrawings-canvas-canvas-container").css({"background-color":""})}}));$("#edrawings-button-fs").on("click.edw",(function(){_this.toggleFullScreen()}));function clickDrawMode(iUI,iMode){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:iUI.setDrawMode(iMode);return[4,iUI.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}$("#edrawings-button-shaded-hlrr").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesRemoved")}));$("#edrawings-button-shaded-hlrv").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesVisible")}));$("#edrawings-button-shaded-wireframe").on("click.edw",(function(){clickDrawMode(_this,"Wireframe")}));$("#edrawings-button-shaded-full").on("click.edw",(function(){clickDrawMode(_this,"ShadedWithEdges")}));$("#edrawings-button-shaded-noedges").on("click.edw",(function(){clickDrawMode(_this,"Shaded")}));this.mItemActiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){var animateCmd;return __generator(this,(function(_a){switch(_a.label){case 0:animateCmd=new eDwAnimateCmd(this.mViewer);return[4,eDwCommandMgr.get().run(animateCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mItemActiveCallbacks["#edrawings-button-animate"]()];case 1:_a.sent();return[2]}}))}))};$("#edrawings-button-frame-file-open").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-view"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view","#edrawings-hud-view-menu")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-help"]=function(){return __awaiter(_this,void 0,void 0,(function(){var version,viewerHC;return __generator(this,(function(_a){switch(_a.label){case 0:version="<div>Version #: "+eDrawingsWVUtils.getViewerVersion()+"</div>";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="<div>HC Version:"+viewerHC.getViewerVersionString()+"</div><div>Format Version: "+viewerHC.getFormatVersionString()+"<div>"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#edrawings-hud-help-close").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-zoomtofit"]=function(){return __awaiter(_this,void 0,void 0,(function(){var viewHC,curModelView,nodeID,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:viewHC=this.mViewer.getHCView();curModelView=this.mViewer.getModel().getActiveModelView();nodeID=curModelView.Hierarchy.HOOPSID;zoomToFitCmd=new eDwZoomToFitCmd(this.mViewer,nodeID,viewHC.getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-shaded"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-shaded","#edrawings-hud-shaded-menu")];case 1:_a.sent();return[2]}}))}))};function togglePanel(iActivate,iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iActivate)return[3,2];return[4,self.setActiveSubmenu(iButtonID,iPanelID)];case 1:_a.sent();eDwUIUtils.addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID);return[3,3];case 2:eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix);_a.label=3;case 3:return[2]}}))}))}function activateSheetPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-sheet-tree","#edrawings-sheet-tree-menu",".edw.sheet",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-sheet-tree"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateLayerPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-layer-control","#edrawings-layer-control-menu",".edw.layer",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-layer-control"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));eDwKeyMgr_3.eDwKeyMgr.get().add({key:"F11"},"keydown",(function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()}));this.mItemActiveCallbacks["#edrawings-button-view-settings"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view-settings","#edrawings-hud-view-settings-menu")];case 1:_a.sent();return[2]}}))}))};var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var buttonActive,ambientOcclCmd;return __generator(this,(function(_a){switch(_a.label){case 0:buttonActive=ambientOcc.hasClass("state-on-button");return[4,this.hideActiveHUDMenu()];case 1:_a.sent();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");ambientOcclCmd=new eDwAmbientOcclusionCmd(this.mViewer,!buttonActive);return[4,eDwCommandMgr.get().run(ambientOcclCmd,"commit")];case 2:_a.sent();return[2]}}))}))})()}));$("#edrawings-button-view-perspective").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveMode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();perspectiveMode=!this.mViewer.getPerspectiveMode();this.setPerspectiveMode(perspectiveMode);return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-button-view-top",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Top)}));this.registerButtonForClickEffect("edrawings-button-view-bottom",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Bottom)}));this.registerButtonForClickEffect("edrawings-button-view-left",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Left)}));this.registerButtonForClickEffect("edrawings-button-view-right",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Right)}));this.registerButtonForClickEffect("edrawings-button-view-front",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Front)}));this.registerButtonForClickEffect("edrawings-button-view-back",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Back)}));this.registerButtonForClickEffect("edrawings-button-view-iso",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Iso)}))};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();$("#"+c_canvasID).off("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-section-show-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-hud-help-close").off("click.edw");$(document).off(c_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.hideActiveSubmenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){$(".tool-bar").css({height:"auto"});var barJQ=$(".tool-bar");var viewerElemJQ=$(eDwUIUtils.getViewerElementID());var leftButtonsJQ=$(".edrawings-icon-set.left");var rightButtonsJQ=$(".edrawings-icon-set.right");var centerButtonsJQ=$(".edrawings-icon-set.center");var width=(iWidth?iWidth:viewerElemJQ.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){width=viewerElemJQ[0].clientWidth-1}barJQ.css({position:"absolute"});leftButtonsJQ.css({left:1+"px",position:"absolute"});rightButtonsJQ.css({right:1+"px",position:"absolute"});centerButtonsJQ.css({left:width/2-52/2+"px",position:"absolute"})};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var buttonJQ,buttonOffset,posx,posy,canvasWidth,panelJQ,panelWidth;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 2:_a.sent();if(iButtonID!=="#edrawings-button-help"){buttonJQ=$(iButtonID);buttonOffset=buttonJQ.offset();posx=buttonOffset.left;posy=buttonOffset.top+parseInt(buttonJQ.css("marginTop"))+parseInt(buttonJQ.css("borderTopWidth"))+buttonJQ.height();canvasWidth=$("#edrawings-canvas").width();panelJQ=$(iPanelID);panelWidth=panelJQ[0].offsetWidth;if(posx+panelWidth>canvasWidth){posx=canvasWidth-panelWidth-10}panelJQ.css({top:posy+"px",left:posx+"px"})}return[2]}}))}))};eDwUI.prototype.hideActiveHUDMenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var butJQ=$("#"+iButtonID);butJQ.on("mousedown.edw",(function(){butJQ.addClass("edrawings-on-state");eDwUIUtils.scrollToTarget(butJQ)}));butJQ.on("mouseup.edw",(function(){butJQ.removeClass("edrawings-on-state");iHandler()}))};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var butJQ=$("#"+iButtonID);butJQ.off("mousedown.edw");butJQ.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);return[4,eDwCommandMgr.get().run(setViewCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setXSectionOrientation=function(iNewSection){var _this=this;function setActive(iButtonID,iIsActive){$(iButtonID)[iIsActive?"addClass":"removeClass"]("state-on-button")}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}if(planeFromEnum&&origPlaneEnum){(function(){return __awaiter(_this,void 0,void 0,(function(){var changeSectionPlaneCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);return[4,eDwCommandMgr.get().run(changeSectionPlaneCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").removeClass("edrawings-inactive");_this.registerButtonForClickEffect("edrawings-face-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCameraCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCameraCmd=new eDwSetViewCameraCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewCameraCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()}))};l_uninit=function(){$("#edrawings-face-normal-button").addClass("edrawings-inactive");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$("#edrawings-viewer").on("click.edw",".edrawings-tool-button",(function(iEvent){_this.onClick(iEvent,".edrawings-tool-button")}));$("#edrawings-viewer").on("click.edw",".edrawings-hud-button",(function(iEvent){_this.onClick(iEvent,".edrawings-hud-button",".edrawings-submenu")}));this.mUIHTMLEventMgr.addEventHandler("window","beforeunload",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));this.mUIHTMLEventMgr.addEventHandler("window","Timeout",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));$(".edrawings-menu-close").on("click.edw",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.deactivateActiveButton(".edrawings-tool-button")];case 1:_a.sent();return[2]}}))}))})()}));var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.on("edw:ChangeViewerStyling",(function(iEvent,iStyleClassName){viewerJQ.removeClass("edrawings-viewer-regular");viewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)viewerJQ.addClass(iStyleClassName)}));viewerJQ.on("edw:HidePanels",(function(iEvent,iSkipPanelsWithClass){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mUI.hideAllOtherPanels(iSkipPanelsWithClass)];case 1:_a.sent();return[2]}}))}))})()}));viewerJQ.on("edw:ReInitViewer",(function(iEvent,iViewerFeatOpts){_this.mUI.unregister();_this.mUI.initUIEvents(iViewerFeatOpts)}))};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw");$("#edrawings-viewer").off("click.edw",".edrawings-tool-button");$("#edrawings-viewer").off("click.edw",".edrawings-hud-button");var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.off("edw:ChangeViewerStyling");viewerJQ.off("edw:HidePanels");viewerJQ.off("edw:ReInitViewer")};UIEventHandlers.doModelDataUnloadActions=function(iViewer){eDwUIBaseEventHandlers.doModelDataUnloadActions(iViewer)};UIEventHandlers.prototype.onInit=function(iViewer){var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var isDrawing=model.isDrawing();eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);this.removeHTMLEventHandlers()};UIEventHandlers.prototype.onInitFullUI=function(iViewer){_super.prototype.onInitFullUI.call(this,iViewer);this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){_super.prototype.onSelect.call(this,iViewer,iSelObjs);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){_super.prototype.onUnselect.call(this,iViewer,iSelObjs);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);$(eDwUIUtils.getViewerElementID()).trigger("edw:ChangeViewerStyling","edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",(function(){eDwViewer.ViewMgr.stop()}));var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.removeClass("edrawings-animate-play-icon");animateBtnJQ.addClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onStopAnimation=function(iViewer){var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.addClass("edrawings-animate-play-icon");animateBtnJQ.removeClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("state-on-button")){$(iButtonID).addClass("state-on-button")}else if(!iIsActive&&$(iButtonID).hasClass("state-on-button")){$(iButtonID).removeClass("state-on-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onClick=function(iEvent,iButtonCSSClassName,iPanelCSSClassName){var _this=this;if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}(function(){return __awaiter(_this,void 0,void 0,(function(){var targetJQ,buttonClickedID,deactivatedButtonID;return __generator(this,(function(_a){switch(_a.label){case 0:targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);buttonClickedID=targetJQ.closest(iButtonCSSClassName).attr("id");return[4,this.deactivateActiveButton(iButtonCSSClassName,iPanelCSSClassName)];case 1:deactivatedButtonID=_a.sent();if(deactivatedButtonID===buttonClickedID)return[2];this.handleClick("#"+buttonClickedID,true);return[2]}}))}))})()};UIEventHandlers.prototype.deactivateActiveButton=function(iButtonCSSClassName,iPanelCSSClassName){if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonID,activeButtonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonID="";activeButtonJQ=$(iButtonCSSClassName+".active-button");return[4,this.mUI.hideAllOtherPanels(iPanelCSSClassName)];case 1:_a.sent();if(activeButtonJQ.length){activeButtonID=activeButtonJQ[0].id;this.handleClick("#"+activeButtonID,false)}return[2,activeButtonID]}}))}))};UIEventHandlers.prototype.handleClick=function(iButtonID,iActivate){eDwUIUtils.scrollToTarget($(iButtonID));if(!this.mUI.onClick(iButtonID,iActivate)){var pluginMgr=eDwUIPluginMgr.get();pluginMgr.onClick(iButtonID,iActivate)}};return UIEventHandlers}(eDwUIBaseEventHandlers);var c_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw"+" webkitfullscreenchange.edw";var c_restoreClass="edrawings-button-fs-restore";var c_canvasID="edrawings-canvas";var c_debugGroupName="Debug";var l_fullScreenBtnJS;var l_init;var l_uninit;function l_isFullScreen(){if(!l_fullScreenBtnJS)l_fullScreenBtnJS=$("#edrawings-button-fs");return l_fullScreenBtnJS.hasClass(c_restoreClass)}}));define("eDwUIBaseEventHandlers",["require","exports","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwCompositeCmd","eDwSetLayerVisibilityCmd","eDwUIPluginMgr","eDwEvents","eDwUIUtils","eDwUIShortcutMenu","utils"],(function(require,exports,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwCompositeCmd,eDwSetLayerVisibilityCmd,eDwUIPluginMgr,eDwEvents,eDwUIUtils,eDwUIShortcutMenu_2,utils){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("window","resize",(function(iEvent){_this.onResize(iEvent,_this.mViewer)}));eDwEventMgr.get().addEventHandlerFunc(eDwEvents.ResetSceneEvent,l_onResize);eDwUIUtils.addSubTreeArrowEventHandler(eventMgrHTML,"#edrawings-sheet-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(targetJQ.hasClass("edrawings-root")){return}var selObjIDHC=eDwUIUtils.getIDHC(targetJQ);if(isNaN(selObjIDHC)||selObjIDHC<0){return}(function(){return __awaiter(_this,void 0,void 0,(function(){var cmdMgr,zoomToViewCmd,targetModelView,model,modelHC,modelViews,_i,modelViews_4,modelView,configIDHC,configChildren,activeModelView,changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();zoomToViewCmd=new eDwCompositeCmd(this.mViewer);zoomToViewCmd.initCmdActionImplementation();return[4,cmdMgr.add(zoomToViewCmd)];case 1:_a.sent();targetModelView=null;model=this.mViewer.getModel();modelHC=model.getHCModel();modelViews=model.getModelViews();for(_i=0,modelViews_4=modelViews;_i<modelViews_4.length;_i++){modelView=modelViews_4[_i];configIDHC=modelView.Hierarchy.HOOPSID;configChildren=modelHC.getNodeChildren(configIDHC);if(-1!==configChildren.indexOf(selObjIDHC)){targetModelView=modelView;break}}activeModelView=this.mViewer.getModel().getActiveModelView();if(!(targetModelView&&targetModelView!==activeModelView))return[3,3];this.mViewer.SelectionMgr.selectByID(selObjIDHC);changeModelViewCmd=new eDwChangeModelViewCmd(this.mViewer,targetModelView);return[4,cmdMgr.run(changeModelViewCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:this.onLeftDoubleClick(this.mViewer);return[4,cmdMgr.remove(zoomToViewCmd,"commit")];case 4:_a.sent();return[2]}}))}))})()}));var switchModelView=function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".item-tree-text")};eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-root","click",switchModelView);eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,"#edrawings-debug-menu");var inputSelectorName="#edrawings-console-debug-categories "+".edrawings-menu-search-input";eventMgrHTML.addDelegatedEventHandler(inputSelectorName,"blur",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var inputElem=targetJQ[0];var categories=inputElem.value.split(",");if(categories.length===0)return;for(var _i=0,categories_1=categories;_i<categories_1.length;_i++){var category=categories_1[_i];category=category.trim();if(!category)continue;console.debugLogCategories.push(category);var pos=console.excludeDebugLogCategories.indexOf(category);if(pos>-1){console.excludeDebugLogCategories.slice(pos,1)}}}));var selectorName="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;$(selectorName).removeClass("edrawings-list-selected");$(targetJQ).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",(function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var isVisible=targetJQ.prop("checked");_this.setAllLayerVisibility(isVisible)}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseover",(function(iEvent){var filenameJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);if(filenameJQ.length===1&&filenameJQ[0].scrollWidth>filenameJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,filenameJQ,$("#edrawings-filename-text").text())}}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseover",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var itemTreeTextJQ=targetJQ.find(".item-tree-text");var edrawingsSubmenuListJQ=targetJQ.closest(".edrawings-submenu-list");if(edrawingsSubmenuListJQ.length===1&&itemTreeTextJQ.length===1&&itemTreeTextJQ[0].scrollWidth>itemTreeTextJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,itemTreeTextJQ,itemTreeTextJQ.text())}}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",-c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-hud-bar .edrawings-hud-bar-content","#edrawings-hud-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-up)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",-c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-down)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-left-bar .edrawings-tool-bar-content","#edrawings-left-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))}))};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){if(this.mViewerFeatureOpts.Debug){eDwUIUtils.addCloseEventHandler("#edrawings-debug-menu",this.mUIHTMLEventMgr)}eDwUIUtils.addCloseEventHandler("#edrawings-sheet-tree-menu",this.mUIHTMLEventMgr);eDwUIUtils.addCloseEventHandler("#edrawings-layer-control-menu",this.mUIHTMLEventMgr)};eDwUIBaseEventHandlers.doModelDataLoadCompleteActions=function(ioEventHandlerObj,iViewer){ioEventHandlerObj.mViewer=iViewer;l_loadUIPlugins(iViewer);var handlerObj=ioEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents.InitEvent,handlerObj,"onInit");eventMgr.addEventHandlerObj(eDwEvents.InitFullUIEvent,handlerObj,"onInitFullUI");eventMgr.addEventHandlerObj(eDwEvents.SelectEvent,handlerObj,"onSelect");eventMgr.addEventHandlerObj(eDwEvents.UnselectEvent,handlerObj,"onUnselect");eventMgr.addEventHandlerObj(eDwEvents.StartAnimationEvent,handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj(eDwEvents.StopAnimationEvent,handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj(eDwEvents.LeftDoubleClickEvent,handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj(eDwEvents.TimeoutEvent,handlerObj,"onTimeout");eventMgr.addEventHandlerObj(eDwEvents.DrawModeChangeEvent,handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj(eDwEvents.ProjModeChangeEvent,handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj(eDwEvents.NodeAttribChangeEvent,handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj(eDwEvents.ResetSceneEvent,handlerObj,"onResetScene");eventMgr.addEventHandlerObj(eDwEvents.AmbientOcclChangeEvent,handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj(eDwEvents.DoneEvent,handlerObj,"onDone");eventMgr.addEventHandlerObj(eDwEvents.ModelViewChangeEvent,handlerObj,"onModelViewChange")};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-hud-bar .edrawings-hud-bar-content");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-left-bar .edrawings-tool-bar-content");this.mUIHTMLEventMgr.removeAllEventHandlers();eDwUIShortcutMenu_2.eDwUIShortcutMenu.destroy()};eDwUIBaseEventHandlers.doModelDataUnloadActions=function(iViewer){l_unloadUIPlugins();if(iViewer)iViewer.unregister();eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer};eDwUIBaseEventHandlers.