1063 lines
1.4 MiB
1063 lines
1.4 MiB
<!DOCTYPE html>
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<!-- Created by pdf2htmlEX (https://github.com/pdf2htmlEX/pdf2htmlEX) -->
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<html xmlns="http://www.w3.org/1999/xhtml">
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<head>
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<meta charset="utf-8"/>
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<meta name="generator" content="pdf2htmlEX"/>
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<meta http-equiv="X-UA-Compatible" content="IE=edge,chrome=1"/>
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<style type="text/css">
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/*!
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* Base CSS for pdf2htmlEX
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* Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com>
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* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
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*/#sidebar{position:absolute;top:0;left:0;bottom:0;width:250px;padding:0;margin:0;overflow:auto}#page-container{position:absolute;top:0;left:0;margin:0;padding:0;border:0}@media screen{#sidebar.opened+#page-container{left:250px}#page-container{bottom:0;right:0;overflow:auto}.loading-indicator{display:none}.loading-indicator.active{display:block;position:absolute;width:64px;height:64px;top:50%;left:50%;margin-top:-32px;margin-left:-32px}.loading-indicator img{position:absolute;top:0;left:0;bottom:0;right:0}}@media print{@page{margin:0}html{margin:0}body{margin:0;-webkit-print-color-adjust:exact}#sidebar{display:none}#page-container{width:auto;height:auto;overflow:visible;background-color:transparent}.d{display:none}}.pf{position:relative;background-color:white;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.pc.opened{display:block}.bf{position:absolute;border:0;margin:0;top:0;bottom:0;width:100%;height:100%;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}.bi{position:absolute;border:0;margin:0;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}@media print{.pf{margin:0;box-shadow:none;page-break-after:always;page-break-inside:avoid}@-moz-document url-prefix(){.pf{overflow:visible;border:1px solid #fff}.pc{overflow:visible}}}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}::selection{background:rgba(127,255,255,0.4)}::-moz-selection{background:rgba(127,255,255,0.4)}.pi{display:none}.d{position:absolute;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%}.it{border:0;background-color:rgba(255,255,255,0.0)}.ir:hover{cursor:pointer}</style>
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<style type="text/css">
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/*!
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* Fancy styles for pdf2htmlEX
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* Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com>
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* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
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*/@keyframes fadein{from{opacity:0}to{opacity:1}}@-webkit-keyframes fadein{from{opacity:0}to{opacity:1}}@keyframes swing{0{transform:rotate(0)}10%{transform:rotate(0)}90%{transform:rotate(720deg)}100%{transform:rotate(720deg)}}@-webkit-keyframes swing{0{-webkit-transform:rotate(0)}10%{-webkit-transform:rotate(0)}90%{-webkit-transform:rotate(720deg)}100%{-webkit-transform:rotate(720deg)}}@media screen{#sidebar{background-color:#2f3236;background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+")}#outline{font-family:Georgia,Times,"Times New Roman",serif;font-size:13px;margin:2em 1em}#outline ul{padding:0}#outline li{list-style-type:none;margin:1em 0}#outline li>ul{margin-left:1em}#outline a,#outline a:visited,#outline a:hover,#outline a:active{line-height:1.2;color:#e8e8e8;text-overflow:ellipsis;white-space:nowrap;text-decoration:none;display:block;overflow:hidden;outline:0}#outline a:hover{color:#0cf}#page-container{background-color:#9e9e9e;background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4=");-webkit-transition:left 500ms;transition:left 500ms}.pf{margin:13px auto;box-shadow:1px 1px 3px 1px #333;border-collapse:separate}.pc.opened{-webkit-animation:fadein 100ms;animation:fadein 100ms}.loading-indicator.active{-webkit-animation:swing 1.5s ease-in-out .01s infinite alternate none;animation:swing 1.5s ease-in-out .01s infinite alternate none}.checked{background:no-repeat url(data:image/png;base64,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)}}</style>
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<style type="text/css">
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.ff0{font-family:sans-serif;visibility:hidden;}
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<script>
|
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/*
|
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Copyright 2012 Mozilla Foundation
|
||
Copyright 2013 Lu Wang <coolwanglu@gmail.com>
|
||
Apachine License Version 2.0
|
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*/
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(function(){function b(a,b,e,f){var c=(a.className||"").split(/\s+/g);""===c[0]&&c.shift();var d=c.indexOf(b);0>d&&e&&c.push(b);0<=d&&f&&c.splice(d,1);a.className=c.join(" ");return 0<=d}if(!("classList"in document.createElement("div"))){var e={add:function(a){b(this.element,a,!0,!1)},contains:function(a){return b(this.element,a,!1,!1)},remove:function(a){b(this.element,a,!1,!0)},toggle:function(a){b(this.element,a,!0,!0)}};Object.defineProperty(HTMLElement.prototype,"classList",{get:function(){if(this._classList)return this._classList;
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</script>
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<script>
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(function(){/*
|
||
pdf2htmlEX.js: Core UI functions for pdf2htmlEX
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||
Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> and other contributors
|
||
https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
|
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*/
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class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">T<span class="_ _5"></span>able<span class="_ _8"> </span>of<span class="_ _8"> </span>Contents</div><div class="t m0 x6 h8 ye ff1 fs4 fc2 sc0 ls0 ws0">3<span class="_ _9"> </span><span class="fs2 fc0">Online<span class="_ _4"> </span>T<span class="_ _b"></span>o<span class="_ _a"></span>ols</span></div><div class="t m0 x7 h6 yf ff4 fs4 fc0 sc0 ls0 ws0">AI-P<span class="_ _6"></span>ow<span class="_ _6"></span>ered<span class="_ _c"> </span>Co<span class="_ _a"></span>de<span class="_ _c"> </span>Completion/IDE</div><div class="t m0 x7 h6 y10 ff4 fs4 fc0 sc0 ls0 ws0">Compilation<span class="_ _c"> </span>and<span class="_ _d"> </span>Execution<span class="_ _c"> </span>-<span class="_ _d"> </span><span class="ff5">Compiler<span class="_ _4"> </span>Explorer</span></div><div class="t m0 x7 h6 y11 ff4 fs4 fc0 sc0 ls0 ws0">Co<span class="_ _a"></span>de<span class="_ _c"> </span>T<span class="_ _5"></span>ransformation<span class="_ _c"> </span>-<span class="_ _c"> </span><span class="ff5">CppInsights</span></div><div class="t m0 x7 h6 y12 ff4 fs4 fc0 sc0 ls0 ws0">Co<span class="_ _a"></span>de<span class="_ _c"> </span>Benchma<span class="_ _6"></span>rking<span class="_ _c"> </span>-<span class="_ _d"> </span><span class="ff5">Quick-Bench</span></div><div class="t m0 x7 h6 y13 ff4 fs4 fc0 sc0 ls0 ws0">Co<span class="_ _a"></span>de<span class="_ _c"> </span>Sea<span class="_ _6"></span>rch<span class="_ _c"> </span>Engine<span class="_ _d"> </span>-<span class="_ _d"> </span><span class="ff5">searchcode</span>,<span class="_ _c"> </span><span class="ff5">grep.app</span></div><div class="t m0 x8 ha yd ff6 fs5 fc0 sc0 ls0 ws0">2/45</div><a class="l" href="#pf20" data-dest-detail='[32,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:47.076000px;bottom:163.336000px;width:84.554000px;height:13.782000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf21" data-dest-detail='[33,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:49.490000px;bottom:143.469000px;width:145.510000px;height:11.821000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf23" data-dest-detail='[35,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:49.490000px;bottom:124.543000px;width:213.311000px;height:11.125000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf26" data-dest-detail='[38,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:49.490000px;bottom:105.340000px;width:157.077000px;height:11.125000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf27" data-dest-detail='[39,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:49.490000px;bottom:86.414000px;width:153.010000px;height:10.848000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf28" data-dest-detail='[40,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:49.490000px;bottom:66.934000px;width:195.516000px;height:11.125000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pf4" class="pf w0 h0" data-page-no="4"><div class="pc pc4 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">T<span class="_ _5"></span>able<span class="_ _8"> </span>of<span class="_ _8"> </span>Contents</div><div class="t m0 x6 h8 y14 ff1 fs4 fc2 sc0 ls0 ws0">4<span class="_ _9"> </span><span class="fs2 fc0">Offline<span class="_ _4"> </span>T<span class="_ _b"></span>o<span class="_ _a"></span>ols</span></div><div class="t m0 x7 h6 y15 ff4 fs4 fc0 sc0 ls0 ws0">Co<span class="_ _a"></span>de<span class="_ _c"> </span>F<span class="_ _6"></span>ormatting<span class="_ _c"> </span>-<span class="_ _c"> </span><span class="ff5">clang-format</span></div><div class="t m0 x7 h6 y16 ff4 fs4 fc0 sc0 ls0 ws0">Co<span class="_ _a"></span>de<span class="_ _c"> </span>Statistics</div><div class="t m0 x7 h6 y17 ff4 fs4 fc0 sc0 ls0 ws0">AST<span class="_ _c"> </span>Diff</div><div class="t m0 x7 h6 y18 ff4 fs4 fc0 sc0 ls0 ws0">Project<span class="_ _c"> </span>Visualization</div><div class="t m0 x7 h6 y19 ff4 fs4 fc0 sc0 ls0 ws0">Lo<span class="_ _a"></span>cal<span class="_ _c"> </span>Co<span class="_ _a"></span>de<span class="_ _c"> </span>Search<span class="_ _c"> </span>-<span class="_ _c"> </span><span class="ff5">ugrep</span>,<span class="_ _d"> </span><span class="ff5">ripgrep</span>,<span class="_ _c"> </span><span class="ff5">hypergrep</span></div><div class="t m0 x7 h6 y1a ff4 fs4 fc0 sc0 ls0 ws0">AST<span class="_ _c"> </span>Search</div><div class="t m0 x7 h6 y1b ff4 fs4 fc0 sc0 ls0 ws0">F<span class="_ _6"></span>ont<span class="_ _c"> </span>for<span class="_ _c"> </span>Co<span class="_ _a"></span>ding</div><div class="t m0 x8 ha yd ff6 fs5 fc0 sc0 ls0 ws0">3/45</div><a class="l" href="#pf2a" data-dest-detail='[42,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:47.076000px;bottom:182.401000px;width:85.631000px;height:13.781000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2b" data-dest-detail='[43,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:49.490000px;bottom:162.810000px;width:145.150000px;height:11.125000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2c" data-dest-detail='[44,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:49.490000px;bottom:145.821000px;width:64.452000px;height:8.911000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2e" data-dest-detail='[46,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:49.490000px;bottom:126.618000px;width:39.656000px;height:8.911000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2f" data-dest-detail='[47,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:49.490000px;bottom:105.478000px;width:87.934000px;height:10.849000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf30" data-dest-detail='[48,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:49.490000px;bottom:85.999000px;width:211.512000px;height:11.125000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf31" data-dest-detail='[49,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:49.490000px;bottom:69.010000px;width:51.723000px;height:8.911000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf32" data-dest-detail='[50,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:49.490000px;bottom:47.870000px;width:68.189000px;height:10.848000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">CMak<span class="_ _6"></span>e<span class="_ _8"> </span>Overview</div><div class="t m0 xa hb y1d ff7 fs6 fc0 sc0 ls0 ws0">CMake<span class="_ _c"> </span><span class="ff8 fs7"><span class="_ _c"> </span></span><span class="ff4">is<span class="_ _c"> </span>an<span class="_ _c"> </span><span class="ff9">open-source</span>,<span class="_ _d"> </span><span class="ff9">cross-platfo<span class="_ _6"></span>rm<span class="_ _c"> </span><span class="ff4">family<span class="_ _c"> </span>of<span class="_ _c"> </span>to<span class="_ _a"></span>ols<span class="_ _c"> </span>designed<span class="_ _c"> </span>to<span class="_ _c"> </span>build,</span></span></span></div><div class="t m0 xa hb y1e ff4 fs6 fc0 sc0 ls0 ws0">test<span class="_ _d"> </span>and<span class="_ _7"> </span>package<span class="_ _d"> </span>soft<span class="_ _6"></span>w<span class="_ _6"></span>are</div><div class="t m0 x1 hb y1f ff5 fs6 fc0 sc0 ls0 ws0">CMake<span class="_ _d"> </span><span class="ff4">is<span class="_ _7"> </span>used<span class="_ _d"> </span>to<span class="_ _d"> </span>control<span class="_ _7"> </span>the<span class="_ _d"> </span>soft<span class="_ _6"></span>w<span class="_ _6"></span>are<span class="_ _d"> </span>compilation<span class="_ _d"> </span>p<span class="_ _6"></span>ro<span class="_ _a"></span>cess<span class="_ _d"> </span>using<span class="_ _d"> </span>simple<span class="_ _7"> </span>platfo<span class="_ _6"></span>rm<span class="_ _d"> </span>and</span></div><div class="t m0 x1 hb y20 ff4 fs6 fc0 sc0 ls0 ws0">compiler<span class="_ _d"> </span>indep<span class="_ _a"></span>endent<span class="_ _d"> </span>configuration<span class="_ _7"> </span>files,<span class="_ _d"> </span>and<span class="_ _d"> </span><span class="ff9">generate<span class="_ _8"> </span></span>native<span class="_ _7"> </span><span class="ff5">Makefile/Ninja<span class="_ _d"> </span></span>and</div><div class="t m0 x1 hb y21 ff4 fs6 fc0 sc0 ls0 ws0">w<span class="_ _6"></span>o<span class="_ _6"></span>rkspaces<span class="_ _d"> </span>that<span class="_ _7"> </span>can<span class="_ _d"> </span>b<span class="_ _a"></span>e<span class="_ _d"> </span>used<span class="_ _d"> </span>in<span class="_ _7"> </span>the<span class="_ _d"> </span>compiler<span class="_ _d"> </span>environment<span class="_ _7"> </span>of<span class="_ _d"> </span>your<span class="_ _d"> </span>choice</div><div class="t m0 x1 hb y22 ff5 fs6 fc0 sc0 ls0 ws0">CMake<span class="_ _d"> </span><span class="ff4">features:</span></div><div class="t m0 xb hb y23 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">T<span class="_ _5"></span>uring<span class="_ _d"> </span>complete<span class="_ _7"> </span>language<span class="_ _d"> </span>(if/else,<span class="_ _d"> </span>lo<span class="_ _a"></span>ops,<span class="_ _d"> </span>functions,<span class="_ _7"> </span>etc.)</span></div><div class="t m0 xb hb y24 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Multi-platfo<span class="_ _6"></span>rm<span class="_ _d"> </span>(Windows,<span class="_ _d"> </span>Linux,<span class="_ _d"> </span>etc.)</span></div><div class="t m0 xb hb y25 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Op<span class="_ _a"></span>en-Source</span></div><div class="t m0 xb hb y26 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Generate:<span class="_ _e"> </span><span class="ff5">makefile,<span class="_ _f"> </span>ninja,<span class="_ _f"> </span>etc.</span></span></div><div class="t m0 xb hb y27 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Supp<span class="_ _a"></span>o<span class="_ _6"></span>rted<span class="_ _d"> </span>b<span class="_ _6"></span>y<span class="_ _d"> </span>many<span class="_ _7"> </span>IDEs:<span class="_ _e"> </span><span class="ff5">Visual<span class="_ _4"> </span>Studio,<span class="_ _f"> </span>Clion,<span class="_ _f"> </span>Eclipse,<span class="_ _f"> </span>etc.</span></span></div><div class="t m0 x8 ha yd ff6 fs5 fc0 sc0 ls0 ws0">4/45</div><a class="l" href="https://cmake.org"><div class="d m1" style="border-style:none;position:absolute;left:73.506000px;bottom:194.902000px;width:30.629000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">CMak<span class="_ _6"></span>e<span class="_ _8"> </span>Bo<span class="_ _a"></span>oks</div><div class="t m0 xc hc y28 ff7 fs8 fc0 sc0 ls0 ws0">Professional<span class="_ _e"> </span>CMake:<span class="_ _1"> </span>A<span class="_ _e"> </span>Practical</div><div class="t m0 x9 hd y29 ff7 fs8 fc0 sc0 ls0 ws0">Guide<span class="_ _e"> </span><span class="ffb">(21th)<span class="_ _10"> </span><span class="ff8 fs7"></span></span></div><div class="t m0 xd he y2a ffc fs8 fc0 sc0 ls0 ws0">C.<span class="_ _c"> </span>Scott<span class="ffd">,<span class="_ _c"> </span>2025</span></div><div class="t m0 xe hf y2b ff1 fs8 fc0 sc0 ls0 ws0">Mo<span class="_ _a"></span>dern<span class="_ _c"> </span>CMak<span class="_ _6"></span>e<span class="_ _c"> </span>for<span class="_ _c"> </span>C++<span class="_ _c"> </span><span class="ffd">(2nd)</span></div><div class="t m0 xf he y2c ffc fs8 fc0 sc0 ls0 ws0">R.<span class="_ _c"> </span>Świdziński<span class="ffd">,<span class="_ _c"> </span>2024</span></div><div class="t m0 x8 ha yd ff6 fs5 fc0 sc0 ls0 ws0">5/45</div><a class="l" href="https://crascit.com/professional-cmake/"><div class="d m1" style="border-style:none;position:absolute;left:63.600000px;bottom:61.734000px;width:162.350000px;height:7.369000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://crascit.com/professional-cmake/"><div class="d m1" style="border-style:none;position:absolute;left:53.878000px;bottom:48.385000px;width:119.545000px;height:8.966000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pf8" class="pf w0 h0" data-page-no="8"><div class="pc pc8 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">CMak<span class="_ _6"></span>e<span class="_ _8"> </span>-<span class="_ _8"> </span>References</div><div class="t m0 xb hb y2d ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff7">19<span class="_ _f"> </span>reasons<span class="_ _f"> </span>why<span class="_ _f"> </span>CMake<span class="_ _f"> </span>is<span class="_ _f"> </span>actually<span class="_ _f"> </span>awesome</span></div><div class="t m0 xb hb y2e ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff7">An<span class="_ _f"> </span>Introduction<span class="_ _f"> </span>to<span class="_ _f"> </span>Modern<span class="_ _f"> </span>CMake</span></div><div class="t m0 xb hb y2f ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff7">Effective<span class="_ _f"> </span>Modern<span class="_ _f"> </span>CMake</span></div><div class="t m0 xb hb y30 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff7">Awesome<span class="_ _f"> </span>CMake</span></div><div class="t m0 xb hb y31 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff7">Useful<span class="_ _f"> </span>Variables</span></div><div class="t m0 x8 ha yd ff6 fs5 fc0 sc0 ls0 ws0">6/45</div><a class="l" href="https://kubasejdak.com/19-reasons-why-cmake-is-actually-awesome"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:170.777000px;width:231.083000px;height:10.895000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://cliutils.gitlab.io/modern-cmake/"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:145.602000px;width:179.538000px;height:8.534000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://gist.github.com/mbinna/c61dbb39bca0e4fb7d1f73b0d66a4fd1"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:118.066000px;width:127.993000px;height:8.533000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://github.com/onqtam/awesome-cmake"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:90.529000px;width:76.447000px;height:8.533000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://gitlab.kitware.com/cmake/community/wikis/doc/cmake/Useful-Variables"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:62.992000px;width:93.629000px;height:8.534000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pf9" class="pf w0 h0" data-page-no="9"><div class="pc pc9 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Install<span class="_ _8"> </span>CMake</div><div class="t m0 x1 hb y32 ff4 fs6 fc0 sc0 ls0 ws0">Using<span class="_ _d"> </span>PP<span class="_ _5"></span>A<span class="_ _7"> </span>repository</div><div class="t m0 x10 h10 y33 ffe fs5 fc3 sc0 ls0 ws0">$<span class="_ _8"> </span><span class="fc0">wget<span class="_ _8"> </span>-O<span class="_ _8"> </span>-<span class="_ _8"> </span>https://apt.kitware.com/keys/kitware-archive-latest.asc<span class="_ _8"> </span>2>/dev/null<span class="_ _7"> </span>|</span></div><div class="t m0 x11 h10 y34 ffe fs5 fc0 sc0 ls0 ws0">gpg<span class="_ _8"> </span>--dearmor<span class="_ _8"> </span>-<span class="_ _8"> </span>|<span class="_ _8"> </span>sudo<span class="_ _8"> </span>tee<span class="_ _8"> </span>/etc/apt/trusted.gpg.d/kitware.gpg<span class="_ _7"> </span>>/dev/null</div><div class="t m0 x10 h10 y35 ffe fs5 fc3 sc0 ls0 ws0">$<span class="_ _8"> </span><span class="fc0">sudo<span class="_ _8"> </span>apt-add-repository<span class="_ _8"> </span><span class="fff">'</span>deb<span class="_ _8"> </span>https://apt.kitware.com/ubuntu/<span class="_ _8"> </span>focal<span class="_ _7"> </span>main<span class="fff">'<span class="_ _8"> </span></span>#<span class="_ _8"> </span>bionic,<span class="_ _8"> </span>xenial</span></div><div class="t m0 x10 h10 y36 ffe fs5 fc3 sc0 ls0 ws0">$<span class="_ _8"> </span><span class="fc0">sudo<span class="_ _8"> </span>apt<span class="_ _8"> </span>update</span></div><div class="t m0 x10 h10 y37 ffe fs5 fc3 sc0 ls0 ws0">$<span class="_ _8"> </span><span class="fc0">sudo<span class="_ _8"> </span>apt<span class="_ _8"> </span>install<span class="_ _8"> </span>cmake<span class="_ _8"> </span>cmake-curses-gui</span></div><div class="t m0 x1 hb y38 ff4 fs6 fc0 sc0 ls0 ws0">Using<span class="_ _d"> </span>the<span class="_ _7"> </span>installer<span class="_ _d"> </span>o<span class="_ _6"></span>r<span class="_ _d"> </span>the<span class="_ _7"> </span>p<span class="_ _6"></span>re-compiled<span class="_ _d"> </span>binaries:<span class="_ _11"> </span><span class="ff5 fs4">cmake.org/download/</span></div><div class="t m0 x10 h10 y39 ffe fs5 fc0 sc0 ls0 ws0">#<span class="_ _8"> </span>download<span class="_ _8"> </span>the<span class="_ _8"> </span>last<span class="_ _8"> </span>cmake<span class="_ _8"> </span>package,<span class="_ _8"> </span>e.g.