792 lines
720 KiB
HTML
792 lines
720 KiB
HTML
<!DOCTYPE html>
|
|
<!-- Created by pdf2htmlEX (https://github.com/pdf2htmlEX/pdf2htmlEX) -->
|
|
<html xmlns="http://www.w3.org/1999/xhtml">
|
|
<head>
|
|
<meta charset="utf-8"/>
|
|
<meta name="generator" content="pdf2htmlEX"/>
|
|
<meta http-equiv="X-UA-Compatible" content="IE=edge,chrome=1"/>
|
|
<style type="text/css">
|
|
/*!
|
|
* Base CSS for pdf2htmlEX
|
|
* Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com>
|
|
* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
|
|
*/#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>
|
|
<style type="text/css">
|
|
/*!
|
|
* Fancy styles for pdf2htmlEX
|
|
* Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com>
|
|
* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
|
|
*/@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>
|
|
<style type="text/css">
|
|
.ff0{font-family:sans-serif;visibility:hidden;}
|
|
@font-face{font-family:ff1;src:url('data:application/font-woff;base64,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')format("woff");}.ff1{font-family:ff1;line-height:1.000000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ff2;src:url('data:application/font-woff;base64,d09GRgABAAAAAAigAA0AAAAAC+wAAgAEAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAAAIhAAAABoAAAAcn3rR0EdERUYAAAhoAAAAHAAAAB4AJwAVT1MvMgAAAaQAAABBAAAAVlS3X79jbWFwAAACIAAAAIgAAAGKHVUo6Wdhc3AAAAhgAAAACAAAAAj//wADZ2x5ZgAAAsgAAAOrAAAElAJpySloZWFkAAABMAAAADMAAAA2JjlL3GhoZWEAAAFkAAAAHQAAACQFSgLoaG10eAAAAegAAAA4AAAAPBotAmJsb2NhAAACqAAAACAAAAAgBaoG3G1heHAAAAGEAAAAHQAAACAAUwBJbmFtZQAABnQAAAG3AAADOWsDV/1wb3N0AAAILAAAADEAAABAAOIBsXicY2BkYGBgYmSTDF28PJ7f5isDN/MLoAjDI13mVXBa6f8nprlMq4FcDgYmkCgANgcLOQB4nGNgZGBgWv3/E5B8xgAETHMZGBlQAT8AcSEENwAAAHicY2BkYGDgZ3BjYGIAARDJyAAScwDzGQAK0gCdAAAAeJxjYGT8zTiBgZWBgamLaQ8DA0MPhGZ8wGDIyAQUZWBlZoABRgYkEJDmmgKkFBhKmFb//wRUuZqBD6YGAACfCyEAAAB4nGOUYAADRl8QAUT2DFlMmgz5TM8YLJlSGZSY9Bi0GfUY1IFsbaYaBmMgX5cpCoj9GVQArM0GpnicY2BgYGaAYBkGRgYQaAHyGMF8FoYMIC3GIAAUYWNQYNBjMGQIYEhkSGXIZChgKGIo+f8fKI8qngcR///4/7X/V/5v+7/s/+L/C/7P+T/7/yyo+VgAIxsDXJKRCUgwoSuAOBEBWBgYWHGZBgFs6ALsQMwBxJwgDhc3DwMvAx9+I+gKAHYUHW0AAAAAAAAAAAAAABIAOgB8ALoA9gEaAVQBggG6AhoCSnicZVRLbBtVFH33OZnn79hjzydjezKeGX9CxrHj+Xj8qayqaaJUsZDStBEFkQWoEAWHJkhIIFGxYwtIiEWVLILEIgKxQCDBoptKLQsW3XSJ2CMkRLpCKjjcsUULYnPnvjeae+4599whQPYIIY8wMkLaImdWvbbzSK/ren0jDDq+BXILw316h8wRYlRLzHedAfgCZ/lO4MiSIM5DH+B+efxH2Wouss7mexcFji02rUhET2ZEygr6xWj2r4diJonlCCVdDMf0C1IkDawscjZIotwHqWqZYfG2L3hVG3zDkZnXiNhgcpKAmBF6/PHOt2p7zjo8sObaKmawv/vh6zRrrC7fNNOfLq8aWQpnG3u/aVkdwbMaTWP25lAquLrK58eP87pbmPZgYlihOVImtZCVxXzH95pgcRLSUaQadjKIBLkBuI6Smwe3CYyurKt7viQ/NGfk3NaCIRtSjDuZYXE++mU8v/jjyzuRiFqMep0b8WhGBBVPwBeENBwnovL4cp4/PTub6GkjtgDn4bPCDH9K2PINxWpAyFaDUARXskIZJtI4AxpQQRsHLUVpwd2cGutff62QWmuXVLXUXksVRssXKgK7d0/N6HBLz6in1y7w2ueW94Nnfa/xwlLXQVxkiiwokZBxjT3FVQIpVFiUXWAHB76i+NOI/acNODDS6iQbf2SkydP+e1inggcTP+QsswY1QXSlqY4CFnUdlBEEz/JlN6C99Zl4LDp+EF+vtLbXRe+dRJSbBWm9urwNvwzHtzPxBHyTHN8ZhlBDuM1UmGXj9+G58GIyL/f8Mb1CMySGrgk9Y1Z9tGpoEGqZPMWpURSJXjn+6fjo56Ptcr+rFXu9Srnb7/W7ZXJ+eHR0eHBycvPSKw5K+Oqltd1AVYPdSe0lrPgE+Sik+syPrvQvidCKHCL9M5wBwJP9jQ+U1mg0GUh6a7Q9K3Xqq4XUfr0jwdvdq5/hEJALjuMtzK4/Xy/aCq/dVewQD7lsIp5HVtEBIg+oXwN8rwG16v+xXdwxkWPzVJEV2XUCz3UiuBa4K9NeKN1M1LQ1Q47TWLzkvKi03tgLu/r9xrvDjrUY57KxlGyzZOo7sbhsFZdY8oVGX2GXedM05EqjMFdMlL76T7ebbXuFTzW1/EvC3CAFC7otJ2mEM7+WF7Rw/mUUzYY/Cf4dAC1rTd0TLvCz/cVLZgUGtVXmXLUz+UCqPahJQT5jX2sxlYdfYWvHSZTGn5RyIXKuBKNSwtk5JX8DL4bByQB4nK1STW/aQBB96wBSpTa3Xqocprckkl1juIDUS8iHikISmVDluiQLWIAX2SDEP+qh6g/qr+nzelWpVdtTbXnmzZuPnZk1gGN8g0L9fP6JFd6o9x4HaKmPHh+hrb543MDboOVxE8dB3+MW+R0jVeMVra8uq8IK71TT4wCv1QePjzBVlx43cK6+e9zESXDicQvnwScMYLHBAQUyzLHAFoIEMd8OQr417pGdMkpwgYhyCI1nLJm7R0mdkdPI8eJ8EUYu6s7568gq4pR27ioZnqSxwoyWdfKR3BP1BGNcIaUU3FDfk3mgdcaKGNjNocjmi60kcdwJQ8qeTA9yEclQPy/tvlxmovMXGUajSO7snmQmpzaXqVno1UzsTB7Nk0zGV+lYbtL7ycP4jHVv2XDKRtZuiAHlhmO1OThuR6ld63ygN2WbZjVS4eJWNGyx1tTXbq6t0wW3aNwOI6YL+vz+Xj4kb5ixYznN3Do+4b5Dt/9q+wm6PMLm22tbzI0kUSx9+aWtMDXz3UoX5JNe2OFaku6/hvr9VPyxWvXvGnpL3l19b/VMMfsROk1RZtws+4m78h+O+wHy6Y1QAHicY2BiAIP/TQwaDNgAPxAzMjAxMDMIMogwGDO4MHgw+DAEMgQxBDOEMoQDAHhXBJMAAAAAAAAB//8AAnicY2BkYGDgAWIxIGZiYARCPiBmAfMYAAQ4AD14nGNgYGBkAILbCqeqQfQjXeZVMBoAQW4FugAA')format("woff");}.ff2{font-family:ff2;line-height:0.697000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ff3;src:url('data:application/font-woff;base64,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')format("woff");}.ff3{font-family:ff3;line-height:1.000000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ff4;src:url('data:application/font-woff;base64,d09GRgABAAAAABS0AA0AAAAAHDQAAgAEAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAAAUmAAAABoAAAAcn3rR0kdERUYAABR8AAAAHAAAAB4AJwBKT1MvMgAAAaQAAABGAAAAVlXoGa9jbWFwAAACwAAAANkAAAGaZ3Eu5mdhc3AAABR0AAAACAAAAAj//wADZ2x5ZgAABCgAAA4GAAATTOoPrq9oZWFkAAABMAAAADQAAAA2Jt5LNWhoZWEAAAFkAAAAIAAAACQGVQLSaG10eAAAAewAAADRAAABEIY0Drlsb2NhAAADnAAAAIoAAACKoOKb9G1heHAAAAGEAAAAHgAAACAAiQBKbmFtZQAAEjAAAAGtAAAC/Trpjflwb3N0AAAT4AAAAJEAAAC6RL+jBXicY2BkYGBgYmSrnMsSGs9v85WBm/kFUIThkS7zahj9//B/NuaFTO+AXA4GJpAoADzxC+54nGNgZGBgevefjYGBecP/w/+vMy9kAIqgABcAquUHK3icY2BkYGBwYXBnYGYAASYgZmQAiTmA+QwAEJkA1AAAeJxjYGRiZ5zAwMrAwNTFtIeBgaEHQjM+YDBkZAKKMrAyM4BBA1DQgQEBAtJcU4CUwm9Gpnf/2YAq3zH8AvIZQXIA3qcL/AAAeJxNj60KAkEUhc+9g0EXtggi7GJx02IyiJjEYhCRFRUsyy5YxIcw6Uv4BGIRzCatFp9Ao8kiVj07GBz45tw5586flGGH9Dk9qSsMSFNeaJsCtYSUmWP1Zf2QTH+a4f/VYdanG/gk1SU6ekWiY8TaIht0mMdaQWwWmOmZ2Q1N9iW6JjXUdItA97bXNXu4ckdDcxjKkX4OAbUqdXjZvVxHfHNPnM9JHhixjoyHKPOZV+y+CVnyjXMUrX+Bqzuee+FfWcsBvsnjrV14Wob3BQ6gNE8AAAB4nGNgYGBmgGAZBkYGEJgC5DGC+SwMFUBaikEAKMLFoMBgwmDOYMXgzuDJEMAQzlDAUKWg9Jvx/3+gGgUGDQYzBksGR6CcD0MQQyJDEVCO4f///4//3/l/+/+t/1f+X/5/8f+F/8f/H3sgz+oEtQsHYGRjgCtgZAISTOgKIE4GARZWNnYOTi5uHl4+fgEGQSEGYRGIhKiYuISklDTQHwyycvIKigxKyiqqaupwMzQ0tbR1dPX0DQyNjE1MzcwZLCytrG1s7ewd8DkNFTgSrxQVOBNUAQCccinPAAAAAAAAAAAAAAAAAAAkAEgAogDEANQA4gDuAQ4BTAFkAaYB5gICAkQCYAKiArQC2AMKAz4DXgN+A5gDygPWA+gEFgQwBFYEeASeBNwE+AUWBTIFagWcBcYF7AYYBkQGaAbIBugG+gcaBzIHPgdwB5AHtgfiB/gIQghgCH4ImAjICOAJDAksCToJeAmmAAB4nH1YC3QbVXqe/8oe2ZYseayXn7IetmRZjhVrJI0sxbIdW37JkS3LL/n9COQBBLJQwEvihLxIXAwJpLtNm8fSwpI2sCe7Zh12180h4fSAl7Bd6LLpbkvJ6TlsYU/ZbQ9l2QU86X9nZCdsaX3kuTOje//7/9///Y8rBpjumyx0kd8weobJtDs4nxBRCDyrZA16swK66l/x5FXWFOjqh9zVpeV1ZZ9dhJZvzbk7hML8odl9z45+a2aknME/YIIoxy/LqdArNQqlPSAE/L4ahZM3gv/LUoz1r3z2x1KMF2U5jeCFRZQTwQc9a7d5wGigo8PvE5TyGGiAGuKkN94yoAPvxTlKQR5ZLZiJyQiLRrXKMJZl0KiNWZP5KrVRpb3HGjEpNMYC7fRXvIaXOF1e48M6Lp/L1z3cnKvjctVZ4XxLLsnO53Sq6Fd+s2b7i+Qt0sbo8Elvt3J6m5+z2ny8lfN5DZyVvGUVP6wUP7BaoaASTKBZvy+wWsUPZBlTNw8yLzFJhmUYQWkX7H7+pSpXYWES5vYm6fcq5gromc8ZBeJr9VtBL34K2VdC8lq80rX4HU8XJpPJdZ/8CLHUUiyVkEYRKE7wo0zxAqvNUmdCPx3ILzNzv+jVq7MycxXf0aupToSpuvlrWCHfRp86JAkasNtqgCIvRACFmIwkz1mjsNsoXUxG3ivASmVBSrCEG3Q2R8motzpVUhPXsdlF7uIeC8eV9faUQes3B30hfWhD8ok/74sEPL6U+O9Aglqu0niH8Mj++l13yXik8HIe90ZVXODnOVbpDwg8x8N58dJevudgWL83RLKMJJRZv3oS51fh/Cs43y3Nb4CIwu9z2G0aonQ4kS0yNzSglD+8NxAGuCLu3rPFXFrJxZutG8vys7lMyMjOrDk5+Sd2iyW7NUe5W3cPW8AuNe5pKysLBsyRkcJaj60gE1i18tm9w85YhSV7Uza7Kw9kndfwqqIxgGg7BTPCRKOAuAHVj4CkE6t0SvAhV5VmgJXZ1J6EyrIzEGxWFQmOtljGhrpw1cYBQ3nZtlDsrqAQ7H0pMbt9U22gd5Ox2mOuZyFni2dDbdAb8IWGGr1jpdyY7K8SVOI6Oc7kMBrUwG6w+61+HWJm51gFXJ/pFj9dHZl5AV65cOFCPeI4BHsaxFdv83MRUy1pTuOsRiEFlskgKUzhU/qc9N7AGswKdHUAVkrt4WSJP1RVcvYegff72rdlt9zROtprskXCUSDZBb6KiKPgX0PdzpY8T+dc4sxr+rBh7wPJhZkuV2R8kzrPVNVWHXGtYfcJ6nBc4qpGYbDn6XAvRM0KK/bmzg19H82iJy7DOdLt3H7q9Z3QA5nQdpvuhdTzIKOOTAwIlKyUqai6maDut/MUdf/Gna0NZTV1jRNZlmFP62hTQ7K8qdE5AJBj9NrqnaVoRF0bdJ99rcbveOT+SvfCzF2tzea2J02cstC3uaquJhl3bRqVcZfiD5Yx/pQMo8MI5NJRmIQdSbElmfYNmSNLOINjGKvdaVXagdcpHE47SwlJ5ka7xHe3dELmUNtIqQJYf6Gm6No1siTGAZJG68l2RxvuoqB7kWmUo2GMTJnMMyu3TiaHz+EGA7qNjvg6QKaf3Cn+/qMdx8fbE/fteCA598DU0UcSJ04l7l+O7SZL21uFvvzc6V9sjX7643Cv+Jstki823/yExMhVxoLyJTI4HXkUR5PRhNHkuC3eAwKJhcsrmg9PjI9PHA643F6N2+XkJ6MtLdHJzfYKYUN5tmrHDqjcuSMrS99rVqsHBr8+OzigVjkQk0m05RTakkUxAckSK+XZmu6nFveJfwB2/+LA/M5Tp3bOQ/8Tr5Glf3jq4LdXf3gO9RzH9VVkkeZdF3BWAzocrbcaKCAY36RK9MHlS8ibeegUl97Cmzmy2AQf1YurwKTXa3B9Lj7cWmvHjK25iJMPQo34dgoukq/B5/Xi3+PENDYDa9j8P8j4kQJkYOsuGZk6j69GW13tDsrIRBsOve2olXFRaQp7K7R5Mi6G5+plvZhLiIuUzzn+UiqFD/J7+BhvWcleDOwK+Fi8K1ULKrK0Ok8k321FkrA4p5CyjHNiNVTYKcvQLN6kM5r4gKDjFSyyyrXxcMfJxiyI77adKVSCOnHga+RuYB/cJz4Lh8+7Vk+SpUFxOlrmexuScoxSf82g7FwqWyHL1JlQDzKz55NmiEsX+NWx1RPI26Jj5F70cfDmr8nz5BrmJCPKyEtXcN6rkzKhQU+jkTz/g317f/jy/rnJQyOpwwdHhw/Bf4s//tk/nv7LfxJPH/irZw4+/t2LTJovrbh/DvU48gVpYuf42xnTenT8+dQf7jiamEosLCQn4D/6HhLfI0sP9zYlxHeTazJ2SDYYJSvssggaPsK6mB2p5bMD/7XzqbEtqem+48f7p6BefJUs3RurnzYtCTHxi04Jj2rMPR+jbZXr+d4opXsnFkm5Tga8yAvJTpMZ6McIH++fnN2lnXyoKVFlqGjyN5QG5l5ParvGNvfYDeWergar/+/656KJRI+vrjxfm5dbXFbXGn/I29PY7qk152tVuhJ7CPfGtoscIhelfClxF+1IZ0xy6AiyN5UaxusRMknuhdXj5D5oknQeR38k0H4urbPDj0SSvIA3JHHizm1/lppqbtka//Dup5++G94UvRPbto/DT+harCrkcVyrYphsoOlLphN5XPztqPjbsRcDLGSPHEYudqL/G4+bN34AA+l1imdwnRkfZDayShyRO2k+6sxQBvRO8cwbg/dvxFalcWvijYGEp4JAZvtwYrq0XJEBbMcIlQ0n/tbLvyc+h3v86vm/4IJfQFC8cMeCTl/3OYSkfBzAWnIK3kQPW6iP/WnSCVL1Vcq9gNIvkw/r2KlY/Y5Q8MzD3opEKxvrbZ2Ivyk4PGW2ck/C3dBM3P5672b3VOxMJCdqtut0cs7vxT1uSHm4cM37BmQSJ1dKuo9BKjQ3dnW1R+Kx9lR0LN7rb3HaI8LwezOP1dWg+j8PH5sY7Au/29gvx1c5yjyHepvk3OKQOluTsgYdrAFZWzjXmRrdMztT01itrtzk8jYXbYkMRiv5+cvH8wubivKDMXfnZAD1o7K+J+lXfDsGmKo4XuFfjz00/3vxpmT71m2dPZtjcUdYGE4EqixWX8Nj01NHBXCsvvO60Jca6C8xy3bbUe5Z1DFfsttKGxzBdEu4UdKWVcJZ8Q3Sv6mvhW0fHJ57MDm8sbIuu6Xa3ab+547JYJNvfmZqviPia4y0BmXbUUsYIVeo7SD1baXAG2hwYh6VRcOIsyq3yGrYvSvW2TnRVl5N7ucytfaih0LiHBwIDXdOqTBjltz0wvvwGrOBEZhWWRZrd8pnCCfaHAavOWP9ROHAjyw9wLNSRqKg6HxusGETIoUFvO/KV/OqDOtYs9elCg1xhUGXu+DRsdFHG4tKreNNQmVn31/7K2yCYKt48rFho0WbBamGSAqOImU3CM2TpRqjn7C6Et5a190dbHJYhlzuYMuExfKLu33e+7yiGNVwBdkZtupqikMCL4voN72Uv320a2FLIc0sAyzGQaVzFvtq47HgwDGwa3RWQ95w+BNk00r7GfRPDNF8ljwp9yK0etCjxOlYLCuVguWvp6gPb756k2dexjlamkdN65krQjAF0Lr1cswbCRksVTn6Ei6WSoWbu231ZRm5FhMBlABMn9RnSnkAOxmlxHuBV8L13tM90fY3hs/fSC6gQoGfviD7Fm1iTt+qZ6iNXM/wPVlBX9nStpK0rbfueIPsG6+BrMQzObeV964N7aGhrSXBMcRAV1KuRwhu3Vxt39Lbe2Z9b1jEPf4XnoY/wrO9bug2POFqW9cZyncz8v0d5LtKikr9OtPlIE8XMHjn0ZHUgf2jw4/G+0LB/r66cPJfpo4cnp55YmE4OTjQ1z86JueMCNxAXaSYvJUzDLfljHR7egM5Xh+PtY21puLddZsrc+x8aOi9rUfq/pPM1W6aH4/OhFb0Ws+0bGMvXtpQbg7tnSFtnQBtnZOx1sZ74RCZiv0cro5MAM4tQXu2oz28dE5fc710UJcP1RFs7qWiRX8BMNHEbM6A7RvdHT1D6o7ecQ2HRchWZNUGypxCkTYWVTfG+9XaMqPBXVOsyMjKyWL3t1ZYqltqo9oCjTpDoWRzVa5wBfazxNLkiGiMuSo2Iyu/ICMjh9MVSvrrUKcuEqZspHnPL8U8b8D4N+hpzuvq6Ej2DUYXFvhaV7HjAKhC+/aFPktaJf/i2kXsvfNvZbnbChosxpp3hj3x0lo+Gt8Yrg9Dt/j9CkudH2xyXYLLuFYl1yW5njUAXH5h6IX4VDkLWb5uWBZb8H912uY5+tN0DTyNa4qlNU5ay7SAa03y2rWRnD421IF9fIYr0n2sy1ebCZnVda1NLhxdjVTm7yc2eB77CSy/+DeeTQvL7xyrrD7yM2oPBeSarBONLbvg5E00tq4lv3Gi9+pycv5I76Xl5fevP/fcdQk7zU1esqGA6kPPPB6goQwNgDqZCSqjg8u/LPFbKuxspSNHbVKXX+0OZFlrFKA4AMurH0Y3ZDXlZRQXD8Py3vyeI+Yo0J9epLPkUyiXk87TkG4tDCCfnJ8S50EVx/7iT+FO8Xf9ePO0C1IQdorn02fh3zGzRA/flH+vwI5aL/4bmGfBTOMAsSP3Sbne/X9m+8wvvf7qAgCG9RdfXQ+a118QIy0PqA312wruTfNjKe2d/Dz2gLzyS5tLh17cG1aSyYxY7NyDuOGWYLG1xFJQMUu2Jlc7YFneZaRzUtWSX+6eZf4HE2gkcAAAeJydUk1O20AU/sYkUZFaxI4Ni7cECVvGSRdhwQIESBEJKCZVthOYJFaCB9lBUU7BRVBPwFm4Qq/Qz+NpF+mutvze995873cMYA8/oVA/P/5ihS/qwOMALRV5vIMT9eZxA/vq0+Mm9oJvHrewH5yTqRq7tN5dVIUV+U2PA3xV4vEOxuq7xw2I+vC4iUP1y+MWJDjEJSxesEGBDDPMsYIgQcy3jZBvjbv0TsgSXCCi7EHjEQvGrlFSZ/Rp5HhyZxH6jjVw5zWzYhzRzl0mw0oaS0xpWScf6BtTj5DiCkNKwQ31HT33tI6ZEZf2ZVNks/lKkjhuhyFlVyYbuYikpx8Xdl0uMtH5k/SifiQDu6YzkyOby8TM9XIqdioPZiyj9GqYys3wbnSfHjPvLRtO3QAlTjkubvupzstTomqGAs+uWwxs8aypr90gK6cLrs24pUWMFJzx284XchBD3iuTaEbUrIRrDd2aqyUn6DCxzVfXtpgZSaJYzuRPH+HQzF6XuqAr6YZtDp50/m17uwy2w6vf0fCg5HXUV1F3HbO28NAUZcZlsXbckf/J/xv60H5GAAAAeJxtzDtOAgEAANG3S0EBAvLRaLBDQWLCglHE0iiKPz5GEMQD2Nh5ARqODRtCySST6UZow2qhZhf3sYFQQkranoysnH15BUUlBw4dOVZ2ouLUmWp8Old3oSHS1HLpyrW2Gx238fFB16MnPc9evHrzrm9gaOTDp7GJL1Mz3+Z+LIMwSCT//367d1G0bXMNxZQTnAAAAAAAAAH//wACeJxjYGRgYOABYjEgZmJgBEJnIGYB8xgABn8AcnicY2BgYGQAgtsKp6pB9CNd5tUwGgBBeAW8AAA=')format("woff");}.ff4{font-family:ff4;line-height:1.000000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ff5;src:url('data:application/font-woff;base64,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')format("woff");}.ff5{font-family:ff5;line-height:1.000000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ff6;src:url('data:application/font-woff;base64,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')format("woff");}.ff6{font-family:ff6;line-height:0.999000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ff7;src:url('data:application/font-woff;base64,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')format("woff");}.ff7{font-family:ff7;line-height:0.922000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ff8;src:url('data:application/font-woff;base64,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')format("woff");}.ff8{font-family:ff8;line-height:1.000000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ff9;src:url('data:application/font-woff;base64,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')format("woff");}.ff9{font-family:ff9;line-height:0.923000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ffa;src:url('data:application/font-woff;base64,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')format("woff");}.ffa{font-family:ffa;line-height:0.922000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ffb;src:url('data:application/font-woff;base64,d09GRgABAAAAAAWIAA0AAAAAB6AAAwACAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAAAFbAAAABoAAAAcn3rR4kdERUYAAAVQAAAAHAAAAB4AJwAMT1MvMgAAAaQAAABEAAAAVlXmhJRjbWFwAAACAAAAAEcAAAFSIfYpumdhc3AAAAVIAAAACAAAAAj//wADZ2x5ZgAAAlgAAAEIAAABCN6/qDpoZWFkAAABMAAAADMAAAA2J1tLFGhoZWEAAAFkAAAAHgAAACQGZQOAaG10eAAAAegAAAAYAAAAGA7BAGlsb2NhAAACSAAAAA4AAAAOAIQASm1heHAAAAGEAAAAHQAAACAASQA0bmFtZQAAA2AAAAG/AAAC6AXljfNwb3N0AAAFIAAAACUAAAA+ZVt0UXicY2BkYGBgZmguFij5E89v85WBm/kFUIThkS7zZjht9H8i8zqmrUAuBwMTSBQAVZELzgB4nGNgZGBg2vp/IgMD8wsGIGBex8DIgArYAGj0A+wAAHicY2BkYGBgYzBkANEMDExAzAhmO4D5DAAHuwB+AAAAeJxjYGS+yviFgZWBgamLaQ8DA0MPhGZ8wGDIyAQUZWBjZoABRiBOgHEC0lxTgJSC0jGmrf8nAlVuZciHqmEAACo9DEoB9AAAAAAAAAFNAAAD6AAAA+gANwOwADJ4nGNgYGBmgGAZBkYGEPAB8hjBfBYGAyDNAYRMQFpB8a7Ssf//Eaz/j++p37WH6gIDRjYGOJcRpIeJARUwQqwazgAAZaYM8wAAAAAAAAAAAAAAAEoAhAAAAAEANwBTA64BoQAwAAATFz4CNzYzMhcWFzMmJzMWFwYHIzY3IyIvAQ8BBiInLgIjJw4BBwYiJjU0PwE2Mr2kCVJJAQ0HCRIHQuBDIh8mcG4oHyJD2BcLSktPFhIOAgwKAYkPLgcREAwQRBQSAVaUCEpBAQsQBj08V2o9Om1XPApCREcUDgIKCXwNKQYQDAgJDzwTAAABADL/kQN+ArUAJAAAAQcTFhUUIyIvAQcGIyI1PwETJyY1NDYzIRM2MzIWFxMhMhYVFANx71wDCwgH7+8LBAsCAlvwDAwQASFaBgkGBARbASERCwFxrv7nCQULCa2tCQsHBwEZrgkGCAMBFhQGDP7oAwgEeJxtUcFq20AQfavYhpZQeugHDIWCDba8lgNBJgRMGt+UQwyFnoqQF0tgWUZaR/in8gH9ljY/kFu/oE/r7SFQD9a8mZ1582YXwAc8Q+H82+PFY4W++u5xgIEqPb7AZ/XT4x7zrx738TH45PEAg2DOStV7x+iX6+qwwnuVeBzgUv3w+AJflfW4x/xvj/sQ9cfjAS6DL7hDhQNOqFFgixwWgiEyjOhniGnXGBNH0LSYaIkSxtVnSLmfIKG37DU86dD5ZMeTNdkzxobZk2O+cTMsZy4wpbXOQtaXaOgrMm9xy/nd1Ja9HbPgkRyNm/vE74aZFWv3Tu+D6zZOyZr6EirX5MJddTjVxTa3MsxGMovj67FEWseyLE1dZOlektTmpkwtg52sq6ww9iTDm9zaw2I6bds2TMsmrOrt7WgsbWFzeTSNqZ/MRlbV3spDWhpJ1stkpjnvHkeu3YnE/XFn6BIntmC+ZGA2xZH+n/KV39a4+w2pWXgrb7c4ZyLe/ARz/rt3iHBFEo5fUZiRKNSy8CIIongyn0Q6usIbIpwLgG9OYENRlXu97l3nbnrHLCwwdVNUe9F6Hmodyf95/gJ8UnsFAHicY2BiwA/YgJiRgYmBmZGJkZm9NC/TyNDFBUwbOZsBACi0BIQAAAAAAAAB//8AAnicY2BkYGDgAWIxIGZiYARCViBmAfMYAAPVADR4nGNgYGBkAILbCqeqQfQjXebNMBoAQcgFzAAA')format("woff");}.ffb{font-family:ffb;line-height:0.804000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ffc;src:url('data:application/font-woff;base64,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')format("woff");}.ffc{font-family:ffc;line-height:1.000000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ffd;src:url('data:application/font-woff;base64,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')format("woff");}.ffd{font-family:ffd;line-height:0.857000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ffe;src:url('data:application/font-woff;base64,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')format("woff");}.ffe{font-family:ffe;line-height:0.915000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:fff;src:url('data:application/font-woff;base64,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')format("woff");}.fff{font-family:fff;line-height:0.522000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ff10;src:url('data:application/font-woff;base64,d09GRgABAAAAAAlgAA0AAAAADIAAAgAEAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAAAJRAAAABoAAAAcn3rR7kdERUYAAAkoAAAAHAAAAB4AJwAZT1MvMgAAAagAAABDAAAAVlWOXpJjbWFwAAACNAAAAHoAAAFyKIctwGdhc3AAAAkgAAAACAAAAAj//wADZ2x5ZgAAAtgAAARgAAAFXI7zBQNoZWFkAAABMAAAADMAAAA2JqZLUGhoZWEAAAFkAAAAIgAAACQGBAIHaG10eAAAAewAAABHAAAATB4+BBVsb2NhAAACsAAAACgAAAAoCloLmm1heHAAAAGIAAAAHgAAACAAWABNbmFtZQAABzgAAAGsAAAC/R/VrARwb3N0AAAI5AAAADoAAABIAbMCiXicY2BkYGBgYmTLFMh5GM9v85WBm/kFUIThkS7zTjjN+N+IWZvpIJDLwcAEEgUAKQcKKQB4nGNgZGBgOvjfiIGBWZqB4b8zszZDCoMoAzIQBgBlKwQQAAB4nGNgZGBgEGbwYmBmAAEmIGZkAIk5gPkMAAu5AKYAAHicY2Bk3Ms4gYGVgYGpi2kPgyxDD4j+P5fxAYMhIxNQlIGVmQEGGBmQQECaawqQUmAoZTr43wio8iDDOZgaAFjuDMkAeJxjlGAAA0ZfEMHAwHSEIYHxIYMnEyuDHeNeIDZiSGX8ApR5zxDILM0QCBQPBPItgLQmYxhDEGM9gzJjJkMqkB8DAIwWC2sAeJxjYGBgZoBgGQZGBhDIAfIYwXwWhgAgLQCEIHkFBj+GRIZ0hkyGAobS///hIilAkVyGov///z/+v+3/kv+L/i/8P+//XKhpKICRjQEuzMgEJJjQFUCcQjxgwRRiZWBgY+fgZOACsrl5ePkY+AUEhUgylKYAAPccFo0AAAAAAAAAAAAAAAAAHABUAIIArgDWAUQBVgGOAbAB2gIIAiACagKMAq54nFVUW2gbRxSdO5J2bWmllbR6y5YlrbWyLPkhraTVI5b8kmxLVLIl27EV27GstCaQNm5NaSkhKanzMjilJT8pdb8L/UtovvLTUGhDCYVCC6WFFgr5bX9MoRC5sysnaWHZucvOnHPPnHsvArSJEP4bP0B6hHy8KsireE7k7CIn4tal2wLsVe5cOhDgWgWe3nr2EX7Qdt3CF8kRNHd8BE/hCXIgv3xSonj/MJZykIekwPtpKSnGbCxIFE3ZxJiUhLvlrpnzfYMGSmP44t1uRgjML3Qt1ool40X99yw1KozwQv+IWwgb81M4nBiLTYab5cOctuDhOU7myx0f4SLJ04Dcz/kEQifG7JyokgjlC6Z7FV2lPjtrte6VqlK+/PWgKytd4Mz5ZCgYjOdvbDVvSiA8+/FbaXF1eanH08GGP4gWM3IiFPApOPRLAhudVPDhSfs7/fipOkl8udG0Wu7UG173tEaKhJcdv8xtpibi+63m/txYYjxXTCEE6FXy+hN/hexkJQgGzIJIyzfMS2IHGn7nB/XuQI/G9SbzRq1cKzEli3F3xh/BuyYNy7veybQvw9VMo9TUIRWC4xjOwjdoCEloroNJ8UEbbQDeHyT6sxDzYOVLzlwSpKR0IiEpUrIGAxBpXHIYh4FkQ1tlpUmcGjAzcZ3awRjemhJ9rFqXWekZqvBa5uP1tR1GExqwaLsF8nd3IuVdWPzBMRjwTzoifGBF4070mhouwdwNdDWfa8FNlRoiqanNXtaaoGz50XS1mnKmrd5IJBSRps96vT9fiMd2Yu22o0+nMrtMFPgjEYRkfxeInhH8IVFJIySSIpTIJX1a3ij7V7lVePjeKrlPskcVJvqViuNyMEyUUiz8LxTppKI3RuPHlZwatIJPLOjj/w03Z43llZautL7PkwM9/ZZG9uhl8Gj2lVrtEKEOH+YIn1nhS75gyGECD/crOftWvMDIgGy3d37gpg/4bQViRucWDju6UqRunaS2dHIVBJ57Q5rjpKg6Fqith2dWX7NaP1trtJrmyUxq22weT2e3f21ev7bVun3QqJ9eXlxaW+9gho5zmCd5Kb2gYAbpE+UdWBYou4LLWvfLpahYuVHW1jeK2S02k54Sw2raEc+8/tu56+m/8OXoqf2NQivzmDOObBHNNSL8c4KtJasBTm5Ugrult41D5c2iZXEH9nCz/BM8OnMWyH6e9M49oi9KMqHkpglKShsO4yB5iFYNsYOWRwLlwXYP9IFHBR+wqehcdd41Mb/BqhmP3exz9uqHGNozKAxZmFLeJVWX9Gqtx+kMhW1qFU3D+zP93sh0tMC5WVpNU3pdKNs36jZR2Dsh5MwOtkvTZXaQ2eJwyX1HcvoEZ2XfAiQjSek3kSa9R1MxCWq12ZorvcicdhfcB8xBwnSODJ6roMtcuZL5p+5DivdrxDcTPOx435k2ZNAobpEA7pe18+ezfmamUuyyRcWabqwymh3LQrX9ZcCbToAf/Qu8wwfQeJydUs1O4lAU/m4FMpOocTcbF2epybSpBRewmIUGTYj8hIJh22qBBuzVFkJ4inmRyTyBz+Ir+Ap+3N6ZBe7sTc/5zrnf+W0BHOMvFMrn/j9W+KZ+WOygpjyLD/BT/ba4ghP1ZnEVx86RxTWcOL/IVJXvtP6YqB1W5FctdnCoxOIDTNSlxRWIerW4ilP1bnEN4pziGhrP2CJHihnmWEEQwOepw+UpcZPemCzBFTzKDiI8YMHYDQrqlL4IGR7NnYeuYfXMfcncMc5oZyZTwkoRlpjS0kaO6JtQjxGijSGl4Ja6T8+A1jkz4lo/b/N0Nl9J4Pt116VsSryVK0860cNCb4pFKlH2KB2v60lPb+hM5UxnEifzaDkVPZVRMpFx2B6GcjvsjwfhOfPeseHQDFDgguPirhtGWXFBtJshx5PpFj2dP0XUN2aQldE515aYpXmMFLT47udzOUbMBClesDbslolo8qZulxygwcQ6W93ofJZI4PnSkn99uP14mb6sE7qCplvn4EHjc9v7ZbAfvvsdE3ZckFJ+irJrn7WFl0lepFwWa/sN+Ur+D/e9fkB4nG3D2w1AMAAAwFMjWMKvHZpQ8eGRYp7O7J8O4JITeJ+66P3p6kbQGkSjSTJbrDa7Q3a63B8wrQg7AAAAAAAB//8AAnicY2BkYGDgAWIxIGZiYARCISBmAfMYAARkAEF4nGNgYGBkAILbCqeqQfQjXeadMBoAQgQF2AAA')format("woff");}.ff10{font-family:ff10;line-height:0.911000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ff11;src:url('data:application/font-woff;base64,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')format("woff");}.ff11{font-family:ff11;line-height:0.916000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