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iViewer.getModel().getActiveModelView(),true)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,true)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,false)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_2.eDwUIShortcutMenu.hide()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_3.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_3[_i];console.debugLog("NodeAttribChanged","Node (name = "+hierNodeAndAttribs.HierNode.Name+", ID = "+hierNodeAndAttribs.HierNode.HOOPSID+") attributes = "+JSON.stringify(hierNodeAndAttribs.Attribs))}}eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIBaseEventHandlers.prototype.onResize=function(iEvent,iViewer){if(iViewer)iViewer.HCViewer.resizeCanvas();l_onResize()};eDwUIBaseEventHandlers.prototype.setOneLayerVisibility=function(layerName,isVisible){var layers=this.mViewer.getModel().getLayers();var layer;for(var _i=0,layers_1=layers;_i<layers_1.length;_i++){layer=layers_1[_i];if(layer.getName()===layerName)break}if(!layer)return;this.setLayersVisibility([layer],isVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");var isAnyShow=false,isAnyHidden=false;$.each(eachLayer,(function(iIdx,iTarget){if($(iTarget).prop("checked")){isAnyShow=true}else{isAnyHidden=true}}));var allLayerBox=$("#edrawings-layer-control-menu .layer-all");if(isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",true)}if(isAnyShow&&!isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",true)}if(!isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setAllLayerVisibility=function(iVisible){var activeModelView=this.mViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return;this.setLayersVisibility(this.mViewer.getModel().getLayers(),iVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");if(iVisible){eachLayer.prop("checked",true)}else{eachLayer.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setLayersVisibility=function(iLayers,iVisible){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setNodeVisCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setNodeVisCmd=new eDwSetLayerVisibilityCmd(this.mViewer,iLayers,iVisible);return[4,eDwCommandMgr.get().run(setNodeVisCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.handleSelectionChange=function(iViewer,iSelObjs,iIsObjSelected){var model=iViewer.getModel();if(!model.isDrawing())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjs_1=iSelObjs;_i<iSelObjs_1.length;_i++){var selObj=iSelObjs_1[_i];var selIDHC=selObj.getNodeId();if(!utils.isNumber(selIDHC))continue;var selHierNode=activeModelView.Nodes[selIDHC];eDwUIUtils.scrollToTreeNode(selHierNode,iIsObjSelected)}};return eDwUIBaseEventHandlers}();var c_hudBarIconWidth=2+44;var c_toolBarIconWidth=5+2+44;var c_hudBarContentThresholdWidth=2+2*46;var c_filenameBlockThresholdWidth=50;var c_toolBarContentThresholdHeight=2*46;function l_loadUIPlugins(iViewer){var _this=this;if(!iViewer)return;try{(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginMgr;return __generator(this,(function(_a){switch(_a.label){case 0:pluginMgr=eDwUIPluginMgr.get();return[4,pluginMgr.loadPlugins(["eDwUIHierNodeVisMenuItemsPlugin" , "eDwUIMoveComponentPlugin", "eDwUIModelViewTabsPlugin", "eDwUIExplodePlugin", "eDwUIConfigurationsPlugin", "eDwUIComponentTreePlugin", "eDwUIMeasurePlugin"],iViewer)];case 1:_a.sent();return[4,pluginMgr.loadDynamicPlugins(iViewer)];case 2:_a.sent();return[4,eDwUIUtils.loadComponentHTML()];case 3:_a.sent();iViewer.resetDrawMode();return[4,eDwEventMgr.get().fireEvent(eDwEvents.InitFullUIEvent,iViewer)];case 4:_a.sent();return[2]}}))}))})()}catch(iExcp){console.warn("Plugin loading did not complete.")}}function l_unloadUIPlugins(){eDwUIPluginMgr.get().destroy()}function l_resizeTopBar(){var topBarJQ=$("#edrawings-top-bar");var filenameBlockJQ=$("#edrawings-filename-block");var hudBarJQ=$("#edrawings-hud-bar");var hudBarContentJQ=hudBarJQ.find(".edrawings-hud-bar-content");var filenameBlockOffset=filenameBlockJQ.offset();var filenameBlockInnerWidth=filenameBlockJQ.css("display")==="none"?0:filenameBlockJQ.innerWidth();var filenameBlockRight=filenameBlockOffset.left+filenameBlockInnerWidth;var hudBarOffset=hudBarJQ.offset();var leftButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(filenameBlockOffset.left!==hudBarOffset.left&&Math.abs(filenameBlockRight-hudBarOffset.left)>1){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});l_resizeTopBar()}else if(hudBarContentJQ[0].scrollWidth===0||hudBarContentJQ.width()>=hudBarContentJQ[0].scrollWidth){topBarJQ.removeClass("edrawings-collided-hud-bar");hudBarJQ.removeClass("edrawings-collided");hudBarJQ.css({left:""})}}else{if(filenameBlockOffset.left!==hudBarOffset.left&&filenameBlockRight>hudBarOffset.left){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});topBarJQ.addClass("edrawings-collided-hud-bar");hudBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(hudBarContentJQ[0].scrollLeft,hudBarContentJQ[0].scrollWidth,hudBarContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,hudBarJQ);if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(hudBarContentJQ.innerWidth()<c_hudBarContentThresholdWidth){if(filenameBlockJQ.width()>c_filenameBlockThresholdWidth){if(topBarJQ.hasClass("edrawings-out-of-view")){topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.addClass("edrawings-out-of-view")}}else{if(filenameBlockJQ[0].scrollWidth-filenameBlockInnerWidth>1){if(filenameBlockJQ.width()<c_filenameBlockThresholdWidth){topBarJQ.addClass("edrawings-out-of-view")}else{topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.removeClass("edrawings-out-of-view")}}}else{topBarJQ.removeClass("edrawings-out-of-view")}}function l_resizeToolBar(){var leftBarJQ=$("#edrawings-left-bar.edrawings-tool-bar");var leftBarContentJQ=leftBarJQ.find(".edrawings-bottom-centered-icons");var toolBarContentJQ=leftBarContentJQ.find(".edrawings-tool-bar-content");var upButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-up").parent(".edrawings-arrow-wrapper");var downButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-down").parent(".edrawings-arrow-wrapper");if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ[0].scrollHeight>0&&toolBarContentJQ[0].scrollHeight<=leftBarContentJQ.innerHeight()){leftBarJQ.removeClass("edrawings-collided")}}else{if(leftBarContentJQ[0].scrollHeight>0&&leftBarContentJQ[0].scrollHeight>Math.round(leftBarContentJQ.innerHeight())){leftBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(toolBarContentJQ[0].scrollTop,toolBarContentJQ[0].scrollHeight,toolBarContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,leftBarJQ);if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ.innerHeight()<c_toolBarContentThresholdHeight){leftBarJQ.addClass("edrawings-out-of-view")}else{leftBarJQ.removeClass("edrawings-out-of-view")}}else{leftBarJQ.removeClass("edrawings-out-of-view")}}function l_onResize(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){l_resizeTopBar();l_resizeToolBar();l_positionMenuPanelCollapseButton();l_fixMenuPanelInwardToolbar();return[2]}))}))}function l_positionTicker(iMouseEvent,iItemJQ,iText){var tickerMinWidth=100;var tickerMinHeight=34;var scrollWidthPadding=2;var tickerJQ=$(".edrawings-ticker");var itemOffset=iItemJQ.offset();var tickerLeft=iMouseEvent.clientX;var tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding;var tickerTop=itemOffset.top-tickerMinHeight;var tickerAnimation=false;tickerJQ.text(iText);if(iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding>=window.innerWidth){var diff=iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding-window.innerWidth;if(iMouseEvent.clientX>=diff){tickerLeft=iMouseEvent.clientX-diff;tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding}else{tickerLeft=0;tickerAnimation=true;if(window.innerWidth>tickerMinWidth){tickerWidth=window.innerWidth}else{tickerWidth=tickerMinWidth}var threeTimes=[iText,iText,iText].join("   ");tickerJQ.text(threeTimes)}}if(itemOffset.top-tickerMinHeight<=0){if(itemOffset.top+iItemJQ[0].clientHeight+tickerMinHeight<=window.innerHeight){tickerTop=itemOffset.top+iItemJQ[0].clientHeight}else{var diff=iMouseEvent.clientY+tickerMinHeight-window.innerHeight;if(iMouseEvent.clientY>diff){tickerTop=iMouseEvent.clientY-diff}else{tickerTop=0}}}var tickerwrapJQ=tickerJQ.closest(".edrawings-ticker-wrapper");tickerwrapJQ.offset({left:tickerLeft,top:tickerTop}).css("width",tickerWidth).removeClass("edrawings-ui-hide");if(tickerAnimation){tickerwrapJQ.addClass("edrawings-animation")}}function l_hideTicker(){var tickerwrapJQ=$(".edrawings-ticker-wrapper");if(!tickerwrapJQ.hasClass("edrawings-ui-hide")){var tickerJQ=tickerwrapJQ.find(".edrawings-ticker");tickerJQ.text("");tickerwrapJQ.addClass("edrawings-ui-hide").removeClass("edrawings-animation").css("left","").css("top","").css("width","")}}function l_positionMenuPanelCollapseButton(){var activeButtonsJQ=$(".edrawings-tool-button.active-button");if(activeButtonsJQ.length){if(eDwUIUtils.scrollToTarget(activeButtonsJQ)){l_resizeToolBar()}var collapsedPanelsJQ=$(".edrawings-submenu.active.edrawings-collapsed");if(collapsedPanelsJQ.length){var attrStyle=collapsedPanelsJQ.find(".edrawings-menu-panel-arrow-collapse").attr("style");if(!!attrStyle){eDwUIUtils.positionMenuPanelArrowCollapseButton(collapsedPanelsJQ,activeButtonsJQ)}}}}function l_fixMenuPanelInwardToolbar(){var panelsJQ=$(".edrawings-submenu.active:not(.edrawings-collapsed),            .edrawings-hud-menu.active");panelsJQ.each((function(iIndex,iPanel){var panelJQ=$(iPanel);eDwUIUtils.fixMenuPanelInwardToolbar(panelJQ)}))}function l_scrollUIBar(iContentJQ,iDeactivateButtonClass,iDeactivateMenuClass,iScrollDist,iBarJQ){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iContentJQ&&iContentJQ.length>0))return[3,2];return[4,eDwUIUtils.deactivateUI(iDeactivateButtonClass,iDeactivateMenuClass)];case 1:_a.sent();eDwUIUtils.executeScrolling(iScrollDist,0,iContentJQ,iBarJQ);_a.label=2;case 2:return[2]}}))}))}return eDwUIBaseEventHandlers}));define("eDwUIBasePlugin",["require","exports","eDwUIHTMLEventMgr","eDwEventMgr","eDwEvents","eDwUIShortcutMenu","eDwUIUtils","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwEventMgr,eDwEvents_6,eDwUIShortcutMenu_3,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIBasePlugin=void 0;var eDwUIBasePlugin=function(){function eDwUIBasePlugin(iPluginGroupName,iViewer,iButtonInfo,iViewerFeatOpts){var _this=this;if(iViewer===void 0){iViewer=null}if(iButtonInfo===void 0){iButtonInfo=null}if(iViewerFeatOpts===void 0){iViewerFeatOpts=null}console.debugLog("UIPlugin","Constructed "+iPluginGroupName+" plugin.");this.mPluginGroupName=iPluginGroupName;this.mViewer=iViewer;this.mViewerFeatOpts=iViewerFeatOpts||iViewer&&iViewer.ViewerFeatureOpts;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mPluginDependencies=[];this.mPluginButtonInfo=iButtonInfo;if(iViewer){eDwUIShortcutMenu_3.eDwUIShortcutMenu.get().setPluginCheck(iPluginGroupName,(function(iPluginName){return _this.check(iPluginName)}))}}eDwUIBasePlugin.prototype.init=function(iPanelsToLoad){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPanelsToLoad_1,panelToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",true);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",true);if(!iPanelsToLoad)return[3,2];promises=[];for(_i=0,iPanelsToLoad_1=iPanelsToLoad;_i<iPanelsToLoad_1.length;_i++){panelToLoad=iPanelsToLoad_1[_i];utils.appendToArray(this.loadPanel(panelToLoad.ID,panelToLoad.HTML),promises)}return[4,Promise.all(promises)];case 1:_a.sent();_a.label=2;case 2:this.addEventHandlers();return[2]}}))}))};eDwUIBasePlugin.prototype.onClick=function(iActivate){};eDwUIBasePlugin.prototype.destroy=function(){this.removeEventHandlers();this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",false);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",false);console.debugLog("UIPlugin","Destroyed "+this.mPluginGroupName+" plugin.")};eDwUIBasePlugin.prototype.initPluginButton=function(){if(this.mPluginButtonInfo){var buttonJQ=$(this.mPluginButtonInfo.ID);if(buttonJQ){buttonJQ.removeClass("edrawings-icon-plugin");eDwUIUtils.hide(this.mPluginButtonInfo.ID,false)}}};eDwUIBasePlugin.prototype.check=function(iPluginName){return iPluginName===this.PluginGroupName};eDwUIBasePlugin.prototype.isButtonForThisPlugin=function(iButtonJQ){return iButtonJQ&&iButtonJQ.length&&this.mPluginButtonInfo&&this.mPluginButtonInfo.ID&&this.mPluginButtonInfo.ID.indexOf(iButtonJQ[0].id)>-1?true:false};eDwUIBasePlugin.prototype.addEventHandlers=function(){};eDwUIBasePlugin.prototype.removeEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers()};eDwUIBasePlugin.prototype.onActivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.onDeactivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.addAppObjEvent=function(iAppEvent,iEventObjMethod,iAdd){var eventMgr=eDwEventMgr.get();var eventMgrMethod=iAdd?"addEventHandlerObj":"removeEventHandlerObj";eventMgr[eventMgrMethod](iAppEvent,this,iEventObjMethod)};eDwUIBasePlugin.prototype.loadPanel=function(iPanelID,iHTMLFileName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.loadPanel(iPanelID,iHTMLFileName)];case 1:return[2,_a.sent()]}}))}))};Object.defineProperty(eDwUIBasePlugin.prototype,"PluginGroupName",{get:function(){return this.mPluginGroupName},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"PluginButtonID",{get:function(){return this.mPluginButtonInfo?this.mPluginButtonInfo.ID:""},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"Dependencies",{get:function(){return this.mPluginDependencies},enumerable:false,configurable:true});return eDwUIBasePlugin}();exports.eDwUIBasePlugin=eDwUIBasePlugin}));define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwTypes"],(function(require,exports,eDwUIHTMLGenerator_1,eDwTypes_15){"use strict";var _a;var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return l_getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(l_getHCNode(iNode))||"unknown node name"};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(l_getHCNode(iNode))||NaN};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(l_getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var _this=this;var nodeIDHC=this.forNodeGetID(iNode);(function(){return __awaiter(_this,void 0,void 0,(function(){var meshIDs,numMeshIDs;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mHCModel.getMeshIds([nodeIDHC])];case 1:meshIDs=_a.sent();numMeshIDs=meshIDs.length;console.log("Node ID: "+nodeIDHC+" Num mesh IDs: "+numMeshIDs);return[2]}}))}))})();return this.forNodeGetName(iNode)+" ID: "+nodeIDHC+" TYPE: "+c_nodeTypes[this.mHCModel.getNodeType(nodeIDHC)]+" VISIBLE: "+this.mHCModel.getNodeVisibility(nodeIDHC)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);var c_nodeTypes=(_a={},_a[eDwTypes_15.HC.NodeType.AssemblyNode]="Assembly",_a[eDwTypes_15.HC.NodeType.Body]="Body",_a[eDwTypes_15.HC.NodeType.BodyInstance]="Body Instance",_a[eDwTypes_15.HC.NodeType.BrepBody]="BRep Body",_a[eDwTypes_15.HC.NodeType.CadView]="CAD View",_a[eDwTypes_15.HC.NodeType.DrawingSheet]="Drawing Sheet",_a[eDwTypes_15.HC.NodeType.Part]="Part",_a[eDwTypes_15.HC.NodeType.PartInstance]="Part Instance",_a[eDwTypes_15.HC.NodeType.Pmi]="PMI",_a[eDwTypes_15.HC.NodeType.PmiBody]="PMI Body",_a[eDwTypes_15.HC.NodeType.PointsBody]="Points Body",_a[eDwTypes_15.HC.NodeType.TessBody]="Tessellation Body",_a[eDwTypes_15.HC.NodeType.Unknown]="Unknown",_a[eDwTypes_15.HC.NodeType.ViewFrame]="View Frame",_a[eDwTypes_15.HC.NodeType.WireBody]="Wire Body",_a);function l_isHCNode(iNode){return!isNaN(iNode)}function l_getHCNode(iNode){if(!l_isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator}));define("eDwUIHTMLEventMgr",["require","exports","eDwUIUtils"],(function(require,exports,eDwUIUtils){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();return this.commonAddEventHandler(ancestorElementID,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;return this.commonAddEventHandler(iElemID,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}delete this.mEventHandlerData[eventName]}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElemID,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElemID)return false;var elements=[];if(iElemID==="window")elements.push(window);else if(iElemID==="document")elements.push(document);else elements=$(iElemID).toArray();if(!elements.length)return false;var handlersOfEvent=this.mEventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=this.mEventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=handlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){for(var _i=0,elements_1=elements;_i<elements_1.length;_i++){var element=elements_1[_i];element.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}}elemHandlers.MainDispatcher=function(ioEvent){eventDispatcher(ioEvent,elemHandlers.Handlers)};for(var _a=0,elements_2=elements;_a<elements_2.length;_a++){var element=elements_2[_a];element.addEventListener(iEventName,elemHandlers.MainDispatcher,true);elemHandlers.Handlers.push({EventTarget:element,ElementID:iElemID,TargetElemClasses:iElemClasses,Handler:iEventHandler})}console.debugLog("UIEventMgr","Added event - name = "+iEventName+", id = "+iElemID+", classes = "+iElemClasses+", Num handlers = "+elemHandlers.Handlers.length);return true};eDwUIHTMLEventMgr.prototype.removeEventHandlersByID=function(iElemID,iEventName,ioHandlersOfEvent){var handlersRemoved=false;var elemHandlers=ioHandlersOfEvent[iElemID];if(elemHandlers&&elemHandlers.Handlers.length){console.debugLog("UIEventMgr","Removed "+elemHandlers.Handlers.length+" handlers for event "+iEventName+" on element ID "+iElemID);for(var _i=0,_a=elemHandlers.Handlers;_i<_a.length;_i++){var handler=_a[_i];handler.EventTarget.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}elemHandlers.Handlers=[];handlersRemoved=true}else{console.debugLog("UIEventMgr","Tried to remove handlers for event "+iEventName+" on element ID "+iElemID+" but they were removed already.")}return handlersRemoved};return eDwUIHTMLEventMgr}();function eventDispatcher(ioEvent,iHandlerObjs){if(!iHandlerObjs||!iHandlerObjs.length)return;console.debugLog("UIEvents","Event = "+ioEvent.type+", Num handlers = "+iHandlerObjs.length);var runHandler=false;var targetJQ=eDwUIUtils.getAsJQueryObj(ioEvent.target);while(targetJQ.length&&!runHandler){for(var _i=0,iHandlerObjs_1=iHandlerObjs;_i<iHandlerObjs_1.length;_i++){var handlerObj=iHandlerObjs_1[_i];var targetClassName=targetJQ.className;console.debugLog("UIEvents","  element ID = "+handlerObj.ElementID+", target classes = "+handlerObj.TargetElemClasses+(targetClassName?", event target classes = "+targetClassName:""));var targetElemClasses=handlerObj.TargetElemClasses;var classes=targetElemClasses?targetElemClasses.split(" "):[];var numMatches=0;for(var j=0;j<classes.length;j++){numMatches+=targetJQ.hasClass(classes[j])?1:0}if(numMatches!