<span class="_ _7"> </span>cmake-x.y.z-linux-x86_64.sh</div><div class="t m0 x10 h10 y3a ffe fs5 fc3 sc0 ls0 ws0">$<span class="_ _8"> </span><span class="fc0">sudo<span class="_ _8"> </span>sh<span class="_ _8"> </span>cmake-x.y.z-linux-x86_64.sh</span></div><div class="t m0 x8 ha yd ff6 fs5 fc0 sc0 ls0 ws0">7/45</div><a class="l" href="https://cmake.org/download/"><div class="d m1" style="border-style:none;position:absolute;left:247.578000px;bottom:79.091000px;width:101.370000px;height:11.783000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pfa" class="pf w0 h0" data-page-no="a"><div class="pc pca w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">A<span class="_ _8"> </span>Minimal<span class="_ _11"> </span>Example</div><div class="t m0 x1 hb y3b ff5 fs6 fc0 sc0 ls0 ws0">CMakeLists.txt<span class="ff4">:</span></div><div class="t m0 x10 hd y3c ffb fs8 fc4 sc0 ls0 ws0">project<span class="fc0">(<span class="fc5">my_project</span>)<span class="_ _12"> </span><span class="ff10 fc6">#<span class="_ _11"> </span>project<span class="_ _11"> </span>name</span></span></div><div class="t m0 x10 hd y3d ffb fs8 fc4 sc0 ls0 ws0">add_executable<span class="fc0">(<span class="fc5">program<span class="_ _11"> </span>program.cpp</span>)<span class="_ _11"> </span><span class="ff10 fc6">#<span class="_ _e"> </span>compile<span class="_ _11"> </span>command</span></span></div><div class="t m0 x10 hd y3e ff10 fs8 fc7 sc0 ls0 ws0">#<span class="_ _13"> </span>we<span class="_ _11"> </span>are<span class="_ _11"> </span>in<span class="_ _e"> </span>the<span class="_ _11"> </span>project<span class="_ _11"> </span>root<span class="_ _e"> </span>dir</div><div class="t m0 x10 hd y3f ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc0">mkdir<span class="_ _11"> </span>build<span class="_ _14"> </span><span class="fc8">#<span class="_ _11"> </span>’build’<span class="_ _11"> </span>dir<span class="_ _e"> </span>is<span class="_ _11"> </span>needed<span class="_ _11"> </span>to<span class="_ _e"> </span>isolate<span class="_ _11"> </span>temporary<span class="_ _e"> </span>files</span></span></div><div class="t m0 x10 hd y40 ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc0">cd<span class="_ _11"> </span>build</span></div><div class="t m0 x10 hd y41 ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc9">cmake<span class="_ _11"> </span><span class="fc0">..<span class="_ _15"> </span><span class="fc8">#<span class="_ _11"> </span>search<span class="_ _11"> </span>for<span class="_ _e"> </span>CMakeLists.txt<span class="_ _11"> </span>directory</span></span></span></div><div class="t m0 x10 hd y42 ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc0">cmake<span class="_ _11"> </span><span class="fca">--</span>build<span class="_ _e"> </span>.<span class="_ _11"> </span><span class="fc8">#<span class="_ _11"> </span>makefile<span class="_ _e"> </span>automatically<span class="_ _11"> </span>generated,<span class="_ _e"> </span>-j<span class="_ _11"> </span>to<span class="_ _11"> </span>parallelize<span class="_ _e"> </span>the<span class="_ _11"> </span>build</span></span></div><div class="t m0 x10 hd y43 ffb fs8 fc0 sc0 ls0 ws0">Scanning<span class="_ _11"> </span>dependencies<span class="_ _11"> </span>of<span class="_ _e"> </span>target<span class="_ _11"> </span>program</div><div class="t m0 x10 hd y44 ffb fs8 fc0 sc0 ls0 ws0">[<span class="fca">100%</span>]<span class="_ _11"> </span>Building<span class="_ _11"> </span>CXX<span class="_ _e"> </span>object<span class="_ _11"> </span>CMakeFiles<span class="fca">/</span>out_program.dir<span class="fca">/</span>program.cpp.o</div><div class="t m0 x10 hd y45 ffb fs8 fc0 sc0 ls0 ws0">Linking<span class="_ _11"> </span>CXX<span class="_ _11"> </span>executable<span class="_ _e"> </span>program</div><div class="t m0 x10 hd y46 ffb fs8 fc0 sc0 ls0 ws0">[<span class="fca">100%</span>]<span class="_ _11"> </span>Built<span class="_ _11"> </span>target<span class="_ _e"> </span>program</div><div class="t m0 x8 ha yd ff6 fs5 fc0 sc0 ls0 ws0">8/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pfb" class="pf w0 h0" data-page-no="b"><div class="pc pcb w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">P<span class="_ _6"></span>a<span class="_ _6"></span>rameters<span class="_ _8"> </span>and<span class="_ _8"> </span>Message</div><div class="t m0 x1 hb y47 ff5 fs6 fc0 sc0 ls0 ws0">CMakeLists.txt<span class="ff4">:</span></div><div class="t m0 x10 hd y3c ffb fs8 fc4 sc0 ls0 ws0">project<span class="fc0">(<span class="fc5">my_project</span>)</span></div><div class="t m0 x10 hd y48 ffb fs8 fc4 sc0 ls0 ws0">add_executable<span class="fc0">(<span class="fc5">program<span class="_ _11"> </span>program.cpp</span>)</span></div><div class="t m0 x10 hd y49 ffb fs8 fc4 sc0 ls0 ws0">if<span class="_ _11"> </span><span class="fc0">(<span class="fc5">VAR</span>)</span></div><div class="t m0 x12 hd y4a ffb fs8 fc4 sc0 ls0 ws0">message<span class="fc0">(<span class="fc5">"VAR<span class="_ _11"> </span>is<span class="_ _11"> </span>set,<span class="_ _e"> </span>NUM<span class="_ _11"> </span>is<span class="_ _11"> </span>${NUM}"</span>)<span class="_ _e"> </span><span class="ff10 fc6">#<span class="_ _11"> </span>$<span class="_ _e"> </span>symbol<span class="_ _11"> </span>replaces<span class="_ _11"> </span>the<span class="_ _e"> </span>variable<span class="_ _11"> </span>name</span></span></div><div class="t m0 x10 hd y4b ffb fs8 fc4 sc0 ls0 ws0">else<span class="fc0">()<span class="_ _16"> </span><span class="ff10 fc6">#<span class="_ _11"> </span>with<span class="_ _11"> </span>its<span class="_ _e"> </span>value</span></span></div><div class="t m0 x12 hd y4c ffb fs8 fc4 sc0 ls0 ws0">message<span class="fc0">(<span class="fc5">FATAL_ERROR<span class="_ _11"> </span>"VAR<span class="_ _11"> </span>is<span class="_ _e"> </span>not<span class="_ _11"> </span>set"</span>)</span></div><div class="t m0 x10 hd y4d ffb fs8 fc4 sc0 ls0 ws0">endif<span class="fc0">()</span></div><div class="t m0 x10 hd y4e ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc9">cmake<span class="_ _11"> </span><span class="fc0">..</span></span></div><div class="t m0 x10 hd y43 ffb fs8 fc0 sc0 ls0 ws0">VAR<span class="_ _11"> </span>is<span class="_ _11"> </span><span class="ff7 fc4">not<span class="_ _e"> </span></span>set</div><div class="t m0 x10 hd y44 ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc9">cmake<span class="_ _11"> </span><span class="fca">-<span class="fc0">DVAR</span>=<span class="fc0">ON<span class="_ _e"> </span></span>-<span class="fc0">DNUM</span>=4<span class="_ _11"> </span><span class="fc0">..</span></span></span></div><div class="t m0 x10 hd y45 ffb fs8 fc0 sc0 ls0 ws0">VAR<span class="_ _11"> </span>is<span class="_ _11"> </span>set,<span class="_ _e"> </span>NUM<span class="_ _11"> </span>is<span class="_ _11"> </span><span class="fca">4</span></div><div class="t m0 x10 hd y46 ffb fs8 fc0 sc0 ls0 ws0">...</div><div class="t m0 x10 hd y4f ffb fs8 fc0 sc0 ls0 ws0">[<span class="fca">100%</span>]<span class="_ _11"> </span>Built<span class="_ _11"> </span>target<span class="_ _e"> </span>program</div><div class="t m0 x8 ha yd ff6 fs5 fc0 sc0 ls0 ws0">9/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pfc" class="pf w0 h0" data-page-no="c"><div class="pc pcc w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Language<span class="_ _8"> </span>Prop<span class="_ _a"></span>erties</div><div class="t m0 x10 hd y50 ffb fs8 fc4 sc0 ls0 ws0">project<span class="fc0">(<span class="fc5">my_project</span></span></div><div class="t m0 x13 hd y51 ffb fs8 fc5 sc0 ls0 ws0">DESCRIPTION<span class="_ _17"> </span>"Hello<span class="_ _11"> </span>World"</div><div class="t m0 x13 hd y52 ffb fs8 fc5 sc0 ls0 ws0">HOMEPAGE_URL<span class="_ _11"> </span>"github.com/"</div><div class="t m0 x13 hd y53 ffb fs8 fc5 sc0 ls0 ws0">LANGUAGES<span class="_ _14"> </span>CXX<span class="fc0">)</span></div><div class="t m0 x10 hd y54 ffb fs8 fc4 sc0 ls0 ws0">cmake_minimum_required<span class="fc0">(<span class="fc5">VERSION<span class="_ _11"> </span>3.15</span>)</span></div><div class="t m0 x10 hd y55 ffb fs8 fc4 sc0 ls0 ws0">set<span class="fc0">(<span class="fc5">CMAKE_CXX_STANDARD<span class="_ _18"> </span>14</span>)<span class="_ _11"> </span><span class="ff10 fc6">#<span class="_ _11"> </span>force<span class="_ _e"> </span>C++14</span></span></div><div class="t m0 x10 hd y56 ffb fs8 fc4 sc0 ls0 ws0">set<span class="fc0">(<span class="fc5">CMAKE_CXX_STANDARD_REQUIRED<span class="_ _17"> </span>ON</span>)</span></div><div class="t m0 x10 hd y57 ffb fs8 fc4 sc0 ls0 ws0">set<span class="fc0">(<span class="fc5">CMAKE_CXX_EXTENSIONS<span class="_ _19"> </span>OFF</span>)<span class="_ _11"> </span><span class="ff10 fc6">#<span class="_ _11"> </span>no<span class="_ _e"> </span>compiler<span class="_ _11"> </span>extensions</span></span></div><div class="t m0 x10 hd y58 ffb fs8 fc4 sc0 ls0 ws0">add_executable<span class="fc0">(<span class="fc5">program<span class="_ _11"> </span><span class="fca">${<span class="fcb">PROJECT_SOURCE_DIR</span>}</span>/program.cpp</span>)<span class="_ _17"> </span><span class="ff10 fc6">#$</span></span></div><div class="t m0 x10 hd y59 ff10 fs8 fc6 sc0 ls0 ws0">#<span class="_ _11"> </span>PROJECT_SOURCE_DIR<span class="_ _11"> </span>is<span class="_ _e"> </span>the<span class="_ _11"> </span>root<span class="_ _11"> </span>directory<span class="_ _e"> </span>of<span class="_ _11"> </span>the<span class="_ _e"> </span>project</div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">10/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pfd" class="pf w0 h0" data-page-no="d"><div class="pc pcd w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">T<span class="_ _5"></span>a<span class="_ _6"></span>rget<span class="_ _8"> </span>Commands</div><div class="t m0 x10 h10 y5a ffe fs5 fc4 sc0 ls0 ws0">add_executable<span class="fc0">(<span class="fc5">program</span>)<span class="_ _8"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>also<span class="_ _7"> </span>add_library(program)</span></span></div><div class="t m0 x10 h10 y5b ffe fs5 fc4 sc0 ls0 ws0">target_include_directories<span class="fc0">(<span class="fc5">program</span></span></div><div class="t m0 x15 h10 y5c ffe fs5 fc5 sc0 ls0 ws0">PUBLIC<span class="_ _1a"> </span>include/</div><div class="t m0 x15 h10 y5d ffe fs5 fc5 sc0 ls0 ws0">PRIVATE<span class="_ _8"> </span>src/<span class="fc0">)</span></div><div class="t m0 x10 h10 y5e ff10 fs5 fc6 sc0 ls0 ws0">#<span class="_ _8"> </span>target_include_directories(program<span class="_ _7"> </span>SYSTEM<span class="_ _8"> </span>...)<span class="_ _8"> </span>for<span class="_ _8"> </span>system<span class="_ _8"> </span>headers</div><div class="t m0 x10 h10 y5f ffe fs5 fc4 sc0 ls0 ws0">target_sources<span class="fc0">(<span class="fc5">program<span class="_ _1b"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>best<span class="_ _7"> </span>way<span class="_ _8"> </span>for<span class="_ _8"> </span>specifying</span></span></span></div><div class="t m0 x16 h10 y60 ffe fs5 fc5 sc0 ls0 ws0">PRIVATE<span class="_ _8"> </span>src/program1.cpp<span class="_ _1c"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>program<span class="_ _7"> </span>sources<span class="_ _8"> </span>and<span class="_ _8"> </span>headers</span></div><div class="t m0 x16 h10 y61 ffe fs5 fc5 sc0 ls0 ws0">PRIVATE<span class="_ _8"> </span>src/program2.cpp</div><div class="t m0 x16 h10 y62 ffe fs5 fc5 sc0 ls0 ws0">PUBLIC<span class="_ _1a"> </span>include/header.hpp<span class="fc0">)</span></div><div class="t m0 x10 h10 y63 ffe fs5 fc4 sc0 ls0 ws0">target_compile_definitions<span class="fc0">(<span class="fc5">program<span class="_ _8"> </span>PRIVATE<span class="_ _8"> </span>MY_MACRO=ABCEF</span>)</span></div><div class="t m0 x10 h10 y64 ffe fs5 fc4 sc0 ls0 ws0">target_compile_options<span class="fc0">(<span class="fc5">program<span class="_ _8"> </span>PRIVATE<span class="_ _8"> </span>-g</span>)</span></div><div class="t m0 x10 h10 y65 ffe fs5 fc4 sc0 ls0 ws0">target_link_libraries<span class="fc0">(<span class="fc5">program<span class="_ _8"> </span>PRIVATE<span class="_ _8"> </span>boost_lib</span>)</span></div><div class="t m0 x10 h10 y66 ffe fs5 fc4 sc0 ls0 ws0">target_link_options<span class="fc0">(<span class="fc5">program<span class="_ _8"> </span>PRIVATE<span class="_ _8"> </span>-s</span>)</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">11/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pfe" class="pf w0 h0" data-page-no="e"><div class="pc pce w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Build<span class="_ _8"> </span>T<span class="_ _5"></span>yp<span class="_ _a"></span>es</div><div class="t m0 x10 h10 y67 ffe fs5 fc4 sc0 ls0 ws0">project<span class="fc0">(<span class="fc5">my_project</span>)<span class="_ _1d"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>project<span class="_ _7"> </span>name</span></span></div><div class="t m0 x10 h10 y68 ffe fs5 fc4 sc0 ls0 ws0">cmake_minimum_required<span class="fc0">(<span class="fc5">VERSION<span class="_ _8"> </span>3.15</span>)<span class="_ _1e"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>minimum<span class="_ _7"> </span>version</span></span></div><div class="t m0 x10 h10 y69 ffe fs5 fc4 sc0 ls0 ws0">add_executable<span class="fc0">(<span class="fc5">program<span class="_ _8"> </span>program.cpp</span>)</span></div><div class="t m0 x10 h10 y6a ffe fs5 fc4 sc0 ls0 ws0">if<span class="_ _8"> </span><span class="fc0">(<span class="fc5">CMAKE_BUILD_TYPE<span class="_ _8"> </span>STREQUAL<span class="_ _8"> </span>"Debug"</span>)<span class="_ _1f"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>"Debug"<span class="_ _7"> </span>mode</span></span></div><div class="t m0 x17 h10 y6b ff10 fs5 fc6 sc0 ls0 ws0">#<span class="_ _8"> </span>cmake<span class="_ _7"> </span>already<span class="_ _8"> </span>adds<span class="_ _8"> </span>"-g<span class="_ _8"> </span>-O0"</div><div class="t m0 x7 h10 y6c ffe fs5 fc4 sc0 ls0 ws0">message<span class="fc0">(<span class="fc5">"DEBUG<span class="_ _8"> </span>mode"</span>)</span></div><div class="t m0 x7 h10 y6d ffe fs5 fc4 sc0 ls0 ws0">if<span class="_ _8"> </span><span class="fc0">(<span class="fc5">CMAKE_COMPILER_IS_GNUCXX</span>)<span class="_ _20"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>if<span class="_ _7"> </span>compiler<span class="_ _8"> </span>is<span class="_ _8"> </span>gcc</span></span></div><div class="t m0 x18 h10 y6e ffe fs5 fc4 sc0 ls0 ws0">target_compile_options<span class="fc0">(<span class="fc5">program<span class="_ _8"> </span>"-g3"</span>)</span></div><div class="t m0 x7 h10 y6f ffe fs5 fc4 sc0 ls0 ws0">endif<span class="fc0">()</span></div><div class="t m0 x10 h10 y70 ffe fs5 fc4 sc0 ls0 ws0">elseif<span class="_ _8"> </span><span class="fc0">(<span class="fc5">CMAKE_BUILD_TYPE<span class="_ _8"> </span>STREQUAL<span class="_ _8"> </span>"Release"</span>)<span class="_ _8"> </span><span class="ff10 fc6">#<span class="_ _7"> </span>"Release"<span class="_ _8"> </span>mode</span></span></div><div class="t m0 x7 h10 y71 ffe fs5 fc4 sc0 ls0 ws0">message<span class="fc0">(<span class="fc5">"RELEASE<span class="_ _8"> </span>mode"</span>)<span class="_ _21"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>cmake<span class="_ _7"> </span>already<span class="_ _8"> </span>adds<span class="_ _8"> </span>"-O3<span class="_ _8"> </span>-DNDEBUG"</span></span></div><div class="t m0 x10 h10 y72 ffe fs5 fc4 sc0 ls0 ws0">endif<span class="fc0">()</span></div><div class="t m0 x10 h10 y73 ffe fs5 fc3 sc0 ls0 ws0">$<span class="_ _8"> </span><span class="fc9">cmake<span class="_ _8"> </span><span class="fca">-<span class="fc0">DCMAKE_BUILD_TYPE</span>=<span class="fc0">Debug<span class="_ _8"> </span>..</span></span></span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">12/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pff" class="pf w0 h0" data-page-no="f"><div class="pc pcf w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Custom<span class="_ _8"> </span>T<span class="_ _5"></span>a<span class="_ _6"></span>rgets<span class="_ _8"> </span>and<span class="_ _8"> </span>File<span class="_ _11"> </span>Managing</div><div class="t m0 x10 hd y74 ffb fs8 fc4 sc0 ls0 ws0">project<span class="fc0">(<span class="fc5">my_project</span>)</span></div><div class="t m0 x10 hd y75 ffb fs8 fc4 sc0 ls0 ws0">add_executable<span class="fc0">(<span class="fc5">program</span>)</span></div><div class="t m0 x10 hd y76 ffb fs8 fc4 sc0 ls0 ws0">add_custom_target<span class="fc0">(<span class="fc5">echo_target<span class="_ _22"> </span><span class="ff10 fc6">#<span class="_ _11"> </span>makefile<span class="_ _11"> </span>target<span class="_ _e"> </span>name</span></span></span></div><div class="t m0 x19 hd y77 ffb fs8 fc5 sc0 ls0 ws0">COMMAND<span class="_ _11"> </span>echo<span class="_ _11"> </span>"Hello"<span class="_ _23"> </span><span class="ff10 fc6">#<span class="_ _11"> </span>real<span class="_ _11"> </span>command</span></div><div class="t m0 x19 hd y78 ffb fs8 fc5 sc0 ls0 ws0">COMMENT<span class="_ _11"> </span>"Echo<span class="_ _11"> </span>target"<span class="fc0">)</span></div><div class="t m0 x10 hd y79 ff10 fs8 fc6 sc0 ls0 ws0">#<span class="_ _11"> </span>find<span class="_ _11"> </span>all<span class="_ _e"> </span>.cpp<span class="_ _11"> </span>file<span class="_ _11"> </span>in<span class="_ _e"> </span>src/<span class="_ _11"> </span>directory</div><div class="t m0 x10 hd y7a ffb fs8 fc4 sc0 ls0 ws0">file<span class="fc0">(<span class="fc5">GLOB_RECURSE<span class="_ _11"> </span>SRCS<span class="_ _11"> </span><span class="fca">${<span class="fcb">PROJECT_SOURCE_DIR</span>}</span>/src/*.cpp</span>)</span></div><div class="t m0 x10 hd y7b ff10 fs8 fc6 sc0 ls0 ws0">#<span class="_ _11"> </span>compile<span class="_ _11"> </span>all<span class="_ _e"> </span>*.cpp<span class="_ _11"> </span>file</div><div class="t m0 x10 hd y7c ffb fs8 fc4 sc0 ls0 ws0">target_sources<span class="fc0">(<span class="fc5">program<span class="_ _11"> </span>PRIVATE<span class="_ _11"> </span><span class="fca">${<span class="fcb">SRCS</span>}</span></span>)<span class="_ _e"> </span><span class="ff10 fc6">#<span class="_ _11"> </span>prefer<span class="_ _11"> </span>the<span class="_ _e"> </span>explicit<span class="_ _11"> </span>file<span class="_ _e"> </span>list<span class="_ _11"> </span>instead</span></span></div><div class="t m0 x10 hd y7d ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc9">cmake<span class="_ _11"> </span><span class="fc0">..</span></span></div><div class="t m0 x10 hd y7e ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc0">make<span class="_ _11"> </span>echo_target</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">13/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pf10" class="pf w0 h0" data-page-no="10"><div class="pc pc10 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Lo<span class="_ _a"></span>cal<span class="_ _8"> </span>and<span class="_ _8"> </span>Cached<span class="_ _11"> </span>V<span class="_ _6"></span>a<span class="_ _6"></span>riables</div><div class="t m0 x1 hb y3b ff9 fs6 fc0 sc0 ls0 ws0">Cached<span class="_ _d"> </span>variables<span class="_ _8"> </span><span class="ff4">can<span class="_ _d"> </span>b<span class="_ _a"></span>e<span class="_ _d"> </span>reused<span class="_ _7"> </span>across<span class="_ _d"> </span>multiple<span class="_ _d"> </span>runs,<span class="_ _7"> </span>while<span class="_ _d"> </span></span>lo<span class="_ _a"></span>cal<span class="_ _d"> </span>variables<span class="_ _8"> </span><span class="ff4">a<span class="_ _6"></span>re<span class="_ _d"> </span>only</span></div><div class="t m0 x1 hb y7f ff4 fs6 fc0 sc0 ls0 ws0">visible<span class="_ _d"> </span>in<span class="_ _7"> </span>a<span class="_ _d"> </span>single<span class="_ _d"> </span>run.