@font-face{font-family:ff12;src:url('data:application/font-woff;base64,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')format("woff");}.ff12{font-family:ff12;line-height:0.916000;font-style:normal;font-weight:normal;visibility:visible;}
|
|
.m0{transform:matrix(0.250000,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.250000,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.250000,0.000000,0.000000,0.250000,0,0);}
|
|
.m1{transform:none;-ms-transform:none;-webkit-transform:none;}
|
|
.v0{vertical-align:0.000000px;}
|
|
.ls0{letter-spacing:0.000000px;}
|
|
.sc_{text-shadow:none;}
|
|
.sc0{text-shadow:-0.015em 0 transparent,0 0.015em transparent,0.015em 0 transparent,0 -0.015em transparent;}
|
|
@media screen and (-webkit-min-device-pixel-ratio:0){
|
|
.sc_{-webkit-text-stroke:0px transparent;}
|
|
.sc0{-webkit-text-stroke:0.015em transparent;text-shadow:none;}
|
|
}
|
|
.ws0{word-spacing:0.000000px;}
|
|
._3{margin-left:-5.454900px;}
|
|
._6{margin-left:-4.399514px;}
|
|
._13{margin-left:-2.974452px;}
|
|
._4{margin-left:-1.291162px;}
|
|
._9{width:1.778929px;}
|
|
._0{width:3.073600px;}
|
|
._d{width:10.858097px;}
|
|
._c{width:12.167618px;}
|
|
._b{width:13.270183px;}
|
|
._12{width:14.530921px;}
|
|
._5{width:15.589581px;}
|
|
._7{width:17.550234px;}
|
|
._14{width:18.550950px;}
|
|
._10{width:19.991809px;}
|
|
._a{width:21.002837px;}
|
|
._11{width:22.909110px;}
|
|
._2b{width:25.070054px;}
|
|
._16{width:26.500670px;}
|
|
._2a{width:27.855430px;}
|
|
._8{width:32.418280px;}
|
|
._15{width:33.775608px;}
|
|
._1{width:36.288314px;}
|
|
._18{width:37.658880px;}
|
|
._2{width:40.829100px;}
|
|
._2e{width:50.817358px;}
|
|
._28{width:52.682229px;}
|
|
._1d{width:61.385565px;}
|
|
._1c{width:62.501376px;}
|
|
._27{width:63.664990px;}
|
|
._2d{width:67.748370px;}
|
|
._1e{width:71.866220px;}
|
|
._1f{width:72.982031px;}
|
|
._25{width:84.084344px;}
|
|
._22{width:93.863641px;}
|
|
._21{width:95.067106px;}
|
|
._23{width:105.587611px;}
|
|
._24{width:121.545780px;}
|
|
._26{width:173.850160px;}
|
|
._20{width:184.311620px;}
|
|
._1a{width:187.177329px;}
|
|
._1b{width:197.657984px;}
|
|
._2f{width:688.789048px;}
|
|
._17{width:707.413094px;}
|
|
._30{width:1003.119979px;}
|
|
._2c{width:1166.274424px;}
|
|
._19{width:1303.642829px;}
|
|
._f{width:1353.328640px;}
|
|
._29{width:1371.452723px;}
|
|
._e{width:1396.797747px;}
|
|
.fcf{color:rgb(171,92,31);}
|
|
.fcd{color:rgb(61,122,122);}
|
|
.fc0{color:rgb(35,55,59);}
|
|
.fc1{color:rgb(250,250,250);}
|
|
.fc2{color:rgb(255,255,255);}
|
|
.fc8{color:rgb(102,102,102);}
|
|
.fcb{color:rgb(112,112,112);}
|
|
.fce{color:rgb(176,0,64);}
|
|
.fc3{color:rgb(57,75,79);}
|
|
.fc7{color:rgb(0,128,0);}
|
|
.fcc{color:rgb(156,102,0);}
|
|
.fc5{color:rgb(0,0,128);}
|
|
.fc4{color:rgb(0,0,255);}
|
|
.fc6{color:rgb(186,33,33);}
|
|
.fc9{color:rgb(16,136,110);}
|
|
.fca{color:rgb(173,34,49);}
|
|
.fs5{font-size:31.880400px;}
|
|
.fs6{font-size:35.865600px;}
|
|
.fs3{font-size:39.850400px;}
|
|
.fs7{font-size:43.636400px;}
|
|
.fs2{font-size:47.820800px;}
|
|
.fs4{font-size:57.384800px;}
|
|
.fs1{font-size:82.650000px;}
|
|
.fs0{font-size:99.148400px;}
|
|
.y0{bottom:-0.500000px;}
|
|
.ya9{bottom:2.233000px;}
|
|
.y28{bottom:6.749000px;}
|
|
.y85{bottom:7.160000px;}
|
|
.y8b{bottom:8.440000px;}
|
|
.y51{bottom:8.495000px;}
|
|
.y79{bottom:9.663000px;}
|
|
.y35{bottom:12.749000px;}
|
|
.yd{bottom:13.018000px;}
|
|
.ya8{bottom:13.117000px;}
|
|
.y67{bottom:16.923000px;}
|
|
.y50{bottom:22.243000px;}
|
|
.ya7{bottom:24.001000px;}
|
|
.y34{bottom:26.497000px;}
|
|
.yb4{bottom:28.826000px;}
|
|
.y71{bottom:29.077000px;}
|
|
.y19{bottom:29.906000px;}
|
|
.y1d{bottom:29.908000px;}
|
|
.y66{bottom:32.505000px;}
|
|
.ya6{bottom:34.885000px;}
|
|
.y27{bottom:39.050000px;}
|
|
.y4f{bottom:39.976000px;}
|
|
.y33{bottom:40.246000px;}
|
|
.y12{bottom:42.505000px;}
|
|
.y18{bottom:42.508000px;}
|
|
.y1c{bottom:42.510000px;}
|
|
.ybd{bottom:42.848000px;}
|
|
.yb3{bottom:44.407000px;}
|
|
.y5c{bottom:44.823000px;}
|
|
.ya5{bottom:45.769000px;}
|
|
.y70{bottom:45.815000px;}
|
|
.y92{bottom:47.496000px;}
|
|
.y65{bottom:48.086000px;}
|
|
.yc{bottom:48.828000px;}
|
|
.yc5{bottom:49.347000px;}
|
|
.y9a{bottom:49.781000px;}
|