==classes.length)continue;handlerObj.Handler(ioEvent);runHandler=true;var eventJQ=$(ioEvent);if(ioEvent.cancelable&&ioEvent.cancelBubble||eventJQ.isPropagationStopped&&eventJQ.isPropagationStopped()){return}}targetJQ=eDwUIUtils.getAsJQueryObj(targetJQ.parent());if(!runHandler&&targetJQ.length){console.debugLog("UIEvents","Events not found on target, checking parent "+"id="+targetJQ.id+", class="+targetJQ.className)}else if(!runHandler){console.debugLog("UIEvents","No matching events found on target.")}else{console.debugLog("UIEvents","Done processing event handlers.")}}}return eDwUIHTMLEventMgr}));define("eDwUIHTMLGenerator",["require","exports","eDwHierarchyNode","utils"],(function(require,exports,eDwHierarchyNode,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIHTMLGenerator=void 0;var cDefaultInitialLeftPaddingInPX=4;var cDefaultLeftPaddingInPX=27;var eDwUIHTMLGenerator=function(){function eDwUIHTMLGenerator(iViewer,iPanelUIID,iInitialLeftPaddingInPX,iLeftPaddingInPX){if(iInitialLeftPaddingInPX===void 0){iInitialLeftPaddingInPX=cDefaultInitialLeftPaddingInPX}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=cDefaultLeftPaddingInPX}this.mViewer=iViewer;this.mPanelUIID=iPanelUIID;this.mLeftPaddingInPX=iLeftPaddingInPX;this.mInitialLeftPaddingInPX=iInitialLeftPaddingInPX}eDwUIHTMLGenerator.prototype.generateHTMLForChildNodes=function(iParentNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var offset=this.computeOffset(iLeftPaddingInPX);var childrenNodes=this.forNodeGetChildren(iParentNode);for(var _i=0,childrenNodes_1=childrenNodes;_i<childrenNodes_1.length;_i++){var childNode=childrenNodes_1[_i];var descendentsHTML=iIncludeAllDescendents?this.generateHTMLForChildNodes(childNode,iIncludeAllDescendents,offset):"";if(!this.shouldIncludeNode(childNode)&&descendentsHTML.length===0){continue}var moreClasses=descendentsHTML?" edrawings-tree-expanded ":"";var nodeHTML=this.generateHTMLForNode(childNode,offset,moreClasses);generatedHTML+=nodeHTML+descendentsHTML}return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTMLForNode=function(iNode,iLeftPaddingInPX,iAdditionalClasses,iIgnoreChildren){if(iAdditionalClasses===void 0){iAdditionalClasses=""}if(iIgnoreChildren===void 0){iIgnoreChildren=false}var additionalClasses=iAdditionalClasses.replace("edrawings-tree-expanded","");var expanded=iAdditionalClasses.length!==additionalClasses.length;var highlight=this.getHighlightClass(iNode);var nonRootClass=additionalClasses.indexOf("edrawings-root")>-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="<div class='edrawings-submenu-list-item"+highlight+" "+additionalClasses+"' style='padding-left: "+currOffset+"; width:calc(100% - "+currOffset+");' "+this.forNodeGetDataAttributes(iNode)+">";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+="<span class='item-tree-text"+highlight+" "+additionalClasses+"' "+this.forNodeGetDataAttributes(iNode)+"style='margin-left: 0px;'>"+this.forNodeGetElementContent(iNode)+"</span>";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="</div>";return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,""]}))}))};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_5=modelViews;_i<modelViews_5.length;_i++){var modelView=modelViews_5[_i];var hierNode=modelView.Nodes[iNodeID];if(hierNode)return hierNode}return undefined};eDwUIHTMLGenerator.getDisplayStateCSSClass=function(iHierNode,iNewAttrib){var classCSS="edrawings-"+iHierNode.Category;classCSS+=iHierNode.isActive()?"":"-inactive";var dummyNode=eDwHierarchyNode.create(iNewAttrib);var displayState=iNewAttrib?dummyNode.getDisplayState(iHierNode.getAttribs()):iHierNode.getDisplayState();switch(displayState){case"Invisible":classCSS+="-invisible";break;case"Visible":classCSS+="-visible";break;case"Transparent":classCSS+="-transparent";break;default:console.debugLog("UI","Invalid node display type: "+displayState)}return classCSS};eDwUIHTMLGenerator.prototype.shouldIncludeNode=function(iNode){var searchField=$(this.mPanelUIID+" .edrawings-menu-search-input");if(searchField&&searchField.val()){var regex=new RegExp(searchField.val(),"i");if(this.forNodeGetName(iNode).search(regex)<0)return false}return true};eDwUIHTMLGenerator.prototype.getHighlightClass=function(iNode){var isSelected=this.mViewer.SelectionMgr.isSelected(this.forNodeGetID(iNode));return isSelected?" edrawings-list-selected ":""};eDwUIHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="";if(!iIgnoreChildren&&this.forNodeHasChildren(iNode)){generatedHTML+="edrawings-tree-arrow "+"edrawings-tree-arrow-space-common ";if(iNodeExpanded)generatedHTML+="edrawings-tree-expanded "}else{generatedHTML+="edrawings-tree-space "+"edrawings-tree-arrow-space-common "}return generatedHTML};eDwUIHTMLGenerator.prototype.getPreSpanHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="<div class='"+this.getPreSpanIconHTML(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren);var nodeIconClass=this.forNodeGetDisplayStateCSSClass(iNode);generatedHTML+=iAdditionalClasses+"' data-hoopsid='"+this.forNodeGetID(iNode)+"'> </div> <div class='"+nodeIconClass+" "+iAdditionalClasses+" edrawings-tree-icon'> </div>";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"<div class='edrawings-submenu-list-item-button "+iAdditionalClasses+"'> </div>"};eDwUIHTMLGenerator.prototype.computeOffset=function(iLeftPaddingInPX){if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}return utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX:iLeftPaddingInPX+this.mLeftPaddingInPX};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=l_getHierarchyNode(iNode).Parent;return parentHierNode?parentHierNode.HOOPSID:NaN};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=l_getHierarchyNode(iNode).getChildrenAndKeys();return Object.keys(childrenObj).map((function(key){return childrenObj[key]}))};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(l_getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();exports.eDwUIHTMLGenerator=eDwUIHTMLGenerator;function l_getHierarchyNode(iNode){if(!eDwHierarchyNode.isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}}));define("eDwUIHierNodeVisMenuItemsPlugin",["require","exports","eDwCommandMgr","eDwSetHierNodeAttribsCmd","eDwShowOnlyCmd","eDwUIUtils","eDwEventMgr","eDwUIShortcutMenu","eDwKeyMgr","eDwEvents","eDwTypes","eDwUIBasePlugin","utils"],(function(require,exports,eDwCommandMgr,eDwSetHierNodeAttribsCmd,eDwShowOnlyCmd,eDwUIUtils,eDwEventMgr,eDwUIShortcutMenu_4,eDwKeyMgr_4,eDwEvents_7,eDwTypes_16,eDwUIBasePlugin_1,utils){"use strict";var eDwUIHierNodeVisMenuItemPlugin=function(_super){__extends(eDwUIHierNodeVisMenuItemPlugin,_super);function eDwUIHierNodeVisMenuItemPlugin(iViewer,iViewerFeatOpts){return _super.call(this,"HideShow",iViewer)||this}eDwUIHierNodeVisMenuItemPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){function isNotPartModel(iViewer){return!iViewer.getModel().isPart()}var shortcutMenu,isVisibleForASMAndDRW,isVisibleForASM,isVisibleNonRootForASMAndDRW;var _this=this;return __generator(this,(function(_a){_super.prototype.init.call(this);shortcutMenu=eDwUIShortcutMenu_4.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}isVisibleForASMAndDRW=function(iViewer,iIsSelected){return iIsSelected&&isNotPartModel(iViewer)};isVisibleForASM=function(iViewer,iIsSelected){return iIsSelected&&iViewer.getModel().isAssembly()};isVisibleNonRootForASMAndDRW=function(iViewer,iIsSelected){var model=iViewer.getModel();var modelViewHierNode=model.getActiveModelView().Hierarchy;var lastSelHierNode=iViewer.SelectionMgr.getLastSelHierarchyNode();return iIsSelected&&(model.isDrawing()||model.isAssembly()&&modelViewHierNode!==lastSelHierNode.Parent)};shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-hide-show",(function(iEvent,iUIItemJQ,iArg){var selMgr=_this.mViewer.SelectionMgr;var selHierNodes=selMgr.getSelHierarchyNodes();if(selHierNodes&&selHierNodes.length){(function(){return __awaiter(_this,void 0,void 0,(function(){var attrib,selHideShowCmd;return __generator(this,(function(_a){switch(_a.label){case 0:attrib={Visible:!selHierNodes[0].getAttribs().Visible};selHideShowCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selHideShowCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-transp-solid",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,selHierNodes,attrib,selTransSolidCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();if(!(selHierNodes&&selHierNodes.length))return[3,2];attrib={Opaque:!selHierNodes[0].getAttribs().Opaque};selTransSolidCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selTransSolidCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASM);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-isolate",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,showOnlyCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;showOnlyCmd=new eDwShowOnlyCmd(this.mViewer,selMgr.getSelHierarchyNodes());return[4,eDwCommandMgr.get().run(showOnlyCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleNonRootForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-show-all",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var showAllCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showAllCmd=new eDwShowOnlyCmd(this.mViewer);return[4,eDwCommandMgr.get().run(showAllCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isNotPartModel);this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item-button","click",(function(iEvent){console.debugLog("UIPlugin","HideShow menu button click");var selected=false;var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var parentJQ=targetJQ.parent();eDwUIUtils.scrollToTarget(parentJQ);var selIDHC=eDwUIUtils.getIDHC(parentJQ);if(!isNaN(selIDHC)){var existingIdx=_this.mViewer.SelectionMgr.getSelectedNodeIDIndex(selIDHC);selected=existingIdx>-1?true:_this.mViewer.SelectionMgr.selectByID(selIDHC)}if(selected){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))})()}}));console.debugLog("UIPlugin","Added HideShow click event handler");this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseup",(function(iEvent){console.debugLog("UIPlugin","HideShow menu mouseup");var eventJQ=$(iEvent);var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(!targetJQ||!targetJQ.length||!eventJQ||!eventJQ.length||targetJQ.hasClass("edrawings-root")||targetJQ.hasClass("edrawings-tree-arrow")||targetJQ.hasClass("edrawings-tree-expanded")||targetJQ.hasClass("edrawings-tree-icon")){return}if(!targetJQ.hasClass("edrawings-submenu-list-item"))return;var mouseEvent=iEvent;var pressedRMB=eDwKeyMgr_4.eDwKeyMgr.isRMBPressed(mouseEvent);var selected=false;var selIDHC=eDwUIUtils.getIDHC(targetJQ);if(utils.isNumber(selIDHC)){if(!eDwKeyMgr_4.eDwKeyMgr.get().isDown("Shift")){selected=_this.mViewer.SelectionMgr.selectByID(selIDHC)}else{var selector=".edrawings-submenu-list-item"+".edrawings-list-selected:has([data-hoopsid])";var filter=".edrawings-submenu-list-item:has([data-hoopsid])";var collectionPrevJQ=targetJQ.prevUntil(selector,filter);if(collectionPrevJQ.length===0||collectionPrevJQ.last().prev(selector).length===0){collectionPrevJQ=$([])}var collectionNextJQ=targetJQ.nextUntil(selector,filter);if(collectionNextJQ.length===0||collectionNextJQ.last().next(selector).length===0){collectionNextJQ=$([])}var collectionJQ=$([]).add(collectionPrevJQ).add(targetJQ).add(collectionNextJQ);collectionJQ.each((function(iIdx,iElement){var elementJQ=$(iElement);var selIDHC=eDwUIUtils.getIDHC(elementJQ);_this.mViewer.SelectionMgr.selectByID(selIDHC)}));selected=true;iEvent.preventDefault()}}else{selected=!targetJQ.hasClass("edrawings-list-selected");targetJQ[selected?"addClass":"removeClass"]("edrawings-list-selected")}(function(){return __awaiter(_this,void 0,void 0,(function(){var eventMgr,onSelectDoRMB;var _this=this;return __generator(this,(function(_a){eventMgr=eDwEventMgr.get();onSelectDoRMB=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eventMgr.removeEventHandlerFunc(eDwEvents_7.SelectEvent,"onSelectDoRMB");return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))};if(selected&&pressedRMB){eventMgr.addEventHandlerFunc(eDwEvents_7.SelectEvent,onSelectDoRMB)}return[2]}))}))})()}));console.debugLog("UIPlugin","Added HideShow mouseup event handler");return[2]}))}))};eDwUIHierNodeVisMenuItemPlugin.prototype.check=function(iPluginName){return _super.prototype.check.call(this,iPluginName)||iPluginName===undefined};eDwUIHierNodeVisMenuItemPlugin.prototype.fireEvent=function(iEvent,iAppEvent){return __awaiter(this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iEvent||!iAppEvent||!this.mViewer)return[2];if(!(iAppEvent===eDwEvents_7.RightClickEvent))return[3,3];if(!utils.isOfType(iEvent,"clientX"))return[3,2];screenPos=new eDwTypes_16.HC.Point2(iEvent.clientX,iEvent.clientY);return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,screenPos,$(iEvent.target),this.PluginGroupName)];case 1:_a.sent();_a.label=2;case 2:return[3,5];case 3:if(!(iAppEvent===eDwEvents_7.UnselectEvent))return[3,5];return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,[])];case 4:_a.sent();_a.label=5;case 5:return[2]}}))}))};return eDwUIHierNodeVisMenuItemPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIHierNodeVisMenuItemPlugin}));define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwLayer","utils"],(function(require,exports,eDwUIHTMLGenerator_2,eDwLayer,utils){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,layers,_i,layers_2,layer;return __generator(this,(function(_a){generatedHTML="";layers=this.mViewer.getModel().getLayers();if(layers.length){generatedHTML+="<div class='edrawings-submenu-list-item "+"edrawings-root' style='padding-left: "+this.mInitialLeftPaddingInPX+"px; "+"width:calc(100% - "+this.mInitialLeftPaddingInPX+"px);'> "+"<input id='layer-all' class='layer-all "+" edrawings-layer-checkbox-style' "+" type='checkbox' checked> "+"<span class='item-tree-text'>"+"Name</span></div>"+"<hr style='margin-top:0;margin-left:5px;"+"margin-right:10px;'>"}for(_i=0,layers_2=layers;_i<layers_2.length;_i++){layer=layers_2[_i];if(!this.shouldIncludeNode(layer))continue;generatedHTML+=this.generateHTMLForNode(layer,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUILayerHTMLGenerator.prototype.getPreSpanHTML=function(iLayer,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return"<input class='item-layer-checkbox"+" edrawings-layer-checkbox-style' type='checkbox' "+(iLayer.getAttribs().Visible?"checked":"unchecked")+">"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUILayerHTMLGenerator.prototype.shouldIncludeNode=function(iLayer){return true};eDwUILayerHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getLayer(iNode).getName()};eDwUILayerHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getLayer(iNode).getIDHC()};eDwUILayerHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return NaN};eDwUILayerHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childNodes=[];if(this.mViewer.ViewerFeatureOpts.Debug){childNodes=l_getLayer(iNode).getNodeIDsHC()}return childNodes};eDwUILayerHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return""};eDwUILayerHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator_2.eDwUIHTMLGenerator);function l_getLayer(iNode){if(!utils.isInstanceOf(iNode,eDwLayer)){throw new Error("Not a layer:\n"+JSON.stringify(iNode))}return iNode}return eDwUILayerHTMLGenerator}));define("eDwUIMessageReporter",["require","exports","eDwUIUtils","utils"],(function(require,exports,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.showMessageInDebugPanel=exports.showMessagePanelFromCSScontent=exports.showResultPanel=exports.showServerLoadErrorPanel=void 0;function showServerLoadErrorPanel(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({},"edrawings-server-load-failure-1")];case 1:_a.sent();return[4,l_showServerError(iServerID,iModelCacheName)];case 2:_a.sent();return[2]}}))}))}exports.showServerLoadErrorPanel=showServerLoadErrorPanel;function showResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=false;if(!utils.isOfType(iResult,"ServerID"))return[3,2];return[4,l_showConversionResultPanel(iResult)];case 1:showButtons=_b.sent();return[3,5];case 2:_a=iResult.ErrorCode;return[3,3];case 3:return[4,l_showPanelGeneric(iResult)];case 4:showButtons=_b.sent();return[3,5];case 5:return[2,showButtons]}}))}))}exports.showResultPanel=showResultPanel;function showMessagePanelFromCSScontent(iTextClass,iOptions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText(!!iOptions?iOptions:{},iTextClass)];case 1:_a.sent();return[4,l_showMessagePanel()];case 2:_a.sent();return[2]}}))}))}exports.showMessagePanelFromCSScontent=showMessagePanelFromCSScontent;function showMessageInDebugPanel(iMsg){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_showMessagePanel(iMsg,true,true)];case 1:_a.sent();return[2]}}))}))}exports.showMessageInDebugPanel=showMessageInDebugPanel;function l_showConversionResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=l_shouldShowButtons();_a=iResult.ErrorCode;switch(_a){case"URLNotAccessible":return[3,1];case"UnsupportedFileType":return[3,4];case"UnknownLicenseError":return[3,7];case"LicenseVersionMismatch":return[3,10];case"NoMoreLicenses":return[3,13];case"CannotConnectToLicenseServer":return[3,16];case"LicenseExpired":return[3,19];case"UnknownError":return[3,22]}return[3,25];case 1:return[4,l_addParagraphToPanelText({"data-file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible")];case 2:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_b.sent();return[3,29];case 4:return[4,l_addParagraphToPanelText({"data-file":iResult.FileName},"edrawings-server-unsupported-file-type")];case 5:_b.sent();return[4,l_showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close")];case 6:_b.sent();return[3,29];case 7:return[4,l_addParagraphToPanelText({},"edrawings-unknown-license-error")];case 8:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 9:_b.sent();return[3,29];case 10:return[4,l_addParagraphToPanelText({},"edrawings-license-version-mismatch-error")];case 11:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 12:_b.sent();return[3,29];case 13:return[4,l_addParagraphToPanelText({},"edrawings-no-licenses-error")];case 14:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 15:_b.sent();return[3,29];case 16:return[4,l_addParagraphToPanelText({},"edrawings-license-server-connection-error")];case 17:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 18:_b.sent();return[3,29];case 19:return[4,l_addParagraphToPanelText({},"edrawings-license-expired-error")];case 20:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 21:_b.sent();return[3,29];case 22:return[4,l_addParagraphToPanelText({},"edrawings-unknown-error")];case 23:_b.sent();return[4,l_showServerError(iResult.ServerID,iResult.ModelCacheName)];case 24:_b.sent();return[3,29];case 25:if(!l_isDebug())return[3,27];return[4,l_showPanelGeneric(iResult)];case 26:_b.sent();return[3,28];case 27:showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName);_b.label=28;case 28:return[3,29];case 29:return[2,showButtons]}}))}))}function l_showPanelGeneric(iResult){return __awaiter(this,void 0,void 0,(function(){var _a,msg,classes,_i,_b,data;return __generator(this,(function(_c){switch(_c.label){case 0:_a=iResult.ErrorCode;switch(_a){case"AJAXFailure":return[3,1];case"IncompleteFileProcessing":return[3,4];case"ModelLoadInViewerFailed":return[3,7]}return[3,11];case 1:return[4,l_addParagraphToPanelText({},"edrawings-server-ajax-failure")];case 2:_c.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_c.sent();return[3,13];case 4:return[4,l_addParagraphToPanelText({},"edrawings-unable-process-file")];case 5:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 6:_c.sent();return[3,13];case 7:return[4,l_addParagraphToPanelText({"data-error-message":iResult.ErrorData[0]},"edrawings-viewer-load-failure")];case 8:_c.