<span class="_ _e"> </span>Cached<span class="_ _24"> </span><span class="ff5">FORCE<span class="_ _24"> </span></span>va<span class="_ _6"></span>riables<span class="_ _d"> </span>can<span class="_ _d"> </span>b<span class="_ _a"></span>e<span class="_ _d"> </span>mo<span class="_ _a"></span>dified<span class="_ _d"> </span>only<span class="_ _7"> </span>after<span class="_ _d"> </span>the</div><div class="t m0 x1 hb y80 ff4 fs6 fc0 sc0 ls0 ws0">initialization</div><div class="t m0 x10 hd y81 ffb fs8 fc4 sc0 ls0 ws0">project<span class="fc0">(<span class="fc5">my_project</span>)</span></div><div class="t m0 x10 hd y82 ffb fs8 fc4 sc0 ls0 ws0">set<span class="fc0">(<span class="fc5">VAR1<span class="_ _11"> </span>"var1"</span>)<span class="_ _16"> </span><span class="ff10 fc6">#<span class="_ _11"> </span>local<span class="_ _e"> </span>variable</span></span></div><div class="t m0 x10 hd y83 ffb fs8 fc4 sc0 ls0 ws0">set<span class="fc0">(<span class="fc5">VAR2<span class="_ _11"> </span>"var2"<span class="_ _11"> </span>CACHE<span class="_ _e"> </span>STRING<span class="_ _11"> </span>"Description1"</span>)<span class="_ _25"> </span><span class="ff10 fc6">#<span class="_ _11"> </span>cached<span class="_ _11"> </span>variable</span></span></div><div class="t m0 x10 hd y84 ffb fs8 fc4 sc0 ls0 ws0">set<span class="fc0">(<span class="fc5">VAR3<span class="_ _11"> </span>"var3"<span class="_ _11"> </span>CACHE<span class="_ _e"> </span>STRING<span class="_ _11"> </span>"Description2"<span class="_ _11"> </span>FORCE</span>)<span class="_ _e"> </span><span class="ff10 fc6">#<span class="_ _11"> </span>cached<span class="_ _e"> </span>variable</span></span></div><div class="t m0 x10 hd y85 ffb fs8 fc4 sc0 ls0 ws0">option<span class="fc0">(<span class="fc5">OPT<span class="_ _11"> </span>"This<span class="_ _11"> </span>is<span class="_ _e"> </span>an<span class="_ _11"> </span>option"<span class="_ _11"> </span>ON</span>)<span class="_ _12"> </span><span class="ff10 fc6">#<span class="_ _e"> </span>boolean<span class="_ _11"> </span>cached<span class="_ _e"> </span>variable</span></span></div><div class="t m0 x1a hd y86 ff10 fs8 fc6 sc0 ls0 ws0">#<span class="_ _11"> </span>same<span class="_ _11"> </span>of<span class="_ _e"> </span>var2</div><div class="t m0 x10 hd y87 ffb fs8 fc4 sc0 ls0 ws0">message<span class="fc0">(<span class="fc5">STATUS<span class="_ _11"> </span>"${VAR1},<span class="_ _11"> </span>${VAR2},<span class="_ _e"> </span>${VAR3},<span class="_ _11"> </span>${OPT}"</span>)</span></div><div class="t m0 x10 hd y88 ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc9">cmake<span class="_ _11"> </span><span class="fc0">..<span class="_ _e"> </span><span class="fc8">#<span class="_ _11"> </span>var1,<span class="_ _11"> </span>var2,<span class="_ _e"> </span>var3,<span class="_ _11"> </span>ON</span></span></span></div><div class="t m0 x10 hd y89 ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc9">cmake<span class="_ _11"> </span><span class="fca">-<span class="fc0">DVAR1</span>=<span class="fc0">a<span class="_ _e"> </span></span>-<span class="fc0">DVAR2</span>=<span class="fc0">b<span class="_ _11"> </span></span>-<span class="fc0">DVAR3</span>=<span class="fc0">c<span class="_ _11"> </span></span>-<span class="fc0">DOPT</span>=<span class="fc0">d<span class="_ _e"> </span>..<span class="_ _11"> </span><span class="fc8">#<span class="_ _e"> </span>var1,<span class="_ _11"> </span>b,<span class="_ _11"> </span>var3,<span class="_ _e"> </span>d</span></span></span></span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">14/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Manage<span class="_ _8"> </span>Cached<span class="_ _11"> </span>V<span class="_ _6"></span>a<span class="_ _6"></span>riables</div><div class="t m0 x10 hd y8a ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc9">ccmake<span class="_ _11"> </span><span class="fc0">.<span class="_ _17"> </span><span class="fc8">#<span class="_ _e"> </span>or<span class="_ _11"> </span>’cmake-gui’</span></span></span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">15/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pf12" class="pf w0 h0" data-page-no="12"><div class="pc pc12 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Find<span class="_ _8"> </span>Packages</div><div class="t m0 x10 h10 y8b ffe fs5 fc4 sc0 ls0 ws0">project<span class="fc0">(<span class="fc5">my_project</span>)<span class="_ _21"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>project<span class="_ _7"> </span>name</span></span></div><div class="t m0 x10 h10 y8c ffe fs5 fc4 sc0 ls0 ws0">cmake_minimum_required<span class="fc0">(<span class="fc5">VERSION<span class="_ _8"> </span>3.15</span>)<span class="_ _8"> </span><span class="ff10 fc6">#<span class="_ _7"> </span>minimum<span class="_ _8"> </span>version</span></span></div><div class="t m0 x10 h10 y8d ffe fs5 fc4 sc0 ls0 ws0">add_executable<span class="fc0">(<span class="fc5">program<span class="_ _8"> </span>program.cpp</span>)</span></div><div class="t m0 x10 h10 y8e ffe fs5 fc4 sc0 ls0 ws0">find_package<span class="fc0">(<span class="fc5">Doxygen<span class="_ _8"> </span>REQUIRED</span>)<span class="_ _1a"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>compile<span class="_ _7"> </span>only<span class="_ _8"> </span>if<span class="_ _8"> </span>Doxygen<span class="_ _8"> </span>is<span class="_ _8"> </span>found</span></span></div><div class="t m0 x10 h10 y8f ffe fs5 fc4 sc0 ls0 ws0">find_package<span class="fc0">(<span class="fc5">Boost<span class="_ _8"> </span>1.87.0</span>)<span class="_ _1f"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>search<span class="_ _8"> </span>for<span class="_ _7"> </span>a<span class="_ _8"> </span>specific<span class="_ _8"> </span>version</span></span></div><div class="t m0 x10 h10 y90 ffe fs5 fc4 sc0 ls0 ws0">if<span class="_ _8"> </span><span class="fc0">(<span class="fc5">Boost_FOUND</span>)</span></div><div class="t m0 x7 h10 y91 ffe fs5 fc4 sc0 ls0 ws0">target_include_directories<span class="fc0">(<span class="fc5">"${PROJECT_SOURCE_DIR}/include"<span class="_ _8"> </span>PUBLIC<span class="_ _8"> </span><span class="fca">${<span class="fcb">Boost_INCLUDE_DIRS</span>}</span></span>)</span></div><div class="t m0 x10 h10 y92 ffe fs5 fc4 sc0 ls0 ws0">else<span class="fc0">()</span></div><div class="t m0 x7 h10 y93 ffe fs5 fc4 sc0 ls0 ws0">message<span class="fc0">(<span class="fc5">FATAL_ERROR<span class="_ _8"> </span>"Boost<span class="_ _8"> </span>Lib<span class="_ _8"> </span>not<span class="_ _8"> </span>found"</span>)</span></div><div class="t m0 x10 h10 y94 ffe fs5 fc4 sc0 ls0 ws0">endif<span class="fc0">()</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">16/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
||
<div id="pf13" class="pf w0 h0" data-page-no="13"><div class="pc pc13 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA4wAAAH/CAIAAACTgcSzAAAACXBIWXMAABYlAAAWJQFJUiTwAAAI8UlEQVR42u3cMUrGMBiA4bQ0OHoGcXLJKuIseDMv4XEcnENHb+DkaAL5HQRBx6KYtM9zguT7lpcUOl1e3wYAAOjGy/PTbAoAAPRGpAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAA8GUqpZgCAAD9iDF6SQUAoDsiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAHBEyygHba2t62phAADbpJRE6u+b53m44QIA9CPnPFBK+dwPAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAMDhLDu4Q4zRIgEAPtVad3ALL6kAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAA+GnZwR1qrRYJALAnXlIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBADicYf6T2loLIeSc7QwAYIOU0kCnnUopdgYAQD9ijD73AwDQHZEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEA4P8soxy0tbauq4UBAGyWUhKpv2ye57EmCwDQlZzzQKf1uR8AAJEKAAAiFQAAkQoAACIVAACRCgAAf23ZwR1ijBYJAPCp1rqDW3hJBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAvll2cIdaq0UCAOyJl1QAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAA5nmP+kttZCCDlnOwMA2CClNNBpp1KKnQEA0I8Yo8/9AAB0R6QCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAIBtlreHC1OAI3u9ezQEALpydXM/Tednp7f3EE6nk4EAANCFDycPRHxAV3g/AAAAAElFTkSuQmCC"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Compile<span class="_ _8"> </span>Commands</div><div class="t m0 x1 hb y95 ff4 fs6 fc0 sc0 ls0 ws0">Generate<span class="_ _d"> </span>JSON<span class="_ _7"> </span>compilation<span class="_ _d"> </span>database<span class="_ _d"> </span>(<span class="ff5">compile_commands.json</span>)</div><div class="t m0 x1 hb y96 ff4 fs6 fc0 sc0 ls0 ws0">It<span class="_ _d"> </span>contains<span class="_ _7"> </span>the<span class="_ _d"> </span>exact<span class="_ _d"> </span>compiler<span class="_ _7"> </span>calls<span class="_ _d"> </span>fo<span class="_ _6"></span>r<span class="_ _d"> </span>each<span class="_ _7"> </span>file<span class="_ _d"> </span>that<span class="_ _d"> </span>are<span class="_ _d"> </span>used<span class="_ _d"> </span>by<span class="_ _d"> </span>other<span class="_ _d"> </span>to<span class="_ _a"></span>ols</div><div class="t m0 x10 h10 y97 ffe fs5 fc4 sc0 ls0 ws0">project<span class="fc0">(<span class="fc5">my_project</span>)</span></div><div class="t m0 x10 h10 y98 ffe fs5 fc4 sc0 ls0 ws0">cmake_minimum_required<span class="fc0">(<span class="fc5">VERSION<span class="_ _8"> </span>3.15</span>)</span></div><div class="t m0 x10 h10 y99 ffe fs5 fc4 sc0 ls0 ws0">set<span class="fc0">(<span class="fc5">CMAKE_EXPORT_COMPILE_COMMANDS<span class="_ _8"> </span>ON</span>)<span class="_ _1a"> </span><span class="ff10 fc6">#<span class="_ _8"> </span><--</span></span></div><div class="t m0 x10 h10 y9a ffe fs5 fc4 sc0 ls0 ws0">add_executable<span class="fc0">(<span class="fc5">program<span class="_ _8"> </span>program.cpp</span>)</span></div><div class="t m0 x1 h6 y9b ff4 fs4 fc0 sc0 ls0 ws0">Change<span class="_ _c"> </span>the<span class="_ _d"> </span>C/C++<span class="_ _c"> </span>compiler:</div><div class="t m0 x10 hd y9c ffb fs8 fc0 sc0 ls0 ws0">CC<span class="fca">=</span>clang<span class="_ _11"> </span>CXX<span class="fca">=</span>clang<span class="fca">++<span class="_ _11"> </span></span>cmake<span class="_ _e"> </span>..</div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">17/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
||
<div id="pf14" class="pf w0 h0" data-page-no="14"><div class="pc pc14 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA4wAAAH/CAIAAACTgcSzAAAACXBIWXMAABYlAAAWJQFJUiTwAAAIxUlEQVR42u3cMUrEQBSA4ZmQwdIDWNpkm7QiYmEheC3v4V0stLAOARtvsJXlZiCxEDxAWHAm+b4TzLy3xc8ENl7f3AUAACjG18d7YwoAAJRGpAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAA8CdO02QKAACUI6XkJRUAgOKIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAwH9qazno4f6horF+vr36bQEArBanaTIFAADKkVLyuR8AgOKIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBgV9paDjrP8ziOFgYAsE7f9yL1/JqmqW64AADlGIahopTyuR8AAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAgN1pN3CHlJJFAgD8yjlv4BZeUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKlGAACASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAABCCCG0G7hDztkiAQC2xEsqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAC7U83/pM7zHEIYhsHOAABW6LquotPG4/OVnQHrHB9fDAGAszvcPsV4ebF8n0JYlsVAAAAowg/26i9gLaXrXQAAAABJRU5ErkJggg=="/><div class="t m0 x5 h7 y7 ff7 fs3 fc1 sc0 ls0 ws0">ctest<span class="_ _26"> </span><span class="ff1">1/2</span></div><div class="t m0 x1 hb y3b ff7 fs6 fc0 sc0 ls0 ws0">CTest<span class="_ _d"> </span><span class="ff4">is<span class="_ _7"> </span>a<span class="_ _d"> </span>testing<span class="_ _d"> </span>to<span class="_ _a"></span>ol<span class="_ _d"> </span>(integrated<span class="_ _7"> </span>in<span class="_ _d"> </span><span class="ff5">CMake</span>)<span class="_ _d"> </span>that<span class="_ _7"> </span>can<span class="_ _d"> </span>b<span class="_ _a"></span>e<span class="_ _d"> </span>used<span class="_ _d"> </span>to<span class="_ _7"> </span>automate<span class="_ _d"> </span>up<span class="_ _a"></span>dating,</span></div><div class="t m0 x1 hb y7f ff4 fs6 fc0 sc0 ls0 ws0">configuring,<span class="_ _d"> </span>building,<span class="_ _7"> </span>testing,<span class="_ _d"> </span>p<span class="_ _a"></span>erfo<span class="_ _6"></span>rming<span class="_ _d"> </span>memo<span class="_ _6"></span>ry<span class="_ _d"> </span>checking,<span class="_ _7"> </span>performing<span class="_ _d"> </span>coverage</div><div class="t m0 x10 h10 y9d ffe fs5 fc4 sc0 ls0 ws0">project<span class="fc0">(<span class="fc5">my_project</span>)</span></div><div class="t m0 x10 h10 y9e ffe fs5 fc4 sc0 ls0 ws0">cmake_minimum_required<span class="fc0">(<span class="fc5">VERSION<span class="_ _8"> </span>3.5</span>)</span></div><div class="t m0 x10 h10 y9f ffe fs5 fc4 sc0 ls0 ws0">add_executable<span class="fc0">(<span class="fc5">program<span class="_ _8"> </span>program.cpp</span>)</span></div><div class="t m0 x10 h10 ya0 ffe fs5 fc4 sc0 ls0 ws0">enable_testing<span class="fc0">()</span></div><div class="t m0 x10 h10 ya1 ffe fs5 fc4 sc0 ls0 ws0">add_test<span class="fc0">(<span class="fc5">NAME<span class="_ _8"> </span>Test1<span class="_ _1e"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>check<span class="_ _7"> </span>if<span class="_ _8"> </span>"program"<span class="_ _8"> </span>returns<span class="_ _8"> </span>0</span></span></span></div><div class="t m0 x13 h10 ya2 ffe fs5 fc5 sc0 ls0 ws0">WORKING_DIRECTORY<span class="_ _8"> </span><span class="fca">${<span class="fcb">PROJECT_SOURCE_DIR</span>}</span>/build</div><div class="t m0 x13 h10 ya3 ffe fs5 fc5 sc0 ls0 ws0">COMMAND<span class="_ _8"> </span>./program<span class="_ _8"> </span><args><span class="fc0">)<span class="_ _8"> </span><span class="ff10 fc6">#<span class="_ _7"> </span>command<span class="_ _8"> </span>can<span class="_ _8"> </span>be<span class="_ _8"> </span>anything</span></span></div><div class="t m0 x10 h10 ya4 ffe fs5 fc4 sc0 ls0 ws0">add_test<span class="fc0">(<span class="fc5">NAME<span class="_ _8"> </span>Test2<span class="_ _1e"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>check<span class="_ _7"> </span>if<span class="_ _8"> </span>"program"<span class="_ _8"> </span>print<span class="_ _8"> </span>"Correct"</span></span></span></div><div class="t m0 x13 h10 ya5 ffe fs5 fc5 sc0 ls0 ws0">WORKING_DIRECTORY<span class="_ _8"> </span><span class="fca">${<span class="fcb">PROJECT_SOURCE_DIR</span>}</span>/build</div><div class="t m0 x13 h10 ya6 ffe fs5 fc5 sc0 ls0 ws0">COMMAND<span class="_ _8"> </span>./program<span class="_ _8"> </span><args><span class="fc0">)</span></div><div class="t m0 x10 h10 ya7 ffe fs5 fc4 sc0 ls0 ws0">set_tests_properties<span class="fc0">(<span class="fc5">Test2</span></span></div><div class="t m0 x2 h10 ya8 ffe fs5 fc5 sc0 ls0 ws0">PROPERTIES<span class="_ _8"> </span>PASS_REGULAR_EXPRESSION<span class="_ _8"> </span>"Correct"<span class="fc0">)</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">18/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pf15" class="pf w0 h0" data-page-no="15"><div class="pc pc15 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA4wAAAH/CAIAAACTgcSzAAAACXBIWXMAABYlAAAWJQFJUiTwAAAI9klEQVR42u3cMUoEMRSA4cwwwdIziJVNWhFrwZt5CY9jYR2m9AZWliaQtVgQBAtZ1iWZ/b4TJO81PxmY6fr2PgAAQDfeXl9mUwAAoDciFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQCAb1MpxRQAAOhHjNFLKgAA3RGpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAIDfLKMctLW2rquFAQAcLKUkUo9snuexJgsA0JWc80Cn9bkfAACRCgAAIhUAAJEKAAAiFQAAkQoAAP9t2cAdYowWCQCwV2vdwC28pAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAAD8sG7hDrdUiAQC2xEsqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAABnZ5j/pLbWQgg5ZzsDADhASmmg006lFDsDAKAfMUaf+wEA6I5IBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQDg2zLKQVtr67paGADAYVJKIvX45nkebrgAAP3IOQ+UUj73AwAgUgEAQKQCACBSAQBApAIAIFIBAECkAgBwdpYN3CHGaJEAAHu11g3cwksqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAAD80bKBO9RaLRIAYEu8pAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAcHaG+U9qay2EkHO2MwCAA6SUBjrtVEqxMwAA+hFj9LkfAIDuiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAESqEQAAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgDAaS0fT1emAJze+8OzIQDwq5u7x2m6vNh9fIaw2+0MBACALnwBi/dEfIw3wfMAAAAASUVORK5CYII="/><div class="t m0 x5 h7 y7 ff7 fs3 fc1 sc0 ls0 ws0">ctest<span class="_ _26"> </span><span class="ff1">2/2</span></div><div class="t m0 x1 hb ya9 ff4 fs6 fc0 sc0 ls0 ws0">Basic<span class="_ _d"> </span>usage<span class="_ _7"> </span>(call<span class="_ _d"> </span><span class="ff5">ctest</span>):</div><div class="t m0 x10 hd yaa ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc0">make<span class="_ _11"> </span><span class="fc9">test<span class="_ _25"> </span></span>#<span class="_ _11"> </span>run<span class="_ _e"> </span>all<span class="_ _11"> </span>tests</span></div><div class="t m0 x1 hb yab ff5 fs6 fc0 sc0 ls0 ws0">ctest<span class="_ _d"> </span><span class="ff4">usage:</span></div><div class="t m0 x10 hd yac ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc0">ctest<span class="_ _11"> </span>-R<span class="_ _e"> </span>Python<span class="_ _27"> </span><span class="fc8">#<span class="_ _11"> </span>run<span class="_ _11"> </span>all<span class="_ _e"> </span>tests<span class="_ _11"> </span>that<span class="_ _11"> </span>contains<span class="_ _e"> </span>’Python’<span class="_ _11"> </span>string</span></span></div><div class="t m0 x10 hd yad ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc0">ctest<span class="_ _11"> </span>-E<span class="_ _e"> </span>Iron<span class="_ _15"> </span><span class="fc8">#<span class="_ _11"> </span>run<span class="_ _11"> </span>all<span class="_ _11"> </span>tests<span class="_ _11"> </span>that<span class="_ _e"> </span>not<span class="_ _11"> </span>contain<span class="_ _e"> </span>’Iron’<span class="_ _11"> </span>string</span></span></div><div class="t m0 x10 hd yae ffb fs8 fc3 sc0 ls0 ws0">$<span class="_ _11"> </span><span class="fc0">ctest<span class="_ _11"> </span>-I<span class="_ _e"> </span><span class="fcc">3</span>,<span class="fcc">5<span class="_ _19"> </span><span class="fc8">#<span class="_ _11"> </span>run<span class="_ _11"> </span>tests<span class="_ _e"> </span>from<span class="_ _11"> </span>3<span class="_ _e"> </span>to<span class="_ _11"> </span>5</span></span></span></div><div class="t m0 x1 hb yaf ff4 fs6 fc0 sc0 ls0 ws0">Each<span class="_ _d"> </span><span class="ff5">ctest<span class="_ _7"> </span></span>command<span class="_ _d"> </span>can<span class="_ _d"> </span>b<span class="_ _a"></span>e<span class="_ _d"> </span>combined<span class="_ _7"> </span>with<span class="_ _d"> </span>other<span class="_ _d"> </span>to<span class="_ _a"></span>ols<span class="_ _d"> </span>(e.g.<span class="_ _e"> </span><span class="ff5">valgrind</span>)</div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">19/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pf16" class="pf w0 h0" data-page-no="16"><div class="pc pc16 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff7 fs3 fc1 sc0 ls0 ws0">ctest<span class="_ _8"> </span><span class="ff1">with<span class="_ _11"> </span>Different<span class="_ _8"> </span>Compile<span class="_ _8"> </span>Options</span></div><div class="t m0 x1 hb y3b ff4 fs6 fc0 sc0 ls0 ws0">It<span class="_ _d"> </span>is<span class="_ _7"> </span>possible<span class="_ _7"> </span>to<span class="_ _d"> </span>combine<span class="_ _d"> </span>a<span class="_ _7"> </span>custom<span class="_ _d"> </span>target<span class="_ _d"> </span>with<span class="_ _d"> </span><span class="ff5">ctest<span class="_ _d"> </span></span>to<span class="_ _7"> </span>compile<span class="_ _d"> </span>the<span class="_ _d"> </span>same<span class="_ _7"> </span>code<span class="_ _7"> </span>with</div><div class="t m0 x1 hb y7f ff4 fs6 fc0 sc0 ls0 ws0">different<span class="_ _d"> </span>compile<span class="_ _7"> </span>options</div><div class="t m0 x10 h10 yb0 ffe fs5 fc4 sc0 ls0 ws0">add_custom_target<span class="fc0">(<span class="fc5">program-compile</span></span></div><div class="t m0 x1b h10 yb1 ffe fs5 fc5 sc0 ls0 ws0">COMMAND<span class="_ _8"> </span>mkdir<span class="_ _8"> </span>-p<span class="_ _8"> </span>test-release<span class="_ _8"> </span>test-ubsan<span class="_ _8"> </span>test-asan<span class="_ _7"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>create<span class="_ _8"> </span>dirs</span></div><div class="t m0 x1b h10 yb2 ffe fs5 fc5 sc0 ls0 ws0">COMMAND<span class="_ _8"> </span>cmake<span class="_ _8"> </span>..<span class="_ _8"> </span>-B<span class="_ _8"> </span>test-release<span class="_ _28"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>-B<span class="_ _7"> </span>change<span class="_ _8"> </span>working<span class="_ _8"> </span>dir</span></div><div class="t m0 x1b h10 yb3 ffe fs5 fc5 sc0 ls0 ws0">COMMAND<span class="_ _8"> </span>cmake<span class="_ _8"> </span>..