|
.y84{bottom:49.829000px;}
|
|
.y3f{bottom:50.240000px;}
|
|
.y5{bottom:53.958000px;}
|
|
.y32{bottom:53.994000px;}
|
|
.y11{bottom:55.107000px;}
|
|
.y16{bottom:55.109000px;}
|
|
.y17{bottom:55.111000px;}
|
|
.y14{bottom:55.112000px;}
|
|
.y1b{bottom:55.113000px;}
|
|
.y26{bottom:55.762000px;}
|
|
.ybc{bottom:56.596000px;}
|
|
.ya4{bottom:56.654000px;}
|
|
.y5b{bottom:57.426000px;}
|
|
.y4e{bottom:57.710000px;}
|
|
.y91{bottom:61.244000px;}
|
|
.y6f{bottom:62.552000px;}
|
|
.y64{bottom:63.668000px;}
|
|
.y99{bottom:65.362000px;}
|
|
.y83{bottom:65.411000px;}
|
|
.y78{bottom:66.136000px;}
|
|
.ya3{bottom:67.538000px;}
|
|
.y10{bottom:67.710000px;}
|
|
.y15{bottom:67.711000px;}
|
|
.y13{bottom:67.714000px;}
|
|
.y1a{bottom:67.716000px;}
|
|
.yb{bottom:68.031000px;}
|
|
.y5a{bottom:70.029000px;}
|
|
.y4{bottom:70.633000px;}
|
|
.y31{bottom:70.706000px;}
|
|
.yab{bottom:72.452000px;}
|
|
.yb2{bottom:73.936000px;}
|
|
.ybb{bottom:74.630000px;}
|
|
.y4d{bottom:75.443000px;}
|
|
.y63{bottom:79.249000px;}
|
|
.y6e{bottom:79.289000px;}
|
|
.y77{bottom:79.884000px;}
|
|
.y3e{bottom:80.228000px;}
|
|
.y82{bottom:80.992000px;}
|
|
.y25{bottom:82.278000px;}
|
|
.y59{bottom:82.631000px;}
|
|
.y90{bottom:84.789000px;}
|
|
.yb1{bottom:89.518000px;}
|
|
.yc4{bottom:91.170000px;}
|
|
.ya2{bottom:91.907000px;}
|
|
.y43{bottom:94.023000px;}
|
|
.y4c{bottom:94.646000px;}
|
|
.y62{bottom:94.831000px;}
|
|
.ya{bottom:94.927000px;}
|
|
.y58{bottom:95.234000px;}
|
|
.y24{bottom:96.026000px;}
|
|
.y3d{bottom:96.268000px;}
|
|
.y8a{bottom:97.184000px;}
|
|
.y30{bottom:97.222000px;}
|
|
.y8f{bottom:98.538000px;}
|
|
.y6d{bottom:98.990000px;}
|
|
.y81{bottom:102.028000px;}
|
|
.y76{bottom:102.076000px;}
|
|
.ya1{bottom:102.791000px;}
|
|
.y46{bottom:103.356000px;}
|
|
.yc3{bottom:103.773000px;}
|
|
.y98{bottom:107.185000px;}
|
|
.yba{bottom:108.397000px;}
|
|
.y42{bottom:109.605000px;}
|
|
.y23{bottom:109.774000px;}
|
|
.y61{bottom:110.412000px;}
|
|
.y2f{bottom:110.970000px;}
|
|
.y8e{bottom:112.286000px;}
|
|
.y3c{bottom:112.307000px;}
|
|
.ya0{bottom:113.676000px;}
|
|
.y57{bottom:115.060000px;}
|
|
.yc2{bottom:116.376000px;}
|
|
.y4b{bottom:118.332000px;}
|
|
.y75{bottom:118.813000px;}
|
|
.yb0{bottom:119.047000px;}
|
|
.y97{bottom:119.788000px;}
|
|
.y6c{bottom:120.524000px;}
|
|
.yf{bottom:121.063000px;}
|
|
.yb9{bottom:122.145000px;}
|
|
.y22{bottom:123.523000px;}
|
|
.y9f{bottom:124.560000px;}
|
|
.y2e{bottom:124.718000px;}
|
|
.y9{bottom:124.860000px;}
|
|
.y41{bottom:125.186000px;}
|
|
.y60{bottom:125.994000px;}
|
|
.y89{bottom:127.430000px;}
|
|
.y3{bottom:128.033000px;}
|
|
.y80{bottom:128.160000px;}
|
|
.yc1{bottom:128.978000px;}
|
|
.y96{bottom:132.391000px;}
|
|
.y4a{bottom:133.914000px;}
|
|
.yaf{bottom:134.628000px;}
|
|
.y9e{bottom:135.444000px;}
|
|
.y74{bottom:135.550000px;}
|
|
.yb8{bottom:135.894000px;}
|
|
.y6b{bottom:137.261000px;}
|
|
.y45{bottom:137.727000px;}
|
|
.y36{bottom:138.248000px;}
|
|
.y8d{bottom:139.783000px;}
|
|
.y21{bottom:140.235000px;}
|
|
.y7f{bottom:140.763000px;}
|
|
.y2d{bottom:141.431000px;}
|
|
.y3b{bottom:142.295000px;}
|
|
.y5f{bottom:143.543000px;}
|
|
.y95{bottom:144.993000px;}
|
|
.y40{bottom:146.222000px;}
|
|
.y9d{bottom:146.328000px;}
|
|
.y56{bottom:147.538000px;}
|
|
.y88{bottom:148.190000px;}
|
|
.yae{bottom:150.210000px;}
|
|
.y73{bottom:152.287000px;}
|
|
.yb7{bottom:153.186000px;}
|
|
.y7e{bottom:153.365000px;}
|
|
.y49{bottom:153.480000px;}
|
|
.y6a{bottom:153.998000px;}
|
|
.yc0{bottom:154.184000px;}
|
|
.y8{bottom:154.598000px;}
|
|
.ye{bottom:155.434000px;}
|
|
.y86{bottom:156.026000px;}
|
|
.y9c{bottom:157.212000px;}
|
|
.y3a{bottom:158.335000px;}
|
|
.y5e{bottom:159.124000px;}
|
|
.y55{bottom:160.140000px;}
|
|
.y8c{bottom:162.677000px;}
|
|
.y2c{bottom:162.965000px;}
|
|
.y87{bottom:163.313000px;}
|
|
.y7d{bottom:165.968000px;}
|
|
.y2{bottom:166.158000px;}
|
|
.y20{bottom:166.751000px;}
|
|
.yaa{bottom:168.829000px;}
|
|
.y48{bottom:169.062000px;}
|
|
.y94{bottom:170.199000px;}
|
|
.y69{bottom:170.736000px;}
|
|
.y44{bottom:172.098000px;}
|
|
.y54{bottom:172.743000px;}
|
|
.y39{bottom:174.374000px;}
|
|
.y72{bottom:174.479000px;}
|
|
.ybf{bottom:175.317000px;}
|
|
.y2b{bottom:176.713000px;}
|
|
.y7c{bottom:178.571000px;}
|
|
.y1f{bottom:180.499000px;}
|
|
.yad{bottom:181.132000px;}
|
|
.y7{bottom:182.771000px;}
|
|
.y53{bottom:185.346000px;}
|
|
.y5d{bottom:185.640000px;}
|
|
.y1{bottom:186.781000px;}
|
|
.yb6{bottom:186.953000px;}
|
|
.y68{bottom:187.473000px;}
|
|
.y47{bottom:188.628000px;}
|
|
.y38{bottom:190.414000px;}
|
|
.y2a{bottom:190.462000px;}
|
|
.ybe{bottom:190.898000px;}
|
|
.y7b{bottom:191.173000px;}
|
|
.y93{bottom:191.332000px;}
|
|
.y9b{bottom:191.592000px;}
|
|
.y37{bottom:194.753000px;}
|
|
.yac{bottom:196.713000px;}