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iResult.ErrorData[1]},"edrawings-server-load-failure-3")];case 9:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 10:_c.sent();return[3,13];case 11:msg="";classes="edrawings-dialog-no-close";switch(iResult.ErrorCode){case"Error":classes+=" edrawings-error-title";break;case"Warn":classes+=" edrawings-warn-title";break;default:classes+=" edrawings-info-title";msg+="<div>"+iResult.ErrorCode+"</div>";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="<div style='white-space: nowrap'>"+data+"</div>"}return[4,l_showMessagePanel(msg,true,false,classes)];case 12:_c.sent();return[3,13];case 13:return[2,l_shouldShowButtons()]}}))}))}function l_addParagraphToPanelText(iOptions,iTextClass){return __awaiter(this,void 0,void 0,(function(){function getValue(iValue){return typeof iValue==="string"?"'"+iValue+"'":iValue.toString()}var msgPanelTextJQ,div,optionKeys,_i,optionKeys_1,optionKey;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();div="<div class='"+iTextClass+" edrawings-dialog-content'";optionKeys=Object.keys(iOptions);for(_i=0,optionKeys_1=optionKeys;_i<optionKeys_1.length;_i++){optionKey=optionKeys_1[_i];div+=" "+optionKey+"="+getValue(iOptions[optionKey])}div+="></div>";msgPanelTextJQ.append(div);return[2]}}))}))}function l_showMessagePanel(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}return __awaiter(this,void 0,void 0,(function(){var msgPanelTextJQ,opts,msgPanel,msgPanelTitleJQ,text;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();if(iMsg)msgPanelTextJQ.html(iMsg);opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}$.extend(opts,{beforeClose:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().off("drop")},open:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().on("drop",(function(iEvent2){iEvent2.preventDefault();iEvent2.stopPropagation()}))}});eDwUIUtils.hide("#WaitBanner",true);msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){msgPanelTitleJQ=msgPanel.prev().find(".ui-dialog-title");text="";if(msgPanelTitleJQ){text=msgPanelTitleJQ.css("content").replace(/^['"]+|\\|(;\s?})+|['"]$/g,"")}msgPanelTitleJQ.text(text)}return[2]}}))}))}function l_shouldShowButtons(){var viewerHTMLElem=$(eDwUIUtils.getViewerElementID()).get(0);return $._data(viewerHTMLElem,"events").dragover}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug||false}function l_getDialogPanelTextElem(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!!lDialogTextJQ.length)return[3,2];return[4,eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html")];case 1:_a.sent();lDialogTextJQ=$("#edrawings-dialog-panel-text");_a.label=2;case 2:return[2,lDialogTextJQ]}}))}))}function l_showServerError(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({"data-server-id":iServerID},"edrawings-server-load-failure-2")];case 1:_a.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iModelCacheName},"edrawings-server-load-failure-3")];case 2:_a.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_a.sent();return[2]}}))}))}var lDialogTextJQ=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_i<modelViews_6.length;_i++){modelView=modelViews_6[_i];modelViewHierNode=modelView.Hierarchy;if(!this.shouldIncludeNode(modelViewHierNode)){continue}generatedHTML+=this.generateHTMLForNode(modelViewHierNode,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUIModelViewHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};eDwUIModelViewHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUIModelViewHTMLGenerator}(eDwUIHTMLGenerator_3.eDwUIHTMLGenerator);return eDwUIModelViewHTMLGenerator}));define("eDwUIPluginMgr",["require","exports","eDwServiceMgr","eDwGenericError","utils"],(function(require,exports,eDwServiceMgr,eDwGenericError,utils){"use strict";var eDwUIPluginMgr=function(){function eDwUIPluginMgr(){this.clearPluginData()}eDwUIPluginMgr.prototype.loadPlugins=function(iPluginClassNames,iViewer,iViewerFeatOpts){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPluginClassNames_1,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iPluginClassNames.length)return[2];promises=[];for(_i=0,iPluginClassNames_1=iPluginClassNames;_i<iPluginClassNames_1.length;_i++){pluginClassName=iPluginClassNames_1[_i];if(!pluginClassName)continue;l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),promises)}return[4,Promise.all(promises)];case 1:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.loadDynamicPlugins=function(iViewer){return __awaiter(this,void 0,void 0,(function(){var pluginClassNames;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwServiceMgr.get().importPlugins()];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer)];case 2:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.onClick=function(iID,iActivate){var plugin=this.mIDToPluginMap[iID];if(plugin){plugin.onClick(iActivate);return true}return false};eDwUIPluginMgr.prototype.destroy=function(){for(var _i=0,_a=this.mUIPlugins;_i<_a.length;_i++){var plugin=_a[_i];plugin.destroy()}this.clearPluginData();eDwUIPluginMgr.sMgr=null};eDwUIPluginMgr.get=function(){if(!eDwUIPluginMgr.sMgr){eDwUIPluginMgr.sMgr=new eDwUIPluginMgr}return eDwUIPluginMgr.sMgr};eDwUIPluginMgr.prototype.clearPluginData=function(){this.mUIPlugins=[];this.mIDToPluginMap={};this.mPluginClassNameProcessed={}};eDwUIPluginMgr.prototype.loadPlugin=function(iPluginClassName,iViewer,iViewerFeatOpts){var _this=this;var onPluginLoaded=function(iGenericPluginClassConstructor){return __awaiter(_this,void 0,void 0,(function(){var plugin,pluginButtonID,pluginClassNames,loadedPluginPromises,_i,pluginClassNames_1,pluginClassName,iExcp_15;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,6,,7]);plugin=new iGenericPluginClassConstructor(iViewer,iViewerFeatOpts);this.mUIPlugins.push(plugin);pluginButtonID=plugin.PluginButtonID;if(pluginButtonID){this.mIDToPluginMap[pluginButtonID]=plugin}console.debugLog("UIPlugin","Dynamically loaded "+iPluginClassName);if(!plugin.Dependencies.length)return[3,4];return[4,eDwServiceMgr.get().importDependencies(plugin.Dependencies)];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer,iViewerFeatOpts)];case 2:_a.sent();loadedPluginPromises=[];for(_i=0,pluginClassNames_1=pluginClassNames;_i<pluginClassNames_1.length;_i++){pluginClassName=pluginClassNames_1[_i];if(!pluginClassName)continue;try{l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),loadedPluginPromises)}catch(iExcp){console.warn("Importing dependencies for "+iPluginClassName+" failed - "+iExcp.message)}}return[4,Promise.all(loadedPluginPromises)];case 3:_a.sent();_a.label=4;case 4:return[4,plugin.init()];case 5:_a.sent();console.debugLog("UIPlugin","Initialized "+iPluginClassName);return[3,7];case 6:iExcp_15=_a.sent();console.warn("Constructing "+iPluginClassName+" failed - "+iExcp_15.message);return[3,7];case 7:return[2]}}))}))};try{console.debugLog("UIPlugin","Attempting dynamic load of "+iPluginClassName);return new Promise((function(iResolveFunc,iRejectFunc){if(_this.mPluginClassNameProcessed[iPluginClassName]){iResolveFunc()}else{_this.mPluginClassNameProcessed[iPluginClassName]=true;require([iPluginClassName],(function(iClassConstructor){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,onPluginLoaded(iClassConstructor).then(iResolveFunc,(function(iReason){if(iRejectFunc)iRejectFunc(iReason);else{var msg=JSON.stringify(iReason);console.debugLog("UIPlugin",msg);throw new eDwGenericError("")}}))];case 1:_a.sent();return[2]}}))}))})()}))}}))}catch(iExcp){console.warn("Dynamic load failed for "+iPluginClassName+" - "+iExcp.message);return Promise.reject()}};return eDwUIPluginMgr}();function l_appendPromiseToArray(iPromise,ioPromises){utils.appendToArray(iPromise,ioPromises)}return eDwUIPluginMgr}));define("eDwUISheetTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_4){"use strict";var eDwUISheetTreeHTMLGenerator=function(_super){__extends(eDwUISheetTreeHTMLGenerator,_super);function eDwUISheetTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUISheetTreeHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer")return false;return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUISheetTreeHTMLGenerator}(eDwUIHTMLGenerator_4.eDwUIHTMLGenerator);return eDwUISheetTreeHTMLGenerator}));define("eDwUIShortcutMenu",["require","exports","eDwUIHTMLEventMgr","eDwGenericError","eDwEventMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIHTMLEventMgr,eDwGenericError,eDwEventMgr,eDwEvents_8,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIShortcutMenu=void 0;var eDwUIShortcutMenu=function(){function eDwUIShortcutMenu(){var _this=this;this.mMenuHandlers={};this.mMenuVisibilityHandlerObjs={};this.mCheckPluginHandlers={};$(c_menuID).menu({select:function(iEvent,iUIItemJQ){var itemJQ=iUIItemJQ.item;if(!itemJQ||itemJQ.hasClass(".ui-state-disabled"))return;var handler=_this.mMenuHandlers[itemJQ.attr("id")];if(handler){handler(iEvent,iUIItemJQ,_this.mArg)}else{console.debugLog("shortcutmenu","Missing shortcut menu handler: "+itemJQ.attr("class"))}}});eDwUIShortcutMenu.hide();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mUIHTMLEventMgr.addEventHandler("document","contextmenu",eDwUIUtils.inhibitEventBehavior);var showShortcutMenu=function(iViewer,iScreenPos,iArg,iPluginName){return __awaiter(_this,void 0,void 0,(function(){var menuItemID,visibilityHandlerObj,pluginHandler,visState,handlerExists;return __generator(this,(function(_a){this.mArg=iArg;for(menuItemID in this.mMenuVisibilityHandlerObjs){visibilityHandlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];pluginHandler=this.mCheckPluginHandlers[visibilityHandlerObj.PluginName];visState=pluginHandler?!pluginHandler(iPluginName):false;handlerExists=visibilityHandlerObj.VisHandler;visState=visState||(handlerExists?!visibilityHandlerObj.VisHandler(iViewer,iArg):false);eDwUIUtils.hide("#"+menuItemID,visState)}eDwUIShortcutMenu.show(iScreenPos.x,iScreenPos.y);return[2]}))}))};var hideShortcutMenu=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){eDwUIShortcutMenu.hide();return[2]}))}))};var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwEvents_8.RightClickEvent,showShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.UnselectEvent,hideShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.LeftClickEvent,hideShortcutMenu)}eDwUIShortcutMenu.prototype.isEmpty=function(){return!$(c_menuID+" ul").length&&!$(c_menuID+" li").length};eDwUIShortcutMenu.prototype.removeAllEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwEvents_8.RightClickEvent,"showShortcutMenu");eventMgr.removeEventHandlerFunc(eDwEvents_8.UnselectEvent,"hideShortcutMenu");this.mMenuHandlers={};this.mCheckPluginHandlers={}};eDwUIShortcutMenu.prototype.destroy=function(){eDwUIShortcutMenu.hide();this.removeAllEventHandlers();$(c_menuID+" ul").remove();$(c_menuID+" li").remove();eDwUIShortcutMenu.sMenu=null};eDwUIShortcutMenu.prototype.addMenuItem=function(iPluginName,iMenuItemCSSClassName,iHandlerFunc,iIsVisibleFunc,iInitHideMenuItem,iParentMenuSelector){if(iHandlerFunc===void 0){iHandlerFunc=null}if(iIsVisibleFunc===void 0){iIsVisibleFunc=l_shouldBeVisible}if(iInitHideMenuItem===void 0){iInitHideMenuItem=true}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}if(!iMenuItemCSSClassName){console.debugLog("shortcutmenu","Missing selector.");throw new eDwGenericError("Missing selector.")}var menuJQ=$(iParentMenuSelector);var menuItemJQ=l_insertInMenu("li",iPluginName,iMenuItemCSSClassName,menuJQ);var menuItemID=menuItemJQ.attr("id");eDwUIUtils.hide("#"+menuItemID,iInitHideMenuItem);if(iHandlerFunc){this.mMenuHandlers[menuItemID]=iHandlerFunc}var handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];if(!handlerObj){handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID]={VisHandler:iIsVisibleFunc,PluginName:iPluginName}}else{handlerObj.VisHandler=iIsVisibleFunc;handlerObj.PluginName=iPluginName}};eDwUIShortcutMenu.prototype.addSubMenu=function(iPluginName,iSubMenuCSSClassName,iHideSubMenu,iParentMenuSelector){if(iHideSubMenu===void 0){iHideSubMenu=false}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var subMenuJQ=$(iParentMenuSelector);l_insertInMenu("ul",iPluginName,iSubMenuCSSClassName,subMenuJQ);if(iHideSubMenu)eDwUIShortcutMenu.hide()};eDwUIShortcutMenu.prototype.addMenuSeparator=function(iPluginName){this.addMenuItem(iPluginName,"edrawings-shortcut-divider",null,(function(iViewer,iArg){if(l_getNumVisMenuItems()){return l_shouldBeVisible(iViewer,iArg)}return false}))};eDwUIShortcutMenu.prototype.setPluginCheck=function(iPluginNameKey,iCheckFunc){if(iPluginNameKey){this.mCheckPluginHandlers[iPluginNameKey]=iCheckFunc;return true}return false};eDwUIShortcutMenu.prototype.removeAllMenuItems=function(iPluginName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}this.removeMenuItem(iPluginName,"",iParentMenuSelector)};eDwUIShortcutMenu.prototype.removeMenuItem=function(iPluginName,iMenuItemCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var menuItemJQ=l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName);var menuItemID=menuItemJQ.attr("id");delete this.mMenuHandlers[menuItemID];delete this.mMenuVisibilityHandlerObjs[menuItemID];$(iParentMenuSelector).menu("refresh")};eDwUIShortcutMenu.prototype.removeSubMenu=function(iPluginName,iSubMenuCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}l_removeFromMenu(iParentMenuSelector,iPluginName,iSubMenuCSSClassName)};eDwUIShortcutMenu.get=function(){if(!eDwUIShortcutMenu.sMenu){eDwUIShortcutMenu.sMenu=new eDwUIShortcutMenu}return eDwUIShortcutMenu.sMenu};eDwUIShortcutMenu.destroy=function(){if(eDwUIShortcutMenu.sMenu)eDwUIShortcutMenu.sMenu.destroy()};eDwUIShortcutMenu.show=function(iX,iY,iParentRect){var numVisMenuItems=l_getNumVisMenuItems();if(!numVisMenuItems)return;var menuJQ=$(c_menuID);var viewerElemJQ=$("#edrawings-canvas");var parentRect=iParentRect?iParentRect:{Width:viewerElemJQ.width(),Height:viewerElemJQ.height()};var posx=iX;var posy=iY;var menuHeight=menuJQ.height();var menuWidth=menuJQ.width();if(posx+menuWidth>parentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"</"+iElementStyle+">");menuElemJQ.attr("plugin-name",iPluginName);if(!menuElemJQ.attr("id")){menuElemJQ.attr("id",iCSSClassName+"-id")}iParentMenuJQ.append(menuElemJQ);iParentMenuJQ.menu("refresh");if(text===c_dummyText)menuElemJQ.text("");return menuElemJQ}function l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName){return $(iParentMenuSelector).find("[plugin-name='"+iPluginName+"']"+iMenuItemCSSClassName).remove()}function l_getNumVisMenuItems(iPluginName){var menuItems=$(c_menuID+" li");var hiddenMenuItems=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i<tableNodes_1.length;_i++){tableNode=tableNodes_1[_i];if(!this.shouldIncludeNode(tableNode))continue;generatedHTML+=this.generateHTMLForNode(tableNode,NaN,"edrawings-root "+iAdditionalClasses,true)}}return[2,generatedHTML]}))}))};eDwUITableHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUITableHTMLGenerator}(eDwUIHTMLGenerator_5.eDwUIHTMLGenerator);return eDwUITableHTMLGenerator}));define("eDwUIUtils",["require","exports","eDwView","eDwServiceMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwZoomToFitCmd","eDwResetCmd","eDwUIHTMLGenerator","eDwUISheetTreeHTMLGenerator","eDwUILayerHTMLGenerator","eDwUIDebugHTMLGenerator","eDwEventMgr","eDwAJAXError","eDwResultError","eDwNodeAttributes","eDwTypes","eDwEvents","eDwUIMessageReporter","utils","eDwKeyMgr"],(function(require,exports,eDwView,eDwServiceMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwZoomToFitCmd,eDwResetCmd,eDwUIHTMLGenerator_6,eDwUISheetTreeHTMLGenerator,eDwUILayerHTMLGenerator,eDwUIDebugHTMLGenerator,eDwEventMgr,eDwAJAXError,eDwResultError,eDwNodeAttributes_4,eDwTypes_17,eDwEvents_9,eDwUIMessageReporter,utils,eDwKeyMgr_5){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.getAsJQueryObj=exports.adjustScrollArrows=exports.disableScrollOnTouch=exports.enableScrollOnTouch=exports.executeScrolling=exports.positionMenuPanelArrowCollapseButton=exports.fixMenuPanelInwardToolbar=exports.viewFile=exports.makeResult=exports.getViewerElementID=exports.getViewerElementName=exports.resetToHomeView=exports.isStateOn=exports.isIDInJQuery=exports.deactivateUI=exports.activateUI=exports.getIDHC=exports.scrollToTarget=exports.getPosition=exports.getRequestedQueryStringParams=exports.hide=exports.loadPanel=exports.getSpanText=exports.getTarget=exports.getText=exports.addPanelModeEvents=exports.populateModelViewPanel=exports.inhibitEventBehavior=exports.loadComponentHTML=exports.deactivateMoveInput=exports.addCloseEventHandler=exports.scrollToTreeNode=exports.expandSelected=exports.switchModelView=exports.updateModelViewTargets=exports.searchPanelList=exports.zoomToFit=exports.addSubTreeArrowEventHandler=exports.updateUI=exports.getUIPanelID=exports.setUIGenerator=exports.getUIGenerator=exports.createUIGenerators=exports.updateIcons=void 0;function updateIcons(iHierNodesAndAttribs){for(var _i=0,iHierNodesAndAttribs_4=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_4.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_4[_i];var hierNode=hierNodeAndAttribs.HierNode;var attribs=hierNodeAndAttribs.Attribs;var listItemDiv=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-submenu-list-item"]');var iconDiv=listItemDiv.children("div.edrawings-tree-icon");iconDiv.removeClass(l_getAllDisplayStateCSSClasses(hierNode));var newCSSClass=eDwUIHTMLGenerator_6.eDwUIHTMLGenerator.getDisplayStateCSSClass(hierNode,attribs);iconDiv.addClass(newCSSClass)}}exports.updateIcons=updateIcons;function createUIGenerators(iViewer){var panelID="#edrawings-sheet-tree-menu";l_generators[panelID]=new eDwUISheetTreeHTMLGenerator(iViewer,panelID);panelID="#edrawings-layer-control-menu";l_generators[panelID]=new eDwUILayerHTMLGenerator(iViewer,panelID);panelID="#edrawings-debug-menu";l_generators[panelID]=new eDwUIDebugHTMLGenerator(iViewer,panelID)}exports.createUIGenerators=createUIGenerators;function getUIGenerator(iName){return l_generators[iName]}exports.getUIGenerator=getUIGenerator;function setUIGenerator(iName,iGen){l_generators[iName]=iGen}exports.setUIGenerator=setUIGenerator;function getUIPanelID(iTargetJQ){var panelJQ=iTargetJQ.closest(".edrawings-submenu");return panelJQ?"