<span class="_ _8"> </span>-B<span class="_ _8"> </span>test-ubsan<span class="_ _29"> </span>-DUBSAN=ON</div><div class="t m0 x1b h10 yb4 ffe fs5 fc5 sc0 ls0 ws0">COMMAND<span class="_ _8"> </span>cmake<span class="_ _8"> </span>..<span class="_ _8"> </span>-B<span class="_ _8"> </span>test-asan<span class="_ _1c"> </span>-DASAN=ON</div><div class="t m0 x1b h10 yb5 ffe fs5 fc5 sc0 ls0 ws0">COMMAND<span class="_ _8"> </span>make<span class="_ _8"> </span>-C<span class="_ _8"> </span>test-release<span class="_ _8"> </span>-j20<span class="_ _8"> </span>program<span class="_ _19"> </span><span class="ff10 fc6">#<span class="_ _7"> </span>-C<span class="_ _8"> </span>run<span class="_ _8"> </span>make<span class="_ _8"> </span>in<span class="_ _8"> </span>a</span></div><div class="t m0 x1b h10 yb6 ffe fs5 fc5 sc0 ls0 ws0">COMMAND<span class="_ _8"> </span>make<span class="_ _8"> </span>-C<span class="_ _8"> </span>test-ubsan<span class="_ _29"> </span>-j20<span class="_ _8"> </span>program<span class="_ _19"> </span><span class="ff10 fc6">#<span class="_ _8"> </span>different<span class="_ _7"> </span>dir</span></div><div class="t m0 x1b h10 yb7 ffe fs5 fc5 sc0 ls0 ws0">COMMAND<span class="_ _8"> </span>make<span class="_ _8"> </span>-C<span class="_ _8"> </span>test-asan<span class="_ _1c"> </span>-j20<span class="_ _8"> </span>program<span class="fc0">)</span></div><div class="t m0 x10 h10 yb8 ffe fs5 fc4 sc0 ls0 ws0">enable_testing<span class="fc0">()</span></div><div class="t m0 x10 h10 yb9 ffe fs5 fc4 sc0 ls0 ws0">add_test<span class="fc0">(<span class="fc5">NAME<span class="_ _8"> </span>Program-Compile</span></span></div><div class="t m0 x13 h10 yba ffe fs5 fc5 sc0 ls0 ws0">COMMAND<span class="_ _8"> </span>make<span class="_ _8"> </span>program-compile<span class="fc0">)</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">20/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">CMak<span class="_ _6"></span>e<span class="_ _8"> </span>Alternatives<span class="_ _8"> </span>-<span class="_ _11"> </span><span class="ff7">xmake</span></div><div class="t m0 x1c hb ybb ff7 fs6 fc0 sc0 ls0 ws0">xmake<span class="_ _d"> </span><span class="ff8 fs7"><span class="_ _7"> </span></span><span class="ff4">is<span class="_ _7"> </span>a<span class="_ _7"> </span>cross-platform<span class="_ _d"> </span>build<span class="_ _7"> </span>utility<span class="_ _7"> </span>based<span class="_ _7"> </span>on</span></div><div class="t m0 x1c hb ybc ff5 fs6 fc0 sc0 ls0 ws0">Lua<span class="ff4">.</span></div><div class="t m0 x1 hb ybd ff4 fs6 fc0 sc0 ls0 ws0">Compa<span class="_ _6"></span>red<span class="_ _d"> </span>with<span class="_ _7"> </span><span class="ff5">makefile</span>/<span class="ff5">CMakeLists.txt</span>,<span class="_ _d"> </span>the<span class="_ _d"> </span>configuration<span class="_ _7"> </span>syntax<span class="_ _d"> </span>is<span class="_ _d"> </span>more<span class="_ _d"> </span>concise</div><div class="t m0 x1 hb ybe ff4 fs6 fc0 sc0 ls0 ws0">and<span class="_ _d"> </span>intuitive.<span class="_ _e"> </span>It<span class="_ _d"> </span>is<span class="_ _7"> </span>very<span class="_ _d"> </span>friendly<span class="_ _7"> </span>to<span class="_ _d"> </span>novices<span class="_ _d"> </span>and<span class="_ _7"> </span>can<span class="_ _d"> </span>quickly<span class="_ _d"> </span>get<span class="_ _7"> </span>sta<span class="_ _6"></span>rted<span class="_ _d"> </span>in<span class="_ _d"> </span>a<span class="_ _7"> </span>sho<span class="_ _6"></span>rt<span class="_ _d"> </span>time.</div><div class="t m0 x1 hb ybf ff4 fs6 fc0 sc0 ls0 ws0">Let<span class="_ _d"> </span>users<span class="_ _7"> </span>focus<span class="_ _7"> </span>mo<span class="_ _6"></span>re<span class="_ _d"> </span>on<span class="_ _d"> </span>actual<span class="_ _7"> </span>p<span class="_ _6"></span>roject<span class="_ _d"> </span>development</div><div class="t m0 x1 hb yc0 ff4 fs6 fc0 sc0 ls0 ws0">Compa<span class="_ _6"></span>rison:<span class="_ _e"> </span><span class="ff5">xmake<span class="_ _f"> </span>vs<span class="_ _f"> </span>cmake</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">21/45</div><a class="l" href="https://xmake.io"><div class="d m1" style="border-style:none;position:absolute;left:87.679000px;bottom:170.920000px;width:30.629000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://tboox.org/2019/05/29/xmake-vs-cmake/"><div class="d m1" style="border-style:none;position:absolute;left:88.502000px;bottom:59.415000px;width:82.174000px;height:11.689000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div 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class="t m0 x5 h7 y7 ff7 fs3 fc1 sc0 ls0 ws0">doxygen<span class="_ _2a"> </span><span class="ff1">3/6</span></div><div class="t m0 x1 hb ycb ff5 fs6 fc0 sc0 ls0 ws0">Doxygen<span class="_ _d"> </span><span class="ff4">requires<span class="_ _7"> </span>the<span class="_ _d"> </span>follo<span class="_ _6"></span>wing<span class="_ _d"> </span>tags<span class="_ _7"> </span>fo<span class="_ _6"></span>r<span class="_ _d"> </span>generating<span class="_ _d"> </span>the<span class="_ _7"> </span>documentation:</span></div><div class="t m0 xb hb ycc ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _1a"> </span><span class="ff7">@file<span class="_ _24"> </span><span class="ff4">Document<span class="_ _7"> </span>a<span class="_ _d"> </span>file</span></span></div><div class="t m0 xb hb ycd ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _1a"> </span><span class="ff7">@brief<span class="_ _24"> </span><span class="ff4">Brief<span class="_ _d"> </span>description<span class="_ _d"> </span>for<span class="_ _d"> </span>an<span class="_ _d"> </span>entity</span></span></div><div class="t m0 xb hb yce ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _1a"> </span><span class="ff7">@param<span class="_ _24"> </span><span class="ff4">R<span class="_ _6"></span>un-time<span class="_ _d"> </span>pa<span class="_ _6"></span>rameter<span class="_ _d"> </span>description</span></span></div><div class="t m0 xb hb ycf ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _1a"> </span><span class="ff7">@tparam<span class="_ _24"> </span><span class="ff4">T<span class="_ _5"></span>emplate<span class="_ _d"> </span>parameter<span class="_ _c"> </span>description</span></span></div><div class="t m0 xb hb yd0 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _1a"> </span><span class="ff7">@return<span class="_ _24"> </span><span class="ff4">Return<span class="_ _d"> </span>value<span class="_ _d"> </span>description</span></span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">24/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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class="t m0 x5 h7 y7 ff7 fs3 fc1 sc0 ls0 ws0">doxygen<span class="_ _8"> </span><span class="ff1">-<span class="_ _11"> </span>F<span class="_ _6"></span>eatures<span class="_ _2c"> </span>4/6</span></div><div class="t m0 xb hb yd1 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff9">A<span class="_ _6"></span>utomatic<span class="_ _d"> </span>cross<span class="_ _7"> </span>references<span class="_ _8"> </span><span class="ff4">b<span class="_ _a"></span>et<span class="_ _6"></span>w<span class="_ _6"></span>een<span class="_ _d"> </span>functions,<span class="_ _7"> </span>va<span class="_ _6"></span>riables,<span class="_ _d"> </span>etc.</span></span></div><div class="t m0 xb hb yd2 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff9">Sp<span class="_ _a"></span>ecific<span class="_ _d"> </span>highlight<span class="ff4">.<span class="_ _e"> </span>Co<span class="_ _a"></span>de<span class="_ _13"> </span><span class="ff11">`<span class="ff5"><code></span>`<span class="_ _c"> </span></span>,<span class="_ _d"> </span>input/output<span class="_ _7"> </span>pa<span class="_ _6"></span>rameters</span></span></div><div class="t m0 x1e h11 yd3 ff5 fs6 fc0 sc0 ls0 ws0">@param[in]<span class="_ _f"> </span><param></div><div class="t m0 xb hb yd4 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff9">Latex/MathJax<span class="_ _3"> </span><span class="ff5">$<code>$</span></span></div><div class="t m0 xb hb yd5 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff9">Ma<span class="_ _6"></span>rkdo<span class="_ _6"></span>wn<span class="_ _7"> </span><span class="ff4">(Ma<span class="_ _6"></span>rkdo<span class="_ _6"></span>wn<span class="_ _d"> </span>Cheatsheet<span class="_ _7"> </span>link),<span class="_ _d"> </span>Italic<span class="_ _d"> </span>text<span class="_ _24"> </span><span class="ff5">*<code>*<span class="_ _2b"> </span></span>,<span class="_ _7"> </span>bold<span class="_ _7"> </span>text</span></span></div><div class="t m0 x1e hb yd6 ff5 fs6 fc0 sc0 ls0 ws0">**<code>**<span class="_ _2b"> </span><span class="ff4">,<span class="_ _7"> </span>table,<span class="_ _d"> </span>list,<span class="_ _d"> </span>etc.</span></div><div class="t m0 xb hb yd7 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Call/Hiera<span class="_ _6"></span>rchy<span class="_ _d"> </span>graph<span class="_ _7"> </span>can<span class="_ _d"> </span>b<span class="_ _a"></span>e<span class="_ _d"> </span>useful<span class="_ _d"> </span>in<span class="_ _7"> </span>la<span class="_ _6"></span>rge<span class="_ _d"> </span>projects<span class="_ _d"> </span>(requires<span class="_ _d"> </span><span class="ff5">graphviz</span>)</span></div><div class="t m0 x1e h9 yd8 ff5 fs4 fc0 sc0 ls0 ws0">HAVE_DOT<span class="_ _4"> </span>=<span class="_ _e"> </span>YES</div><div class="t m0 x1e h9 yd9 ff5 fs4 fc0 sc0 ls0 ws0">GRAPHICAL_HIERARCHY<span class="_ _4"> </span>=<span class="_ _e"> </span>YES</div><div class="t m0 x1e h9 yda ff5 fs4 fc0 sc0 ls0 ws0">CALL_GRAPH<span class="_ _4"> </span>=<span class="_ _e"> </span>YES</div><div class="t m0 x1e h9 ydb ff5 fs4 fc0 sc0 ls0 ws0">CALLER_GRAPH<span class="_ _4"> </span>=<span class="_ _e"> </span>YES</div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">25/45</div><a class="l" href="https://github.com/adam-p/markdown-here/wiki/Markdown-Cheatsheet"><div class="d m1" style="border-style:none;position:absolute;left:104.646000px;bottom:102.970000px;width:122.962000px;height:14.642000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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class="t m0 x5 h7 y7 ff7 fs3 fc1 sc0 ls0 ws0">doxygen<span class="_ _8"> </span><span class="ff1">-<span class="_ _11"> </span>Example<span class="_ _2d"> </span>5/6</span></div><div class="t m0 x1 h10 ydc ff10 fs5 fc6 sc0 ls0 ws0">/**</div><div class="t m0 x10 h10 ydd ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>@file</div><div class="t m0 x10 h10 yde ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>@copyright<span class="_ _7"> </span>MyProject</div><div class="t m0 x10 h10 ydf ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>license<span class="_ _7"> </span>BSD3,<span class="_ _8"> </span>Apache,<span class="_ _8"> </span>MIT,<span class="_ _8"> </span>etc.</div><div class="t m0 x10 h10 ye0 ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>@author<span class="_ _7"> </span>MySelf</div><div class="t m0 x10 h10 ye1 ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>@version<span class="_ _7"> </span>v3.14159265359</div><div class="t m0 x10 h10 ye2 ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>@date<span class="_ _7"> </span>March,<span class="_ _8"> </span>2018</div><div class="t m0 x10 h10 ye3 ff10 fs5 fc6 sc0 ls0 ws0">*/</div><div class="t m0 x1 h10 ye4 ff10 fs5 fc6 sc0 ls0 ws0">///<span class="_ _8"> </span>@brief<span class="_ _7"> </span>Namespace<span class="_ _8"> </span>brief<span class="_ _8"> </span>description</div><div class="t m0 x1 h10 ye5 ff7 fs5 fc4 sc0 ls0 ws0">namespace<span class="_ _8"> </span><span class="fc9">my_namespace<span class="_ _8"> </span><span class="ffe fc0">{</span></span></div><div class="t m0 x1 h10 ye6 ff10 fs5 fc6 sc0 ls0 ws0">///<span class="_ _8"> </span>@brief<span class="_ _7"> </span>"Class<span class="_ _8"> </span>brief<span class="_ _8"> </span>description"</div><div class="t m0 x1 h10 ye7 ff10 fs5 fc6 sc0 ls0 ws0">///<span class="_ _8"> </span>@tparam<span class="_ _7"> </span>R<span class="_ _8"> </span>"Class<span class="_ _8"> </span>template<span class="_ _8"> </span>for"</div><div class="t m0 x1 h10 ye8 ff7 fs5 fc4 sc0 ls0 ws0">template<span class="ffe fca"><</span>typename<span class="_ _8"> </span><span class="fc9">R<span class="ffe fca">></span></span></div><div class="t m0 x1 h10 ye9 ff7 fs5 fc4 sc0 ls0 ws0">class<span class="_ _8"> </span><span class="fc9">A<span class="_ _8"> </span><span class="ffe fc0">{</span></span></div><div class="t m0 x1f h10 yea ff10 fs5 fc6 sc0 ls0 ws0">/**</div><div class="t m0 x20 h10 yeb ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>@brief<span class="_ _7"> </span>"What<span class="_ _8"> </span>the<span class="_ _8"> </span>function<span class="_ _8"> </span>does?"</div><div class="t m0 x20 h10 yec ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>@details<span class="_ _7"> </span>"Some<span class="_ _8"> </span>additional<span class="_ _8"> </span>details",</div><div class="t m0 x20 h10 yed ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _2e"> </span>Latex/MathJax:<span class="_ _8"> </span>$\sqrt<span class="_ _7"> </span>a$</div><div class="t m0 x20 h10 yee ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>@tparam<span class="_ _7"> </span>T<span class="_ _8"> </span>Type<span class="_ _8"> </span>of<span class="_ _8"> </span>input<span class="_ _8"> </span>and<span class="_ _8"> </span>output</div><div class="t m0 x20 h10 yef ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>@param[in]<span class="_ _7"> </span>input<span class="_ _8"> </span>Input<span class="_ _8"> </span>array</div><div class="t m0 x20 h10 yf0 ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>@param[out]<span class="_ _7"> </span>output<span class="_ _8"> </span>Output<span class="_ _8"> </span>array</div><div class="t m0 x20 h10 yf1 ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>@return<span class="_ _7"> </span><span class="ff12">`</span>true<span class="ff12">`<span class="_ _8"> </span></span>if<span class="_ _8"> </span>correct,</div><div class="t m0 x20 h10 yf2 ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _15"> </span><span class="ff12">`</span>false<span class="ff12">`<span class="_ _7"> </span></span>otherwise</div><div class="t m0 x20 h10 yf3 ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>@remark<span class="_ _7"> </span>it<span class="_ _8"> </span>is<span class="_ _8"> </span>*useful*<span class="_ _8"> </span>if<span class="_ _8"> </span>...</div><div class="t m0 x20 h10 yf4 ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>@warning<span class="_ _7"> </span>the<span class="_ _8"> </span>behavior<span class="_ _8"> </span>is<span class="_ _8"> </span>**undefined**<span class="_ _8"> </span>if</div><div class="t m0 x20 h10 yf5 ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _2f"> </span>@p<span class="_ _8"> </span>input<span class="_ _7"> </span>is<span class="_ _8"> </span><span class="ff12">`</span>nullptr<span class="ff12">`</span></div><div class="t m0 x20 h10 yf6 ff10 fs5 fc6 sc0 ls0 ws0">*<span class="_ _8"> </span>@see<span class="_ _7"> </span>related_function</div><div class="t m0 x20 h10 yf7 ff10 fs5 fc6 sc0 ls0 ws0">*/</div><div class="t m0 x1f h10 yf8 ff7 fs5 fc4 sc0 ls0 ws0">template<span class="ffe fca"><</span>typename<span class="_ _8"> </span><span class="fc9">T<span class="ffe fca">></span></span></div><div class="t m0 x1f h10 yf9 ff7 fs5 fcd sc0 ls0 ws0">bool<span class="_ _8"> </span><span class="ffe fc0">my_function(</span><span class="fc4">const<span class="_ _8"> </span><span class="ffe fc0">T<span class="fca">*<span class="_ _8"> </span></span>input,<span class="_ _8"> </span>T<span class="fca">*<span class="_ _8"> </span></span>output);</span></span></div><div class="t m0 x1f h10 yfa ff10 fs5 fc6 sc0 ls0 ws0">///<span class="_ _8"> </span>@brief</div><div class="t m0 x1f h10 yfb ff7 fs5 fcd sc0 ls0 ws0">void<span class="_ _8"> </span><span class="ffe fc9">related_function<span class="fc0">();</span></span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">26/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">AI-P<span class="_ _6"></span>o<span class="_ _6"></span>w<span class="_ _6"></span>ered<span class="_ _8"> </span>Co<span class="_ _a"></span>de<span class="_ _8"> </span>Completion/IDE<span class="_ _32"> </span>1/2</div><div class="t m0 x1 hb y104 ff1 fs6 fc0 sc0 ls0 ws0">AI-P<span class="_ _6"></span>o<span class="_ _6"></span>w<span class="_ _6"></span>ered<span class="_ _7"> </span>Co<span class="_ _a"></span>de<span class="_ _7"> </span>Completion<span class="_ _d"> </span><span class="ff4">to<span class="_ _a"></span>ols<span class="_ _d"> </span>help<span class="_ _7"> </span>writing<span class="_ _d"> </span>co<span class="_ _a"></span>de<span class="_ _d"> </span>faster<span class="_ _d"> </span>by<span class="_ _d"> </span>dra<span class="_ _6"></span>wing<span class="_ _d"> </span>context</span></div><div class="t m0 x1 hb y105 ff4 fs6 fc0 sc0 ls0 ws0">from<span class="_ _d"> </span>comments<span class="_ _7"> </span>and<span class="_ _d"> </span>co<span class="_ _a"></span>de<span class="_ _d"> </span>to<span class="_ _d"> </span>suggest<span class="_ _7"> </span>individual<span class="_ _d"> </span>lines<span class="_ _d"> </span>and<span class="_ _7"> </span>whole<span class="_ _d"> </span>functions</div><div class="t m0 x1 hb y106 ff9 fs6 fc0 sc0 ls0 ws0">Common<span class="_ _d"> </span>features<span class="_ _0"></span><span class="ff4">:</span></div><div class="t m0 xb hb y107 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Semantic<span class="_ _d"> </span>completion</span></div><div class="t m0 xb hb y108 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Recognize<span class="_ _d"> </span>common<span class="_ _7"> </span>language<span class="_ _d"> </span>patterns</span></div><div class="t m0 xb hb y109 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Use<span class="_ _d"> </span>the<span class="_ _7"> </span>documentation<span class="_ _7"> </span>to<span class="_ _d"> </span>infer<span class="_ _d"> </span>this<span class="_ _7"> </span>function<span class="_ _d"> </span>name,<span class="_ _d"> </span>return<span class="_ _7"> </span>t<span class="_ _6"></span>yp<span class="_ _a"></span>e,<span class="_ _d"> </span>and<span class="_ _d"> </span>arguments</span></div><div class="t m0 xb hb y10a ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Suggest<span class="_ _d"> </span>bug<span class="_ _7"> </span>fixes</span></div><div class="t m0 xb hb y10b ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Generate<span class="_ _d"> </span>comments,<span class="_ _7"> </span>documentation,<span class="_ _7"> </span>and<span class="_ _d"> </span>even<span class="_ _d"> </span>Pull<span class="_ _7"> </span>Request<span class="_ _d"> </span>text</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">29/45</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pf22" class="pf w0 h0" data-page-no="22"><div class="pc pc22 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">AI-P<span class="_ _6"></span>o<span class="_ _6"></span>w<span class="_ _6"></span>ered<span class="_ _8"> </span>Co<span class="_ _a"></span>de<span class="_ _8"> </span>Completion/IDE<span class="_ _32"> </span>2/2</div><div class="t m0 x1 hb y10c ff4 fs6 fc0 sc0 ls0 ws0">They<span class="_ _d"> </span>are<span class="_ _d"> </span>commonly<span class="_ _d"> </span>provided<span class="_ _d"> </span>as<span class="_ _d"> </span>plug-in<span class="_ _d"> </span>for<span class="_ _d"> </span>the<span class="_ _d"> </span>most<span class="_ _7"> </span>popular<span class="_ _d"> </span>editors<span class="_ _d"> </span>and<span class="_ _d"> </span>IDE</div><div class="t m0 xb hb y10d ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff7">CoPilot<span class="_ _2b"> </span><span class="ff8 fs7"></span></span></div><div class="t m0 xb hb y10e ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff7">Cursor<span class="_ _2b"> </span><span class="ff8 fs7"></span></span></div><div class="t m0 xb hb y10f ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff7">WindSurf<span class="_ _2b"> </span><span class="ff8 fs7"></span></span></div><div class="t m0 xb hb y110 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff7">Cody<span class="_ _2b"> </span><span class="ff8 fs7"></span></span></div><div class="t m0 xb hb y111 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff7">TabNine<span class="_ _2b"> </span><span class="ff8 fs7"></span></span></div><div class="t m0 xb hb y112 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff7">Replit<span class="_ _f"> </span>Ghostwriter<span class="_ _2b"> </span><span class="ff8 fs7"></span></span></div><div class="t m0 xb hb y113 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff7">CodeWhisperer<span class="_ _2b"> </span><span class="ff8 fs7"></span></span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">30/45</div><a class="l" href="https://github.com/features/copilot"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:161.696000px;width:42.084000px;height:11.659000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://www.cursor.com/"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:143.125000px;width:36.356000px;height:11.659000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://windsurf.com/"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:124.555000px;width:47.811000px;height:11.659000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://sourcegraph.com/cody"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:105.985000px;width:24.902000px;height:11.659000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://tabnine.com/"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:87.415000px;width:42.084000px;height:11.658000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://replit.com/ai"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:68.844000px;width:105.084000px;height:11.659000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://docs.aws.amazon.com/codewhisperer/latest/userguide/what-is-cwspr.html"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:50.274000px;width:76.447000px;height:11.659000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pf23" class="pf w0 h0" data-page-no="23"><div class="pc pc23 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Compilation<span class="_ _8"> </span>and<span class="_ _11"> </span>Execution<span class="_ _8"> </span>-<span class="_ _8"> </span><span class="ff7">Compiler<span class="_ _13"> </span>Explorer<span class="_ _33"> </span></span>1/3</div><div class="t m0 x1 hb y114 ff7 fs6 fc0 sc0 ls0 ws0">Compiler<span class="_ _f"> </span>Explorer<span class="_ _2b"> </span><span class="ff8 fs7"><span class="_ _7"> </span></span><span class="ff4">is<span class="_ _d"> </span>an<span class="_ _d"> </span>interactive<span class="_ _7"> </span>tool<span class="_ _7"> </span>that<span class="_ _d"> </span>lets<span class="_ _7"> </span>y<span class="_ _6"></span>ou<span class="_ _d"> </span>t<span class="_ _6"></span>yp<span class="_ _a"></span>e<span class="_ _d"> </span>source<span class="_ _d"> </span>co<span class="_ _a"></span>de<span class="_ _d"> </span>and<span class="_ _7"> </span>see</span></div><div class="t m0 x1 hb y115 ff4 fs6 fc0 sc0 ls0 ws0">assembly<span class="_ _d"> </span>output,<span class="_ _7"> </span>control<span class="_ _d"> </span>flo<span class="_ _6"></span>w<span class="_ _d"> </span>graph,<span class="_ _7"> </span>optimization<span class="_ _d"> </span>hint,<span class="_ _d"> </span>etc.