|
|
.y1e{bottom:197.211000px;}
|
|
.yb5{bottom:204.986000px;}
|
|
.y52{bottom:205.171000px;}
|
|
.y29{bottom:207.174000px;}
|
|
.y7a{bottom:210.153000px;}
|
|
.y6{bottom:236.149000px;}
|
|
.hb{height:22.093117px;}
|
|
.h11{height:22.124998px;}
|
|
.h7{height:23.910300px;}
|
|
.he{height:24.890726px;}
|
|
.h9{height:25.679770px;}
|
|
.h8{height:26.899200px;}
|
|
.h10{height:27.576477px;}
|
|
.hf{height:27.656178px;}
|
|
.h5{height:29.887800px;}
|
|
.hd{height:30.283662px;}
|
|
.ha{height:32.727300px;}
|
|
.h12{height:33.091994px;}
|
|
.h4{height:35.865600px;}
|
|
.hc{height:40.982426px;}
|
|
.h6{height:43.038600px;}
|
|
.h3{height:56.449950px;}
|
|
.h2{height:74.361300px;}
|
|
.h0{height:255.118000px;}
|
|
.h1{height:255.500000px;}
|
|
.w0{width:453.543000px;}
|
|
.w1{width:454.000000px;}
|
|
.x0{left:0.000000px;}
|
|
.x4{left:10.667000px;}
|
|
.x1{left:28.346000px;}
|
|
.x1b{left:31.335000px;}
|
|
.x1a{left:32.755000px;}
|
|
.x5{left:34.488000px;}
|
|
.x19{left:35.719000px;}
|
|
.x9{left:37.571000px;}
|
|
.x20{left:40.702000px;}
|
|
.x1e{left:42.006000px;}
|
|
.x21{left:43.690000px;}
|
|
.x10{left:47.761000px;}
|
|
.x6{left:50.486000px;}
|
|
.x28{left:53.858000px;}
|
|
.xb{left:57.408000px;}
|
|
.xa{left:60.394000px;}
|
|
.x22{left:64.612000px;}
|
|
.x11{left:66.477000px;}
|
|
.x1c{left:80.699000px;}
|
|
.x26{left:84.911000px;}
|
|
.x27{left:101.847000px;}
|
|
.x8{left:106.772000px;}
|
|
.x1f{left:121.195000px;}
|
|
.x2{left:141.259000px;}
|
|
.xd{left:165.851000px;}
|
|
.x15{left:167.664000px;}
|
|
.x12{left:175.202000px;}
|
|
.xc{left:178.348000px;}
|
|
.x14{left:181.765000px;}
|
|
.x13{left:214.489000px;}
|
|
.x23{left:228.590000px;}
|
|
.x24{left:231.579000px;}
|
|
.x25{left:252.500000px;}
|
|
.x18{left:294.188000px;}
|
|
.x17{left:298.686000px;}
|
|
.x16{left:307.351000px;}
|
|
.xe{left:316.110000px;}
|
|
.xf{left:324.672000px;}
|
|
.x3{left:378.705000px;}
|
|
.x1d{left:424.403000px;}
|
|
.x7{left:428.637000px;}
|
|
@media print{
|
|
.v0{vertical-align:0.000000pt;}
|
|
.ls0{letter-spacing:0.000000pt;}
|
|
.ws0{word-spacing:0.000000pt;}
|
|
._3{margin-left:-7.273200pt;}
|
|
._6{margin-left:-5.866018pt;}
|
|
._13{margin-left:-3.965936pt;}
|
|
._4{margin-left:-1.721549pt;}
|
|
._9{width:2.371905pt;}
|
|
._0{width:4.098134pt;}
|
|
._d{width:14.477463pt;}
|
|
._c{width:16.223490pt;}
|
|
._b{width:17.693578pt;}
|
|
._12{width:19.374562pt;}
|
|
._5{width:20.786108pt;}
|
|
._7{width:23.400311pt;}
|
|
._14{width:24.734600pt;}
|
|
._10{width:26.655745pt;}
|
|
._a{width:28.003782pt;}
|
|
._11{width:30.545480pt;}
|
|
._2b{width:33.426739pt;}
|
|
._16{width:35.334227pt;}
|
|
._2a{width:37.140573pt;}
|
|
._8{width:43.224373pt;}
|
|
._15{width:45.034144pt;}
|
|
._1{width:48.384419pt;}
|
|
._18{width:50.211840pt;}
|
|
._2{width:54.438800pt;}
|
|
._2e{width:67.756477pt;}
|
|
._28{width:70.242972pt;}
|
|
._1d{width:81.847420pt;}
|
|
._1c{width:83.335168pt;}
|
|
._27{width:84.886654pt;}
|
|
._2d{width:90.331160pt;}
|
|
._1e{width:95.821627pt;}
|
|
._1f{width:97.309375pt;}
|
|
._25{width:112.112459pt;}
|
|
._22{width:125.151521pt;}
|
|
._21{width:126.756141pt;}
|
|
._23{width:140.783482pt;}
|
|
._24{width:162.061040pt;}
|
|
._26{width:231.800213pt;}
|
|
._20{width:245.748827pt;}
|
|
._1a{width:249.569772pt;}
|
|
._1b{width:263.543979pt;}
|
|
._2f{width:918.385397pt;}
|
|
._17{width:943.217459pt;}
|
|
._30{width:1337.493305pt;}
|
|
._2c{width:1555.032565pt;}
|
|
._19{width:1738.190438pt;}
|
|
._f{width:1804.438187pt;}
|
|
._29{width:1828.603631pt;}
|
|
._e{width:1862.396996pt;}
|
|
.fs5{font-size:42.507200pt;}
|
|
.fs6{font-size:47.820800pt;}
|
|
.fs3{font-size:53.133867pt;}
|
|
.fs7{font-size:58.181867pt;}
|
|
.fs2{font-size:63.761067pt;}
|
|
.fs4{font-size:76.513067pt;}
|
|
.fs1{font-size:110.200000pt;}
|
|
.fs0{font-size:132.197867pt;}
|
|
.y0{bottom:-0.666667pt;}
|
|
.ya9{bottom:2.977333pt;}
|
|
.y28{bottom:8.998667pt;}
|
|
.y85{bottom:9.546667pt;}
|
|
.y8b{bottom:11.253333pt;}
|
|
.y51{bottom:11.326667pt;}
|
|
.y79{bottom:12.884000pt;}
|
|
.y35{bottom:16.998667pt;}
|
|
.yd{bottom:17.357333pt;}
|
|
.ya8{bottom:17.489333pt;}
|
|
.y67{bottom:22.564000pt;}
|
|
.y50{bottom:29.657333pt;}
|
|
.ya7{bottom:32.001333pt;}
|
|
.y34{bottom:35.329333pt;}
|
|
.yb4{bottom:38.434667pt;}
|
|
.y71{bottom:38.769333pt;}
|
|
.y19{bottom:39.874667pt;}
|
|
.y1d{bottom:39.877333pt;}
|
|
.y66{bottom:43.340000pt;}
|
|
.ya6{bottom:46.513333pt;}
|
|
.y27{bottom:52.066667pt;}
|
|
.y4f{bottom:53.301333pt;}
|
|
.y33{bottom:53.661333pt;}
|
|
.y12{bottom:56.673333pt;}
|
|
.y18{bottom:56.677333pt;}
|
|
.y1c{bottom:56.680000pt;}
|
|
.ybd{bottom:57.130667pt;}
|
|
.yb3{bottom:59.209333pt;}
|
|
.y5c{bottom:59.764000pt;}
|
|
.ya5{bottom:61.025333pt;}
|
|
.y70{bottom:61.086667pt;}
|
|
.y92{bottom:63.328000pt;}