#"+panelJQ[0].id:""}exports.getUIPanelID=getUIPanelID;function updateUI(iViewer,iModelView,iInit){if(iInit===void 0){iInit=false}return __awaiter(this,void 0,void 0,(function(){var model,listHTML,listJQ,gen,modelViews,_i,modelViews_7,modelView;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iViewer)return[3,2];if(iViewer.ViewerFeatureOpts.Debug)l_populateDebugPanel(iViewer);model=iViewer.getModel();if(!iModelView)return[3,2];if(iModelView===model.getActiveModelView()){listHTML="";listJQ=$("#edrawings-sheet-tree-menu .edrawings-submenu-list");gen=getUIGenerator("#edrawings-sheet-tree-menu");modelViews=iViewer.getModel().getModelViews();for(_i=0,modelViews_7=modelViews;_i<modelViews_7.length;_i++){modelView=modelViews_7[_i];listHTML+=gen.generateHTMLForNode(modelView.Hierarchy,NaN,"edrawings-root")}listJQ.empty();listJQ.append(listHTML)}updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected");if(!iInit)return[3,2];return[4,l_populateLayerPanel(iViewer)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.updateUI=updateUI;function addSubTreeArrowEventHandler(ioUIHTMLEventMgr,iTreeNodeID){ioUIHTMLEventMgr.addDelegatedEventHandler(iTreeNodeID+" .edrawings-tree-arrow","click",(function(iEvent){if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ[0])return;function collapseListNode(iTargetJQ){var parentElemJQ=iTargetJQ[0]?getAsJQueryObj(iTargetJQ[0].parentElement):$();if(!parentElemJQ.hasClass("edrawings-submenu-list")){parentElemJQ=parentElemJQ[0]?getAsJQueryObj(parentElemJQ[0].parentElement):$()}if(!parentElemJQ[0]){console.warn("No list found for the collapsable element.");return}var parentElem=parentElemJQ[0];var childElemsJQ=parentElemJQ.children("[data-hoopsparentid='"+iTargetJQ.data("hoopsid")+"']");$.each(childElemsJQ,(function(iArg,iElem){collapseListNode($(iElem));parentElem.removeChild(iElem)}))}if(targetJQ.hasClass("edrawings-tree-expanded")){collapseListNode(targetJQ);targetJQ.removeClass("edrawings-tree-expanded")}else{var appendJQ=targetJQ.closest(".edrawings-submenu-list-item");var panelID=getUIPanelID(appendJQ);var gen=getUIGenerator(panelID);var nodeToExpandHC=parseInt(targetJQ.data("hoopsid"),10);var node=gen.getNodeFromID(nodeToExpandHC);if(node===undefined){console.debugLog("ListUI","There is no node for the ID");return}var offset=parseInt($(appendJQ).css("padding-left"),10);appendJQ.after(gen.generateHTMLForChildNodes(node,false,offset));targetJQ.addClass("edrawings-tree-expanded")}}))}exports.addSubTreeArrowEventHandler=addSubTreeArrowEventHandler;function zoomToFit(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var nodeIDHC,activeModelView,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDHC=iViewer.SelectionMgr.getLastSelIDHC();if(utils.isNaN(nodeIDHC)){activeModelView=iViewer.getModel().getActiveModelView();nodeIDHC=activeModelView.Hierarchy.HOOPSID}zoomToFitCmd=new eDwZoomToFitCmd(iViewer,nodeIDHC,iViewer.getHCView().getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.zoomToFit=zoomToFit;function searchPanelList(iViewer,iElemJQ){var panelID=getUIPanelID(iElemJQ);var listJQ=$(panelID+" .edrawings-submenu-list");var activeModelView=iViewer.getModel().getActiveModelView();var activeModelViewNode=activeModelView.Hierarchy;if(activeModelViewNode){listJQ.empty();iViewer.SelectionMgr.unSelectAllObjects();var gen=getUIGenerator(panelID);var inputVal=$(panelID+" .edrawings-menu-search-input").val();listJQ.append(gen.generateHTMLForChildNodes(activeModelViewNode,inputVal.length>0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("span[data-hoopsid='"+iModelView.Hierarchy.HOOPSID+"']");if(targetSpans.length>0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){var parentJQ=viewTab.parent();parentJQ.addClass(iTargetClass);scrollToTarget(parentJQ)}}}exports.updateModelViewTargets=updateModelViewTargets;function switchModelView(iEvent,iViewer,iClassForNodeID){var _this=this;if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ.length)return;var modelViewDivJQ=$(iClassForNodeID,targetJQ);if(!modelViewDivJQ.length)return;var model=iViewer.getModel();var nodeIDHC=parseInt(modelViewDivJQ.data("hoopsid"),10);var modelViewHierNode=model.getHierarchyNode(nodeIDHC);var newModelView=modelViewHierNode.getModelView();var currModelView=model.getActiveModelView();if(newModelView===currModelView)return;(function(){return __awaiter(_this,void 0,void 0,(function(){var changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,newModelView);return[4,eDwCommandMgr.get().run(changeModelViewCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.switchModelView=switchModelView;function expandSelected(iViewer,iSelHierNode){var activeModelView=iViewer.getModel().getActiveModelView();function expandNode(iTargetJQ){if(!iTargetJQ.length)return;if(!iTargetJQ.hasClass("edrawings-tree-expanded")){var panelUIID=getUIPanelID(iTargetJQ);if(!$(panelUIID).is(":visible"))return;var gen=getUIGenerator(panelUIID);var offset=parseInt($(iTargetJQ).css("padding-left"),10);var nodeToExpand=parseInt(iTargetJQ.data("hoopsid"),10);var hierarchyNode=activeModelView.Nodes[nodeToExpand];var appendNode=iTargetJQ.closest(".edrawings-submenu-list-item");appendNode.after(gen.generateHTMLForChildNodes(hierarchyNode,false,offset));iTargetJQ.addClass("edrawings-tree-expanded")}}var hierNode=iSelHierNode.Parent;while(hierNode&&hierNode!==activeModelView.Hierarchy){var expandNodes=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-tree-arrow"]');$.each(expandNodes,(function(iIdx,iTarget){expandNode($(iTarget))}));hierNode=hierNode.Parent}}exports.expandSelected=expandSelected;function scrollToTreeNode(iSelHierNode,iSetSelected){var treeItem={node:$("span[data-hoopsid='"+iSelHierNode.HOOPSID+"']:not(.config-tab-text)"),ownerNode:$("div[data-hoopsid='"+iSelHierNode.HOOPSID+"']")};if(treeItem.ownerNode.length){var classAction_1=iSetSelected?"addClass":"removeClass";$.each(treeItem.node,(function(iIdx,iTarget){$(iTarget)[classAction_1]("edrawings-list-selected")}));$.each(treeItem.ownerNode,(function(iIdx,iTarget){var targetJQ=$(iTarget);targetJQ[classAction_1]("edrawings-list-selected");if(!targetJQ.hasClass("edrawings-submenu-list-item")){return}targetJQ.find(".edrawings-submenu-list-item-button")[classAction_1]("edrawings-list-option");var panel=targetJQ.closest(".edrawings-menu");var panelHiddenState=panel.is(":hidden");hide(panel.attr("id"),false);if(iSetSelected){scrollToTarget(targetJQ,panelHiddenState?"none":"slow")}hide(panel.attr("id"),panelHiddenState)}))}}exports.scrollToTreeNode=scrollToTreeNode;function addCloseEventHandler(iPanelID,iUIHTMLEventMgr){iUIHTMLEventMgr.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",(function(iEvent){hide(iPanelID,true)}))}exports.addCloseEventHandler=addCloseEventHandler;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix);$(document).off("click"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(){return __awaiter(this,void 0,void 0,(function(){var loadPromises;return __generator(this,(function(_a){switch(_a.label){case 0:loadPromises=[];utils.appendToArray(loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-layer-control-menu","layerspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-debug-menu","debugpanel.html"),loadPromises);return[4,Promise.all(loadPromises)];case 1:_a.sent();return[2]}}))}))}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,(function(){var listModelViewMenu,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}exports.populateModelViewPanel=populateModelViewPanel;function addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID){var click="click"+iInputEventIDSuffix;$(document).on(click,iPanelID+" .edrawings-menu-panel-arrow-collapse",(function(iJQEvent){var msg="Panel resize: "+click;console.debugLog("UIPanelResize",msg);iJQEvent.preventDefault();var panelJQ=$(iPanelID);panelJQ.toggleClass("edrawings-collapsed");var activeButtonJQ=iButtonID?$(iButtonID):undefined;positionMenuPanelArrowCollapseButton(panelJQ,activeButtonJQ);iJQEvent.stopImmediatePropagation()}));var panelJQ=$(iPanelID);panelJQ.removeClass("edrawings-collapsed");l_setMenuPanelArrowCollapseButtonPosition(panelJQ);fixMenuPanelInwardToolbar(panelJQ)}exports.addPanelModeEvents=addPanelModeEvents;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTargetJQ){return iTargetJQ.hasClass("config-tab-text")?iTargetJQ.parent():iTargetJQ}exports.getTarget=getTarget;function getSpanText(iTargetJQ){var target=getTarget(iTargetJQ);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loaded,iExcp_16;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,false];loaded=false;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 2:_a.sent();loaded=true;console.debugLog("PanelLoad","Loaded panel id = "+iElemOrClassID+" HTML file = "+iPanelHTML);return[3,4];case 3:iExcp_16=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_16.message);return[3,4];case 4:return[2,loaded]}}))}))}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i<hashes.length;i++){var hash=hashes[i].split("=");if(hash.length>1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iAnimationSpeed){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}var animationSpeed=iAnimationSpeed;var targetOffset=iTargetJQ.offset();var targetParentJQ=iTargetJQ.parent();if(targetParentJQ.length&&targetParentJQ[0]===$(document)[0]){return false}var targetParentOffset=targetParentJQ.offset();var updated=false;if(targetParentJQ[0].scrollWidth>targetParentJQ.width()){var targetParentPaddingLeft=parseInt(targetParentJQ.css("paddingLeft"));var diff=l_computeTargetMinimalAdjustment(targetOffset.left,parseInt(iTargetJQ.css("marginLeft"))+parseInt(iTargetJQ.css("borderLeftWidth"))+iTargetJQ[0].scrollWidth+parseInt(iTargetJQ.css("borderRightWidth"))+parseInt(iTargetJQ.css("marginRight")),targetParentOffset.left+parseInt(targetParentJQ.css("marginLeft"))+parseInt(targetParentJQ.css("borderLeftWidth"))+targetParentPaddingLeft,targetParentJQ[0].clientWidth-targetParentPaddingLeft-parseInt(targetParentJQ.css("paddingRight")));if(diff!==0){var pos=targetParentJQ.scrollLeft()+diff;if(Math.abs(diff)>targetParentJQ.width()){var targetJQpostionLeft=iTargetJQ.position().left;pos=targetParentJQ.scrollLeft()+targetJQpostionLeft}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollLeft");updated=true}}if(targetParentJQ[0].scrollHeight>targetParentJQ.height()){var targetParentPaddingTop=parseInt(targetParentJQ.css("paddingTop"));var diff=l_computeTargetMinimalAdjustment(targetOffset.top,parseInt(iTargetJQ.css("marginTop"))+parseInt(iTargetJQ.css("borderTopWidth"))+iTargetJQ[0].scrollHeight+parseInt(iTargetJQ.css("borderBottomWidth"))+parseInt(iTargetJQ.css("marginBottom")),targetParentOffset.top+parseInt(targetParentJQ.css("marginTop"))+parseInt(targetParentJQ.css("borderTopWidth"))+targetParentPaddingTop,targetParentJQ[0].clientHeight-targetParentPaddingTop-parseInt(targetParentJQ.css("paddingBottom")));if(diff!==0){var pos=targetParentJQ.scrollTop()+diff;if(Math.abs(diff)>targetParentJQ.height()){var targetJQpostionTop=iTargetJQ.position().top;pos=targetParentJQ.scrollTop()+targetJQpostionTop}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollTop");updated=true}}return updated}exports.scrollToTarget=scrollToTarget;function getIDHC(iTargetJQ){if(!iTargetJQ)return Number.NaN;return parseInt(iTargetJQ.data("hoopsid"),10)}exports.getIDHC=getIDHC;function activateUI(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var panelJQ,buttonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:if(iPanelID){panelJQ=hide(iPanelID,false).addClass("active");fixMenuPanelInwardToolbar(panelJQ)}if(!iButtonID)return[3,2];buttonJQ=$(iButtonID);buttonJQ.addClass("active-button");scrollToTarget(buttonJQ,"none");return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.ActivateUIOpEvent,buttonJQ)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.activateUI=activateUI;function deactivateUI(iButtonCSSClassName,iPanelCSSClassName){if(iButtonCSSClassName===void 0){iButtonCSSClassName=""}if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonsJQ,panelsJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonsJQ=$(iButtonCSSClassName+".active-button");if(!activeButtonsJQ.length)return[3,2];return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.DeactivateUIOpEvent,activeButtonsJQ)];case 1:_a.sent();activeButtonsJQ.removeClass("active-button");_a.label=2;case 2:panelsJQ=hide(iPanelCSSClassName+".active",true).removeClass("active");panelsJQ.each((function(iIdx,iPanel){fixMenuPanelInwardToolbar($(iPanel),true)}));return[2,activeButtonsJQ]}}))}))}exports.deactivateUI=deactivateUI;function isIDInJQuery(iListJQ,iID){var inJQList=false;for(var key in iListJQ){if(iListJQ[key].id===iID){inJQList=true;break}}return inJQList}exports.isIDInJQuery=isIDInJQuery;function isStateOn(iID){return $(iID).hasClass("state-on-button")}exports.isStateOn=isStateOn;function resetToHomeView(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var resetCmd;return __generator(this,(function(_a){switch(_a.label){case 0:resetCmd=new eDwResetCmd(iViewer);return[4,eDwCommandMgr.get().run(resetCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.resetToHomeView=resetToHomeView;function getViewerElementName(){return"edrawings-viewer"}exports.getViewerElementName=getViewerElementName;function getViewerElementID(){return"#"+getViewerElementName()}exports.getViewerElementID=getViewerElementID;function makeResult(iExcp){var result={ErrorCode:"UnknownError",ErrorData:[]};if(iExcp instanceof eDwResultError){result=iExcp.Result}else if(iExcp instanceof eDwAJAXError){result.ErrorCode=iExcp.ErrorCode;result.ErrorData=[iExcp.message]}else{result.ErrorCode=iExcp.name;result.ErrorData=[iExcp.message]}return result}exports.makeResult=makeResult;function viewFile(iModelName,iModelKey,iParams,iContainerName,iModelData){return __awaiter(this,void 0,void 0,(function(){function createViewer(iWebSocketEndpoint){if(iWebSocketEndpoint===""){return null}var streamAlways=iParams.StreamAlwaysConnected;var streamModes=eDwTypes_17.HC.StreamingMode;var webViewerInfo={};webViewerInfo.containerId=iContainerName;webViewerInfo.model=iModelKey;webViewerInfo.endpointUri=iWebSocketEndpoint;webViewerInfo.streamingMode=streamAlways?streamModes.Interactive:streamModes.All;webViewerInfo.streamingMode=iModelData?null:webViewerInfo.streamingMode;webViewerInfo.buffer=iModelData;webViewerInfo.boundingPreviewMode=eDwTypes_17.HC.BoundingPreviewMode.None;eDwEventMgr.get().addEventHandlerFunc(eDwEvents_9.GLContextLostEvent,c_onContextLost);var viewer=new eDwView(webViewerInfo,iParams);hide("#"+iContainerName,false);if(iModelName){$("#edrawings-filename-text").html(decodeURIComponent(iModelName))}var modelName=!iModelName&&iModelKey?iModelKey:iModelName;if(!modelName)return null;if(modelName.search(".zip")>-1){modelName=modelName.substring(0,modelName.length-4)}console.debugLog("ModelLoad","Created new edw viewer");return viewer}var wsEndPt,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!iModelData)return[3,1];_a=null;return[3,3];case 1:return[4,eDwServiceMgr.get().getWebSocketEndpoint(iModelKey,iParams.WebSocketEndpoint)];case 2:_a=_b.sent();_b.label=3;case 3:wsEndPt=_a;return[2,createViewer(wsEndPt)]}}))}))}exports.viewFile=viewFile;function fixMenuPanelInwardToolbar(iPanelJQ,iToClear){if(iToClear===void 0){iToClear=false}if(iToClear){iPanelJQ.removeClass("edrawings-collided");return}if(iPanelJQ.hasClass("edrawings-hud-menu")){var panel=iPanelJQ[0];if(panel.scrollHeight>panel.clientHeight){iPanelJQ.addClass("edrawings-collided")}else{iPanelJQ.removeClass("edrawings-collided")}}else if(iPanelJQ.hasClass("edrawings-submenu")){var wrapperJQ=iPanelJQ.find(".edrawings-menu-panel-wrapper");var wasCollided=iPanelJQ.hasClass("edrawings-collided");if(iPanelJQ[0].scrollHeight>iPanelJQ[0].clientHeight&&iPanelJQ[0].scrollHeight-iPanelJQ[0].clientHeight>1||wrapperJQ[0].scrollHeight>wrapperJQ[0].clientHeight&&wrapperJQ[0].scrollHeight-wrapperJQ[0].clientHeight>1){if(!wasCollided){iPanelJQ.addClass("edrawings-collided")}iPanelJQ.addClass("edrawings-wiggle");setTimeout((function(){iPanelJQ.removeClass("edrawings-wiggle")}),0)}else{iPanelJQ.removeClass("edrawings-collided");if(wasCollided){fixMenuPanelInwardToolbar(iPanelJQ)}}}}exports.fixMenuPanelInwardToolbar=fixMenuPanelInwardToolbar;function positionMenuPanelArrowCollapseButton(iPanelJQ,iButtonJQ){if(!iPanelJQ.hasClass("edrawings-collapsed")){l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ);fixMenuPanelInwardToolbar(iPanelJQ)}else{if(iButtonJQ){var arrowCollapseButtonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse");var activeButtonRect=iButtonJQ[0].getBoundingClientRect();var arrowCollapseButtonRect=arrowCollapseButtonJQ[0].getBoundingClientRect();var diffTop=activeButtonRect.top-arrowCollapseButtonRect.top;l_setMenuPanelArrowCollapseButtonPosition(arrowCollapseButtonJQ,arrowCollapseButtonJQ.position().top+diffTop)}fixMenuPanelInwardToolbar(iPanelJQ,true)}}exports.positionMenuPanelArrowCollapseButton=positionMenuPanelArrowCollapseButton;function executeScrolling(iDiffX,iDiffY,iContentJQ,iBarJQ){var contentParentJQ=iContentJQ.parent();var leftButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-left)");var rightButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-right)");var upButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-up)");var downButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-down)");if(iContentJQ[0].scrollWidth>iContentJQ.width()){var scrollLeft=iContentJQ.scrollLeft();var newScrollLeft=scrollLeft+iDiffX;iContentJQ.scrollLeft(newScrollLeft);adjustScrollArrows(iContentJQ.scrollLeft(),iContentJQ[0].scrollWidth,iContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,iBarJQ)}if(iContentJQ[0].scrollHeight>iContentJQ.height()){var scrollTop=iContentJQ.scrollTop();var newScrollTop=scrollTop+iDiffY;iContentJQ.scrollTop(newScrollTop);adjustScrollArrows(iContentJQ.scrollTop(),iContentJQ[0].scrollHeight,iContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,iBarJQ)}return iDiffX!==0||iDiffY!==0}exports.executeScrolling=executeScrolling;function enableScrollOnTouch(ioUIHTMLEventMgr,iContentJqSel,iBarJqSel,iHandlerOnScroll){var _this=this;var contentJQ=$(iContentJqSel);var barJQ=iBarJqSel?$(iBarJqSel):undefined;var hasScrolled=false;var stopClickTarget;var stopClickPropagation=false;ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchstart",(function(iEventStart){hasScrolled=false;stopClickPropagation=false;stopClickTarget=undefined;var touchEventStart=iEventStart;var lastScreenX=touchEventStart.changedTouches[0].screenX;var lastScreenY=touchEventStart.changedTouches[0].screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchmove",(function(iEventMove){var touchEventMove=iEventMove;var xDiff=touchEventMove.changedTouches[0].screenX-lastScreenX;lastScreenX=touchEventMove.changedTouches[0].screenX;var yDiff=touchEventMove.changedTouches[0].screenY-lastScreenY;lastScreenY=touchEventMove.changedTouches[0].screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iHandlerOnScroll()];case 1:_a.sent();return[2]}}))}))})()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchend",(function(iEvent){var touchEvent=iEvent;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");if(hasScrolled){touchEvent.preventDefault();touchEvent.stopPropagation();stopClickPropagation=true;stopClickTarget=touchEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchcancel",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");hasScrolled=false;stopClickPropagation=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousedown",(function(iEvent){hasScrolled=false;stopClickPropagation=false;if(!eDwKeyMgr_5.eDwKeyMgr.isLMBPressed(iEvent)){return}var eventDown=iEvent;var lastScreenX=eventDown.screenX;var lastScreenY=eventDown.screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousemove",(function(iEventMove){var eventMove=iEventMove;var xDiff=eventMove.screenX-lastScreenX;var yDiff=eventMove.screenY-lastScreenY;lastScreenX=eventMove.screenX;lastScreenY=eventMove.screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){iHandlerOnScroll()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mouseup",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");if(hasScrolled){iEvent.stopImmediatePropagation();iEvent.preventDefault();stopClickPropagation=true;stopClickTarget=iEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));var propagationHandler=function(iEvent2){if(stopClickPropagation&&iEvent2.target===stopClickTarget){iEvent2.stopImmediatePropagation();iEvent2.preventDefault()}stopClickPropagation=false;stopClickTarget=undefined};var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*");contentJQ.on(dataKey,"*",propagationHandler)}exports.enableScrollOnTouch=enableScrollOnTouch;function disableScrollOnTouch(iUIHTMLEventMgr,iContentJqSel){iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchstart");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchend");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchcancel");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousedown");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mouseup");var contentJQ=$(iContentJqSel);var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*")}exports.disableScrollOnTouch=disableScrollOnTouch;function adjustScrollArrows(iOffset,iRange,iVisibleRange,isHorizonatalScrolling,iDecreaseWrapperJQ,iIncreaseWrapperJQ,iBarJQ){if(iOffset<=0){iDecreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}else{iDecreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}if(iOffset+iVisibleRange>=iRange){iIncreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}else{iIncreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}}exports.adjustScrollArrows=adjustScrollArrows;function getAsJQueryObj(iObj){return iObj?