</div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">31/45</div><a class="l" href="https://godbolt.org"><div class="d m1" style="border-style:none;position:absolute;left:27.350000px;bottom:202.057000px;width:99.356000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Compilation<span class="_ _8"> </span>and<span class="_ _11"> </span>Execution<span class="_ _8"> </span>-<span class="_ _8"> </span><span class="ff7">Compiler<span class="_ _13"> </span>Explorer<span class="_ _11"> </span></span>-<span class="_ _8"> </span>Key<span class="_ _8"> </span>features<span class="_ _34"> </span>2/3</div><div class="t m0 x1 hb y3b ff5 fs6 fc0 sc0 ls0 ws0">Compiler<span class="_ _f"> </span>Explorer<span class="_ _d"> </span><span class="ff4">allows<span class="_ _d"> </span>instant<span class="_ _d"> </span>C++<span class="_ _7"> </span>code<span class="_ _7"> </span>writing<span class="_ _d"> </span>and<span class="_ _d"> </span>interaction<span class="_ _7"> </span>directly<span class="_ _d"> </span>from</span></div><div class="t m0 x1 hb y7f ff4 fs6 fc0 sc0 ls0 ws0">the<span class="_ _d"> </span>web<span class="_ _d"> </span>b<span class="_ _6"></span>ro<span class="_ _6"></span>wser.<span class="_ _e"> </span>The<span class="_ _d"> </span>to<span class="_ _a"></span>ol<span class="_ _d"> </span>is<span class="_ _d"> </span>widely<span class="_ _7"> </span>used<span class="_ _d"> </span>with<span class="_ _7"> </span>92<span class="_ _d"> </span>million<span class="_ _d"> </span>compilations<span class="_ _7"> </span>per<span class="_ _7"> </span>y<span class="_ _6"></span>ea<span class="_ _6"></span>r.</div><div class="t m0 x1 hb yc3 ff4 fs6 fc0 sc0 ls0 ws0">One<span class="_ _d"> </span>of<span class="_ _7"> </span>the<span class="_ _d"> </span>most<span class="_ _d"> </span>common<span class="_ _7"> </span>uses<span class="_ _d"> </span>of<span class="_ _d"> </span>the<span class="_ _7"> </span>tool<span class="_ _7"> </span>is<span class="_ _d"> </span>to<span class="_ _d"> </span>create<span class="_ _7"> </span>minimal<span class="_ _d"> </span>examples<span class="_ _d"> </span>for<span class="_ _d"> </span>analysis</div><div class="t m0 x1 hb y116 ff4 fs6 fc0 sc0 ls0 ws0">and<span class="_ _d"> </span>debugging.<span class="_ _e"> </span>Such<span class="_ _d"> </span>examples<span class="_ _7"> </span>can<span class="_ _d"> </span>then<span class="_ _7"> </span>be<span class="_ _7"> </span>sha<span class="_ _6"></span>red<span class="_ _d"> </span>for<span class="_ _d"> </span>collaboration<span class="_ _d"> </span>o<span class="_ _6"></span>r<span class="_ _d"> </span>education.</div><div class="t m0 x1 hb y117 ff4 fs6 fc0 sc0 ls0 ws0">Supp<span class="_ _a"></span>o<span class="_ _6"></span>rt:</div><div class="t m0 xb hb y118 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Offers<span class="_ _d"> </span>access<span class="_ _7"> </span>to<span class="_ _d"> </span>over<span class="_ _d"> </span>4,700+<span class="_ _7"> </span>compilers,<span class="_ _d"> </span>including<span class="_ _7"> </span><span class="ff5">GCC</span>,<span class="_ _d"> </span><span class="ff5">Clang</span>,<span class="_ _d"> </span><span class="ff5">MSVC</span>,<span class="_ _7"> </span><span class="ff5">nvcc</span>,<span class="_ _d"> </span>and</span></div><div class="t m0 x22 h11 y119 ff5 fs6 fc0 sc0 ls0 ws0">nvc++</div><div class="t m0 xb hb y11a ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Provides<span class="_ _d"> </span>various<span class="_ _d"> </span>a<span class="_ _6"></span>rchitectures<span class="_ _d"> </span>like<span class="_ _d"> </span>x86,<span class="_ _d"> </span>ARM,<span class="_ _7"> </span>NVIDIA<span class="_ _d"> </span>GPU,<span class="_ _d"> </span>MIPS,<span class="_ _7"> </span>and<span class="_ _d"> </span>RISC-V</span></div><div class="t m0 xb hb y11b ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Supp<span class="_ _a"></span>o<span class="_ _6"></span>rts<span class="_ _d"> </span><span class="ff13">∼<span class="_ _2b"> </span></span>80<span class="_ _7"> </span>p<span class="_ _6"></span>rogramming<span class="_ _d"> </span>languages</span></div><div class="t m0 xb hd y11c ffb fs8 fce sc0 ls0 ws0">How<span class="_ _11"> </span>Compiler<span class="_ _11"> </span>Explorer<span class="_ _e"> </span>Works<span class="_ _11"> </span>in<span class="_ _11"> </span>2025</div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">32/45</div><a class="l" href="https://xania.org/202506/how-compiler-explorer-works"><div class="d m1" style="border-style:none;position:absolute;left:34.722000px;bottom:4.764000px;width:166.750000px;height:13.445000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pf25" class="pf w0 h0" data-page-no="25"><div class="pc pc25 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Compilation<span class="_ _8"> </span>and<span class="_ _11"> </span>Execution<span class="_ _8"> </span>-<span class="_ _8"> </span><span class="ff7">Compiler<span class="_ _13"> </span>Explorer<span class="_ _11"> </span></span>-<span class="_ _8"> </span>Key<span class="_ _8"> </span>features<span class="_ _34"> </span>3/3</div><div class="t m0 xb hb yd1 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Assembly<span class="_ _d"> </span>output<span class="_ _7"> </span>visualization<span class="_ _d"> </span>and<span class="_ _d"> </span>source<span class="_ _7"> </span>code<span class="_ _7"> </span>co<span class="_ _6"></span>rrelation</span></div><div class="t m0 xb hb yfc ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Execution</span></div><div class="t m0 xb hb yfd ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Co<span class="_ _a"></span>de<span class="_ _d"> </span>sha<span class="_ _6"></span>ring</span></div><div class="t m0 xb hb yfe ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Command<span class="_ _d"> </span>line,<span class="_ _7"> </span>p<span class="_ _6"></span>rompt<span class="_ _d"> </span>inputs,<span class="_ _d"> </span>and<span class="_ _7"> </span>environment<span class="_ _d"> </span>variables<span class="_ _d"> </span>configuration</span></div><div class="t m0 xb hb yff ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Static<span class="_ _d"> </span>analysis<span class="_ _7"> </span>with<span class="_ _d"> </span><span class="ff5">GCC</span>,<span class="_ _d"> </span><span class="ff5">Clang</span>,<span class="_ _7"> </span><span class="ff5">MSVC<span class="_ _d"> </span></span>compilers<span class="_ _d"> </span>and<span class="_ _7"> </span>external<span class="_ _d"> </span>to<span class="_ _a"></span>ols<span class="_ _d"> </span>such<span class="_ _d"> </span>as<span class="_ _7"> </span><span class="ff5">Sonar</span></span></div><div class="t m0 xb hb y11d ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Allo<span class="_ _6"></span>w<span class="_ _d"> </span>to<span class="_ _7"> </span>include<span class="_ _d"> </span>a<span class="_ _d"> </span>set<span class="_ _7"> </span>of<span class="_ _d"> </span>predefined<span class="_ _d"> </span>lib<span class="_ _6"></span>ra<span class="_ _6"></span>ries<span class="_ _d"> </span>and<span class="_ _d"> </span>even<span class="_ _7"> </span><span class="ff5">GitHub<span class="_ _f"> </span>URLs<span class="_ _2b"> </span><span class="ff8 fs7"></span></span></span></div><div class="t m0 xb hb y11e ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Visualize<span class="_ _d"> </span>the<span class="_ _7"> </span>control<span class="_ _d"> </span>flo<span class="_ _6"></span>w<span class="_ _d"> </span>graph</span></div><div class="t m0 xb hb y11f ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Use<span class="_ _d"> </span>external<span class="_ _7"> </span>tools,<span class="_ _7"> </span>such<span class="_ _d"> </span>as<span class="_ _7"> </span><span class="ff5">clang-format</span>,<span class="_ _d"> </span><span class="ff5">optimization-remarks</span>,</span></div><div class="t m0 x22 hb y103 ff5 fs6 fc0 sc0 ls0 ws0">clang-tidy<span class="ff4">,<span class="_ _d"> </span></span>cmake<span class="ff4">,<span class="_ _7"> </span>etc.</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">33/45</div><a class="l" href="https://github.com/compiler-explorer/compiler-explorer/wiki/Libraries-for-your-code-available-on-the-site"><div class="d m1" style="border-style:none;position:absolute;left:296.654000px;bottom:85.800000px;width:74.000000px;height:11.690000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pf26" class="pf w0 h0" data-page-no="26"><div class="pc pc26 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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y91fJ9SsD/HPCA+JD7UoOa5Cps7z+w8Xmots7rjQgz3jUga3T2SmHKe5+r02GGzR4V9/5njOCJOxasbFPFVZxM3r/eT0+ncsWN7E3PKsbO5bMrP1pBEac6rr+zcuXPBgnejY2KIyOpw1f21R8/kfz1w39UTJj7++BNanZaaq/CsR1I5RuMnTNi5e+8t028+/Meh+n9SqVSP/OexF174n0qt9rNtfbWGPy356yHrxuNi0AvW2hZIdTw92Fi/2igdny0pFrcSHKXyzE+QUeUQmPd7SJ1+hBTHCLfzBwBASIXzi+O4zMzMdevWncrODgoOmTH50m2nrPtOmXMqHTmVDhXP8RwnygoR8Rx1jgiYPjj+6l7R5zuhnkkE/tyX3reVq9aMvPLKxreg9/dm/nUZ9SxuON/EUp1NbX61xvffL3vrzTce+c9jq1b/kHIw5fZ//KPuT19/vTg/L2/EiJFzZr/SoUOHGTNmnr6jvu8F9JW5mr9LPyOi+PiEDRt/TYzvIAhnnl//6GOPv/jiy81PutnW8OvrA9twUtr1VKfeRiKi6pM1/zjoptMh1SOlXBrZXxNsUm0oFVlfRkQFFUJ4gJaIyCFXMwrgiBiTiBhRgEFFdj8nXfv1D58wAAAIqXCWKioqfvrpp6ysLJPJNGhA/yu7R3fvEN4/LnhXdmVGibXcJjBiEYHaqEB958iAK7tFjOoWoVW1xoyx07cZ8nH7+tM3C2LeU2r/AQMWvPPe4CFDWcPCTdfpNWo0Mem6exb5t1A+78bfoM6zbI2qqirG2IK35xFRYGDgjTfd5Ll/vsvpfPrJWRaLxVObw+Gsu4UTR5yPO+qffWvU1VllrqqfUImorLTUv0k31xqMcRx3+h5P3uOtYrWfVOl6GGrzYnC8RlltNiuhjNHyrcXWIj3ZXNvs2lkd1HqD6ejnlY9KUrSWbUxx/OfmYMY0vWLYM6sqkkO43Gz7UeKJUXCgevtm62ucQlG6p3sZ/MrXiKkAAAip0FKKouTl5a1atWrv3r0mk+mWW24ZO3asSqXqGKLqODD22j7RDkH2jKGqeE6r4vUaXqfmW29wqN65h00P6zX4W2hY2NPPPHvf/Q/wPN/o0T+suTq9TqSJB5W2NIY0vzh/pTV61Tvf1Gaz9evTS6vREJEginUJlYj69et3ZtlafC/P5lujrs6NG3/xlEju1au8rKyiouLXjRv9m3TzrcGau7jf4uDvHRuiqm00Iq3hsTGB1XZlzIDgMYHqmjIpT2f8YXxgMMcozLjuDu7XY8JJhebfHtM/RkNEs26M/jrFaeO4hydHjMyQNMQCkkyfjaZNVayHjvPj4n4EVAAAhFQ4iwTI2O7du1euXFlUVBQQEHDTTTd5Emrdn/VqTq9WN35X684kEXf64Zn+He6ffsutr7w6Jzom5swNiry9xVedrImYei4O9zPyY3F836612dYYMmTopOuuq6mubvz2rl27en6Jjo4ZMHBgXSVnhmb9mA3G/GqNujq3btlsNBrnvvnWP2fMLCgouHPGP/bu3XPs2LGeyclNT9qf1qh9u49WJkbB0YbJUafbnIiIRg8IJqJOA4KJiLrUq59RcIRh2ghD/ZipCtDdMVLneX/PcM9EucH9ggYz4jgfZ6ViIBUAACEV/mJC3blz59dff11RUREUFHTTTTdNmDCB47i2NZMNrlD58yhV3Z84RhqNRqPR3P+vB+++595OnZKaLtx0nV6PLPtT21Vjx/226demlyipc2fyY3F8zYY/rWE0Bnzz7XKuqYhc7yc78/AmP1vD77ZlxEiW5ZKSkm2/7+7evTsjio+PX/PT+v8+/dSWzZt79kxuetLNtgbVnd1Lfswk59+y+FesRZNGSgUAQEgFfymKsnv37q+//rq6ujoqKmrKlCljx45tawm1LiUx4jjyfq0QO/3ziaeefuHFlwYOGsSRzytx2J9/+q7Ty2w0rpM1+vnD6rXfL1+WlZXpa3k0Gs20m6fXGxxseg7PvjVaVKzpy5e8Hddn/rSGp0673b585Q9BQUGnD85zer1+3oJ3C/LzTic9P9eX162Dcf5eeOUZ9jxnxcjvSSOjAgAgpEILpKSkLF682Gw29+vX76abburevbvXBxFd4IjKiBFjjDjy3A6z4QhV3TFcjtiw4ZfXe5K6l6G5+oVrf/qos+EtOVn9W136ro2IOLpp2s3e0lSDZ743vzg+ZsPf1mh6Ab3Oua9G85qW/WwNYsxkMp0u+KcCcfEJtSeO+Le+yOtDvGovmfNjJJbzhN1zVqwFkz7zJwAAQEiF5qSnp9fU1ERGRk6dOrV3796KorTBmeTq/Wy2wFkUbqJY06+c10lzTc7G+ZhKi1rjr9R57hvtfDf6uZh13IEKAAAhFVrg0ksvLSwsHDRoUM+ePdvsfRwbPFvS72jLWnAvKN/T/fM/GWuVSTc3Gy1sjXPRaGd/M/9z2mhNXTjl31JynF9bup/FiFowaeRUAACEVPBXz549n3rqKc8h/jYbUnmeFwSxxdH2ry2N3W5vcOYDz/OMkSCIWq2m1bKIIAiNZ+MsWuMvNlrj2SAilUp1DlvDn2KNZ4Ox2s2WncvvBS1biQwRFQDg4sCjCVpZGzwJtQGDXm+1Wtxud6tN0e125+cXRISFNpgNFc+Xl5e35rKXl5c3no1Wbg2vs0FEEWGhF7w1eJ4XRbFddDRBFHSnHz8LAADtEdfgmTQARFRjteXmFQQFBanV5z1SS5JssdSYTKakjvEN/qQoyomTpziONxoN5/seCIwxh8PBGOvZrcuFbQ2r1arRqBvPBhEdzzx5YVtDUdiho2lJSUk6na4tb8But/tU9qme3bsGGPXozgAA7ZFGo0FIBZ8xxeVyM8b8vTEQ+X1Poj/foYnnOL1e10TqEgRRkiR2Hibd4E9qtdrXwfQWtUYTU2l2znmO02g0TaThc9UaTRdrojU8kd1kMqnVqrZ397QzX3sSOyYEmwLRkQEAEFIB4CL6AuMWBEVWzmFk/yvJvsFPnuOb/toDAADtIqTiwikAaBmO4/Rt+3A/AAD8DeDCKQAAAABASAUAAAAAaA4O97c2l7WqvNrKGHEqlTEwJDw4EA9vBGjL3LaqUrO17p+x8Yka3q8+y/OO92cvcMUNfmzG1V4LpO9cuXpbhv7PBThFzC0oJuI7JCSoOXw4AABCKrSK1N+Wrd17sv4r9zz6XKQR+yGAtqs4Y9/SX1LOos8ypp9y++2KztSiyXGu6iVLlhDp//XkrBA1PhwA4OKFq/tbD887P3x1fpUx7rF/z9DzJEvumipzYHgHLa/s3fjD9kMnBJm0gaEjx0y4pG+Soyx3wSdLBl9929WDO1Vu+vCjfdWDr75t4tCo92cvsId0SDQ6soqqb7/n0Q6B0tqVy07klzNOkzR43C3jBpAi/rLquz9O5Mukius+6Pap41Uc8wwFRcfG6zQ4wQOgxaTqojc+/JIo6dHn/s+oKJ4R0E7depXkHHOJLDxp0D23TlQx8Zcfvj2UWSArpNYYkkdOmjwsrm4k1W7O37T+xxP51Yom0KhyWln0k7PuPLHj+9XbMjSne7SnnlULX82oqp1uSPcrH5w2rDC3QNGZ4qNDsSIA4OKBq/tbFWP6uGiDuaRw3tzXQyM7xCcmXjJksIZnOSkbNh3IGH/zvUMSVCs/Wbhp7dLA0Ec6+X5WDqcNnXbHHRwRx7EVC9/KsBrvfOiJaL24+pf9RPT7mi8OFmj+8+SzrCLjnc9W/pLS9ZohSZ6hoNvvebRjpBErAuCc6DVk1G03XLVk/nt5pw6WWcZb0n86kJE/9JoZ4wfECY5qi3jmLrMcp6xduvSURe48+OpbJgxZ//lbf1TVq0hluumOO45s+nb9voNllvHTZtwze8Enp0dSFY5zrF6ypIlzBgAA/q4wrtaaIZW79v9mBmmJmFJVVnB0/87PFi2qEviC3FwiPik+inShV3QPJKJjOblNrTON3nMHSE6y5JpFfUz3GJOG0xhvuPZKjcaek1fB7MVvz50z/7OVClFZhRktD3A+RIUG8lpDdAARkaIonhf3r//qnUVfbs2whYacOcrPSdZii0xEIy8bQIyp+D/dw1WlD+SJQkLD6tcDAAAYSW1VnC7koVnPWKsq8/Kzt/28qVoWcvLLiDEiFccTEal5NREpzL8dFWNEpNHUH3QVZJn4wOjbpozz/FtnCiOiToOvfnYwhmEAzqPul1wzqMiWlpVvMxft/3lxfsGYuyf3q99ViUitVrf0QklFMf7r2WfRvABwEcJIaiu2Ne/4bMGHa3/+rcrqkBXieSLiYyJC4jt1IhKz88rIXbX1eDUR9U5K0qhVRFRjsRIppVbv5w0zTXBimMZamF5mE0l2/bRhpyiGJiWGKk67bAxL7NjRwNkOZ+YTUU7KL3PmzMkrd2AtALSU21Z1NP04ERFVpR4+LCren2V1aMeGpEvGP/7kM9cN60JE5orKel01KNLIEVHWqXwixeaSm5qeVhNERCRV2UTP58aHc+a8/dUvWBEAcLHBSGrrYUzfMc509OiB1EP7OF5jik667soxscFqbvCEsZWOrSs/2SiTNjBs7PUTesUHcswwKCn84O4fP8w91k3rq0Ju8oz71q5c9vl7byqkShp8NRGNvOFu5+plKz59T1SYLiDk2mm3oeUB/orijH0/b/Vc3V+96ccfk7r091osIjxozfIvV7pEXqOP6Tp44viRdYOmjPHX33Ljj6vWb1u7eNfmyCCu9kmwPr58hkwZ23ftzuPffjg3PHn0Azf2xyoAgIsTru4HADjvnFazXTGGB+tJsH36/ruO6Esf+b+r0CwAAL7g6n4AgNZQnLFnxZYjkqgQx4d16DZz6pVoEwCApmEkFQAAAADaFo0Gt3YHAAAAgLYHh/tbj81mM5vNYWFhaAqAVubpeoGBgWfx3v379ycnJ6MNAdqOs+vLgJAKTTnr3SQAYI8IAHBRweF+AAAAAGhzMJLa/jDGZFlGOwC0L5IkoREAzk12USO9IKRCmyTLssViQTsA+E+r1V7weUC3BThXcHXHRQKH+wEAAAAAIRUAAAAAACH14mR//zPH4uX+l3dv3Opcttq1aj1r7rQ5pdLsWrWeuVytv1DCzn1KdY3nd8fi5fb3P8OKhr8TMeVwzb+fZaLY0p4rHststqRSaRYPHb0gyyXs3Of5xFCqqqvveFguKsG6BgCE1Pa/0xLF3bt3f/3117t27fK577HanEtWyGUVjo8X172oHTlMO2xISyfn3r6bJLm5XV2Va/XPzOU+jwl7/kde6xd27mOnQ6r20sHaUZdjC4G2yeFweHqu6DtxOhYvV+wOYfMO57c/eF5RJXXU3ziJWnhFiFJUKvkVUqvEP1LP44dV6nHLky/77LkuNxFxgYGGW2/gw0OxhQCAP3DhVJt25MiRDh06NHG9hVJpdq3eIOfmKxarUljiWrVeN3GMsH2PUlWt7tfbU0Y6cZLZHczpUsordeOu5IwGYkwuKhFTDnNqtXbsSE6r1Y0fRUTSiey6aqXMU9rLBhORsCdF3S2JDw+TS8rEXfuVisq6qUsnTkqH09S9e6iTuxPH+ZpJKeuU8NsOwz23czzP3IKYclguKFZ3SdQM6kdE0rETYmoGHxqsHT6UKYp7/SYpM9u1ch2pVZqBfdXduzBZEXfvl4tKlLKK2n3ett1ySam6e5cz7WCxClt3EsdrrxzOBwXKuQWOT742zJiu7tYZWxG0MkmSNmzYMHjw4OLiYp9fCDdulVKPudVq8dBRLsjkGQqVjqTxoSHc6a4kbN+tSuoo7D2o6derdmtnTPwjVco8pRnYx7Nt68aP4sNCpbzCuq6h6t5ZFRutWG3SwaPaK4fVdp/CYlZjIY2GiJhbEH7bTow0lw7iw0N99VzmFhyffaOfPEEVF1vXxeo+MZjDIe47JJdVqpO7afr0FPYeFHcfUErLPT1XN3Zk3ScGybKn5yqVZvem7aRSEWOnp1G7OOruXTT9exHHybkF7k3bDDOmc7h2GwAwktrGDR48ODExkeebWk3M4eSMBuZ0cqYArzGMlrUAACAASURBVIMrcma27c0Pxb0pUtYp57eriMi15mfrf19TyivlknLpxEnvgy57UmoHSPakKJVVcmm5/fV3mdPF3ELt6+knnF8uY5Ls/GaleDjN1+wJe1Kc3/9ouG0qx/NMFG2z3xZ+20GSJOw7xNyClJnt/HYVKYqcky/sPuC1BudX3wm7D5Ci1D8MWn9YSDFX2V6ep5SblaIS2yvzmCCqEuOND93lWrlO2LHnzB4RoHW++qvVU6dOTUxM5Hx/cyMiUhgRMYuVDzzdcyVZ2L77TJBd/5t9/kfkctvf/VSxOzw917l8LcmS8Pte791t+26lpIyImM3uqaq2+xB5ei5TFPs7n8hFJXJJmeXJl331XKXaYn/zfc1lgz0JVS4oavCJYX//c+lENimKsPn3us+E+s58YkhS/Z4rnh5VJSL3pu3O5WtJlp2Ll3uWSJUYr+7ZzfbGB8xqw4YEAPi22r7JZZVMcHNaLXM6uQCjKiGO0+sbDK4QkbpXN+Oj9yklZc5Pv2GSJB44HPTm//jIcP8nJO7ar7/xWu2Iy6QTJ8UDh4lI2L6L7xhHPMd3iBEPHNYM6NNwP1djcSz6itPrAp/4l2dcRM4t4CPCAh6+p27whjMamFvgw4I1V43gI8KI4wzTp0gnsvU3XsvpdUTEnC75VH7gi7M4lUo+vUTaK4fxsVHCzn21u7p1v6r79TL+82Yisr35gVJcokpMUMVEBcz6l+OjxUpllX7KRGwq0HYwl0upqiEikmXmcJJep4oK58PD1EkdbW9+cKYYxwU8/oAqLlY+lccsVqZWiQcOm577Dxdg9HdC9bqPdOKksHMfq6ySi4pViXFEpOqU4LXnymUV9nkLAx68U9UxjoiYJDm//l43+nL91ElnhjeCg5TSck2neP114zm9TnvZYE6tlrJz63qua9V6zycGEcn5RUTEh4cZpk+RcwvOROrdBwKf/jcfHKQdPtS5fI2nsPbyS/ioCNucdwJm/QsnBgBc5DCS2v53eFY76XWK1c75fnIjHxh4ZlCHMaYw0mr8qlxRmMNROwzjOVZosZ7elSkczxMRHxGm7t/by0SDTPpp1zOLTTySfnqnJJJGU//woiq+g+nFJ4jjHR8tdnz89el4q7DTTytgskzEOJ5nssxsdu8zWXexF2PEccSraoeljmUyc7X2ikuxkUCbI4qebsVEiTMavBbhVPyf8qisMIWRSuVXz7U76nefup7LGKv7KFD36OK950aGay8b7Prp19oRUMaY09XgE8N47z+MD84kjre++NaZC6Ek6UzPrfvEEEVfPZcU5UzPPX18n7kF9y9btCMu48NCsJkAIKRCO6ZJ7qbu1kU3fpQqLkY3aaxmSP9m38JpNJxWY3/jfaXaolRWSZnZXsqYAuW8QuZ0ub7+Xkw5QkSq+FhxzwGlxlIXJVUd44jnDdOuN0yfoh06wNuUOHXnROOj9zo/WaIUlxIRHxMl7kkRdu4jRREPHmVut3jwiGKu0o0dqb/xWrng9Al8sixn5dRuoEYDszvkgiL32l/qTpltQHvJIGHbbqWqWsrJk7Nz+agIIpLSTzg++Nz40F18BO75DG0Lp9frrh6tSuqoHTWc02n1kyfw4c1vpZzRwGk17vWbSGHi3oPey5gChd/3MafL+fm39buPXFDk6bl8sIkxpr38EsP0Kb56Lsdx+huu4XRa5/K1nk8MzcC+7rW/1H1iMElyb9zGBRh1Y0equ3f2nGDAGfRKaXldz637xLC9+KavnstHRrh//o3JsmvVenX32tPHnUtWcKEhumuuoqZPlgCAiwAO97dphw4d+uOPPzy/Z2Zm3nbbbRpNwxFQ5rBzAUZSFM6gJyLmctfcN8tzRpfw2/agd2Y3rtZw+zTnV9/V3DeLCzCYXphV/y3Vt91vfOgu7YhLuZCg6hn/1vTrpRnUl4g0/Xu71mywPPSM7trx7vWbiEh75eX2+Yuqpt1NjBkfuks35grv+yFTYMDjD7jWbTTefTsfGqy/ebLji+/sby9S90kO7JvMGY3W/73Baqx8XIzh5sm1oXPU5fY33mNOl/Gu23STxukmjLHMekndu4dnTpgkWR55zpN6ha27gj96S9Wru278qJoHnuSMBuOdt3E6rZyb71y6MuDxB/jQYGxF0MoYY8uWLXM6nUS0ZMmSHj16DB8+vGEZl5szGpjTxQUHcXo9EdkXfOw5i7Rq6kzPlu+159rf+dj5zUrt2JGaSwcp1RbLI/+t39m1V1xiX/hl9Yx/60ZfrlhtxPOe7sOHBGmvGskcDk6n00+eYP3va553NdFzDf93k+Ozb+SiElWHGN2145Sq6rpPDOJ5KSPT8flSkmXN4H7qHl2JSNUpoa7nml5/ru4TQztqOBccRETuzb873v+MiGr2pPBxsUFv/k8/ZYJ93iLX9z9qhg7QjhxGRHJuPhEzTJ+MrQgAiIgTBAGt0DpsNhsRBfo+KO8nSZLwfEWAFvE8FvXset/+/fuHDh361+fBbDZjRQCcE3gs6sVAo9HgcD8AAAAAtDkIqQAAAACAkAoAAAAA0BxcONUO15lajdNxAFrEc0b4hYVuCwDQIhhJBQAAAACEVAAAAAAAhNSLk1xSplTgfjcA7YokCSdz0AwAAAip7UN1dXVpaWllZWXTkZQURSooqnulavGymtXr/Z9K4f2zTo6anDP5H1zdgwp9UCrNOZP/Qe5Wvb2uVPfcRYB21XM9t/T33m1Ly4kxZrHKxaWeV4STOaWvvs0xamnPtSxb3WxJpdJctejL1mwBZnewGtzRGQAQUv+msrKyPE+c2rNnz+7du70Xcrqsv2xhVpv159/qXot48t+hd9/u/4TiFr3VZesafc9u52lBlPLKs37EIUdU+d6nLXu7LNft+AFa38aNG//444/q6uoffvhBFEWvZWq+X8MxqvlhnX3nPs8r2h5dEz5/l7VkW49b9FbiN4vOV8qssZKsnPXbnbv2OfcdpBb2XM+jsAAACFf3t3Fdu3bt2rUrEY0ZM2bLli1ewl+l+dSNM4mo8oulRFSzbmOn5Z8VPvKs63hm5AMzg6ZPISLb6vW2nfvECrNUUhb39sva5O7MXFWx8Evbzr2cRt3xqw/4kODG1VZ+vDjymUeJqPy1BeH3/pMPDzO//1n12g2kyHxAABGRwkr/97pt576Awf1j5vyXGj2v9fSOjlW88Z6+R7fAKROrP/vGMLifbkBfIqr5ZoUmNsY44tLip152/JGqTYyPfuIhba8exFj56+9YNm3Tde6U8NZLsiR5FjBr1GQiSnj7Fe2gfo5ft5W994kiiOG33xR8+zQiKnvxTW1ivPnblQFDB0W/+iyJUtU3K5ggRD79KPF4Aji0tvHjx3t+ycvLc7vdjZ9mXHj/LNfxzKoVP9aFMyIqX/iFvme3uEVveV4rfvwFdWSE5detQaOviHzuMSJi5qriF153pmUETxoXMevBxtMtefrlsJunaAf1YzZ76ex5Ma+/IBcUFf33VSG3gFOrQm+6noiE9IyiZ14hRqYxI8IfvNNXzxVSj1d990P0C7PkEnPuzH93WvYJHxrCLNbyeQujX3rS/uvW8o8XS5VVgSMui/7fk8RzwvHM8nc/cWVk6jp3Slj0VvF/X7XvSSEienU+EXVet5TTaUuefdV+4A9dt86R9/xDN3SgVFhs/XGjPeUPsaA4/r3XNF2TSJRKZ78dduf/aXt0wVYEAAip7UN6enqfPn0av86HhyV8NE8uLWeiqIqM0PXr5RlckQqLHb/vrSvmzs1P+PBNxeGo/HRJ9MtPl771gb5r56Q1S4jjiPw6uOg+ks5EsfPG76Xc/IKHnyUiy/drgq67Omb2s469By0r1wXdckODt3BEclV12Zvvh8241bPLCb55cvn8j6IG9CUiZ+rx4Ok3VH3+Tfid/9ehb7KcV1g6f1GHt1+u/vYHdUR4l99WkcPJ1Gpeq+m6dU3JM7NjXnuudkadrqof1nX6/nNS8UWPPhd0/UQuKFAsKzONvbLLxhXFT7/C7A4uwBgx60Ex61TJ06/EPP8YmQKxCUHrkyTJ5XIFeL7U/Vn8orfK530Y+Z/78+97PHb2s6roSCIKnnZ98TOzz3xXtDv0lyVGPfVD4cNPk9PJGY0lb30Qcd8dun69lBqrn/NQOm9hh7n/U8VESbn51p9/I1mu/OLbTiu+II4rf+M9rz2XiCzLV4vFpdGvPEMcp4qLCZky0bJqfcidt1l+/CXklhuYy235bUfikkWcXlfz3Sr7r1sDrhpRNm9h5P0zdIP7k8PJeD7m9Rccv24lIuO4UZ46ze99Gjx1UuxbLzkPHil8+uWk778gIsfBw/HvzJErzOalKyKffoT0upjXny+f+64huYdp8gSGbQgAIRXauMzMzPz8/CFDhjDW8EPbsmx1+cIv6v4ZMuWa8Efva1yDcWBfPiKMs+mYIHCMkSCGz5guq1T+z4PrcFrwzZOJiA+s3eO6s3PqJh183YTGb1Es1pxpd0U9eFfdoAhvCpQtFt7pUjiON+hJrXJn55iXrqz9a4CRiZI761TkYw8QERkNXudEcTiM/XuTTktExsH9ZatVHRSoMpmMw4cwopjXn68rqemaZBpzRencd6NnP4utCFrf9u3b+/bty3GNxvLdwsnrb2dud82PvxBRzvS7k1Z+wYc3vIsqp9OZrp/IOOIDjExWVC43CaKubzJjjAvy73uXJHNqlSomqq7nMqfLsf/QyXE3NdFzxfQMy4YtCZ+/U/dxEzrlmtJ3PyEiV8bJ4GmTFavVvufAyaunef4aPuMW5nDqOnfUDe7fRM+VKioNg/ozxvR9ktXBwbLVSkSmq0aS0aDqGBf59COnF5uLeurhvBkPGkdcyoeFYisCQEiFtisrKys1NXXcuHGNEyoRBYwZYd9/yDh0oH3H7sCrRhovGeRHlZwiCIrTRYEBzRflOMVmJyLGFMVcTXGxUlntJVycRhPx73t0XZOISB3u5S7lfJCp0/eflc19T9uru7ZHVyJiRPquSdZtuzTxHQIuG0JEvE4X+dgD2sQEIuJUPKlVxHGK1ab687wxSSLGyLOz53jZUjuMJNdYOa3W18yL2bnWLb/HPPcYtiJoZRzHZWZmGgyGTp06efmzVhP18D01azeYJoypWPRV5IN38kFBzdbJOE4RBFIU4pu/lkCpvWKJMVGqzYhllUTE8byuS6eIh++t3QF467maXj2CJoyueHth+H/u93Q6Pi6WNxpYSbkqwEBaDfEqfXL38PvvqC0fE0XEKQ4Xz3HKnz+mFOHM+biMMSaKnE5Loig7HJxWywRv118yVv7WB6E3Xq8KC8VIKgBCKrRdaWlpR44cSU5Ottvtdrs9KiqqwaiMKjJc36Nr0IQxYn5h0IQxZDAQkTvtuPPgUefhVH3/3tpG10IxjvTJPXLueiRozEhSlKCpk1TRke6040yShYIi64bNxuFD+YAA55Fj1Z994zh01J2dQ0SBI4aVzJkfMHSg/fSVEEGTxld88KkqwKiOjeYDjV72NUR8aEjMa89VvPGevmd3z8G7oCnXFD31sr57l8gnHiKiwCsuq/l5Ez9+tDo2mtPpiONCbphU9PQrobfc4D52InTa9XxCHCNiilKxYFHAmJG6Lp1UIUGurBzz+58Sx7syMtXh3vZkLnflh58rbiHmtedxTiq0MkVRfv75Z4vFMnTo0NLSUoPBENQgg3JcwKjL3SdPBY4cXvXdKtPEsaRRS/mFrqPHhIIi1+E0bXxs44FVRavRJ/coevIlY99essMR9sBMTlFcx07U7+zajvFlC78IvGyIddsuTVwsqdW8Tlv57sdEnPNIWsCQAWQ0qMNC7dt2BVw5nIi89lwiCrp5ipB6vPT516JfeIK0GsZY8OSJFZ8tCbp2PBGpgk2cWmXftE3Xu6c6NpoPCea0Grm6pujJlwJHXe4+diL8obtIq9V07lTyyjypvFI/sK++T7JpxLCiJ14MuGywY9+hwGFD1OGhYuOrG13ukpff9JwghIQKAJwgCGiF1uF5MGNgYAvOj7RYLPVvYdM4pBKRVFCsjo0WCwo1HeM9wx6exElEvE6r7dlNqTQrDqc6IY5kRczL1yQlEpFcVi6VVXJajbZbZ+K4urcQkTYxng8JlkvLpbIKTYcYJkmqsFBOoxYLimSrTZeY4D6Vq+vVg+M4qbxCLC4lVvuWpnbb5ZWqyHDPXkfMziGO88wGRyQVl4plFUTEGw3abp05Ik+16tBQTce42vFjl9uddYrJsq5LJy4wgATRnZXN8by2a2dSq4hIPJXrqbCWIMqVZlVsNLY6OOveV2f//v1Dhw71vzxjrLy8vO7Qh5eQSkSSLJdX8GGhYk6e5ziDlF8omatr+2B8LB8eJpzM0XZOJI4TT+VqOiaQiiciMSdftli08XF8WIgnpNbv7KQowskc5nJrkzrK5ip1x3hyC+7MbN6g18RGyzUWVWw0SbKQdUpxu+s6u88FqbFygQGe6ZKiuNNP6Hr3qD2gIYhCbr7icBKRrmc3TqclSRbzCmSbTR0aqk7oULuU+UWSuYqI9H2SORUvFZeK5RWamGhNdKTCGHMLisWqigyv33OZ283hJHIAINJoNAip7WM3CQDtJaQCAMA5Cam4TyoAAAAAtDkIqQAAAACAkAoAAAAAgJAKAAAAAAipAAAAAAAIqQAAAACAkAoAAAAAcL7hiVNtmtPpXL16tcvlMhgM48aNCw8PR5sAtH3Hjx8/dOiQ2+1OTEwcPXo0GgQAACH170aSpPHjx4eHh6enpx85cgR7O4B2obq6evz48aGhoStXrnS73TqdDm0CAICQ+rdiMpmIiOO4kJAQh8OBBgFoFy677DIiYowFBgaqVCo0CAAAQurf0E8//VRWVqbVaq+99lq0BkD76rldunRRq/ExCwCAkPp3NGnSJCIym81btmyZMmUKGgSgHfXcLVu2FBYWxsXFoUEAAFoKV/e3DyqViuexsgDa2zCAWo2eCwBwlh+haIK27NChQ3/88QfHcaGhobhqCqBdYIwtW7bM6XSq1erk5OTY2Fi0CQDAWeAEQUArtA6bzUZEgYGBaAqAdtT79u/fP3ToULQhAEBr0mg0OA4FAAAAAG0OQioAAAAAIKQCAAAAACCkAgAAAABCKgAAAAAAQioAAAAAIKRCG6RUmOWSslaYUHG2Q5ZYs8UqKio8v0iSZDabsYIAvGBMyMjiZOV8T8dlV06lWpvtuWazmbHaMpWVlVg/AICQCudA5SeLyxcsOu+7VIU+eib9yPZmQuexY8fefPNNjuOIqKys7J577pEkCesIoOF3S3NV/n2Puw+nnu8J7dtQ9uGs1KZ7LmNs1qxZdV31448//umnn7COAODCws38W89Z3048JSUlNTV18uTJISEh3vd2FWYmy6roSF81yKXljp37TFMn/cVFKD7liEowqNRcE7u6hx9+ePbs2cHBwZ5X1qxZU15efvfdd2MDgPbY++gv3Mx/w4YNdrv9xhtv9NVbhMxsXdck5uO5qRxR2ZwFUc8+yv7asrvsSkmOPaFHYBM99/PPP+/Ro8fll1/u+acgCA8++OCiRYtUKhU2HgC4IHAz/3YgNzc3Pz8/Li7OVwHxVK5QWEyKUrfnE3ML5NJy19Fj5HSRrLgOp1k3brXt2uc6nCaeym1cg71aslSKuem2qjKhLN9lqRSJyF4j5aRZc9JttiqJiBijU2lWp02ue1dNhWivkQtO2ItPOepePHjw4MCBA+sSKhFNnjx5z549+C4EF2HPNRqNvI8AytyC60g6E8UzHTk3n1lt7qPH5NJyIiJRsm7Y7ErPsG7Y7DqcRt7OCijNdVoqxbzjNpddyc+wEyNiVFnszkmzFmY5iBERmUuEomy7ovzpXVazeCrVWlUq1EXSvXv31iVUItJqtddcc82KFSuwHgHgAkJIbdMEQcjIyJg8ebLRaGyimPt4pmXNz6ffIxY+/Ez52wvtm3eUvPgGKc2f8XbiYM1HT6cd3l754eOpvyzOXz4vi4j76bPcyiLX8X3VC59MlYTaoZyfv8hzWGoPCB7eVvnWfYf+2Fa54p3svGM2z4tLly6dNm1ag/qvuOKK9PR0rE24eOTn52dkZDQ7/lr+9iKyOz2/Vy76quDBp5z7DxU+9ryUdcqPiXDrP8/76Om09V/kffR02o8f51SXC2m7q3/9pqCyyLVleeGGrwo85crynJ8+l+7puUyhT/977Ju5mWm7q96895Cn56anp9dPqB4TJ07cunUrViUAXEBqNEFbtm3btlGjRnnO7/RFk5RoCjLVfL/2zEqNjIh5/QWOKYUPP8tp1Pr+vdURYbxWo+/f21clQ8dFX3ZNzMkjNTc93PXbNzKI2DUzE8sLnaEx+mP7zJLI1FouqbepU6+g+u8afXP8yKkxhzZX5qTbOiYHEpHD4WicpwcNGpSSkjJgwACsULgYlJeX79mzZ/LkyU30XE6n9XTMMy8xpcOrz6oS4sTSMlfqscCuSaYJY+zbdpkmjGnicP/QcdG8iuNVnCIzWWK9hoVEJujtNWLnPqb8E3YiCovRDh4buWFxXt1bDCb1vXN68SquvMDp6bmHDh0aMmRIg5p1Ol3TnzwAAAipFy9RFIuKir755hvPPzMyMoYNG9azZ89m38gHGIkj+vOejYlNXb0UHKElIq1epdZwRGSvkRY9lTpqWlxYjL6Jd5lCNA1eYYxJktTgPLbS0tKAgACsULhIZGZm2my2up773Xff3XLLLf68kQ9teNI5kyRijHyHxeAIrbVKDAhSW6tEIvrujSxrtThoTEQTU9EZVLzqTxUGBAQUFBT07du3QV/GqgQAhFTwTqPRzJgxw/P7rl27evXq5fXCKeF4pvNwmjP1mDHtuD65O/MRW2t+3qSKCNP16KJJSmx20pLIeBVfVSZkHbZUlbmJSJZY7jFbTrolMFSd0D2wUy+T1zf26NEjOzs7OTm5/os7dux45JFHsELhIjF8+PDhw4d7vmeuW7fuhhtuaFxGLq8Ui0qEgiLz0pUBVw7T9uzWuAwjYopSsWBRwJiR+j7JpGr+7Cy7RQoIUleVCVmHq8Oi9ERUkuPMSbMKLvnglopel4ZGdPDytfOqq66aP3/+xIkT679YVFQUHh6OtQkAFxDOSW3fOKLS2W9XLPzCmXq8+NlX685va/hdJDTENOKy0rnvVn70lT/VhkRqYxKNW78vCA7XDhgVSUQOi7TwidScdMu6T3IWPpEquLyf6nrbbbctWbLkTztaxoqLi8PCwrCyAM6kyc07Ch95ViwsNn+7snT2275GSiP/NdO6ZWfhI88yp9OfaifekXgq1bL1+4LBY6I0OhURrf8sd+V7J0W3su6TnM3fFXp9V1hYWEFBgfLn89fXrVs3btw4rCkAuJAhB5ddt5q/chOc9oIxdv/998+dO7du0Hfnzp1ZWVl1Q8IA7a73nfUtqNqRTz75JCIiom7QVxCEhx9++IMPPsAtqADgQsEtqOBcf+nhuNmzZ3/xxReef1ZUVOzatQsJFaCNu/vuu9PS0sTTt8RavHjxyy+/jIQKABc4VGAktdVcDCOpAH+/3ncxjKQCALQ1GEkFAAAAgLYIIRUAAAAAEFIBAAAAABBSAQAAAAAhFQAAAAAAIfVvTZKk0tMsFouvYnl5ef3797///vvRYgBtQXV1dV3P9fV8UcbYgw8+GBkZOXfuXLQYAEBjeCxqm2az2Y4cOdKvX7+miy1btmzJkiUNHr0NABfK/v37iajpnmu32wVBKCsr4zgOLQYAgJDa/iQkJERHRzddRpblTp06oa0A2lHPZYx17doVCRUAACG1vdq9e/fu3bv1ev3o0aNjYmIaF1i1atXx48f1ej3aCqBN9dw9e/bExcWNHTu2cRLNz8+fO3fupEmT0FAAAAip7VJISMjMmTM5jqusrPztt9+mTZvWuAxjTJZljMcAtB3jxo3z9M3NmzefOHGiR48ejcu4XC61Gp/AAAA+4cKpdoAxFhQU5CuGTp06tWvXrk6nEw0F0KZwHOfrQawJCQnz5s07ePAgWgkAwBd8j2/T7Ha7zWYrLi4uKCho4qxTHOsHaFPKy8sVRcnJycnLyxs0aJD3EQIeYwQAAAip7VxsbGyXLl1MJlMTZRRFQUMBtCmdO3ceMmSISqXyVcDlcqGVAAB8wVf5Ni0gICA6Ojo6OrrphNqpU6d//vOfe/bsQYsBtAWRkZHR0dGRkZFNJFSdTrdp06ZnnnkmPz8fLQYA0BhGUv8Opk+f3r9//yZ2hwDQ1mi12jVr1mRlZaEpAAAQUv/OevbsiUYAaF/CwsIuueQStAMAgFc43A8AAAAACKkAAAAAAAipAAAAAICQCgAAAACAkArtmVxcytzChZr6/v37t2/f3qIbAB09erTxW8rLyw8cOHBhb1VrNptTUlIEQcBGBecdY8LJnAs18fz8/O3bt2/fvl0URT/f4na7t2/fvmfPnvqdlDF29OjRC37/r6ysLPRcAITU9io3N3fFihVffvnl5s2b2/7cmj/8nNkd/pe3rPlZrqi8MPlYll977bUzeyyiDUctyU8f/WZ3Vd2Ls74rMNy9f+DzqYU1ct2Lf/zxx9KlS+v+6XK5pkyZcvLkSSJSGM389JTpvgPB96XMXV9KxPma+v1f5vZ+9qigeO+ACqOnlhdEPHiw9zNHmbdKimrkS19K1921P+i+A6/+WOx58euvv37ooYfQZdoCjuNyc3OXLl36xRdftP079sul5dYffmrBGwSx4t1PLtTcLl26tH4HNNvluz7L6fdcal1vyioXej51JPDeA7PXFlO9p0m/8MIL9bPg3Llz582b5/ndIbCZn54y3L3/khfTSi2yr0mnF7mjHjo4/JVjvgqkFrqGv3JMd+f++h8j9W1Ms136Urr2zv2DX0grOv2pgp4LgJDaLpWWlh4/fvzaa6+94447xowZc16npVRVu1OPC5nZtaHN7nAftBZsfQAAIABJREFUPeZOPaaYq4mIuQW5rELMznUfzyRRqn2Ludp1JE0qLOaIOEVxpx13pBy2btziOpymVNf4GoMRcwtcR9KkwhKutpIq97ET7rTj5HTVFjiZ4zqS7pkuEcnFpeRyCydOitm5vkKf3W5PSUk5dOiQZydUWlpaXl5usVj27NlTXV3tGX1xuVynTp3as2ePzWbzvCs5OXnkyJEJCQlEVG6VfzxUPe2S8Lo6d590VNhE+6eXLLi90+Pf1I4b9e3b99Zbb60/aVEUr7nmmunTp/M8z3H0yo3x1o+HFrw7+Jud5S6JeZ3bvdkOg5YPD9T4WhevrCkOMarL3h+c9lpfjrxUsmhz6ROT4oTPLy3/cOgvR6tlRmFhYfPnzw8LC6tfrKqqqrCwEP2o9e3YseP48eM333zzzJkzz/dTi6X8IteRNFZjqe0vZeXuo8eEzGxijIjEU3nMYnWnHnMfz/S8QowJJ066U48zi5UjkvILrRu32nbtcx1OE0/lNhFM3ekZwulKOBVPbsF97ISYW1D7aVBtcadlnOm5jEkFxUpVtetIupjts9qcnJxdu3bVbaWefnr06NGMjAxP50pNTXW73QcOHKg/5HnnnXeOHDlSo9EQ0as/Fl83KCzEeOZ2ig98cWrNf3qaFw75La3mq98riUin040cOTI5ObnBh8bChQs93V+j5l65Md712SU3XRK+cHOZ93ZW6Nnv8z+Y0dmo9b7fdAjswa9OffdgN/fnl/zfsNDGBVwS3fv5yScmxYlfXHrfmOgV+8xE1LVr18Y9Nzs7Gz0XgHCf1DYuIyOjR48eNTU1NTU1oaGhWq32PE2o6uPFlt+2B40ZqbjdoRHhnFZT8K8nQ26eLBWXWrf8HvfG/xhR/r2PmUZdLlfXCEUlCZ8sYE5n8fOvBV4yyFpcEvmfBziNH9sSo6L/PM/rtPqe3aSq6shH7yOi4tlvB40ZIZaUKQ5n7NwXHDv3Og+larsmlb/1Qdyr/+UTOljW/Gw/eCRgyADHH6nGAX1C7/1n44rnz58fHx9/+PBhl8u1cOHC9evXL1myJC4urlOnTnPmzFm7du3SpUt37NjRs2dPrVY7f/78ZcuWNaghyqT64J8d3/7lzP5pxb7KV6bG51YIb/xUdLzIqRDHe8uLpaWlBoOhdvyMKD5UQ4wFaLnIII3a277MJdKCX4o/uavLpLeOe28kTnU43/7Y1TE7M61dovQdQrw07MwRkbctzNx70lpuFW8dFqniakfvampqSkpKYmJiPMXWrl27d+/eDz/8EF2pNQmCkJ2dPXLkyMrKSq1WGxoaev6mVfXxYteJk4Y+ya6UIyEzbzUv/NKx/2Dwjdc5Dx0lSYp68cmyt95nbiHw8kvdWdn6PsnBt06tmPchr9dzel3VN9/HvPiUX99gi0oKn5kdcMlA4vng0BBVSLA7Jz/vjodMoy637z0Y879ZmsQE86Iv1TGR6uio8rc+SPh0PjEqfuYVTXwHQ3I3256UyEfu1fbo2qDaysrKN954Y9iwYc8999zy5csjIiI8/XTAgAH79u1bsGBBZGTklClT+vTpM3DgwI0bN27YsKHxs/fm3RIvKTT/56La6Ckwo47vHqN979fy1ELHl9vL/nF5uNeea7FYeL62i2p4ig/VMMbCAjUm2et3S+6l1YWv3BivUvkc2fkl1TK+b2hRlbusRhjUycg3+kqtV9MbtyTO+7lwX7Y1u8z11T1daqvmuJqaGpfL5fk+I0nSU089FRkZiZ4LgJDaplmt1i1btnh+Dw39f/buO66J838A+OcyCXuFEYYMEVBsrRT3APeoo4iLqri1jlpbqx1a9aetWrVW66gdoGi12rr3QsUiRVQcYEA2YYUAgSSQeXe/P85SvjKKA4z08375RzhvPHkuz93nPvfcPTajR49ujq0QNF2d9KDND5vAxvrJgf70RetRQyyGDwQAnsip6s8E015dBW90cFi60FBalj1mGq3R0CRJsFjWEePpJ/En8Dv48dt6WgwMJszN6g+/lEoWn+e2+f/0BgOzCADYjhlhMW4Uoawq+GwNAAh6dRP06gYA6nsPDbJSnpsIAGzDRpoOCuZfuqaM+ZOAek44y5cvBwCSJBcuXMhMsbW1jYyM5HA48+bNI0kSAN5///3hw4cDQM08/3L6ryYP35J/8XvutD4OBoqmKJr1v6cnjUbTu3fvoqKia9euPbXsxRRFV2/zeoPUHVek0/o4mjTc8uRV5F8Zyn5JcgCwErAlWzvXndlTyHO342+9UMQiYHaIY830zp07u7u7h4aG/vbbbwAQERERERGB7ajlg1SSJGtabmhoqJWVVXNsiK3VVSc9cNm+AdhspiFrksXu36+nzEwthw3Mn/cJQVFA0U5LF3LaeVNl5WU/RgMAqVRZ9OnO79L5yTnAzcW8Xy8Wj2vyZof6jw8EUb7vsFnXQNt5055M0upYJvw2O76hbazY1la6x5mcNm72n37A/Kf63kNapye4XMKE7/z1cpoArrOjIS+/bpBqZ2fHxGEGg0GtVj/Jg77//vDhw0+fPp2VlSUUCuVy+bp16/z9/U1MTDQaTeMDRAOAnqTZBDFgQ9oDSdVHQ0QH/yqtt+X6+PiMHz/exMSEpunaX/WPW2VHP/CpL0tKZZZo3nAzTSlssPNGtky7+phk9TEAgC9Guq4c7Vx3nnFd7Y8kln13vmhwR2szPqvmYNa5c2dLS8uCggKhUMjhcH7//XdsRwgB3u439t3DYg0ZMmT69OlTpkyhadpgMDTHVmgDyTIzq4lQAYCsqhZ0DXxy9d/5DbKiEgD4bVypWgd0lrWVRXDP/HnL5D/sAZpuUj5GreF7uuv/91sIev7PiDu6R2k5Y6ZlBo9SXLj6TwYi8A0AMB0Y7Lhued0t0TS9Zs0aoVAoEAiYvqEAEBgYyOFwAGDnzp3MgLE1Q/t8//33TSmtlYC960rxuU/8t0/xJClg1UmM8Hi83bt3DxkyJDs7u/b0sw+UP1+TfjnapZ6qBuJgfGl+uWZfXKmkXPv1yfx8+dMPf7AIcLfj533XWRcZ9O7bdsUV9TxRse1iibUpp+rnoAtL/Rfsza5J/RQUFMydO3fevHnYdl4tgiCYlhsSEpKamtpMWzFUKllmZlAzHjJNs8zNKDNTAKAJYFuY03oDweNx2rjVXko4f3rl2SvFS1crfz/RpJZLUTpJoYmP5/+kN4T2tE2tyJuipSs3ZA0Kq91yeSInmgCm5ZoODK67YolE0rNnTx6PN2fOnJqJTDt955133nnnHQDw8vLy9PQEACa5+O95FxZxOaXSQ8jP2vyWkxXP3pxbb8vduHGjUql86mHHFUcKJna3N+XV06to++USvYG+nqr44Upxbqn2dnZ1vZtePspVGxmUvqnTrSxVPVcvJIR8nWxtyinf9TZF01E3/umOX1BQ8PHHH1tbW2PbQQiD1NeGra0t8wQrTdM0TRME0SwnVC6HUqqqY24QNA16PZAkx0FY8esfTG5GfuCISZ0UCACAXm8xfKDbrm+AptXX4/9eFVefl9/gr81UUH0vma5UAgCtqqp3ntJdUa7rVnhf/EPQQF6nrqSkpNjY2OLi4oyMDAcHh5dVLT3bWQb7Wwb7WfyVoXSy4ta9Y8hisTp37vztt9/evXv37xgU5u/LPXa77Ld5bWunP5OTk8vKmBMS/f0Uj7YOT3dSJEny4cOHTFLH2pRwtOLqSZoGUOso7t+3FwsKCgoLn9zTvJGmmNnXgcdm9fQxBwCN7knZtFrt999/36dPH+ZPhUKRmpraTD8b1BATExMej8e0XIPBwFwsNQeOjRWlVJH5hQRB0EoVsFikUqW+fhMAyGIZpdEQ/Po6CHE4Dqs+cVr2gfyPU0zLJVgsbXZegxexBMFv562MjScoiiBJqO9S2VAsBZJqd/HIM7XczZs3f/HFFxqNZvHixS+rTsz5rE7upp+PEAm4xIF42awQh3pb7oQJExwcHLRa7ZMGSMP8fbm9fMwjev7TN1Sj0Tx48IAJZMd2sVk40LHu5sRisVKpZD738TUvUegJAI2OFvzdb5WiqJqVVFSTcY+VM/s6WJiw5w9wfJD/zzFQq9WuW7eO6WXLhO/Nd22D0GsEb/cbtc6dO58+ffrKlSs8Hi84OJhdkzJ5qWgAx6ULpZt3Fn39Hcfets0vW02De1YnJmX2f5fF51sO6Sfo29NQWPT0UtVqydwlemmJaec3baaHMxOtQ9/JX7KSLJc7f7G4bu6EZWFuObhf3sxFhtJy085vijavrlsYi+CeefM/4QiFbCuLJpa/Y8eOzs7O9vb2AwYMeO5URIWacph/h/n89UmTpK/eHPO21bn7csGMW4Ge5qc+8m0kZ1bzubjS8NPVEgDY+6cMAKJmtX2vuw1JkrNmzXJwcDh27BiLxerubQYAPXzM99wo/XykK49FAYBSqezfv/+jR4/s7e2BpteGufVemyJXGT4c4uxi86SRRkZGxsXFnT9/HgD+b4zr2O8fPy7WWArYn410NeMTNYWpffsyPT09LCwsJiaGyUWhFjqqcjj9+vWLj4+/cuWKSCQaOHBgM22I5HIcly4s+GSVvkRm995Y6+nhjh/Pk27eqfm/jTyRs/Oaz+pNk1YcPCY/doZtZmrep7ugeyAAsIV2+sKizOBRZt0CndZ/WXcR+4WzynZFZg4ZzzI3c4/cyvq7E/Y/X9nORldYlBY8kitybnrLnTp16siRIwUCwdtvv/3clTD9l5z9cTIAMJ+Z4ONokrzuje0Rnv3Xi+Uqw9fj3cO72dF0/e+GY9XqBPDjtdKfrpYwjZdZCQH048ePhw8ffvPmTTc3N097nqc9DwDsLXmPCtRve5oyC3788cchISGffPIJALzpLtDoKZMZiR3dTA8vaMfMoFara1biYMHeHuE57aeM9GJNNx+LQ/N86j2MAMDPP/8cHR2dmprK5/OxQaH/MgJfz9ZimIfKzc3NsSqMAUmSX3755VdfffWsC8pkssjIyGXLltXs1nnz5u3du7ehhOWZM2fWr18/f/78CRMmNFSSVatW3bx58/z58zWplNooioqMjLx27VpAQMCnn37aSMGWLVsWGRlZk5tZunRpWVnZvn37MJn6Iq0vMTExKCgIm4yR2LBhQ0hISE3vnaZbtGjRhg0bal62sHTp0unTp/v5+dU7c0pKysGDB69evXrp0iVTU9N657l06dLGjRs3b97csWPHemegKOrbb789duxYIyup23IvXboUHR1N0/T+/ftxd6P/Mi6Xi7f70X/X0aNHeTze+vXrm77I4MGDXVz+p7Opubm5g4NDu3btGnodpoeHx6lTpxqKUBmhoaHnzp2rN0JlBAYGfvXVV41EqKdPn+7cufOYMWNqT5w3bx5GqKj16dWrF4/Hk8lkTZxfIpHweLyjR4/Wnjh37tzQ0NANGzbUu4iVldWECRMuX77cSHDp6up64MCBhiJUxqBBgxpfycKFC59que7u7l9//fW+fftwRyOEmdSWg5lUhF7H1oeZVIQQanmYSUUIIYQQQsYIg1SEEEIIIYRBKkIIIYQQQhikIoQQQgghDFIRQgghhBB6Ufgyf6NWXl7OjFvDcHBwwNcJIWTkSJIsLS2t+VMgEFhaWmK1IITQs8JM6uuhsrLy6tWrdFMG2kYIGY2kpKTMzEysB4QQeg6YSTVqtrZPBpI2NzfPy8urPY4fQsg4sdlsR8d/xnlvaEwjhBBCjcOg5/Vw7969xsc1QQgZG51OZzAYBHVGukcIIYRBaiuRn58vl8tr52YQQsYvMTHx7bffxnpACCEMUlsnnU4XGxvbuXNnrAqEXq+WW1ZW5uTkhFWBEEIYpLZOiYmJjo6OIpEIqwKh16vlYhoVIYReBD44Zex8fX3t7OywHhB6jdA07evra29vj1WBEEIYpLZaeJ5D6LVDEAS2XIQQekF4ux8hhBBCCGGQihBCCCGEEAapCCGEEEIIg1SEEEIIIYQwSEUIIYQQQhikIoQQQgghhEEqajlUWbnmQYouPavpi+h0uo0bNxIE8SrLrdXpMnOedSGdTpeYmJiVlfWKC18ftVr9zTff4A8SNQVN0w8fPpRIJFgVCCEMUlGLunz58p49e6KjowsLC5v3VFckzZ0yv+CDz2WbdzZ9qW3btvXq1Yum6ZdYkvLtvxAU9QyxdbG0dNtPz7qVFStW9OzZ84033jhz5oyx7XSBQFBeXi4Wi/H3/1q33KioqAsXLjT3hqKjowMDAw8cOIB1jhDCIBW1nJSUFIPBMHToUD8/v7i4uGbdVsWpCxb9+3pfO+Hyw6YmLqLVatPT07t16/ZyS6KTFLRA3UqlUrlcvnr16tu3bxthMnXhwoWRkZHYBF5HNE2fPHnSYDD07t1br9enpqY26+aSk5PT0tKWLVuGNY8QwiAVtRyDweDu7m5vb+/n52diYtJMW6EqKjX3U6rvPtAXFmnup5BFUgAo3xmZNXBM1qCwklXfAEWDVleyemPJ6o2Z/d8tWrwcNBoAOHLkyIwZM2pHeBW//Jo1eGxu2HSoqgaA6kvXJZPnZfZ/l1mJoaBIunxd4QefZ/YPla39FgBAbyj+ZFVmyOjcsdO1iUm0qiozeFRVwp2Mfu9mBo9SHT9bfxBQLi9csCwzZHTpph1Ppuh0xcv+L3PAGOWxMwBA5hUUvP9J5oAxOWOmGbJyAUD+wx7F4RP50z7I7P9u5YEjAODs7HzkyJGcnJxZs2Y1lAlOSEho3769g4PD9evXG6o9mUwWEhJCkmRDM7z//vtWVlbu7u4rV65k5l+zZs3IkSOFQuHatWspipJIJFu2bAkJCRGJRDUBjYuLi16vV6lU2ApexyBVr9e7u7t7enra2NhYWFg06+YEAoGzszNWO0IIg1TUot5888309PTo6OijR48GBQW12HZ1D8WkQul18Q/vC7+zba2rLl4FAHVKqu2U8W3PHSKVquobCQAQFxfXoUOHf5ZKSdPm5XufO9TmwG4w4eseimU/7BGtW+595VjNSnR5+Q7zZ7S9fFQvLQG12iAr5TgKfa6dbPPrbp6fD2Fu5n3thFnXwLYxx7yvnTAfPaze4kk37bCfM7XttRN2syOYKfoiqd3MSd7H9iouxxIALFtr0cZV3pePuG5eLT98nJlHm5Xruntz23OHqhLuAEWZmpru3Lnzm2++sbGxycjIqLsVtVq9evXqmzdvSqXSwMDAhurK1tZ2165dbDa7oRnWrl1bWVmZlZWVm5ur1WoB4OTJk7/88ktKSsru3bvLy8sB4OzZs6dPn46Li9u+fXvNgoGBgWlpadgKXr+jKosVGhrKtFylUunq6tpMG9JoNIcOHSotLeXxeFjtCKHWh4NVYMzu3btnaWk5YsSIwsLC2NjYsWPHNseNaZa1lYm1lYmfD9fZ0eTNDgBQFRtvM3kcEAQNYD1utOLEOTMAgX87jqc7DeD683c1J2MW65/rnOrb9+xmT6FZLOCxAEDzKM28dze2qwj+Xgm/o795jyCOrzcNwDIzpUmKI3LiOjpI3l/C93C3mfAu28L8X0tL0DSt0fE7+tM0TVg+mZ/Xxo3r40VQFFM/+rx86cbturx8ICnLwSHMPHazJgGPSwOItn794MEDFxeXqKioxYsXu7i4KJXKug8qVVRU9O3b19raGgDMzRssGJvN9vPzazDc1+kWLlx46tQprVbr6OjIpGzDwsKEQiEAMA+7SCSS8PBwMzMzT0/P2kGqtbV1UVERtoLXDkmSJ0+etLa2Hjp06OXLl5OTk2tfy71cNE2TJGmE/VUQQuglxCdYBcasuLjYz8+PxWKJRCIA0Ov1LXTt4iCs+PUPJiKUHzhi4tu23tmsra1LSkpq/uQ6OVQcOELQNOj1QJIcB6Hqxl9M54GGVkKrqqzGj3bdtdG8R5eSrbufTNQbyNLyBs/KBEGTpC4jm0UQtLL+u+Glu6Jsw0b6XDnmum1dvTNkZGRIpdL27duz2ew1a9aMHj267jxmZmZ//vmnRqOhabqR2+4kSTaS77xy5YqHh4dSqSwpKenZs+cz7QWxWNyS6XP0smg0moqKCj8/Px6P5+/vzyTLm4OJicmECRMcHByYDD1CCGGQilpOly5dYmNjo6Ki9u/f37Zt2xa7qWca3BOAyOz/btbwiQSHLehbf3Q1efLk2s8Umw0KARoyBoblTp4HGq1pcE/bCaPzFy/PGjimoZVQ5RU5E2dn9Bst+2Wf7ZTxzESrIf1ypy5opE+q49KFxWs2pYeMKv95f70zWAT3LNnxS/qAMRWHjhOcem4XjBgxIikpydzcvLi4eOnSpd9//z1V530ClpaWYWFhvr6+7u7ud+/ebaiuysvLZ8+e3VCf1F69el28eFEoFM6ePVun0zV9F9A0nZGRwSRc0evFzMwsKCiIabn379/v3Llz8x7EWXgYRwi1TsQznTjRi2CycY3cOH7t0DQdERERGRnJ4WC/kZcsISEhLi7uo48+wqp45a0vMTHRmFPaS5YsWb16tZmZGe5lhFBrwuVy8RIcvcAlDkGEhobu3LkTq+LloijqwIEDM2bMwKpA/6pNmzYzZszAl/kjhFphmIGZ1BbT+jKpjNLSUnt7e9y/LzdIVSgUzDNb6JW3PiPPpNI0/ejRI0tLSzc3N9zRCKFWg8vl4l1a9KIwQn3pWCwWRqioiQiCaL63ByCE0Ks8G2IVIIQQQgghDFIRQgghhBDCIBUhhBBCCGGQihBCCCGEEAap6KWRyWS3b9+u+1p7hBCqTa1W37t3LzExseb9MHK5/NatW/fv32fG/kUIoReHT/cbNZVKdeHCBYVCwefzBw4c2KzjD2VlZU2ePPmDDz5o7gFyEGr1cnJy7ty5o1Ao2rRp069fv9eu/JqbtyiN1rRf74ZmmD59urOzM0VRkZGRu3bt0uv148eP79GjR3Z2dlBQ0IIFC4zq64jF4k8//dTZ2fmHH37AHydCGKSilyMuLq5Pnz5CoVClUsXExIwcObL5tlVaWjps2LDx48djtSP0Iqqqqm7cuDFkyBChUBgXF1dYWCgSiYyofFqdNisHKJorcmTZWIPeYCiWctxcgKT0eRKuZxt9dm7luSsAwLKz5dhac9xcWAShl8r0xVKOrQ3HVUTTtLm5+ddff11aWvrjjz8CgMFgcHd3X716dWJi4sOHD5+7aBKJRCgUpqen83g8X19fAKioqMjOzqYoqn379gKBQCKRWFpaFhUVKRSKjh07CgQCAEhLS5NKpQDA4/G6dOnCYrHS0tIUCkVAQIBAICBJcteuXXPnzj1x4sQL7tbU1FSdTufu7u7i4sJcitja2j569EgkErm7u1MUJZFILCwsHj9+HBAQwLyUl6bptLQ0Pz8/bBcIYZDa2uh0Oi6Xyxx8NRoNSZJsNruZtpWWlsYc8RFCL4IkSQBgWq69vX1BQYFRBakVB4/SBgOt1VaeveyyZS3Hzka+/3fhZx/SanXZ7r1O6798egGaLv3+Z/XDR2Y9u1Qn3rMY0Mdi9DB/f/8+ffoMHjx41apVACAQCPh8fv/+/UeMGPHBBx88d9kOHDhw48aNTp063bp167vvvnN3d4+IiOjUqZNGoyksLNy3b9+BAwf++OOP4OBgiqK2b98eHR29a9eu+Ph4d3f3Y8eOde3atUuXLhs2bMjJyenSpcvatWsjIyPt7Oy2bdsmk8kaCVIlEkl2djbz2cLC4q233qo7z5YtW1xdXSUSydWrVw8fPmxjYzN37lwHBwcPD48jR45s2rQpJCQkIiLC09PT2dl5y5Ythw4dAgClUvnee+/Fx8fzeDxsGghhkNqqdOvW7cyZMzqdzsLCovm6imo0Gh8fHwcHB+aoihB6EZaWlu3btz9z5ozBYLCysnJ1dTWq4llPGK3NzNVLCjg21oZcCcfO5qkZuJ5tLPp0BwCTNzsAACWvrDh90fNIFGFuZj1udPHKDcounQoKCqZOnZqcnCyRSLZv3z5p0iShUMjj8SorKy9cuFBeXh4eHv58xVu/fn1AQEB5eTkAmJubR0ZG5uTkpKSkZGRkMDNs27ate/fuJElOnToVAO7evfvll196enoSBGFvb08QxJ9//jl27FgPDw+NRnP69OmIiIiXUm8ffvjho0ePvLy8kpKS1Gq1jY2NUCjcu3cvQRCzZs1iYlBPT8+oqCgAqCmtpaXlnTt3sFEghEFqKyQUCt977z3m88mTJ5spjWpiYpKdnb1o0aKrV6+2bdsWqx2hFxQYGBgYGAgAqampBEEYT8EIgsj/+EtNStozLEORLBM+weUCAHA4QNPnzp378MMP3dzcPvnkk/fff3/cuHE7d+7cvHmzpaXlqFGjLl68+M033zx3CR0dHQHA1tYWAOLj4/v27VtTpcyHp4L+ESNGtG/fnvkcHx9PUVRGRsbMmTNr/rcpG3Vzc2t8UFmapgcPHpyYmMj8uXXrVgCwsLBgdi6zrEajsbS0ZGbAAylCLwU+3f8aIEkyIyPDxsamGS9WOJzw8HAme4EQeinUanVaWpqHh4fxFInW6ihVtc/5w56//8L38gAAgsMh5ZUEQOXhf+6GE1yuJjPnyWcTE1qvV99PJghC8yCZK3IkSfL8+fMEQbz33ntxcXH9+vVjs9lZWVk0TU+aNCkvL+9lPXwZHx8/fvz4ysrKvLy8hsK+GzdubNu27fDhw8XFxYGBgWw2u3fv3kVFRTqdTqfTNfERrvXr1/P+1r1797ozVFVVmZqaqtVqlUq1ePHiZ6hwmn748CHTAwQhhEFqq5KamhoVFfXbb7+VlJT06tWrWbfFdKFDCL24kydPRkVFnT9/vkePHnw+34hKxuPy23qmD5tQvPZbgs8DAMLSAggic+AYsqKSZWLCzCXo9nb1nfuZwaNk675jmZm6ffeVPPpQRvAo+cFjdrMmT548+ciRI1wuNzw8fPbs2WvWrFmwYMH06dN5PN6mTZtGjBixbt26l1LYkSNHpqenOzkecwagAAAgAElEQVQ5zZ07t6GENJfL/eqrr8LDw319fefPn0/T9JIlSwYPHszj8dzc3LKysgCge/fuLi4ukZGRPB7v1q1bdVfy6aef6v4WHx9fdwYzMzNnZ2d7e/u+ffvm5+c3/Svo9fp33333/Pnz2CgQeg5EzVvuUHNTqVQAwDzyaYTu3r373XffMV2scGchbH01EhMTg4KCsA6NEE3T4eHhP//8s5mZWWlp6XvvvXf8+HGjegD06NGjGzduvHDhQk1PAIRQE3G5XMykoifeeustBweHdu3aaTQarA2E0Eskk8l4/6tTp05PTak3x9k4giDat2/v4+NjYWExfPjw8PBwY3tFSbt27S5fvowRKkLPBzOpLcfIM6kIYeurF2ZSEUKo5WEmFSGEEEIIGSMMUhFCCCGEEAapCCGEEEIIYZCKEEIIIYQwSEX/aTRNp6Sk0DT94utpNSMLlJWV4Q8DoVagoKAgNTX1xY9vCCEMUl9LBEEolcqKioqaKUqlUiqVymSy1+LIqFQqx48fr9VqG5pBpVLl5OQ8FY/Onj2bGfhbIpEwE7/99tvi4mLm87k/k8cv3X3y2v0pX/zSlDLoDVSfaRssus3buOcCAHy69UiVup5XWHz4zW9afePDwBC9Itbdf1zQ7b2vyiurnrtO0tPTv/vuO3z7bOtGkmRJSQlFUU+13Kqqqtb5hWlal54FJNX0JRSHjldfuvai21WrQa0uWb2RkpVRFZXPtw6NRjNlypTnWHDLli2TJ09u5PjGXKU3MoORk8vlKSkp2JwRBqmoHhkZGfv3779y5crdu3eZKUVFRZcuXSoqKnr48OGFCxeM/ytYWlomJyeb/D1uTV3Xrl3bvHlz7SlFRUUODg4ymUyn0zFDYKemplIUVTMed3tvZxsL0zfbuZqa8JpSBmlZ5ciQt/IubX6cUxz/ICvQ38NMUM+CU0f1Onyh8fcy0gI+z8vFztyUz+Wwn7tOunXrJpVKjx49ir/wVtxyjxw5EhMTU/NGv9jY2EuXLhUWFp46dapVjjZMV1VLZi2m1eqW3i5Jlf20X18kLfsp2lBY3MJb37RpU2JiYkPHt7y8vL59+86bN6+kpOR13KeffvppRETEihUrsEUjDFJRPdzc3MLCwgYMGFAzJSkpadiwYZ06derWrVt5efkrfKmtRCJZtGjR22+/7enpGRUVRdO0TCZbs2bNyJEjhULh5cuXmXl4PJ6/vz8zULVMJgsICFi6dKmdnV1ERARN0xMmTAgNDd29ezfz7m6ZTJaUlHTgwIFHjx7Fxsb+9ddfTCLqhx9+eP/992s2LRJafzJtiLPQ+rOZw5kpMrlqyPtbzLvO+3jz4bpFFdpY/Ho63mvoUneR3e8XE8cOCgQAkqSmfPGLTa+Fwr6LLiekAsCb7Vz/epBVs1RJuXLcJz90n/y1c7+PklKfJHS//+w9UwF/xxeTzEybOrLlw4cPhw4damVlNXTo0JoBu+fPn79y5UrmVZ0AoFAogoKC8BXFranljh071sLCgvlTqVTm5OQMGzbsrbfeatOmjbGlpuhyeeGCZZkho/MmzWWSkeU7I7MGjskZM033KA0ADAVF0uXr8sLnZI94z5ArAQDQ6qQrN2T2G124YBlBUopDx7PeCQeArHfCM4NHNZQf1d5Lzgmdmhk8qujD5cx9hKo7D3LejcibOFv3UAwAUK3On/lhZsjowkWfg8EAAPIf9igOn8h5NyIvfA40MKoIwWYBTQNBwAvcnaBpesqUKUKh8KeffgIAgiC2bNliZ2fXvXt35n7OiRMnOnXqJBAIeDze4MGDAYAZanXEiBE1x7epU6f27t1bJBJt2bKFpmmRSHT+/Plhw4Y19x6Mior65ZdfOnXq5O/vHxcXBwDx8fEBAQG2trYrV65kjjDh4eHTp0+3tbX99ttvAUCtVs+bN8/BwaHm2CuTyXr37s3j8Wq+8tKlS3/99den3iW8ZMmSHTt2YBtHGKQi4PP5Tw3zrdFouFyuWCz+/ffftVrtqw1rDhw4EBkZGRkZOWfOHIVCAQAbNmxYunTp1atXIyMjmVO1TqcLCQmpWeTx48cZGRnFxcVFRUUqleq33347evTonDlzmDGyhULhvHnzPv/889OnTw8YMGDs2LHMF9Tr9bUPlFwO29tVyOOy2zjbMlNW/3Cyd2C7qsTdw3u/AQDxD7IEQXOZf04hi2mApMMr5X9+7yy0Hj+4C7PIz8f+BIDiq1vzLm02N+UDAEGAvbV5hfKfVNCZ2PvrPxy7f93sXYeuMlP8PJ3YLMLXw4nV5NPhwoULhwwZIpfL169fXxOkOjk5OTk5yeXymh3t5eXF5XLxN99qWm7t7hxFRUU8Ho/L5V65ciU1NVWpVBpVaUt/3CcIaO977YTLyqVAUqSsrPr2Pa9zh50+WSDb+iOHxQKAqr8SRSs+dnh/muLsFQBQnbvMtrTwu37advI4mjRYjh/tdfoAAHidPuB97YTpwOB6QkmSLP56i8v/fer35xnbyWOBogBAdSPeY/dm855dyvcdJgAonc5x0ey2105w7GwNJaXMgvIjpzz37TTv2aX6z3pudOiz82zCRnJdnO2mTNBLCp+7Eq5du9a/f//k5OQzZ87QNH3z5s0bN27IZLKNGzdu2rQJAKKjo3fu3FldXT1hwoSDBw8CwIULFzIzM2uv5I8//li/fv3BgweXLVumUqk4HI6pqWkjG1UqlbVH2NqwYcNzl3/Tpk0XL15csmTJpk2bKIrSarXXrl0rKSl5+PAh09kgKSmpY8eOjx8/vn79OhNzZ2Zmpqamnj9//pNPPhEKhevXr1+5cqVOp6v5yra2tnUPSm5ubswNLoReCQ5WgTGjKOrUqVNqtbp3795PdeVseXPnzn3jjTf0en3Pnj0VCoWJicncuXN79epFUdSaNWsaWmrLli1cLtfLy0uj0dSkmmrEx8dLJJLLly9PmzaNmUKSZO2OffWSllZuWTqBpsh+XfwAIMBbdHH3x09+0GwWj8sGgKJS5cPH+R28RQ/S89/wcY2/n7Hx43F8LguA1a2jJzPzhKFdD11InBPWh/nznb6d+gb6KKs0u/+49nxVpFKpPD09P/zwQ5qm33zzzZrpbDbby8vr/v37zOGez+cfOnQIf96tFU3TTMvl8/mDBg26f/++8ZSNADAUS4VL5htomu3jBQDKo2fs508HDtukWyBx8Ii+uAQALAYEc/3bsRzsq+8nA4BJB7/KC1crr/9p2qUz8JrU64asVJi+9QYvwE9vMPAD32Q61NtFTAAHexPftlWJ94CiWNZWZIVCfS+ZVCjh7z73zquW0eZm1u+F1btaXkd/ALCZPI7lJDRzcXrueujRo0dERARzAVlRUXH69Gk2m/3nn39mZWUVFBSQJMnlct3d3QmCcHd3b2ik6BEjRvTs2ZO5CKn3+PYUU1NT5qYTw9PT87nLHxkZ6eDgMGnSpK5du7JYrF69eonF4kePHqlUKubpBT8/v4ULF3I4HEtLS5Ik5XK5t7e3lZWVt7f377//DgC5ubn5+fmxsbHMV25oQ4sWLcIWjV4hzKQaNR6P17lz54kTJ3p5ealUKl7TTg/NhMluUhRVVVXFZrMBQCgUAgCLxfL29m5oKVtb26emVFdXN/IQGIvFajxIpQEomm48tSmTq6at+Hlo745rfji5dvfpe2kSnZ40q9Ol1d/T6cFjiVpnYP60sTB9wSoiSbLer0bTtEKhcHZ2xp/0f4Gzs7NWq+3cufPQoUOZKMGYImigKYpg/dN86FrNjWCzCTYbADjWlrV/xxwfL9cd37AEgsLFK8iCotqX0Q1uh6QIHvepxsCxsar9Z+X+38t27306ceJgBwAsayuWtVVDK+d6ugOb/SLVUHPPiqIoFoul1+s5HA4AeHl5LV++nM1mW1paDhkyxMbGpqysrKGWa2Vl9ap2o6urK/MtAgICAGDWrFnM7azah2vmGzG6du169epVZ2fn0aNHf/zxxwBAEAST/me+MjZbZJwwk2pE1Gq1QqGQSqUVFRVSqVQoFHbq1OnOnTtyuby8vNzMzOzVBqmXLl3S6/UJCQldu3Z1dHSs+ziIVCpNS0u7e/fuvn37Ro4cWe9KfH19z549u3jx4tDQ0J49e7LrnGkIgjAxMVGpVA0Ns04AvNHObcxHO7oEeOkNhpVzn94QSdGb9p7fuXyKjYWAOQ7zuJxRwZ2GzftuUI8Ork421hZmo0M6MTN3e8Nr857zy2e/08RKUCgUgYGBCQkJdYNvALC0tKyurh43btywYcPEYvHq1auZc2FhYWFycrKvr2/Njg4MDDxx4oSPjw/+7FtNy62qqsrKyhKJRFZWViKR6M6dO2VlZenp6UyPRmOJUQkw8fctXLratGN7Q1m59Xth5n17FCxebhM+pvr2Pa6riGVvC/lP30aX/7SPVKpMOvgSfB5ZVc0GIPg8rshJ+vV31hNDeW1c6waUHFtrzaO0su92m4X0qroSa//hnHou6ioqWaYCdcIdXV5BC9dDVlZWdHR0fHy8tbW1lZXV1KlTFy1adOXKlf79+5uZmel0uvz8/NGjR/v6+vr6+mo0GoFAkJiYeP369YyMjIaOb3q9Pj4+PiYmhs1mDx48uGPHji32deRyuZOT09GjR2v6FD3l+PHjXbt29fDwGDBgAHNQ6tq167Vr1/Lz83v37m1mZgYAYrE4Li4uOTk5NjbWxsaGKf+6detSU1P37t2LzRy9EgQ+vdFimOdmGoq9ak51NX8KhUIWi1VZWanRaNhstr29/SssvEQimTlz5pdffunh4eHq6krTtF6vLy4urt1diQlSmc8BAQEWFhbx8fFMJJqenu7h4cF0eCovL8/MzFSr1cx/abXaiooKR0fHmvWIxeKjR49+8cUXjZTnca5UJle2a+MktHm6PvUGUlqmcHW0AYC0HClFUf5ezgAgKS7PKy7nczlvtHNjugQAgFZPDpi1ce/aGW5OtjmFZT7uDiRFpeVI23vVnzshSbJnz57Hjx93cqr/VqPBYMjOzpbJZCKRyMPDg5m4cuXKzp07jxo16kmgQNPBwcFbt27t1KkTtgsjaX2NSExMDAoK+tcgtSZFZ21tTRBERUWFRqOxtLQUCATGVhv6HAmpULCtrLjuLkAQtEKpzZGwLc25Hu4AQGt1VLmc7ewIeoOhWMpxcyFIUpcrIVVVXGdHjtCe/rul6bJzKbWm3iAVAECn12Zm0zo918Ge4+xokJURXA7L2oqqqDRIZTzftkBR2tQMgs1i21izrCwJPo8skrLt7YDb7NmT7OzsoqIiOzu7mktHlUr16NEjjUbj7Ozs4eExY8aMfv36+fn5HTt2LD09/ciRI7dv31b//TYD5viWk5Pj4+NDkmRcXFz37t0BID4+npmhJshrDlKp1NrauvYDDEqlMjk52dHRkSCINm3a0DSdnp7u5+cHAKmpqX5+frt3775///4777xTVla2Y8eOU6dOCYXCzMxM5ka/s7Ozj4+PWCyWyWRPlf/8+fObNm2q3UsBoRbD5XIxSH09TpOvnEQiOXDgwLJly1pmc6tWrQoLC2PuZDW30ooqtUbn5mTTlOxLaGjoxIkTn6kebt26lZSUNHfuXKYnAEmSffr0GTRo0JdffokvT20dQSoyqiNVdnZ27SkCgUD9v6/K6t69e+OPLcrl8gEDBgwfPnzAgAEHDhywsrJ6kYecmo6iqFu3btU+KdctvFAo9Pf3f9Y1T5w4kcPhDBw4MCsrKyYm5sKFC025doqKioqOjv75558b6dCFEAapeJp89bRabUlJSYs95knTtFwur/eW+muntLT01WbBEQapGKQ+U5AKAFKpVCKRVFdXu7i4tFiI1nxBqk6ny8rKKi8v5/P5fn5+zP19hDBIRa0kSEUIg1SEEEItGaTi0/0IIYQQQsjoYJCKEEIIIYQwSEUIIYQQQgiDVIQQQgghhEEqei2JxeKkpCRjG2QcIdRqkLIyqqLypaxKn50HJNkyxS4vL687cAlqSFGlITZNFZeuomisDIRBais7iJOkWCw+depUTEzMk2OxXh8fH79v376bN28266ZlMtm+ffvCw8NxLyD0HC03MTExOjq6ZpD36upqpuXq9frW+Z3V6tyx0+mq6qYvURVzQ5OY9KLh6YNHyuNnK4+cqr52s/LAkRb4ojdv3mQOv/fu3Rs0aFBQUFDNXn6NaDSa6OjoQYMGveALX+Mzq3uuFX/6+z8jhC35LV8wM/GtFckFlf9cNizan6sxYJSKMEhtXW7fvp2QkFB7POibN2/K5XKhUNjcm+7Tp8+3337r5+dHtlR+AqHW1HLz8/Otra2ZP7Va7e+//y6Xy01NTVvrV6ZJyiArA7qlAxHuG+3BQFaevqi4EGMdPqbFtltVVRUaGtrQaM/Gb9WqVWvWrPnX8stkskaiWKWGHvKNuF/7f85QRZWGmEeVpbu6DOtk8/WJAgBwtuL08TVv6yTAwwLCILW16dSp08SJEzt37lwzpUuXLkOHDq07wH1znQD+7QXXCKF6W+7o0aNr2imfzx81atTQoUNZLGM8wNLl8sIFyzJDRudNmsvcfy/fGZk1cEzOmGm6R2kAYCgoki5flxc+J3vEe4ZcCQCAVidduSGz3+jCBcsIklIcOp71TjgAZL0Tnhk8qvrStXo3pL2XnBM6NTN4VNGHy5mh1aruPMh5NyJv4mzdQzEAQLU6f+aHmSGjCxd9DgYDAMh/2KM4fCLn3Yi88DlQX8KSVlXppSUmvm3ZNlZa8ePnroTjx4+7u7u3b9/+3r17AHD48OGpU6f27t1bJBI9fPgQAO7cudO3b18rK6vp06cDgJmZ2Z07d2pGNm4+Go1m8eLFO3bs8PX1DQwMVKvVVVVVISEhFhYWnTp1On78OADMnz9/6dKldnZ2ERERBoMBANLT0wMCAng8Ho/Hi4qKAoB79+55e3t7eXmdOHECAD777LOUlJQXLL+FCZGxqVNEr3+GJvk1vmzThDZmXBj5ls2dHFVDCx46dCgkJAQzIAiD1Ncbn8+vPRwzAAgEgpYcOdPJyWnx4sXYAQuhZ225T7VTa2trox3zVrpph/2cqW2vnXD/+TuWuZnuoZhUKL0u/uH+w0bZtp9YOj0A6PLy3XdtctnwZeXRMwBQdeU6UJRPzAnndStoFmE5frTX6QMA4HX6gPe1E6YDg+vZjFpTujPKI2qbz/WTTms/YzKuhhKZx+FfrEcOke2KImgaeDzXbV97Xz1u0q6tQVr6JLTNyvU8EmU9ckj1jYT6Tlks2+nvcRyEdjMnc5wcnzsQPHv2bHZ2dmJi4vfff89MTExMPHr0aFxc3KZNm3Q63fr1648fP15ZWfnjjz8yM9jY/MvIyadPn+b9bfDgwc+9g+Lj4x0dHcVi8bx582JiYvh8/unTp5VK5a+//spEnGVlZQ4ODmVlZRqN5vLlywCwdu3aCxcuVFVVTZo0aerUqWVlZdu3bxeLxWlpaadOnTIYDFZWVjwer5GNkiQZGxt78ODBmJiY2NjYv/76i6KourMJLf4nY/K4SMNmw/gdGYv252gNFNlAYn3YsGG7du1qsWwLak04WAWo9rkWjyMItWIETdMaHb+jP03TYGICAJpHaTaTxwFBsIT2bEsLQ7EU2GzzHkFgZcExCCmNBgDMhw6k1FrJvKWmb/jbzIloyoZIhdK0c0ewsqRomjB/Mgin1dD+wOVw7G2pqmqgaVIqK/x8jS43HwAsRw9l5rGbNYlmsSwnvFt/+U0FAOC45tMXqQSlUrlnz549e/YAgJubGzPsYu/evYVCoYmJiVarraqqsrOzY6JSDqepZ8l33nnnpYzg2LVr17CwMACYMWMGAEgkkgkTJiQmJgJASEgIM8+cOXOYuFmhUDDfYu3atZaWlhqNhiCIzMzM6Ojo6OhoADA3N9+6dWvTv8UzMeOzZvyc9dMMrz6+loM3igmCAKgnULWwsPDz88PWh54DZlLRP3Jzczdt2mRra4tVgVCrRBMETZK6jGwWQYBGCwYDx0FY8esfAEAWyyiNhusiqruUobTUYvhAt13fAE2rr8cDAMFiEVyOPi+/wVOLqaD6XjJodQBAq6rqnUf+6+92k8e3jTlmOXRAS1aCqanptGnTqqurdTpdZmZm3RSjiYlJaWmpXq/XarV79+5t4mpfVib1KZs3b/7iiy+Y7K+Dg0O98ygUik6dOo0fP56JvF1cXCZPnqxSqXQ6XXl5uZmZ2b9uhc1m9+nTZ+LEif369evTp0+3bt2a0lmlZzvLYH/LYD+LvzKUTlZcFtSfSlWr1Q8ePKg3NYtQ4zCTakRSU1Pj4+OZz1FRURMnThSLxUyXKQBIT08PDw9v1m6jRnuDEqHXouUePHiwTZs2ISEhhw4dUqvVALB//35fX98ePXoYT2kdly4s/HyNTlLAa+PmsmWtaXDP6sSkzP7v8kTOzms+I9n1hCa6lDTZ7r16aYlp5zdtpocDAJgK7GdNKVy+jiyXO3+xuO4df5aFueXgftmhEVS12rTzm6LNq+uu1nL4oIKlq4jtP/F9vFqyBszMzHr06OHt7V1UVBQSEnLhwoWnZhAIBIGBgSKRSCQSzZw5EwBIkgwICMjMzAQAS0vLNWvWLFu27KmlXlYm9SlTp04dOXKkQCAYPny4iYlJvfNotdqvv/66pKSkXbt2p06dcnd3HzlyZEBAQE5OTmBgYHx8fFRUFJN8BYDt27enp6fXuypra+tG3vFioMB9cVKp0gAAP1wpvrmy45i3rc7dlwtm3Ar0ND/1kS8NxLtb08/elwPA0cSy9ePbfDTYgWkgw4cPT0hIcHNzw8MFerawpDkaFaqXSqUCAHNzc6Mt3rx58/bs2WOcT3sg9KpaX2JiYlBQENYhMk56vX7y5Mn79u3jcrk7d+7kcDizZ882nuKlpKTs27cvLi7u4sWLAgE+9Y+eAZfLxXAEAQBMmDDB1ta2qqoK+6QihF5fGzZs4P0vX1/fp6bIZLJXUrbBgwc/VRJPT8/af/r7+z/HI/AsFuvRo0dmZmY8Hm/lypXjxo0zqj1y7tw5iUSyZ88ejFDRc8BMassx5kyqWCzWarU+Pj5N6b2E0H+q9WEm9TUikUiys7NrTxEIBEzXixrdu3d/Ja/be/jwoVwurz2Fz+drtdraRX2+X1pFRUVaWhpFUW3btm2B92oj1DK4XC4GqRikIoStD4NUhBAyuiAVb/cjhBBCCCGjg0EqQgghhBDCIBUhhBBCCCEMUhFCCCGEEAapqKXNnTt3woQJOJgHQgghhFoT9ooVK7AWWgbzIoW6Q/DVIEkyLS3tr7/+Kigo8PT0BIDKysozZ84kJCSkpqa6uLjU+545X1/fmJgYjUbz5ptvYiUj9HytrxGFhYUuLi6NzECS5J07d65cueLr68sMkp6Wlnb9+vWEhITKykoPDw+sf4QQeuYIlc3GYVGNSGpqamlpaUBAQM17/kxMTN555x0+n19QUHDr1q0hQ4bUXcrHx+enn37atWsXViBCr6rl2tjY2NjY1ExxcnLy8PDg8XgnTpyoqqrC1w8jhNBzwCDViHTo0AEAVCpVTZDK5/OZDzwer5HhOlgsVn5+PlYgQq+w5aalpdVMsbKyYj5wuVwmt4oQQuhZYZ/U14BGo0lMTOzRo0dDM1hYWFRXV/v7+ysUCqwuhIxETk6Og4NDzaUmQgihZ4KX+MYuIyPj4cOHAwcObGQcP5VKZWVlJRaLsboQMgYEQaSnp8tksu7du2NtIITQ88FMqhFRq9VSqTQrK6uiokIqlVIUlZKSkpiY6OnpWVVVJZVKaZqud0GKohwdHbECEXqFLbeqqoppvBRFnT59OjExUSgUSqVSvL+BEELPBzOpRiQ3Nzc+Pp75fPbs2YkTJ1ZWVmo0mqSkpKSkJBaLFR4e3kg+FSH0altuQkJCmzZtevfuXV5ebjAYbty4AQC+vr6N9NVBCCHUEIJ5MwtqASqVCgDMzc1f+ppv374dGxv70UcfYSUj9NJbX2JiYlBQENYhQgi1JC6Xi5nU197cuXNv3bp15swZrAqEEEIItRoYpL72fvjhB6wEhBBCCLUy+OAUQgghhBDCIBUhhBBCCCEMUhFCCCGEEAapCCGEEEIIYZCKEEKoRZSWlhphqfR6vVgsJggCd9ArIRaL9Xr9i6yhrKwMqxFhkIoQQs2CJMmSkhKKopg/KYoqKyuTSqVqtdoIS2vIzssdNyMzeJRk0vtNj+xu3br1xx9/NGvBpkyZotFonnWpx48fL1iwQKvVNjJPUVFRenp64+uZMGGCUql8VTtl7ty5zNZpmpZIJCkpKS1cgOerfJqmFy5c2HjdVlZW3r9/v6Z11JWenv7dd9/hYQTVha+gQgihF5KRkXH37l2KokaPHm1iYgIAN27c4HK59vb2V69eDQsL43CM60hbvvc312/XsF1FAEA3bRGtVvvLL78Y5wvvOnTocOXKlYb+l6KoKVOmKBQKkUhk/C/sy8vLmzRpkre3d2Vl5dGjR5u+oF6vLy4udnNz+2cvl5cDgK2tbbMWmCCIy5cvN1KqsWPH8vn8/Pz8K1euMK2jrm7dup04cSIvL8/d3R2PJ6g2zKQihNALcXNzGzt2rIWFRc2Uvn379ujRw8fHx8rKyqiKSmt1mvsp2uy86rsPNPdTDJICACjfGZk1cEzOmGm6R2kAAFpdyeqNJas3ZvZ/t/LAEWbBI0eOzJgxo5Fb6jRNf/jhh5MmTXqR4nG53DVr1jg6Os6fP5+maYqitm7d6u3t7eXldeLECQBQq9VDhgzh/U0mk0VFRfF4vMGDB9esZObMmR999JGdnd0HH3xA0zSLxdq2bdv333//r1vn8/kvt7Ypipo5c6aVlVV4eLhOp9NoNEFBQcuXL3d3d+/Tpw+T+o2Nje3fv7+5ufmhQ4cAQCQSnT9/fsWKFbVHR1MoFEFBQfn5+Y1sq6Ki4sCBA7Wn3Lx58+bNm2ifuL8AACAASURBVM9R+V26dElLSwOAe/fuMZW/YsUKZnDKvXv3Ojg4MJV/+PBhjUbj5ubG7AgAIElyxIgRn3/+ube391tvvVVVVcXlcqOiog4dOuTt7d341ufPn//TTz/hwQRhkIoQQi8Tn8+vG72dOXNmz549ZmZmxpZGfYruoZhUKL0u/uH+w0bZtp9YOj0AqFNSbaeMb3vuUFXCHeaLxcXFdejQoZH1EASxdOnSNWvWvEhhSkpKgoODpVKpwWCQyWR79+4tKioSi8VpaWmnTp0yGAz79u379NNP9Xp9enr6okWLhELhtGnT1Gp17RiosLCwY8eOpaWlBQUFycnJAGBra2tqavqvW/fw8OByuczn7t2714TCtSPgZ7J3796pU6cqFIr58+fv37+fmVheXp6TkzN06NAbN26kp6cvWLDgxx9/rKqqCgsLAwAOh1O3qBYWFtHR0S4uLvVuhSTJ2NjYgwcPxsTExMbGSiQSiUQSGxt76NChQ4cOxcbGMinVplf+F198sX79eoPBsH37dqbyDQbD/v37DQbDuXPnCgsLmcofN26ciYmJRCJ5aqfn5OSkpaUtWLDg9OnTAGBjY9OUrTs7O5eUlODBBD0Fb/cjhNDLN3z4cAC4evVqQUFBQ+FFyyP4PJM3O/A93CwG9wM+DwAUNxNtJo8DgmAJ7dmWFoZiKcvRQeDfjuPpTgOItn7N9AdgsVgs1r8kNUQi0QsWz8bGpnfv3gDQrVs3rVabkJAQGRn57bffAoC5ufnWrVsDAwNXr14dFxeXmZnZUHLO3t5+4sSJBEFwudzn7hMcHx//4rWdkJAwZ84c5vNHH33EfPjss89YLJaTk5NGo7lz507fvn29vb1pmmaz2Y1cAPj7+zf3b6Om8kNCQi5cuKBWq6Ojo6Ojo2vKz+FwdDrdypUri4qKGsmMhoeHczgcR0dHJr3aRGw2m8vlGgwGI7+oQxikIoRQK+Hk5PQKn8VpYtiqTrhjEfoOQdOUWs0R2tf7eIter9fpdAKBoGVKlZqaOnToUGdn54sXLwYHB9dMf/z4MUmSq1evHj9+/GefffZyN7p69eqaz927d79z5w7zmQnanmOFzs7OMpmspstH3ceSzM3Ny8rKKIpis9l5eXnPV2w2m92nTx9/f3+1Wt2nTx9mopubm0KhAICaKU2XmZmpUqk4HM6iRYs2btxYM52iKBaL9ccff3Tp0uWlVz5JkiRJYoSKMEhFCKGXSa1WKxSKqqqqrKwskUhkbW0tk8koiqqsrExJSRkxYoQxF96sZ9eCxcsJE5Pq2/d4nm3AVACaeh6T79OnT3x8/JAhQxpZ1TfffLN///7bt2/zeLznK4xKpVq1ahWbzU5NTRUKhaGhobNmzerVq9fIkSMtLCzeeustsVjs7e3drVu3kJCQgoICNze39PT0uLi4u3fvxsbGCoXCejOOSUlJN27cSEpKio2Nfeutt2r3Hq4tLCxsx44djo6OALBz586aq4sm3rCuKzQ0dMqUKWFhYW3atAkICKh7H79nz55LlixZtGiRWq0uLi5mLgbi4+OPHz+enJwcGxvbtWtXPp+vVqsDAwOXLFkyffr05vsl1FT+uXPnli9fLhAIysvLlyxZMnLkSAAICAgwMTGpqKiYOHHigAEDCgoK3N3ddTpdfHx8TEyMQCAYOnSol5dX3dUmJiaq1erk5OT9+/cPHjy49qNdtRUVFdnb2+PBBD19Fc30hkYtQKVSMZfOWBUIvUatLzExMSgo6F+DVOYzn8+vCVJZLJaNjY0RJof0uRKuuyv83Y+WVii1ORK2pTnXwx0AgKb1efncNv8TTGg0mvnz5//888+NPDt169atiIiIu3fvPnfCVSqV5uTk8Hi8Dh06MJFudXV1ZmamXC5ngtTdu3eXlZUNGjRILBbv2LHj1KlTFRUVRUVFzOJMkJqamtquXTsWiyUWi11dXS0sLJKSkmoizkaC1IyMDA8Pj5e7v6RSaWZmpsFgCAgIsLa2vnfvXocOHfh8vlQq5XK5tra2VVVVYrHYycmJpmmRSERRVO2eBkyQStN0cHDwgAEDVqxY0Xy/iprK9/b2trS0BACDwSAWi+VyOROkmpqazp07d9y4cWVlZTt27Fi8eHFoaGhNaZ2dnX18fJKTk0Uika2tbXl5uV6vd3R0ZIJUZh5PT8+GgtSVK1fOnDmzof9F/01cLheDVAxSEcLW90JB6n/E8ePH8/LyPvjgg3r/d9q0aVlZWfPmzRs/fnw9YbFe/1QvTzMzs6qqqtpTGgkfa0ycONHBwWHMmDExMTExMTEXLlxosR4IdX8VtTu8mpiYUBRV+3wqEonatm374hsiSbJPnz6DBg364osvni+AZnr31p7C5/Ofeq2sr68vk0JuRFFRUVhY2Jw5c7KysmJiYnbv3v2yesreunUrKSmppv8uQhikYpCKELY+DFKfTWlp6fPdk31ZQapOpxOLxZWVlWZmZn5+fmZmZq+qKlosSH1xLytIBYCCgoLc3Fw+n/9yK/+5f1cIg1SEQSpCGKRikIoQQi0dpOJ7UhFCCCGEkNHBIBUhhBBCCGGQihBCCCGEEAapCCGEEEIIg1SEEELGTiwWx8bGkiSJVYEQwiAVIYRaJ5IkExMTo6Ojnxr38vz580eOHDHCAu/Zs2fVqlW44xBCRg6HRUUIoReSmppqY2Pz1OCZubm5pqamtV+laTykUulPP/3EjCqEEEJGCzOpCCH0Qjp06NC2bVsW65/DqUQiSUtLM9q3q5aUlNQuLUIIYZCKEEKtn16vv379eo8ePV7uKPAvBUmS/v7+5eXl/zq2E0IIYZCKEEKtyoMHD7hcblFRUWZmpkajkclkxlM2Npv91VdfGQwGvV6PewohZOSwTypCCL1MPj4+rq6uACCXy42weKGhoWKxWK1WYzIVIYRBKkIItWapqanx8fEAcPDgwTZt2vTr1495JsnW1lYsFguFQqM77nPwyI8QwiAVIYRaOz8/Pz8/v7rTuVzuu+++a4QF5nK5zHNdNE3j7kMIGS3sk4oQQv8tEydOnD17NpfLVSqVWBsIIaOFmVSEEPpvcXZ2vnv3LtYDQsjIYSYVIYQQQghhkIoQQgghhBAGqQghhBBCCINUhBBCCCGEMEhFCCGEWi+aplNSUkiSxKpAGKQihBB6NiRJlpSUUBTF/FlRUSH923/2XaR0VTVdqXimRQoXfQFa3QtuNy0tzdvbOyAgID8/v1m/YEVFRXR0dFVVlUQiacr8Go0mKCioiTPXplQqx48fn5ub28g8crk8JSUFWyLCIBUhhND/xAe//fbbmTNndLonAVZiYuLZs2fPnj17/vx5g8Hw36wW9c1b6luv4EVX33zzzcGDBz/77LPTp08331YMBsP06dN1Ot3KlSvXrFnTrHvZ0tIyOTnZy8uroRlOnjzp4eHx0UcfYWNErQy+JxUhhF5IYWFh165dxWJx7Yndu3evdxiq1wNN69KzaJ2e384beFwWQeilMn2xlGNrw3EVAU3r8wq4DnbabAnLzJTbxhUAQKPR5UgonY7n7sayttRn5ypj4wGA5SAEAJMAf2DXlxPRaLQZOQSfx/PxAgCCRZClZfryCp7IkWVnCwB0pVJXWAQUzff2ABM+rdXR1WogCH1+AcdByHawr7tKKysrDw8PlUrFDE7bkJycnMLCQn9/fxsbm+c5d3I427Zt69ev39y5c7ds2dL0e/Fyuby8vNzc3Nzb25uZkpWVJZPJOnToYG5uzsyQnp6u0WgAwNfX19raOiEhQSAQdO7cmc1mA0BmZqZQKBSLxW5ubiKRCADi4+OPHTu2Z8+e2hsqKCgwNTV9vm+HkJFgr1ixAmuhZTBZFh6Ph1WB0GvU+goLC11cXBqZwcHBwdbWNiMjw8vLi8PhMGGHQqEwNzdnsVhcLvd1i1ChcPEKQ0ERWSanK5VcT/ey73+u+O0oi8utOHwCdDq+l4dk+geK81dYLLb81z9MOwWwrawKP/4SdHogCNWVWNNugVRFpTrpIQCYtPcFAI6DEFjE0xuqVufNXMxisbSp6Sbt2hICE8WpC8orsQRA2Y97rUYModWaouXrQKvTZWZXHDllMTiElJYULvlScy8ZdLqyH6Othg8ENvuptVpbW0+ePNnLy2vixIkNfcV169ZFRUWp1erk5OQePXo89b8URSUkJGRlZeXm5ubm5up0Ojs7u6fmMRgMu3btGjx4sJOT0549e0JCQlisf7kzaTAYoqKirly5olKpfvnllzfeeMPGxmbixInx8fHm5uZffvllWFiYTqcbPnw4RVGPHj3avn376NGjrays/r+9O49r4kz4AP5MkskBiQlIOFROQUDoW7GyaFWknrgeICoeRa2traxatX3Vqq3Hq3bd+lqt1W3dV5QVa7FatpZiq229ZbXgelQUEIKcAglnIDeTef8YG1HBuoWyoL/vxz+cYeaZJ8/k+OXJ88yUlZVt2rQpKipKJBIRQpYuXfrJJ58wDLNp06bw8HAnJ6eRI0e6ubl98803zW/Du2HDhqKiorCwMLz8oasmVD4fPakAAO0sNDTUZDKVlJTk5eWNGTPG0dGxC1XeWltLuyiVK95k7y3W16V9752SSEntFbHRFes+kI0dKVA6uf9tK8vn8+Uy822VwNOdZ2/XVFMreeF56ZiXCCG0t6csfBAhRPx8UGsHavj2B+WS+ZI/hNxfRVE9N6+hnBxN+QWs0UhJ7V3XL7fcrbSUlBlv5nIhVzo4zGH+HEKIdOQw8shHGMMw+/btmzBhgsFgOHjw4PXr17ds2fLoNrm5uSkpKRRF/eZWEggEq1atqqiocHFxmTx58pPv+OGHH77wwgt5eXlHjx7VaDQ5OTlvv/22t7e3RCLJyclxdXXt16/funXrLBbL3bt3fXx8eDxeeHj4oUOHmn/jOnDggKenZ0VFxfXr1/39/Vs80NatW/FKhK4OY1IBANqZQqFwcXEZMGCAr6+vWq3uWpVnGSslpO/P9mo+8YtliYBPCOHZ27EPdmG6bn6v+/w5TF192YIVpOneb99Ws+VxadhkpugHUibF51MyqW2x8dgPxa8u1l/46YHOFYX8Xkx07/noEAK1Wu3t7b1mzZqioqJNmzY171ls9iBYlmXbklDvP2pX13+3HGdnZ0KIxWIRCoUMwwiFQq6Et956y8vLSyaTZWRkKJVKHx+fMWPGtNY727W+9gD89m+DaAIAgLYwGAxarVan0xUUFPTo0UOhUGg0GqvVWlhYWFxcHB0d3cU+FRwVxlu51R/9TeTnwxOJ7IcPkQ7+w93l6+0HvqDPuKqIGdfCPiazestOoXtPgasz29RErAwhfNrHq2Ljh02aanHIcy2OSZWOCC97e41s+FDWYFTETeU5yB/agKmt59nZUbRAf/kqozc8SeXlcvmXX35pMpny8vIsFkuL85kEAoGTk1NcXFxAQICdnV0Hzzdat27dsGHDkpKSDhw4oFAoZDLZmTNneDyep6enTCY7ffq0l5dXZGTkiBEjlEolIaSysjI3N/fKlStbtmyZPHlySEjIo2VmZ2enp6dnZWWdO3cuLCyMGxWwefPmnJyc/fv34xUKXRdlm44Kv7fGxkZCCDc0HgC6yqsvMzMzNDT0V0Mq93+RSGQLqTwez9HRkf/IoMkuwGwxqe4QlhX5+RCa5lGU5W6FRVNFu7oInJ1YljUXFAl7exFCGE01RQv4CnlTeaVFU03xeEJvD8rejiumqeRuU00taX3iFKttMBWV8uwkXGlmVaHQx5NQlOVOEe3hTniUpbCYadDRzk6s2Szw6MWazFZtA1/Z/TF1r62tzc7OdnNz69atW25ubkhIiEQiefi4LHv79u2ampq+ffvK5fIOa9fKysry8nKj0RgYGMgdl2XZgoKCsrIyQsjgwYPz8/N37949d+5crVa7c+fOsWPHjh07Njc3l9tdJpOFhIRkZ2f36dOHz+fn5eUpFApuEpVGo+G2sYXU48ePb9269ccff8TLH7oomqYRUhFSAfDqa1NIBWgvH3zwgYeHR1xcHDcvytfXd/r06b+hnMTExPnz5+/bty8uLg6tCl03pGJMKgAAQJsYjUZ3d3dhM5GRkcIH2To7HyMmJmbbtm18Pl8ul+fl5bU4pvZJ/PGPf7x9+zYSKnR1GJMKAADQJmKx+DfcSupRfn5+mZmZbS/HxcUFJwWeAuhJBQAAAACEVAAAAAAAhFQAAAAAQEgFAAAAAEBIBQCADldUVBQVFcUwTBvLoSgqJSXlWW5Ja03d3aXvtcsdsNrIdOXnyjV/aXs5FEV9+eWXrT2ib7/99qGbLHz99dds8xubASCkAgC0F4Zh1Gq11Wq1rWFZtqqqqrKysvnKp0lpaalKpbJYWr3xaWNjY11d3UMrly9fLpfLhUJhWloatyY5Odl2ue7vLmRNW/G31DPXZ7+790nqYGmyhs/9wH/iu3qjmRBq5Y4UnaGFK38v3XLIZPmVMD1+0cdF5dVj4reVqet+c5uwOj1br/2Vp4q6ijAPPCWaNFWMVkusv3NKM5mZil+5Q29TdS2j1T4uLLPsrxZCCPnpp5+qqqpay50eHh6bN29uHmFdXFx27NiBtxFASAUAaGf5+fkpKSmnTp2yha3q6uqUlBTbjYKeSoMHD87KyhKLxa1tcObMmQsXLjRfU1NTo9Vq6+vrzWbz+PHjCSENDQ2ZmZkzZszgNujb281BZvd8n152YuGT1KGyun7iSyEr5o69qbq7fNvhFwK97CUt7PhK1JDDJzIeX5S9nUgiEspldrTgt98hzPDPDEPGlcdvU7P3M9bwwC1ehf6+7vs+Zn/njlTzzZyaxM8fXd/Q0GA0Gu81wqhhPXb8mX1sCn+okEcv/moymfbu3Tt//vzWCgkODubxeDt37rStGThwYGVlZXFxMd5MACEVAKA9ubu7T506VSaTcYsMw/z444+DBg0aPHiwi4sLj9fF3mZLSkqWLFkyYMAAb29vLmcfPnx448aNEydOVCqV3G02x4wZIxQKAwMDuZ/7NRrNK6+8MmPGjO7du8+ZM4dl2enTp8fExMTExHDXsW9oaLhx48Znn31WWFh47ty5c+fOcTsmJCS8/vrrtkP3UCqWz410UypWzRvHrUm/por803Zp2IL//vDwo1VVOsgOpl3clXzyeHqWh2v3qaNfIIQwjHX2u3tlAxdEL91lbrISQp7v0+vSzwW2vYzmpglvfhy9dJfDkDf3fnUvRm9aNMmxm/3GhZO6K+yfsKHqDxwpGDO1aMqrhjPphJCKlRvK399e/v52VUSUZvNHhBBitpQtXKF6Kbr0jbeJ0aT94qgqIkp74nTB+JmqiCj9D2coq7VkziJVRFRZ/LL7Ie9aVsncN1XDo8uXvtdycGVZzeaPVCMmlb7+FlWvJYSY/nW9cPJc1cjJNTv33Iukt3ILY14pGDNVf+o8ZbUWRs0qeXuN9sRpVURUSdyfqHvFsAcPHly8eLHJZCKE1O7+uyoiqmLlBq4EymotW7Ci8t0/q0ZMurt4Nas3aL84WjB+pq0QPsMQQlJSUjZs2NC80zQlJeW1116zdZSWlZXFxcU5OzsHBwdzN34jhCxZsmTPnj3V1dW2vRYuXLhnzx7bolarDQ0NxR0xARfzBwBoE+5W6fdDhslkMBgyMzO///57qVQ6ceLEhzbo/LKyss6ePVtdXb1u3brExERCSGpq6rfffsuy7OrVq0eOHHnixAlCyIIFC2y7ZGZm7tu3Lzk5edq0aXV1dYcOHeJ+0Od6TFuTn5/v4+NjW6QF/N69lIQQTzdHQkhesXrmO7u/3LbwD8HetVo9ISR+44H9qencxnKppPDE/149vK68qn7vVxcWvzyCi0rrd6cO7ueb9P48rc4g4FGEEIoi/9XHPftORaC3K7dvXlHlP3a82VOpeHnV/702aSghrJ+HMyHE3+tJr4FPWa2NFzN7f/0Zy+Mx9VpCiOtf1up/OEMIsRsV8csHLL/HX9byu8lqD6boz1/qNi2627RozeaPnN58nZLaE0JYQtz376Ks1vJVm+7tYjBWfZLotnIp7d/b2qhrsVOzPvkfAqfuvU9+RfQGViAghAj9fLy+SCB8Xvl/ryUmMxEJaw991WvzGrqPj7WhkeXxvL4+YL7yc/2JU8pVS7njGo3GJUuWDBw4cO/evdz3KIf4VxzmzlT/ebvtQE3qKuWCV13XLitZuKLxhzPdpkXLxo2q2rmHK4QbPxEfH3/lypVFixZt375dKBQSQtLT06OiomyFLFu2bMKECfv372cYxvaFTSqVDh8+/OTJk7GxsdwaNzc3tfr+QAKZTJaUlMQVCAipAADQPrhBqGFhYT169Lhz5861a9fCwsK61kMYPXq0vb29WCyWSCTcmilTpiiVSkJIQkJCi7sMHTqUe5gODg4PTYvhPPfcc66urgaDITw83LayeXB51E83CkaE9Q0N8mJZViGTEEJ2r5m1e82shzbbsu+7YL9ezhFLFTK7y4fW3imtevf18YSw3ezvD0WYPWHQmr8e3fr2VG4xyLdnX29XxsoK+DxCfstgUJbHUy567e7qTYLujo6vzmz5mVBTd3f1JtNtFSHE7d23nqRYRttg1/85gX9vlhAuyD7KdFulXLaQEELs7p0dw09X1LsSmHot9cvXIeWi16o++btVr+/+ehzdTfZoIUeOHJHL5bNnz35M+9OuzqLgAEIIrXRijabWNgsJCaFpOi0tLSYmhhDC4/FsZVosFqlUOnPmTEIIn//AOAqlUqnT6WyLfD6fpummpiaBQEAIoSgqMDAQbyaAn/sBANqTWCwWCoXcjCLbh27XwjAMRVHXrl1rSx+wUCi8efPm4yetSyQSvV7f2l+DfXuezsy5qbpLUVRdo4EQEr/xgCQ0nvvn+tJbRnPToeOZL48flJF15/zfV733xoQzmbkKmd0/r+UTQrQ6o/WX2UgSES0U8Bv1pn8jhrJsVlaW4cHxo83/LOjp5rZto2xEeNGchURvIIRQNG1UFdo2qf/qmHz0S36njzpMn2RbSdG0pbi01Y9kO4n+WhZb30AIYRt1LW4jcHFuSPueEEL0BmK2UITUfPGVx6dbex8/LPL1/mUjgfP65a7vLNbs2MOdAEootJRXkl9+l581a9b06dOnTJmSkZHx5G1C8XjNCyGEmEym+Pj4efPmcQmVEKJQKGx9ojRNq9Xq48ePsyxrNptt314Yhrl69WpISEjzcqxWq+3FwrLsjRs32n7tCEBIBQB4puXk5CQmJqrV6uTk5FOnTgkEAn9//5MnT+7bt+/ChQtBQUFd7hGtX7+epulhw4a98cYbLUbYwMBAoVCYkJAgkUhs8/QfMmDAgI0bN9I0zY1JbW2bixcvtlaN5/3dRw0KGjB9g3jA/Clv/ZUQsnvNLEPmbu5fxentIqHg/JXboUFedmL6+Slr4zfuf7Ff7/hpERPe3CEJje8f+z8NzSb7jxjY99j5G0/eCMXFxePGjTty5EjLfzZbCmPnqSKiylZuEPn6UGIxIUTUL7j2i6O2Mam0s1K9KyHvpejaI6m2/US+3iULVnBjUtlGnSoiKn/4JN1P/1JFRFmra/jdZHwHRUFUnCoiqujleKqlS0M4xE2tSjigiogqmDTHWl7BEsKT2t+Z+YYqMtZ8597co/LV76siolSTX+E7KrhEKfLxtJRXql6Kto1J7d+/f1JS0urVq7OzswkhFSs3qMZMbTj7z/tjah8NqWKxrRA+w1AUNWvWrJkzZwYHB9u2GTJkSPMJczExMdyIF6lUWltbey++19dnZGT4+fnZNvv555/79OljW9TpdIMGDeJGlcCzjMLA5A7DjRmXSqVoCoAu9OrLzMwMDQ19zAYGg0GrvXfhIZFIpFAoKIqqq6szGo1SqdTe3r5rtVVJScm8efPWrl3r5eXVs2dPQohGozEaje7u7s3bxNbFGBwcLJPJCgsLucyRl5fn5eVF0zQhpLCwkJuyPXjwYD6fb7FYKioqmpfT0NCwatWqXbt2tVYZlpC8okpNbUMfT1elw8Onz9LEVFZre7k46AzmrPyybvbiQB83QkhJRU1xeY27m6OnW3fbnB6ThXln+5Ed78xgrNacgvK+vXsQQm6q7gb17tHa0WNjY2NjY6dMmdLCZychTeWVFnUVX95N6OVu61psKrnbVFMrcFQI3HsSljXn5rMsSyudiIDPU8gJIYRlzXkFVoNR6NmLJ5MZs7JtZYr7+hNaQMwWc1GJ1WCglU4CNxe2xUNrqizllQIHB9qjJ8uybKPOVFDEl3ejeJSgVw9CUay2wVRUyqNpoa83+eV6BdaaOnNpGU8oFAb4NT8FNE2LxWLLnSJGe29iE1d/c/4doa83IcRyp5gntecruzcvRBTgxxKi0Wi4cSA2RqNx4cKFCQkJXCc6y7JlZWWlpaUKhSIgIIDbZuvWrVKpND4+3rbXunXr5s2bZ3tusCwbERGxY8eOfv364e3rmUXTNEIqQioAXn1tCqlPmZKSks8///ydd97pmMMlJCSIRKJZs2Z1wLHySzTuro4i+tcvMpWWlrZgwYKYmJht27b9J6/PYGky3nrgQmb8blLa27OTP4WOHj1aXFy8ePHiFv9669at7777btmyZbbvDxkZGVevXrVdtYphmPDw8NGjR69du7Yz3OMAEFLxMQkACKmdgslkUqvVzfs7f29VVVVOTk54lj41IfXx57SmpsbBwaF5+sQTAFoLqZjdDwAA94lEoo5MqIQQBJTWP6UF4ueDumLFH3NOHR0d8QSAJ4SJUwAAAACAkAoAAAAAgJAKAAAAAAipAAAAAAAIqQAA8MTy8vK4i7cDAHRymN0PANAmDMNcuXIlOzs7NjZWLBY3NjY2v02Rv7//iy++2KkqvH79+nHjxs2ePRvnDgAQUgEAnlo5OTkODg4ODg7colQqnTt3Lvf/9PR0X1/fTlVbPz+/PXv2fPrppzhxANDJ4ed+aUhYtQAABaFJREFUAIA2CQoK8vX1ffS+RGazuba21tnZudO97/N4paWltvv9AAAgpAIAPEMyMzMHDBjQCSsmk8n0er1IJEpMTMRpAoBOCz/3AwC0P5Zly8vLO9toVI5erzebzXq9XiDARwAAdF7oSQUAaH/l5eVubm7Nb1DeeTQ1NQUFBSGhAkAnhzcpAIA2ycnJuXjxIiEkOTnZ09Nz+PDhLMtevnw5MjKy09a5c6ZnAACEVACAdhMQEBAQEPBQBJw4cWKnrXBubi5N0zhxAICQCgAAnUV8fHxGRsaxY8fQFACAkAoAAJ3F7t270QgA0CVg4hQAAAAAIKQCAAAAACCkAgAAAABCKgAAAAAAQioAAAAAIKQCAMBDGIZRq9VWq9W2pq6urrKysra2tiOrkZaWJpVKo6KiLBYLTgoAIKQCADzT8vPzU1JSTp06ZTabCSEsy6ampl66dKmhoSE9PT0nJ6fDajJ+/HidTjd06NCKigqcFwBASAUAeKa5u7tPnTpVJpNxiyzLWiwWDw8Pb29vBwcH2/qOwbJsQEBAXV0dzgsAIKQCADzTRCIRRVH331V5vKioqFu3biUlJRmNxl69enV8fVJTU5tXCQAAIRUAAEhpaalAIOjdu3d1dXVDQ0MHH33YsGGHDx+eNm0aTgQAIKQCAMA9er3+zJkzAwcODA8PDw0NvXr1agdX4OzZsytXrjx06BDOBQB0aQI0AQBAWxgMBq1Wq9PpCgoKevToYW9vT9P09evXGxsbc3JyvL29O7g+JpNpyJAhOC8AgJAKAABk2LBh3H9omn755ZdramosFsvQoUPlcnkH14S7yAAAAEIqAMAzTSKRSCSSh1Y6Ojp2fE1qamp27tx54sSJtLQ0nBcA6OowJhUA4OkxatSoI0eO/EciMgBA+0JPKgDAU8LR0fHFF19EOwDA0wE9qQAAAACAkAoAAAAAgJAKAAAAAAipAAAAAAAIqQAAXY3FYrl06VLH3zEVAAAhFQDgWcEwTGZmZlJSktFo5NYUFhampKQkJiaeOnWqtb2++eabmTNnWiwWNCAAAEIqAED7u3z5cmlpqUKh4BZNJtPZs2f9/Pzmzp2r0+la7C6lafr9998PCAgwGAxoQAAAhFQAgPbXr1+/6OhoPp/PLRoMBpqmg4KCCCH9+/cvLCxsbUeaplmWRQMCACCkAgC0P5FIRFGUbVEikVit1tOnT+fl5V28eFGn07W2o6ur68KFC48dO4Y2BAB4FO44BQDQzpl1xowZtbW1VqvVy8tLLBY/Zks+n9884AIAAEIqAMDvhc/nOzk5GQyGsrKyyMjI1jYrKir6+OOP5XI5WgwAACEVAKCd5eTkXLx4kRCSnJzs6ek5fPjw1NTU6upqhUIxZMgQkUjU2o4URaEbFQAAIRUA4HcREBAQEBDQfM3EiRN/dS+LxVJSUsLjYWIAAEDL8P4IANDRNBqNvb29TqezXbgKAAAegp5UAICOplAozp8/Hxwc3NTUhNYAAEBIBQDoFGiaDgsLQzsAADwGfu4HAAAAAIRUAAAAAACEVAAAAABASAUAAAAAaCvKbDajFQAAAACg86BpGj2pAAAAANDpIKQCAAAAAEIqAAAAAABCKgAAAAAgpAIAAAAAIKQCAAAAAEIqAAAAAABCKgAAAAAgpAIAAAAAIKQCAAAAACCkAgAAAABCKgAAAAAAQioAAAAAIKQCAAAAACCkAgAAAABCKgAAAAAAQioAAAAAIKQCAAAAACCkAgAAAAAgpAIAAAAAQioAAAAAAEIqAAAAACCkAgAAAAAgpAIAAAAAQioAAAAAAEIqAAAAAABCKgAAAAAgpAIAAAAAIKQCAAAAAEIqAAAAAABCKgAAAAAgpAIAAAAAdChB/WZvtAIAAMCzSTMqAY0AnVDgoEiKkovYehMhLMuiQQAAAACgU/h/TSsEFXV7BVsAAAAASUVORK5CYII="/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Co<span class="_ _a"></span>de<span class="_ _8"> </span>T<span class="_ _5"></span>ransfo<span class="_ _6"></span>rmation<span class="_ _8"> </span>-<span class="_ _8"> </span><span class="ff7">CppInsights</span></div><div class="t m0 x1 hb y3b ff7 fs6 fc0 sc0 ls0 ws0">CppInsights<span class="_ _2b"> </span><span class="ff8 fs7"><span class="_ _7"> </span></span><span class="ff4">See<span class="_ _d"> </span>what<span class="_ _d"> </span>your<span class="_ _d"> </span>compiler<span class="_ _d"> </span>do<span class="_ _a"></span>es<span class="_ _d"> </span>b<span class="_ _a"></span>ehind<span class="_ _d"> </span>the<span class="_ _7"> </span>scenes</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">34/45</div><a class="l" href="https://cppinsights.io/"><div class="d m1" style="border-style:none;position:absolute;left:27.350000px;bottom:203.052000px;width:64.993000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Co<span class="_ _a"></span>de<span class="_ _8"> </span>Benchma<span class="_ _6"></span>rking<span class="_ _8"> </span>-<span class="_ _11"> </span><span class="ff7">Quick-Bench</span></div><div class="t m0 x1 hb y3b ff7 fs6 fc0 sc0 ls0 ws0">Quick-benchmark<span class="_ _2b"> </span><span class="ff8 fs7"><span class="_ _7"> </span></span><span class="ff4">is<span class="_ _d"> </span>a<span class="_ _d"> </span>micro<span class="_ _7"> </span>benchmarking<span class="_ _d"> </span>to<span class="_ _a"></span>ol<span class="_ _d"> </span>intended<span class="_ _d"> </span>to<span class="_ _7"> </span>quickly<span class="_ _d"> </span>and<span class="_ _d"> </span>simply</span></div><div class="t m0 x1 hb y7f ff4 fs6 fc0 sc0 ls0 ws0">compa<span class="_ _6"></span>re<span class="_ _d"> </span>the<span class="_ _7"> </span>performances<span class="_ _d"> </span>of<span class="_ _d"> </span>tw<span class="_ _6"></span>o<span class="_ _d"> </span>o<span class="_ _6"></span>r<span class="_ _d"> </span>more<span class="_ _d"> </span>co<span class="_ _a"></span>de<span class="_ _d"> </span>snipp<span class="_ _a"></span>ets.