$(iObj):$()}exports.getAsJQueryObj=getAsJQueryObj;var l_generators={};function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_4.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,(function(){var activeModelView,list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}}))}))}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var model=iViewer.getModel();var modelView=model.getActiveModelView();if(modelView&&modelView.Hierarchy){var layers=model.getLayers();for(var _i=0,layers_3=layers;_i<layers_3.length;_i++){var layer=layers_3[_i];var layerElem="<div>Layer "+layer.getName()+" (ID="+layer.getIDHC()+", Visible="+layer.getAttribs().Visible+") sub-layer IDs: ";var subLayerIDsHC=layer.getNodeIDsHC();for(var _a=0,subLayerIDsHC_1=subLayerIDsHC;_a<subLayerIDsHC_1.length;_a++){var subLayerIDHC=subLayerIDsHC_1[_a];layerElem+=subLayerIDHC+" "}layerElem+="</div>";list.append(layerElem)}list.append(gen.generateHTMLForNode(modelView.Hierarchy.HOOPSID,0," edrawings-tree-expanded ",true));list.append(gen.generateHTMLForChildNodes(modelView.Hierarchy.HOOPSID,true,4))}}var c_onContextLost=function(){return __awaiter(void 0,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIMessageReporter.showMessagePanelFromCSScontent("edrawings-glcontextlost")];case 1:_a.sent();return[2]}}))}))};function l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ,iTop){var buttonJQ=iPanelJQ;if(!iPanelJQ.hasClass("edrawings-menu-panel-arrow-collapse")){buttonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse")}buttonJQ.css("top",typeof iTop==="undefined"?"":iTop)}function l_computeTargetMinimalAdjustment(iTargetSide,iTargetOffset,iReferenceSide,iReferenceOffset){var diff=0;if(iTargetSide<iReferenceSide){diff=iTargetSide-iReferenceSide}else if(iTargetSide+iTargetOffset>iReferenceSide+iReferenceOffset){diff=iTargetSide+iTargetOffset-(iReferenceSide+iReferenceOffset)}return diff}function l_scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){var _a;if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}}}));define("eDwUnits",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cDefaultAngleUnit=exports.cDefaultLengthUnit=exports.LengthTypeValues=exports.AngleTypeValues=void 0;exports.AngleTypeValues=["degree","radian"];exports.LengthTypeValues=["millimeter","centimeter","meter","inch","foot","footAndInch"];exports.cDefaultLengthUnit="millimeter";exports.cDefaultAngleUnit="degree"}));define("eDwView",["require","exports","eDwSelMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorBaseDeps","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwEvents","eDwTouchOpsMgr","eDwTableMgr"],(function(require,exports,eDwSelMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorBaseDeps_2,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_18,eDwEvents_10,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId||"";this.HCViewer=new eDwTypes_18.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType||"ShadedWithEdges";this.OperatorMgr=new eDwOperatorBaseDeps_2.eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mInitCamera=null;this.mModelKey=iViewerInfo.model||"";this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.view};eDwView.prototype.getHCMarkupManager=function(){return this.HCViewer.markupManager};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){return __awaiter(this,void 0,void 0,(function(){var model,activeModelView,modelViewDefCamera;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:this.mInitCamera=this.getHCView().getCamera();model=this.getModel();activeModelView=model.getActiveModelView();modelViewDefCamera=activeModelView.getDefaultCamera();if(modelViewDefCamera)this.mInitCamera=modelViewDefCamera;this.ViewMgr.setCamera(this.mInitCamera);$("#"+this.mElemID).trigger("edw:ModelDataLoadComplete",this);return[4,this.finishInit()];case 1:_a.sent();if(this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All){this.HCViewer.waitForIdle().then((function(){l_closeHCConnection(_this)}))}return[2]}}))}))};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();function deprecatedCallback(iDeprecatedFuncName){var argArray=[];for(var key in arguments){argArray.push(arguments[key])}console.debugLog("Deprecated","Deprecated call: "+argArray.join("."))}this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.SelectionMgr.onSelection(iSelEvent);return[2]}))}))})()}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.TimeoutEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);$("#"+_this.mElemID).trigger("edw:ModelLoadFailed",[_this,iModelName,iReason]);l_closeHCConnection(_this)},deprecated:deprecatedCallback,info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath);l_closeHCConnection(_this)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context!  Render incomplete!!");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.GLContextLostEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},assemblyTreeReady:function(){console.debugLog("ViewerLoad","Assembly tree ready.")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewCreatedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewLoaded:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewLoadedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewDeleted:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewDeletedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},camera:function(iCamera){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.CameraChangeEvent,iCamera)];case 1:_a.sent();return[2]}}))}))})()}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mInitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){var _this=this;if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DoneEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCViewer.explodeManager.setMagnitude(iLevel)];case 1:_a.sent();return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ExplodeLevelChangeEvent,this,iLevel)];case 2:_a.sent();return[2]}}))}))})()};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.explodeManager.getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var _this=this;var viewHC=this.getHCView();var settingsHC=viewHC.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);break;case"Shaded":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settingsHC.setObscuredLineOpacity(0);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settingsHC.setObscuredLineOpacity(.5);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"Wireframe":settingsHC.setObscuredLineOpacity(1);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mDrawMode=iValue;return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DrawModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_18.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){var _this=this;if(!iValue){this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Perspective)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ProjModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})();return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType||"ShadedWithEdges")};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwTouchOpsMgr(this)};eDwView.prototype.drawDebugBoundingBox=function(iBBox){return __awaiter(this,void 0,void 0,(function(){var modelHC,beautifulGreen,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,(function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new eDwTypes_18.HC.Color(0,255,0);vmin=iBBox.min;vmax=iBBox.max;p0=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmax.z);p4=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmin.z);p5=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmin.z);p6=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmin.z);p7=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_18.HC.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new eDwTypes_18.HC.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}}))}))};eDwView.prototype.finishInit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.InitEvent,this)];case 1:_a.sent();this.HCViewer.sheetManager.setBackgroundSheetEnabled(false);eDwHistoryMgr.get().clear();return[2]}}))}))};return eDwView}();function l_closeHCConnection(iViewer){if(!iViewer)return;var viewHC=iViewer.getHCView();viewHC.setCamera(viewHC.getCamera());console.debugLog("Viewer","Closing viewer connection...");iViewer.HCViewer.closeConnection()}return eDwView}));define("eDwViewMgr",["require","exports","eDwEventMgr","eDwSelObj","eDwEvents","eDwTypes"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwEvents_11,eDwTypes_19){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){var _this=this;if(this.mViewer.getModel().isDrawing())return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StartAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})();this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){var _this=this;this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StopAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.reset=function(){this.stop();this.mViewAnimationIndex=0};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDirHC,iDuration){var _this=this;if(iDuration===void 0){iDuration=400}var centerHC=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var cameraHC=viewHC.getCamera().copy();var upVecHC=cameraHC.getUp();var eyeVecHC=cameraHC.getTarget().subtract(cameraHC.getPosition());var dist=eyeVecHC.length();switch(iEyeDirHC){case eDwTypes_19.HC.ViewOrientation.Front:eyeVecHC.set(0,0,1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Back:eyeVecHC.set(0,0,-1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Left:eyeVecHC.set(-1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Right:eyeVecHC.set(1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Top:eyeVecHC.set(0,1,0).scale(dist);upVecHC.set(0,0,-1);break;case eDwTypes_19.HC.ViewOrientation.Bottom:eyeVecHC.set(0,-1,0).scale(dist);upVecHC.set(0,0,1);break;case eDwTypes_19.HC.ViewOrientation.Iso:eyeVecHC.set(1,1,1).normalize().scale(dist);upVecHC.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDirHC)}this.adjustOrientation(eyeVecHC,upVecHC);cameraHC.setPosition(eyeVecHC.add(centerHC));cameraHC.setUp(upVecHC);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,viewHC.fitWorld(iDuration,cameraHC)];case 1:_a.sent();return[2]}}))}))})();return cameraHC};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=eDwTypes_19.HC.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=eDwTypes_19.HC.Point3.scale(normal,distance);position=eDwTypes_19.HC.Point3.add(target,eyeVec);var vTest=new eDwTypes_19.HC.Point3(1,0,0);var isParallel=eDwTypes_19.HC.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=eDwTypes_19.HC.Point3.cross(normal,vTest);vec=vec.normalize();up=eDwTypes_19.HC.Point3.cross(vec,normal);up=up.normalize()}else{up=eDwTypes_19.HC.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCameraHC,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}if(!iCameraHC)return false;var cameraHC=iCameraHC.copy();cameraHC.setProjection(this.mViewer.getHCView().getCamera().getProjection());return this.mViewer.getHCView().setCamera(cameraHC,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){var _this=this;this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.AmbientOcclChangeEvent,this,iEnable)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeIDsHC,ioCamera){return __awaiter(this,void 0,void 0,(function(){var model,bboxHC,subtract,viewVec,centerHC,add,ratio,boxMaxLen;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC(iNodeIDsHC)];case 1:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];subtract=eDwTypes_19.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());centerHC=bboxHC.center().copy();ioCamera.setTarget(centerHC);add=eDwTypes_19.HC.Point3.add;ioCamera.setPosition(add(centerHC,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bboxHC.min.z=bboxHC.max.z=0}boxMaxLen=bboxHC.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}}))}))};eDwViewMgr.prototype.pickFromPoint=function(iPnt2DHC,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var selObjHC,toLocalTransformHC,viewHC,iExcp_17;return __generator(this,(function(_a){switch(_a.label){case 0:selObjHC=eDwTypes_19.HC.Selection.SelectionItem.create();toLocalTransformHC=new eDwTypes_19.HC.Matrix;_a.label=1;case 1:_a.trys.push([1,3,,4]);viewHC=this.mViewer.getHCView();return[4,viewHC.pickFromPoint(iPnt2DHC,iPickConfig)];case 2:selObjHC=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() - "+selObjHC.getNodeId()+" - "+JSON.stringify(iPnt2DHC));console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number before");toLocalTransformHC=eDwSelObj.getLocalTransform(selObjHC,this.mViewer.getModel());console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after");return[3,4];case 3:iExcp_17=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() failed - "+iExcp_17.message);return[3,4];case 4:console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after 2");return[2,new eDwSelObj(selObjHC,toLocalTransformHC)]}}))}))};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);this.mAnimationTimeOutID=window.setTimeout((function(){_this.onCameraUpdate()}),2e3)}};eDwViewMgr.prototype.adjustOrientation=function(ioEveVecHC,ioUpVecHC){if(this.mViewer.getModel().getProperty("zUp")==="true"){cCamZUpMat.transform(ioEveVecHC,ioEveVecHC);cCamZUpMat.transform(ioUpVecHC,ioUpVecHC)}};eDwViewMgr.viewAnimations=[eDwTypes_19.HC.ViewOrientation.Front,eDwTypes_19.HC.ViewOrientation.Back,eDwTypes_19.HC.ViewOrientation.Left,eDwTypes_19.HC.ViewOrientation.Right,eDwTypes_19.HC.ViewOrientation.Bottom,eDwTypes_19.HC.ViewOrientation.Top,eDwTypes_19.HC.ViewOrientation.Iso];return eDwViewMgr}();var cCamZUpMat=eDwTypes_19.HC.Matrix.createFromArray([0,1,0,0,0,0,1,0,1,0,0,0,0,0,0,1]);return eDwViewMgr}));define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes"],(function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_20,eDwTypes_21){"use strict";var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.cuttingManager;this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_20.SectionPlaneOrientation.XY.Index;this.mSectionVisibility=true;this.mSectionsVisibilityState=[false,false,false]}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){var _this=this;if(this.getXSectionHC()){if(iOn){(function(){return __awaiter(_this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){switch(_a.label){case 0:ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);return[4,this.HCXSectionMgr.setCappingGeometryVisibility(true)];case 1:_a.sent();return[2]}}))}))})()}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().activate()];case 1:_a.sent();return[4,this.setToCurrentSectionPlane()];case 2:_a.sent();if(!!this.mSectionVisibility)return[3,4];return[4,this.updateSectionVisibility(false)];case 3:_a.sent();_a.label=4;case 4:return[2]}}))}))})()};eDwXSectionMgr.prototype.deactivateCurrent=function(){var _this=this;this.mSectionsVisibilityState=[false,false,false];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().deactivate()];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getXSectionHC().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:false,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,(function(){var bbox,bboxExtents,sectionHC,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_21.HC.Point3.zero()))return[2];sectionHC=this.getXSectionHC();if(!(ioSection.Index!==this.mXSectionIndex))return[3,6];if(!sectionHC)return[3,5];if(!sectionHC.isActive())return[3,3];return[4,sectionHC.deactivate()];case 2:_a.sent();_a.label=3;case 3:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 4:_a.sent();_a.label=5;case 5:this.mXSectionIndex=ioSection.Index;sectionHC=this.getXSectionHC();_a.label=6;case 6:boxCenter=bbox.center();if(!(sectionHC.getCount()<1))return[3,9];sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_21.HC.Point3.zero();eDwTypes_21.HC.Util.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_21.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getXSectionHC();return[4,sectionHC.addPlane(sectionPlane,pts)];case 7:_a.sent();return[4,sectionHC.setColor(eDwTypes_21.HC.Color.createFromFloat(0,1,0))];case 8:_a.sent();_a.label=9;case 9:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 10:_a.sent();return[4,this.HCXSectionMgr.setStandinGeometryPickable(true)];case 11:_a.sent();return[2]}}))}))};eDwXSectionMgr.prototype.flipSectionPlane=function(){var _this=this;var sectionHC=this.getXSectionHC();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlane)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getXSectionHC();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var _this=this;var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_21.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y));realVec.add(camZ.scale(iDistVec.z));var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);var normal=sectionPlaneHC.normal.copy();normal=normal.normalize();var distance=eDwTypes_21.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlaneHC.d-=distance;var lenVec=normal.scale(distance);var newPosMat=new eDwTypes_21.HC.Matrix;newPosMat=newPosMat.setTranslationComponent(lenVec.x,lenVec.y,lenVec.z);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlaneHC,newPosMat,true,false)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlaneHC)};eDwXSectionMgr.prototype.getXSectionHC=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCXSectionMgr.setCappingFaceColor(iEnable?cSectionCapFaceColor:null)];case 1:_a.sent();return[4,this.HCXSectionMgr.setCappingLineColor(iEnable?null:cSectionCapOutlineColor)];case 2:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.updateSectionVisibility=function(iVisible){return __awaiter(this,void 0,void 0,(function(){var activePlaneX,isSectionVisible,iExcp_18;return __generator(this,(function(_a){switch(_a.label){case 0:activePlaneX=this.getXSectionHC();activePlaneX.setOpacity(iVisible?cSectionPlaneOpacity:0);isSectionVisible=this.mSectionsVisibilityState[this.mXSectionIndex];this.mSectionsVisibilityState[this.mXSectionIndex]=iVisible;if(!iVisible)return[3,7];if(!(activePlaneX.isActive()&&isSectionVisible))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,activePlaneX.deactivate()];case 2:_a.sent();return[3,4];case 3:iExcp_18=_a.sent();return[3,4];case 4:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 5:_a.sent();return[4,activePlaneX.activate()];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwXSectionMgr.prototype.setToCurrentSectionPlane=function(){return __awaiter(this,void 0,void 0,(function(){var orientation,orientations,_a,_b,_i,orientationName;return __generator(this,(function(_c){switch(_c.label){case 0:orientations=eDwTypes_20.SectionPlaneOrientation;_a=[];for(_b in orientations)_a.push(_b);_i=0;_c.label=1;case 1:if(!(_i<_a.length))return[3,4];orientationName=_a[_i];orientation=orientations[orientationName];if(!