<span class="_ _11"> </span>The<span class="_ _d"> </span>b<span class="_ _a"></span>enchmark<span class="_ _d"> </span>runs<span class="_ _d"> </span>on<span class="_ _d"> </span>a</div><div class="t m0 x1 hb y80 ff4 fs6 fc0 sc0 ls0 ws0">p<span class="_ _a"></span>ool<span class="_ _7"> </span>of<span class="_ _d"> </span>A<span class="_ _5"></span>WS<span class="_ _d"> </span>machines</div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">35/45</div><a class="l" href="http://quick-bench.com"><div class="d m1" style="border-style:none;position:absolute;left:27.350000px;bottom:203.052000px;width:87.902000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Co<span class="_ _a"></span>de<span class="_ _8"> </span>Sea<span class="_ _6"></span>rch<span class="_ _8"> </span>Engine<span class="_ _11"> </span>-<span class="_ _8"> </span><span class="ff7">searchcode<span class="_ _35"> </span></span>1/2</div><div class="t m0 x1 hb y3b ff7 fs6 fc0 sc0 ls0 ws0">Searchcode<span class="_ _2b"> </span><span class="ff8 fs7"><span class="_ _7"> </span></span><span class="ff4">is<span class="_ _d"> </span>a<span class="_ _d"> </span>free<span class="_ _7"> </span>source<span class="_ _d"> </span>co<span class="_ _a"></span>de<span class="_ _d"> </span>search<span class="_ _d"> </span>engine</span></div><div class="t m0 x1 hb y120 ff1 fs6 fc0 sc0 ls0 ws0">F<span class="_ _6"></span>eatures:</div><div class="t m0 xb hb y121 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Sea<span class="_ _6"></span>rch<span class="_ _d"> </span>over<span class="_ _7"> </span>20<span class="_ _d"> </span>billion<span class="_ _d"> </span>lines<span class="_ _7"> </span>of<span class="_ _d"> </span>co<span class="_ _a"></span>de<span class="_ _d"> </span>from<span class="_ _d"> </span>7,000,000<span class="_ _7"> </span>p<span class="_ _6"></span>rojects</span></div><div class="t m0 xb hb y122 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Sea<span class="_ _6"></span>rch<span class="_ _d"> </span>sources:<span class="_ _e"> </span><span class="ff5">github</span>,<span class="_ _7"> </span><span class="ff5">bitbucket</span>,<span class="_ _d"> </span><span class="ff5">gitlab</span>,<span class="_ _d"> </span><span class="ff5">google<span class="_ _f"> </span>code</span>,<span class="_ _7"> </span><span class="ff5">sourceforge</span>,<span class="_ _d"> </span>etc.</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">36/45</div><a class="l" href="https://searchcode.com/"><div class="d m1" style="border-style:none;position:absolute;left:27.350000px;bottom:203.052000px;width:59.265000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Co<span class="_ _a"></span>de<span class="_ _8"> </span>Sea<span class="_ _6"></span>rch<span class="_ _8"> </span>Engine<span class="_ _11"> </span>-<span class="_ _8"> </span><span class="ff7">grep.app<span class="_ _36"> </span></span>2/2</div><div class="t m0 x1 hb y123 ff7 fs6 fc0 sc0 ls0 ws0">grep.app<span class="_ _2b"> </span><span class="ff8 fs7"><span class="_ _7"> </span></span><span class="ff4">sea<span class="_ _6"></span>rches<span class="_ _d"> </span>across<span class="_ _d"> </span>a<span class="_ _7"> </span>half<span class="_ _d"> </span>million<span class="_ _d"> </span>GitHub<span class="_ _7"> </span>rep<span class="_ _a"></span>os</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">37/45</div><a class="l" href="https://grep.app/"><div class="d m1" style="border-style:none;position:absolute;left:27.350000px;bottom:183.453000px;width:47.811000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Co<span class="_ _a"></span>de<span class="_ _8"> </span>F<span class="_ _6"></span>o<span class="_ _6"></span>rmatting<span class="_ _8"> </span>-<span class="_ _8"> </span><span class="ff7">clang-format</span></div><div class="t m0 x1 hb y124 ff7 fs6 fc0 sc0 ls0 ws0">clang-format<span class="_ _2b"> </span><span class="ff8 fs7"><span class="_ _d"> </span></span><span class="ff4">is<span class="_ _d"> </span>a<span class="_ _d"> </span>to<span class="_ _a"></span>ol<span class="_ _d"> </span>to<span class="_ _d"> </span>automatically<span class="_ _d"> </span>fo<span class="_ _6"></span>rmat<span class="_ _d"> </span>C/C++<span class="_ _d"> </span>co<span class="_ _a"></span>de<span class="_ _d"> </span>(and<span class="_ _d"> </span>other<span class="_ _c"> </span>languages)</span></div><div class="t m0 x1b hd y125 ffb fs8 fc3 sc0 ls0 ws0">$<span class="fc9">clang-format<span class="_ _11"> </span><span class="fc0"><file/directory></span></span></div><div class="t m0 x1 hb y126 ff5 fs6 fc0 sc0 ls0 ws0">clang-format<span class="_ _d"> </span><span class="ff4">searches<span class="_ _d"> </span>the<span class="_ _d"> </span>configuration<span class="_ _d"> </span>file<span class="_ _7"> </span></span>.clang-format<span class="_ _d"> </span><span class="ff4">file<span class="_ _7"> </span>located<span class="_ _7"> </span>in<span class="_ _d"> </span>the</span></div><div class="t m0 x1 hb y127 ff4 fs6 fc0 sc0 ls0 ws0">closest<span class="_ _d"> </span>parent<span class="_ _d"> </span>directo<span class="_ _6"></span>ry<span class="_ _d"> </span>of<span class="_ _7"> </span>the<span class="_ _d"> </span>input<span class="_ _d"> </span>file</div><div class="t m0 x1 hb y128 ff5 fs6 fc0 sc0 ls0 ws0">clang-format<span class="_ _d"> </span><span class="ff4">example:</span></div><div class="t m0 x1b hd y129 ffb fs8 fc0 sc0 ls0 ws0">IndentWidth:<span class="_ _11"> </span><span class="fcc">4</span></div><div class="t m0 x1b hd y12a ffb fs8 fc0 sc0 ls0 ws0">UseTab:<span class="_ _11"> </span>Never</div><div class="t m0 x1b hd y12b ffb fs8 fc0 sc0 ls0 ws0">BreakBeforeBraces:<span class="_ _11"> </span>Linux</div><div class="t m0 x1b hd y12c ffb fs8 fc0 sc0 ls0 ws0">ColumnLimit:<span class="_ _11"> </span><span class="fcc">80</span></div><div class="t m0 x1b hd y12d ffb fs8 fc0 sc0 ls0 ws0">SortIncludes:<span class="_ _11"> </span><span class="fcf">true</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">38/45</div><a class="l" href="clang.llvm.org/docs/ClangFormat.html"><div class="d m1" style="border-style:none;position:absolute;left:27.350000px;bottom:202.200000px;width:70.720000px;height:13.153000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Co<span class="_ _a"></span>de<span class="_ _8"> </span>Statistics<span class="_ _8"> </span>-<span class="_ _11"> </span><span class="ff7">Tokei<span class="_ _37"> </span></span>1/2</div><div class="t m0 x1 hb y3b ff7 fs6 fc0 sc0 ls0 ws0">tokei<span class="_ _2b"> </span><span class="ff8 fs7"><span class="_ _7"> </span></span><span class="ff4">sho<span class="_ _6"></span>ws<span class="_ _d"> </span>the<span class="_ _d"> </span>numb<span class="_ _a"></span>er<span class="_ _d"> </span>of<span class="_ _7"> </span>files,<span class="_ _d"> </span>total<span class="_ _d"> </span>lines<span class="_ _7"> </span>within<span class="_ _d"> </span>those<span class="_ _d"> </span>files<span class="_ _7"> </span>and<span class="_ _d"> </span>co<span class="_ _a"></span>de,<span class="_ _d"> </span>comments,</span></div><div class="t m0 x1 hb y7f ff4 fs6 fc0 sc0 ls0 ws0">and<span class="_ _d"> </span>blanks<span class="_ _7"> </span>grouped<span class="_ _7"> </span>b<span class="_ _6"></span>y<span class="_ _d"> </span>language</div><div class="t m0 x1 hb yc3 ff1 fs6 fc0 sc0 ls0 ws0">F<span class="_ _6"></span>eatures:<span class="_ _11"> </span><span class="ff4">fast,<span class="_ _7"> </span>accurate,<span class="_ _d"> </span>supp<span class="_ _a"></span>o<span class="_ _6"></span>rt<span class="_ _d"> </span>over<span class="_ _7"> </span>150<span class="_ _d"> </span>languages</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">39/45</div><a class="l" href="https://github.com/XAMPPRocky/tokei"><div class="d m1" style="border-style:none;position:absolute;left:27.350000px;bottom:203.052000px;width:30.629000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Co<span class="_ _a"></span>de<span class="_ _8"> </span>Statistics<span class="_ _8"> </span>-<span class="_ _11"> </span><span class="ff7">scc<span class="_ _38"> </span></span>2/2</div><div class="t m0 x1 hb y3b ff7 fs6 fc0 sc0 ls0 ws0">Sloc,<span class="_ _f"> </span>Cloc<span class="_ _f"> </span>and<span class="_ _f"> </span>Code:<span class="_ _39"> </span>scc<span class="_ _2b"> </span><span class="ff8 fs7"><span class="_ _7"> </span></span><span class="ff4">counts<span class="_ _d"> </span>the<span class="_ _d"> </span>lines<span class="_ _7"> </span>of<span class="_ _d"> </span>co<span class="_ _a"></span>de,<span class="_ _d"> </span>blank<span class="_ _d"> </span>lines,<span class="_ _7"> </span>comment<span class="_ _d"> </span>lines,</span></div><div class="t m0 x1 hb y7f ff4 fs6 fc0 sc0 ls0 ws0">and<span class="_ _d"> </span>physical<span class="_ _7"> </span>lines<span class="_ _d"> </span>of<span class="_ _d"> </span>source<span class="_ _7"> </span>code<span class="_ _7"> </span>in<span class="_ _d"> </span>many<span class="_ _d"> </span>programming<span class="_ _d"> </span>languages</div><div class="t m0 x1 hb yc3 ff1 fs6 fc0 sc0 ls0 ws0">A<span class="_ _6"></span>dditional<span class="_ _7"> </span>features:<span class="_ _e"> </span><span class="ff4">Cyclomatic<span class="_ _d"> </span>complexity<span class="_ _5"></span>,<span class="_ _d"> </span>unique<span class="_ _d"> </span>lines<span class="_ _7"> </span>of<span class="_ _d"> </span>co<span class="_ _a"></span>de,<span class="_ _d"> </span>DRY<span class="_ _5"></span>ness<span class="_ _7"> </span>(ratio<span class="_ _d"> </span>of</span></div><div class="t m0 x1 hb y116 ff4 fs6 fc0 sc0 ls0 ws0">unique<span class="_ _d"> </span>lines<span class="_ _7"> </span>of<span class="_ _d"> </span>co<span class="_ _a"></span>de),<span class="_ _d"> </span>COCOMO<span class="_ _d"> </span>statistics<span class="_ _7"> </span>(cost,<span class="_ _d"> </span>time,<span class="_ _d"> </span>p<span class="_ _a"></span>eople<span class="_ _d"> </span>to<span class="_ _7"> </span>develop)</div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">40/45</div><a class="l" href="https://github.com/boyter/scc"><div class="d m1" style="border-style:none;position:absolute;left:27.350000px;bottom:203.052000px;width:145.174000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">AST<span class="_ _8"> </span>Diff<span class="_ _11"> </span>-<span class="_ _8"> </span><span class="ff7">difftastic</span></div><div class="t m0 x1 hb y12e ff7 fs6 fc0 sc0 ls0 ws0">difftastic<span class="_ _2b"> </span><span class="ff8 fs7"><span class="_ _7"> </span></span><span class="ff4">is<span class="_ _d"> </span>a<span class="_ _d"> </span>to<span class="_ _a"></span>ol<span class="_ _d"> </span>that<span class="_ _7"> </span>compa<span class="_ _6"></span>res<span class="_ _d"> </span>files<span class="_ _d"> </span>based<span class="_ _7"> </span>on<span class="_ _d"> </span>their<span class="_ _d"> </span>syntax,<span class="_ _7"> </span>not<span class="_ _d"> </span>line-by-line.</span></div><div class="t m0 x1 hb y12f ff5 fs6 fc0 sc0 ls0 ws0">Difftastic<span class="_ _d"> </span><span class="ff4">produces<span class="_ _7"> </span>accurate<span class="_ _d"> </span>diffs<span class="_ _d"> </span>that<span class="_ _7"> </span>a<span class="_ _6"></span>re<span class="_ _d"> </span>easier<span class="_ _d"> </span>for<span class="_ _d"> </span>humans<span class="_ _d"> </span>to<span class="_ _7"> </span>read.</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">41/45</div><a class="l" href="https://difftastic.wilfred.me.uk/"><div class="d m1" style="border-style:none;position:absolute;left:27.350000px;bottom:194.294000px;width:59.265000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Project<span class="_ _8"> </span>Visualization<span class="_ _11"> </span>-<span class="_ _8"> </span><span class="ff7">SouceTrail</span></div><div class="t m0 x1 hb y3b ff7 fs6 fc0 sc0 ls0 ws0">SouceTrail<span class="_ _2b"> </span><span class="ff8 fs7"><span class="_ _7"> </span></span><span class="ff4">is<span class="_ _d"> </span>an<span class="_ _d"> </span>op<span class="_ _a"></span>en-source<span class="_ _d"> </span>cross-platform<span class="_ _d"> </span>source<span class="_ _d"> </span>explorer<span class="_ _d"> </span>that<span class="_ _d"> </span>helps<span class="_ _7"> </span>y<span class="_ _6"></span>ou<span class="_ _d"> </span>get</span></div><div class="t m0 x1 hb y7f ff4 fs6 fc0 sc0 ls0 ws0">p<span class="_ _6"></span>ro<span class="_ _a"></span>ductive<span class="_ _d"> </span>on<span class="_ _d"> </span>unfamiliar<span class="_ _d"> </span>source<span class="_ _d"> </span>co<span class="_ _a"></span>de</div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">42/45</div><a class="l" href="https://github.com/petermost/Sourcetrail/"><div class="d m1" style="border-style:none;position:absolute;left:27.350000px;bottom:203.052000px;width:59.265000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">Lo<span class="_ _a"></span>cal<span class="_ _8"> </span>Co<span class="_ _a"></span>de<span class="_ _8"> </span>Sea<span class="_ _6"></span>rch<span class="_ _8"> </span>-<span class="_ _11"> </span><span class="ff7">ugrep</span>,<span class="_ _8"> </span><span class="ff7">ripgrep</span>,<span class="_ _11"> </span><span class="ff7">hypergrep</span></div><div class="t m0 x1 hb y3b ff7 fs6 fc0 sc0 ls0 ws0">ugrep<span class="_ _2b"> </span><span class="ff8 fs7"></span><span class="ff4">,<span class="_ _7"> </span></span>Ripgrep<span class="_ _2b"> </span><span class="ff8 fs7"></span><span class="ff4">,<span class="_ _7"> </span></span>Hypergrep<span class="_ _2b"> </span><span class="ff8 fs7"><span class="_ _d"> </span></span><span class="ff4">are<span class="_ _d"> </span>co<span class="_ _a"></span>de-sea<span class="_ _6"></span>rching-o<span class="_ _6"></span>riented<span class="_ _d"> </span>to<span class="_ _a"></span>ols<span class="_ _d"> </span>fo<span class="_ _6"></span>r<span class="_ _d"> </span>regex<span class="_ _7"> </span>pattern</span></div><div class="t m0 x1 hb y120 ff1 fs6 fc0 sc0 ls0 ws0">F<span class="_ _6"></span>eatures:</div><div class="t m0 xb hb y130 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Default<span class="_ _d"> </span>recursively<span class="_ _7"> </span>sea<span class="_ _6"></span>rches</span></div><div class="t m0 xb hb y131 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Skip<span class="_ _d"> </span><span class="ff5">.gitignore<span class="_ _7"> </span></span>patterns,<span class="_ _d"> </span>bina<span class="_ _6"></span>ry<span class="_ _d"> </span>and<span class="_ _7"> </span>hidden<span class="_ _d"> </span>files/directories</span></div><div class="t m0 xb hb y132 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Windo<span class="_ _6"></span>ws,<span class="_ _d"> </span>Linux,<span class="_ _7"> </span>Mac<span class="_ _d"> </span>OS<span class="_ _d"> </span>supp<span class="_ _a"></span>ort</span></div><div class="t m0 xb hb y133 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff4">Up<span class="_ _d"> </span>to<span class="_ _7"> </span>100x<span class="_ _d"> </span>faster<span class="_ _d"> </span>than<span class="_ _7"> </span><span class="ff5">GNU<span class="_ _4"> </span>grep</span></span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">43/45</div><a class="l" href="https://github.com/Genivia/ugrep"><div class="d m1" style="border-style:none;position:absolute;left:27.350000px;bottom:203.052000px;width:30.629000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://github.com/BurntSushi/ripgrep"><div class="d m1" style="border-style:none;position:absolute;left:71.661000px;bottom:203.052000px;width:42.083000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://github.com/p-ranav/hypergrep"><div class="d m1" style="border-style:none;position:absolute;left:127.426000px;bottom:203.052000px;width:53.538000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pf31" class="pf w0 h0" data-page-no="31"><div class="pc pc31 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">AST<span class="_ _8"> </span>Search<span class="_ _8"> </span>-<span class="_ _8"> </span><span class="ff7">asp-grep</span></div><div class="t m0 x1 hb y3b ff7 fs6 fc0 sc0 ls0 ws0">asp-grep<span class="_ _2b"> </span><span class="ff8 fs7"><span class="_ _7"> </span></span><span class="ff4">is<span class="_ _d"> </span>a<span class="_ _d"> </span>to<span class="_ _a"></span>ol<span class="_ _d"> </span>for<span class="_ _d"> </span>co<span class="_ _a"></span>de<span class="_ _d"> </span>structural<span class="_ _d"> </span>search,<span class="_ _d"> </span>lint,<span class="_ _d"> </span>rewriting<span class="_ _7"> </span>at<span class="_ _d"> </span>la<span class="_ _6"></span>rge<span class="_ _d"> </span>scale.</span></div><div class="t m0 x27 h9 y134 ff5 fs4 fc0 sc0 ls0 ws0">ast-grep<span class="_ _4"> </span>-p<span class="_ _e"> </span><span class="ff11">'</span>$A<span class="_ _4"> </span>&&<span class="_ _4"> </span>$A()<span class="ff11">'<span class="_ _e"> </span></span>-r<span class="_ _4"> </span><span class="ff11">'</span>$A?.()<span class="ff11">'</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">44/45</div><a class="l" href="https://ast-grep.github.io/"><div class="d m1" style="border-style:none;position:absolute;left:27.350000px;bottom:203.052000px;width:47.811000px;height:12.694000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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<div id="pf32" class="pf w0 h0" data-page-no="32"><div class="pc pc32 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m0 x5 h7 y7 ff1 fs3 fc1 sc0 ls0 ws0">F<span class="_ _6"></span>ont<span class="_ _8"> </span>fo<span class="_ _6"></span>r<span class="_ _8"> </span>Co<span class="_ _a"></span>ding</div><div class="t m0 x1 hb y3b ff4 fs6 fc0 sc0 ls0 ws0">Many<span class="_ _d"> </span>editors<span class="_ _d"> </span>allo<span class="_ _6"></span>w<span class="_ _d"> </span>adding<span class="_ _7"> </span>optimized<span class="_ _d"> </span>fonts<span class="_ _d"> </span>for<span class="_ _d"> </span>p<span class="_ _6"></span>rogramming<span class="_ _d"> </span>which<span class="_ _7"> </span>imp<span class="_ _6"></span>rove<span class="_ _d"> </span>legibilit<span class="_ _6"></span>y</div><div class="t m0 x1 hb y7f ff4 fs6 fc0 sc0 ls0 ws0">and<span class="_ _d"> </span>provide<span class="_ _d"> </span>extra<span class="_ _d"> </span>symb<span class="_ _a"></span>ols<span class="_ _d"> </span>(ligatures)</div><div class="t m0 x1 hb y135 ff4 fs6 fc0 sc0 ls0 ws0">Some<span class="_ _d"> </span>examples:</div><div class="t m0 xb hb y136 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff5">JetBrain<span class="_ _f"> </span>Mono</span></div><div class="t m0 xb hb y137 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff5">Fira<span class="_ _f"> </span>Code</span></div><div class="t m0 xb hb y138 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff5">Microsoft<span class="_ _f"> </span>Cascadia</span></div><div class="t m0 xb hb y139 ffa fs6 fc0 sc0 ls0 ws0">•<span class="_ _4"> </span><span class="ff5">Consolas<span class="_ _f"> </span>Ligaturized</span></div><div class="t m0 x14 ha yd ff6 fs5 fc0 sc0 ls0 ws0">45/45</div><a class="l" href="https://www.jetbrains.com/lp/mono/"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:66.710000px;width:76.447000px;height:8.528000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://github.com/tonsky/FiraCode"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:51.129000px;width:53.538000px;height:8.527000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://github.com/microsoft/cascadia-code"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:35.547000px;width:105.084000px;height:8.528000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://github.com/somq/consolas-ligaturized"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:17.542000px;width:116.538000px;height:10.951000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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