(orientation.Index===this.mXSectionIndex))return[3,3];return[4,this.setSectionPlane(orientation)];case 2:_c.sent();return[2];case 3:_i++;return[3,1];case 4:return[2]}}))}))};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:false,configurable:true});Object.defineProperty(eDwXSectionMgr.prototype,"SectionVisibility",{set:function(iVisible){var _this=this;this.mSectionVisibility=iVisible;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 1:_a.sent();return[2]}}))}))})()},enumerable:false,configurable:true});return eDwXSectionMgr}();var cSectionPlaneOpacity=.3;var cSectionCapFaceColor=new eDwTypes_21.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_21.HC.Color(255,0,0);return eDwXSectionMgr}));define("eDwXSectionOperator",["require","exports","eDwTypes","eDwOperatorBaseDeps","eDwCommandMgr","eDwMoveSectionPlaneCmd","utils"],(function(require,exports,eDwTypes_22,eDwOperatorBaseDeps_3,eDwCommandMgr,eDwMoveSectionPlaneCmd,utils){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.Viewer.XSectionMgr.activateCurrent();return[2]}}))}))};eDwXSectionOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.Viewer.XSectionMgr.deactivateCurrent();return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var selObj,selObjNodeIDHC,sectionMgr,typeOfSel,objHC,sectionMgrHC;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent||!this.Viewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return[2]}return[4,eDwOperatorBaseDeps_3.eDwBaseOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 1:selObj=_a.sent();selObjNodeIDHC=selObj.getIDHC();if(utils.isNaN(selObjNodeIDHC)||selObjNodeIDHC>=0){ioMouseEvent.setHandled(false);return[2]}return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 2:_a.sent();sectionMgr=this.Viewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);ioMouseEvent.setHandled(true);if(selObjNodeIDHC){typeOfSel=selObj.getSelectionType();objHC=typeOfSel===eDwTypes_22.HC.SelectionType.None?null:selObj;console.debugLog("Section","sel obj = "+JSON.stringify(objHC));sectionMgrHC=this.Viewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selObjNodeIDHC)){this.mSectionDragPtHC=this.screenToWorld(ioMouseEvent.getPosition())||this.mSectionDragPtHC}}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,this.mMoveSectionCmd.cancel()];case 1:_a.sent();_a.label=2;case 2:this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.Viewer);return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var crossSectionMgr,pos2DHC,pnt3DHC,delta;return __generator(this,(function(_a){ioMouseEvent.setHandled(false);crossSectionMgr=this.Viewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return[2]}if(this.CurrInputInfo&&this.mSectionDragPtHC){pos2DHC=ioMouseEvent.getPosition();pnt3DHC=this.screenToWorld(pos2DHC);if(!pnt3DHC)return[2];delta=eDwTypes_22.HC.Point3.subtract(pnt3DHC,this.mSectionDragPtHC);this.Viewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPtHC=pnt3DHC;ioMouseEvent.setHandled(true)}return[2]}))}))};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();this.Viewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);delete this.mSectionDragPtHC;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,eDwCommandMgr.get().run(this.mMoveSectionCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:delete this.mMoveSectionCmd;return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_22.HC.EventType.MouseDown||iEventType===eDwTypes_22.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iPos2DHC){var viewHC=this.Viewer.getHCView();var normScrPos2DHC=viewHC.pointToWindowPosition(iPos2DHC);var inPnt3DHC=new eDwTypes_22.HC.Point3(normScrPos2DHC.x,normScrPos2DHC.y,0);var projMatHC=viewHC.getProjectionMatrix();projMatHC.m[15]=1;var invMatHC=eDwTypes_22.HC.Matrix.inverse(projMatHC);if(!invMatHC)return null;var tMatHC=invMatHC.transpose();var worldPnt3D=eDwTypes_22.HC.Point3.zero();var div=inPnt3DHC.x*tMatHC.m[3]+inPnt3DHC.y*tMatHC.m[7]+inPnt3DHC.z*tMatHC.m[11]+tMatHC.m[15];worldPnt3D.x=(inPnt3DHC.x*tMatHC.m[0]+inPnt3DHC.y*tMatHC.m[1]+inPnt3DHC.z*tMatHC.m[2]+tMatHC.m[3])/div;worldPnt3D.y=(inPnt3DHC.x*tMatHC.m[4]+inPnt3DHC.y*tMatHC.m[5]+inPnt3DHC.z*tMatHC.m[6]+tMatHC.m[7])/div;worldPnt3D.z=(inPnt3DHC.x*tMatHC.m[8]+inPnt3DHC.y*tMatHC.m[9]+inPnt3DHC.z*tMatHC.m[10]+tMatHC.m[11])/div;return worldPnt3D};return eDwXSectionOperator}(eDwOperatorBaseDeps_3.eDwBaseOperator);return eDwXSectionOperator}));define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeIDHC=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeIDHC],this.mFinalCamera)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd}));requirejs.config({baseUrl:"./js/3rdParty",paths:{jquery:"jquery.min","jquery-ui":"jquery-ui.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]},"jquery.iframe-transport":{deps:["jquery"]},"jquery-ajax-native":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],(function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()}));define("utils",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.makeArray=exports.getFirstMatchedMethodObj=exports.formatString=exports.ReversibleStringEnum=exports.deepCopyArray=exports.getExtension=exports.isEqual=exports.isNumber=exports.isNaN=exports.appendToArray=exports.isOfType=exports.getObjectTypeName=exports.isInstanceOf=exports.populateMixinObjectFromClasses=exports.populateMixinObject=exports.MixinBase=exports.getUint8Array=exports.forAll=void 0;function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach((function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])}))}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i<len;i++){bytes[i]=binString.charCodeAt(i)}return bytes}exports.getUint8Array=getUint8Array;var MixinBase=function(_super){__extends(MixinBase,_super);function MixinBase(iMixinConstructors){var _this=_super.call(this)||this;populateMixinObjectFromClasses(_this,iMixinConstructors);return _this}return MixinBase}(Function);exports.MixinBase=MixinBase;function populateMixinObject(ioDestObj,iSrcObjs){for(var _i=0,iSrcObjs_1=iSrcObjs;_i<iSrcObjs_1.length;_i++){var srcObj=iSrcObjs_1[_i];var mixinProps=Object.getOwnPropertyNames(srcObj);for(var _a=0,mixinProps_1=mixinProps;_a<mixinProps_1.length;_a++){var mixinProp=mixinProps_1[_a];ioDestObj[mixinProp]=srcObj[mixinProp]}}}exports.populateMixinObject=populateMixinObject;function populateMixinObjectFromClasses(ioDestObj,iConstructors){populateMixinObject(ioDestObj,iConstructors.map((function(iConstructor){return iConstructor.prototype})));ioDestObj.MixinConstructors=iConstructors}exports.populateMixinObjectFromClasses=populateMixinObjectFromClasses;function isInstanceOf(iInstance,iConstructor){if(!iInstance)return false;function isMixinInstance(){if(!isOfType(iInstance,"MixinConstructors"))return false;var index=iInstance.MixinConstructors.indexOf(iConstructor);return index>-1?true:false}return iInstance instanceof iConstructor?true:isMixinInstance()}exports.isInstanceOf=isInstanceOf;function getObjectTypeName(iObj){if(!iObj)return"";return iObj.constructor.toString().split(" ")[1].split("(")[0]}exports.getObjectTypeName=getObjectTypeName;function isOfType(iArg,iDiscriminator){var argType=typeof iArg;return iArg&&(argType==="object"||argType==="function")?iDiscriminator in iArg:false}exports.isOfType=isOfType;function appendToArray(iElemForArray,ioArray){if(!iElemForArray||!ioArray)return;if(iElemForArray instanceof Promise){ioArray.push(iElemForArray.catch((function(iExcp){return iExcp})))}else{ioArray.push(iElemForArray)}}exports.appendToArray=appendToArray;function isNaN(iInput){return!isNumber(iInput)}exports.isNaN=isNaN;var cOrigNaN=window.isNaN;window.isNaN=isNaN;function isNumber(iInput){return typeof iInput==="number"&&(iInput===0||!cOrigNaN(iInput))?true:false}exports.isNumber=isNumber;function isEqual(iFirstObj,iSecondObj,iStrict){if(iStrict===void 0){iStrict=false}if(iFirstObj===iSecondObj)return true;if(!iFirstObj||!iSecondObj)return false;if(typeof iFirstObj!==typeof iSecondObj)return false;var numKeys=Object.keys(iFirstObj).length;if(iStrict&&numKeys!==Object.keys(iSecondObj).length)return false;var matchKeys=0;for(var key in iFirstObj){if(iFirstObj[key]===iSecondObj[key])++matchKeys}return numKeys===matchKeys?true:false}exports.isEqual=isEqual;function getExtension(iString){if(!iString)return"";var pos=iString.lastIndexOf(".");return pos===-1?"":iString.substr(pos+1).toLowerCase()}exports.getExtension=getExtension;function deepCopyArray(iArray){return JSON.parse(JSON.stringify(iArray))}exports.deepCopyArray=deepCopyArray;var ReversibleStringEnum=function(){function ReversibleStringEnum(iReversibleMapData){this.mMapping=iReversibleMapData;this.mReverseMapping={};for(var key in iReversibleMapData){this.mReverseMapping[iReversibleMapData[key]]=key}}ReversibleStringEnum.prototype.getValue=function(iKey){var value=this.mMapping[iKey];return value?value:this.mReverseMapping[iKey]};return ReversibleStringEnum}();exports.ReversibleStringEnum=ReversibleStringEnum;function formatString(iFormat){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}var argIndex=0;var replFormat=iFormat.replace(/\${([a-zA-Z0-9_-]+)}/g,(function(iPosParam){var val=typeof iArgs[argIndex]!=="undefined"?iArgs[argIndex]:iPosParam;++argIndex;return val}));return replFormat}exports.formatString=formatString;function getFirstMatchedMethodObj(iObj,iPartialName){if(!iObj||!iPartialName)return null;var props=$.map(iObj,(function(iValue,iKey){return iKey.indexOf(iPartialName)>-1?iKey:null}));return props.length?iObj[props[0]]:null}exports.getFirstMatchedMethodObj=getFirstMatchedMethodObj;function makeArray(iObj){return iObj?Object.keys(iObj).map((function(iKey){return iObj[iKey]})):[]}exports.makeArray=makeArray}));
 // Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
 </script>
 </body>
diff --git a/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2.json b/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2.json
index 34047c2df..b71951bd2 100644
--- a/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2.json
+++ b/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2.json
@@ -13,15 +13,6 @@
     "Checkbox7": "Unchecked",
     "Hide": "0"
   },
-  {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\jacks\\HCylinder.SLDPRT"
-  },
-  {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\jacks\\Piston.SLDPRT"
-  },
-  {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\jacks\\Vevor-20T.SLDASM"
-  },
   {
     "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical\\403_MountPlate_x2_6mm_INOX.SLDPRT"
   },
@@ -29,28 +20,30 @@
     "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical\\CAB-2PID-VintageVertical.SLDASM"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\base-flanged\\cad\\910_Enclosure.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\Caster-Alex-2-3751-105_80.SLDASM"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\base-flanged\\cad\\900_Base.SLDASM"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-rc2\\cad\\303_TriMount_x8_4mm_FERRO.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\housing\\sm25-light\\810_EncBack_x2_1mm_Inox.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-rc2\\cad\\250-15-SP-HeatPlate5083.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\housing\\sm25-light\\820_EncSide_x4_1mm_Inox.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-rc2\\cad\\6_Side_x2_4mm_FERRO.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\framework\\830_EncTop_x1_2mm_Inox.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-rc2\\cad\\210_PlateAssemblyRibs.SLDASM",
+    "IsLaser": "1"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\housing\\sm25-light\\830_TopSupport_x4_4mm_FERRO.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-rc2\\cad\\201_PlateCoverTri_x1_1mm_INOX.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\housing\\sm25-light\\SideWindow.SLDPRT"
-  },
-  {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\housing\\sm25-light\\Main-SPC650-Housing-Light.SLDASM"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-rc2\\cad\\200_PressPlate-Global-650.SLDASM",
+    "testx": "2",
+    "Checkbox7": "Unchecked",
+    "Hide": "0",
+    "IsLaser": "1"
   },
   {
     "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\framework\\307_RibMount_x8_4mm_FERRO.SLDPRT"
@@ -62,27 +55,18 @@
     "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\framework\\400_LowerRibsTop.SLDASM"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-rc2\\cad\\201_PlateCoverTri_x1_1mm_INOX.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\jacks\\Vevor-20T.SLDASM"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-rc2\\cad\\250-15-SP-HeatPlate5083.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\components\\moulds\\15mm\\Mould-650-15.SLDASM"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-rc2\\cad\\303_TriMount_x8_4mm_FERRO.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\motion\\hgh\\20\\hgh20har1600-rail.SLDPRT"
   },
   {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-rc2\\cad\\6_Side_x2_4mm_FERRO.SLDPRT"
-  },
-  {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-rc2\\cad\\210_PlateAssemblyRibs.SLDASM",
-    "IsLaser": "1"
-  },
-  {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-rc2\\cad\\200_PressPlate-Global-650.SLDASM",
-    "testx": "2",
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\motion\\hgh\\20\\310-HGH20-Brackets.SLDASM",
     "Checkbox7": "Unchecked",
-    "Hide": "0",
-    "IsLaser": "1"
+    "Hide": "0"
   },
   {
     "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\motion\\hgh\\20\\322_HG20-40Side_x2_8mm_FERRO.SLDPRT"
@@ -90,59 +74,66 @@
   {
     "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\motion\\hgh\\20\\323_HG20-40Flange_x2_8mm_FERRO.SLDPRT"
   },
-  {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\motion\\hgh\\20\\320_HG20-40_x2_8mm_FERRO.SLDPRT"
-  },
-  {
-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\motion\\hgh\\20\\310-HGH20-Brackets.SLDASM",
-    "Checkbox7": "Unchecked",
-    "Hide": "0"
-  },
   {
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+  },
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diff --git a/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2.step b/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2.step
index dc47f243b..233d61975 100644
--- a/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2.step
+++ b/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2.step
@@ -1,3 +1,3 @@
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index 8e20c86a7..aa4987ee4 100644
--- a/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2.tree.json
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-        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket button head cap screw_amxxx.sldprt",
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@@ -407,9 +417,9 @@
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@@ -422,17 +432,17 @@
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-        "Name": "SPRCC-650-Assembly-Dual-1/formed hex screw_am-1",
+        "Name": "SPRCC-650-Assembly-Dual-1/formed hex screw_am-9",
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@@ -447,8 +457,8 @@
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+        "Name": "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5",
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         "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\loader\\Loading Shelf Assembly.SLDASM",
         "IsSuppressed": false
       },
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-        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\loader\\860_LShelf_x2_4mm_FERRO.SLDPRT",
+        "Name": "Loading Shelf Assembly-1/socket head cap screw_amXXX-1",
+        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_amXXX.SLDPRT",
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-        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_amXXX.SLDPRT",
+        "Name": "Loading Shelf Assembly-1/860_LShelf_x2_4mm_FERRO-1",
+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\loader\\860_LShelf_x2_4mm_FERRO.SLDPRT",
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@@ -1892,13 +1752,33 @@
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+        "Name": "Loading Shelf Assembly-1/socket head cap screw_am-8",
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+        "IsSuppressed": true
+      },
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+        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt",
+        "IsSuppressed": true
+      },
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+        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt",
+        "IsSuppressed": true
+      },
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+        "Name": "Loading Shelf Assembly-1/socket head cap screw_amXXX-6",
+        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_amXXX.SLDPRT",
+        "IsSuppressed": false
+      },
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         "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\loader\\LoadingShelfRod.SLDPRT",
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-        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc2\\cad\\loader\\LoadingShelfRod.SLDPRT",
+        "Name": "Loading Shelf Assembly-1/socket head cap screw_am-7",
+        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt",
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-        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt",
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-        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_amXXX.SLDPRT",
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+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\60\\Coaster-M12.SLDPRT",
         "IsSuppressed": false
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+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\jacks\\Vevor-20T.SLDASM",
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           "Density": 3950.180920659876,
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-          "CenterOfMassY": 0.7915148688931879,
-          "CenterOfMassZ": -6.486117920532842E-14
+          "CenterOfMassX": -8.290626229791068E-07,
+          "CenterOfMassY": 0.7915148688263438,
+          "CenterOfMassZ": -1.8936648034323603E-14
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-          "MaxY": 0.46865788575720707,
-          "MaxZ": -0.010998048978332453
+          "MinY": -0.5062834466247522,
+          "MinZ": -1.462998049398943,
+          "MaxX": 0.5456093199780054,
+          "MaxY": 0.47033722054818916,
+          "MaxZ": -0.010998049398941778
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         "Material": {
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-          "400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-3": "",
-          "400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-4": "",
-          "400_LowerRibsTop-1/2_RibB_x4_10mm_FERRO-1": "Plain Carbon Steel",
-          "400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-1": "",
-          "200_PressPlate-Global-650-3/250-15-SP-HeatPlate5083-1": "1060 Alloy",
-          "200_PressPlate-Global-650-3/20_80_60-1": "6061 Alloy",
-          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
-          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
-          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
-          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
-          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-3/20_80_60-3": "6061 Alloy",
-          "200_PressPlate-Global-650-3/250-15-SP-HeatPlate5083-2": "1060 Alloy",
-          "200_PressPlate-Global-650-3/20_80_60-2": "6061 Alloy",
-          "200_PressPlate-Global-650-3/20_80_60-16": "6061 Alloy",
-          "200_PressPlate-Global-650-3/20_80_60-14": "6061 Alloy",
-          "200_PressPlate-Global-650-3/20_80_60-15": "6061 Alloy",
-          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-3/20_80_60-11": "6061 Alloy",
-          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-3/20_80_60-17": "6061 Alloy",
-          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-3/20_80_60-13": "6061 Alloy",
-          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
-          "400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-2": "",
-          "400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-3": "",
-          "400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-4": "",
-          "400_LowerRibsTop-2/2_RibB_x4_10mm_FERRO-1": "Plain Carbon Steel",
-          "400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-1": "",
-          "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-4/20_80_60-11": "6061 Alloy",
-          "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
-          "200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
-          "200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
-          "200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
-          "200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-4/20_80_60-3": "6061 Alloy",
-          "200_PressPlate-Global-650-4/20_80_60-1": "6061 Alloy",
-          "200_PressPlate-Global-650-4/201_PlateCoverTri_x1_1mm_INOX-1": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-4/250-15-SP-HeatPlate5083-1": "1060 Alloy",
-          "200_PressPlate-Global-650-4/20_80_60-2": "6061 Alloy",
-          "200_PressPlate-Global-650-4/20_80_60-17": "6061 Alloy",
-          "200_PressPlate-Global-650-4/20_80_60-13": "6061 Alloy",
-          "200_PressPlate-Global-650-4/20_80_60-15": "6061 Alloy",
-          "200_PressPlate-Global-650-4/20_80_60-16": "6061 Alloy",
-          "200_PressPlate-Global-650-4/20_80_60-14": "6061 Alloy",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-2": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-2": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-1": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-1": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/320_HG20-40_x2_8mm_FERRO-1": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-2": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-2": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-1": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-1": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/320_HG20-40_x2_8mm_FERRO-1": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/750-Rail-Support-40-30-1": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/hgh20har1600-rail-2": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/hgh20har1600-rail-1": "",
-          "700-Framework-SPC650-RC2-1/Spacer_Cylinder-40-1": "",
-          "700-Framework-SPC650-RC2-1/Spacer_Cylinder-40-2": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/hgh20har1600-rail-2": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/750-Rail-Support-40-30-1": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-2": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-2": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-1": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-1": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/320_HG20-40_x2_8mm_FERRO-1": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/hgh20har1600-rail-1": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-2": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-2": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-1": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-1": "",
-          "700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/320_HG20-40_x2_8mm_FERRO-1": "",
-          "700-Framework-SPC650-RC2-1/720_GroundPlate_x1_12mm_FERRO-1": "Plain Carbon Steel",
-          "700-Framework-SPC650-RC2-1/710_60-40-SupportBeam-2": "Plain Carbon Steel",
-          "700-Framework-SPC650-RC2-1/710_60-40-SupportBeamMiddle-1": "Plain Carbon Steel",
-          "700-Framework-SPC650-RC2-1/710_60-40-SupportBeam-1": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-1/20_80_60-14": "6061 Alloy",
-          "200_PressPlate-Global-650-1/20_80_60-15": "6061 Alloy",
-          "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-1/20_80_60-11": "6061 Alloy",
-          "200_PressPlate-Global-650-1/20_80_60-13": "6061 Alloy",
           "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
           "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-1/250-15-SP-HeatPlate5083-1": "1060 Alloy",
+          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
+          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
+          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
+          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
+          "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
           "200_PressPlate-Global-650-1/20_80_60-1": "6061 Alloy",
           "200_PressPlate-Global-650-1/20_80_60-3": "6061 Alloy",
           "200_PressPlate-Global-650-1/201_PlateCoverTri_x1_1mm_INOX-1": "Plain Carbon Steel",
           "200_PressPlate-Global-650-1/20_80_60-2": "6061 Alloy",
-          "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
-          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
-          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
-          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
-          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
-          "200_PressPlate-Global-650-1/250-15-SP-HeatPlate5083-1": "1060 Alloy",
-          "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-1/20_80_60-14": "6061 Alloy",
+          "200_PressPlate-Global-650-1/20_80_60-15": "6061 Alloy",
+          "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-1/20_80_60-11": "6061 Alloy",
+          "200_PressPlate-Global-650-1/20_80_60-17": "6061 Alloy",
+          "200_PressPlate-Global-650-1/20_80_60-13": "6061 Alloy",
           "200_PressPlate-Global-650-1/20_80_60-16": "6061 Alloy",
-          "200_PressPlate-Global-650-1/20_80_60-17": "6061 Alloy"
+          "200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
+          "400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-2": "",
+          "400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-3": "",
+          "400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-4": "",
+          "400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-1": "",
+          "400_LowerRibsTop-1/2_RibB_x4_10mm_FERRO-1": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
+          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
+          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
+          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
+          "200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-3/20_80_60-16": "6061 Alloy",
+          "200_PressPlate-Global-650-3/20_80_60-17": "6061 Alloy",
+          "200_PressPlate-Global-650-3/20_80_60-11": "6061 Alloy",
+          "200_PressPlate-Global-650-3/20_80_60-15": "6061 Alloy",
+          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-3/20_80_60-14": "6061 Alloy",
+          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-3/20_80_60-13": "6061 Alloy",
+          "200_PressPlate-Global-650-3/250-15-SP-HeatPlate5083-2": "1060 Alloy",
+          "200_PressPlate-Global-650-3/20_80_60-1": "6061 Alloy",
+          "200_PressPlate-Global-650-3/20_80_60-3": "6061 Alloy",
+          "200_PressPlate-Global-650-3/20_80_60-2": "6061 Alloy",
+          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-3/250-15-SP-HeatPlate5083-1": "1060 Alloy",
+          "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-4/20_80_60-13": "6061 Alloy",
+          "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
+          "200_PressPlate-Global-650-4/20_80_60-14": "6061 Alloy",
+          "200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
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-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-3": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/250-15-SP-HeatPlate5083-2": "1060 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-2": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-16": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-14": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-15": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-11": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-17": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-13": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-2": "",
-      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-3": "",
-      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-4": "",
-      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/2_RibB_x4_10mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-11": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-3": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-1": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/201_PlateCoverTri_x1_1mm_INOX-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/250-15-SP-HeatPlate5083-1": "1060 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-2": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-17": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-13": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-15": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-16": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-14": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-2": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-2": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/320_HG20-40_x2_8mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-2": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-2": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/320_HG20-40_x2_8mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/750-Rail-Support-40-30-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/hgh20har1600-rail-2": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/hgh20har1600-rail-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/Spacer_Cylinder-40-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/Spacer_Cylinder-40-2": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/hgh20har1600-rail-2": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/750-Rail-Support-40-30-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-2": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-2": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/320_HG20-40_x2_8mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/hgh20har1600-rail-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-2": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-2": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/320_HG20-40_x2_8mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/720_GroundPlate_x1_12mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/710_60-40-SupportBeam-2": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/710_60-40-SupportBeamMiddle-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/710_60-40-SupportBeam-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-14": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-15": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-11": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-13": "6061 Alloy",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/250-15-SP-HeatPlate5083-1": "1060 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-1": "6061 Alloy",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-3": "6061 Alloy",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/201_PlateCoverTri_x1_1mm_INOX-1": "Plain Carbon Steel",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-2": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/250-15-SP-HeatPlate5083-1": "1060 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-16": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-14": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-15": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-11": "6061 Alloy",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-17": "6061 Alloy",
-      "6_CableCover_x6_1mm_Inox-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-13": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-16": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-2": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-3": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-4": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-1/2_RibB_x4_10mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-16": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-17": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-11": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-15": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-14": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-13": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/250-15-SP-HeatPlate5083-2": "1060 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-1": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-3": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-2": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/250-15-SP-HeatPlate5083-1": "1060 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-13": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-14": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-17": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-15": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-11": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-16": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/201_PlateCoverTri_x1_1mm_INOX-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-1": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/250-15-SP-HeatPlate5083-1": "1060 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-2": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-3": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/hgh20har1600-rail-2": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-2": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-2": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-2": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-2": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/750-Rail-Support-40-30-1": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-3/hgh20har1600-rail-1": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/710_60-40-SupportBeam-2": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/710_60-40-SupportBeam-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/Spacer_Cylinder-40-1": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/Spacer_Cylinder-40-2": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/710_60-40-SupportBeamMiddle-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/720_GroundPlate_x1_12mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/hgh20har1600-rail-2": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/322_HG20-40Side_x2_8mm_FERRO-2": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-2/323_HG20-40Flange_x2_8mm_FERRO-2": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/750-Rail-Support-40-30-1": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/hgh20har1600-rail-1": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/322_HG20-40Side_x2_8mm_FERRO-2": "",
+      "SPRCC-650-Assembly-Dual-1/700-Framework-SPC650-RC2-1/740-Rail-HGH20CA-40-1/310-HGH20-Brackets-1/323_HG20-40Flange_x2_8mm_FERRO-2": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-3": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-2": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-4": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/2_RibB_x4_10mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-1": "",
       "Mould-650-15-1/900_Mould_x4_2mm_INOX-1": "AISI 316 Stainless Steel Sheet (SS)",
       "Mould-650-15-1/900_Mould_x4_2mm_INOX-2": "AISI 316 Stainless Steel Sheet (SS)",
-      "Loading Shelf Assembly-1/860_LShelf_x2_4mm_FERRO-1": "",
-      "Loading Shelf Assembly-1/socket head cap screw_amXXX-1": "",
-      "Loading Shelf Assembly-1/socket head cap screw_amXXX-5": "",
-      "Loading Shelf Assembly-1/socket head cap screw_amXXX-2": "",
+      "900_Base-1/910_Enclosure-1": "",
+      "900_Base-1/920_Door-1": "",
+      "900_Base-1/950_CP-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "",
+      "900_Base-1/950_CP-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "",
+      "900_Base-1/950_CP-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "",
+      "900_Base-1/950_CP-1/930_CP_Cassandra-1": "AISI 1035 Steel (SS)",
       "Loading Shelf Assembly-1/860_LShelf_x2_4mm_FERRO-2": "",
-      "Loading Shelf Assembly-1/socket head cap screw_amXXX-6": ""
+      "Loading Shelf Assembly-1/socket head cap screw_amXXX-1": "",
+      "Loading Shelf Assembly-1/860_LShelf_x2_4mm_FERRO-1": "",
+      "Loading Shelf Assembly-1/socket head cap screw_amXXX-5": "",
+      "Loading Shelf Assembly-1/socket head cap screw_amXXX-6": "",
+      "Loading Shelf Assembly-1/socket head cap screw_amXXX-2": "",
+      "Coaster-M12-1": "",
+      "Vevor-20T-1/Piston-1": "",
+      "Vevor-20T-1/HCylinder-1": "",
+      "6_CableCover_x6_1mm_Inox-1": "",
+      "Main-SPC650-Housing-Light-1/SideWindow-4": "",
+      "Main-SPC650-Housing-Light-1/SideWindow-3": "",
+      "Main-SPC650-Housing-Light-1/820_EncSide_x4_1mm_Inox-4": "",
+      "Main-SPC650-Housing-Light-1/820_EncSide_x4_1mm_Inox-3": "",
+      "Main-SPC650-Housing-Light-1/820_EncSide_x4_1mm_Inox-5": "",
+      "Main-SPC650-Housing-Light-1/SideWindow-5": "",
+      "Main-SPC650-Housing-Light-1/830_EncTop_x1_2mm_Inox-1": "",
+      "Main-SPC650-Housing-Light-1/SideWindow-1": "",
+      "Main-SPC650-Housing-Light-1/820_EncSide_x4_1mm_Inox-1": ""
     },
     "States": {},
     "LaserParts": null,
diff --git a/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2.x_t b/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2.x_t
index 944c89ec0..2f7911da1 100644
--- a/sheetpress/cassandra-edczmax-rc2/cad/Global-SPC-650-Default-RC2.x_t
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index c44fa3152..9224c3785 100644
--- a/sheetpress/cassandra-edczmax-rc2/cad/housing/sm25-light/820_EncSide_x4_1mm_Inox.SLDPRT
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diff --git a/sheetpress/cassandra-edczmax-rc2/laser/en/Steel/10mm/EDC-650-2_RibB_x4.dxf b/sheetpress/cassandra-edczmax-rc2/laser/en/Steel/10mm/EDC-650-2_RibB_x4.dxf
new file mode 100644
index 000000000..fd9be55aa
--- /dev/null
+++ b/sheetpress/cassandra-edczmax-rc2/laser/en/Steel/10mm/EDC-650-2_RibB_x4.dxf
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diff --git a/sheetpress/cassandra-edczmax-rc2/laser/es/FERRO/10mm/EDC-650-2_RibB_x4.dxf b/sheetpress/cassandra-edczmax-rc2/laser/es/FERRO/10mm/EDC-650-2_RibB_x4.dxf
new file mode 100644
index 000000000..fd9be55aa
--- /dev/null
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diff --git a/sheetpress/cassandra-edczmax-rc2/laser/es/INOX/2mm/EDC-650-900_Mould_x4.dxf b/sheetpress/cassandra-edczmax-rc2/laser/es/INOX/2mm/EDC-650-900_Mould_x4.dxf
new file mode 100644
index 000000000..214b5f6d6
--- /dev/null
+++ b/sheetpress/cassandra-edczmax-rc2/laser/es/INOX/2mm/EDC-650-900_Mould_x4.dxf
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