|
|
.y65{bottom:64.114667pt;}
|
|
.yc{bottom:65.104000pt;}
|
|
.yc5{bottom:65.796000pt;}
|
|
.y9a{bottom:66.374667pt;}
|
|
.y84{bottom:66.438667pt;}
|
|
.y3f{bottom:66.986667pt;}
|
|
.y5{bottom:71.944000pt;}
|
|
.y32{bottom:71.992000pt;}
|
|
.y11{bottom:73.476000pt;}
|
|
.y16{bottom:73.478667pt;}
|
|
.y17{bottom:73.481333pt;}
|
|
.y14{bottom:73.482667pt;}
|
|
.y1b{bottom:73.484000pt;}
|
|
.y26{bottom:74.349333pt;}
|
|
.ybc{bottom:75.461333pt;}
|
|
.ya4{bottom:75.538667pt;}
|
|
.y5b{bottom:76.568000pt;}
|
|
.y4e{bottom:76.946667pt;}
|
|
.y91{bottom:81.658667pt;}
|
|
.y6f{bottom:83.402667pt;}
|
|
.y64{bottom:84.890667pt;}
|
|
.y99{bottom:87.149333pt;}
|
|
.y83{bottom:87.214667pt;}
|
|
.y78{bottom:88.181333pt;}
|
|
.ya3{bottom:90.050667pt;}
|
|
.y10{bottom:90.280000pt;}
|
|
.y15{bottom:90.281333pt;}
|
|
.y13{bottom:90.285333pt;}
|
|
.y1a{bottom:90.288000pt;}
|
|
.yb{bottom:90.708000pt;}
|
|
.y5a{bottom:93.372000pt;}
|
|
.y4{bottom:94.177333pt;}
|
|
.y31{bottom:94.274667pt;}
|
|
.yab{bottom:96.602667pt;}
|
|
.yb2{bottom:98.581333pt;}
|
|
.ybb{bottom:99.506667pt;}
|
|
.y4d{bottom:100.590667pt;}
|
|
.y63{bottom:105.665333pt;}
|
|
.y6e{bottom:105.718667pt;}
|
|
.y77{bottom:106.512000pt;}
|
|
.y3e{bottom:106.970667pt;}
|
|
.y82{bottom:107.989333pt;}
|
|
.y25{bottom:109.704000pt;}
|
|
.y59{bottom:110.174667pt;}
|
|
.y90{bottom:113.052000pt;}
|
|
.yb1{bottom:119.357333pt;}
|
|
.yc4{bottom:121.560000pt;}
|
|
.ya2{bottom:122.542667pt;}
|
|
.y43{bottom:125.364000pt;}
|
|
.y4c{bottom:126.194667pt;}
|
|
.y62{bottom:126.441333pt;}
|
|
.ya{bottom:126.569333pt;}
|
|
.y58{bottom:126.978667pt;}
|
|
.y24{bottom:128.034667pt;}
|
|
.y3d{bottom:128.357333pt;}
|
|
.y8a{bottom:129.578667pt;}
|
|
.y30{bottom:129.629333pt;}
|
|
.y8f{bottom:131.384000pt;}
|
|
.y6d{bottom:131.986667pt;}
|
|
.y81{bottom:136.037333pt;}
|
|
.y76{bottom:136.101333pt;}
|
|
.ya1{bottom:137.054667pt;}
|
|
.y46{bottom:137.808000pt;}
|
|
.yc3{bottom:138.364000pt;}
|
|
.y98{bottom:142.913333pt;}
|
|
.yba{bottom:144.529333pt;}
|
|
.y42{bottom:146.140000pt;}
|
|
.y23{bottom:146.365333pt;}
|
|
.y61{bottom:147.216000pt;}
|
|
.y2f{bottom:147.960000pt;}
|
|
.y8e{bottom:149.714667pt;}
|
|
.y3c{bottom:149.742667pt;}
|
|
.ya0{bottom:151.568000pt;}
|
|
.y57{bottom:153.413333pt;}
|
|
.yc2{bottom:155.168000pt;}
|
|
.y4b{bottom:157.776000pt;}
|
|
.y75{bottom:158.417333pt;}
|
|
.yb0{bottom:158.729333pt;}
|
|
.y97{bottom:159.717333pt;}
|
|
.y6c{bottom:160.698667pt;}
|
|
.yf{bottom:161.417333pt;}
|
|
.yb9{bottom:162.860000pt;}
|
|
.y22{bottom:164.697333pt;}
|
|
.y9f{bottom:166.080000pt;}
|
|
.y2e{bottom:166.290667pt;}
|
|
.y9{bottom:166.480000pt;}
|
|
.y41{bottom:166.914667pt;}
|
|
.y60{bottom:167.992000pt;}
|
|
.y89{bottom:169.906667pt;}
|
|
.y3{bottom:170.710667pt;}
|
|
.y80{bottom:170.880000pt;}
|
|
.yc1{bottom:171.970667pt;}
|
|
.y96{bottom:176.521333pt;}
|
|
.y4a{bottom:178.552000pt;}
|
|
.yaf{bottom:179.504000pt;}
|
|
.y9e{bottom:180.592000pt;}
|
|
.y74{bottom:180.733333pt;}
|
|
.yb8{bottom:181.192000pt;}
|
|
.y6b{bottom:183.014667pt;}
|
|
.y45{bottom:183.636000pt;}
|
|
.y36{bottom:184.330667pt;}
|
|
.y8d{bottom:186.377333pt;}
|
|
.y21{bottom:186.980000pt;}
|
|
.y7f{bottom:187.684000pt;}
|
|
.y2d{bottom:188.574667pt;}
|
|
.y3b{bottom:189.726667pt;}
|
|
.y5f{bottom:191.390667pt;}
|
|
.y95{bottom:193.324000pt;}
|
|
.y40{bottom:194.962667pt;}
|
|
.y9d{bottom:195.104000pt;}
|
|
.y56{bottom:196.717333pt;}
|
|
.y88{bottom:197.586667pt;}
|
|
.yae{bottom:200.280000pt;}
|
|
.y73{bottom:203.049333pt;}
|
|
.yb7{bottom:204.248000pt;}
|
|
.y7e{bottom:204.486667pt;}
|
|
.y49{bottom:204.640000pt;}
|
|
.y6a{bottom:205.330667pt;}
|
|
.yc0{bottom:205.578667pt;}
|
|
.y8{bottom:206.130667pt;}
|
|
.ye{bottom:207.245333pt;}
|
|
.y86{bottom:208.034667pt;}
|
|
.y9c{bottom:209.616000pt;}
|
|
.y3a{bottom:211.113333pt;}
|
|
.y5e{bottom:212.165333pt;}
|
|
.y55{bottom:213.520000pt;}
|
|
.y8c{bottom:216.902667pt;}
|
|
.y2c{bottom:217.286667pt;}
|
|
.y87{bottom:217.750667pt;}
|
|
.y7d{bottom:221.290667pt;}
|
|
.y2{bottom:221.544000pt;}
|
|
.y20{bottom:222.334667pt;}
|
|
.yaa{bottom:225.105333pt;}
|
|
.y48{bottom:225.416000pt;}
|
|
.y94{bottom:226.932000pt;}
|
|
.y69{bottom:227.648000pt;}
|
|
.y44{bottom:229.464000pt;}
|
|
.y54{bottom:230.324000pt;}
|
|
.y39{bottom:232.498667pt;}
|
|
.y72{bottom:232.638667pt;}
|
|
.ybf{bottom:233.756000pt;}
|
|
.y2b{bottom:235.617333pt;}
|
|
.y7c{bottom:238.094667pt;}
|
|
.y1f{bottom:240.665333pt;}
|
|
.yad{bottom:241.509333pt;}
|
|
.y7{bottom:243.694667pt;}
|
|
.y53{bottom:247.128000pt;}
|
|
.y5d{bottom:247.520000pt;}
|
|
.y1{bottom:249.041333pt;}
|
|
.yb6{bottom:249.270667pt;}
|
|
.y68{bottom:249.964000pt;}
|
|
.y47{bottom:251.504000pt;}
|
|
.y38{bottom:253.885333pt;}
|
|
.y2a{bottom:253.949333pt;}
|
|
.ybe{bottom:254.530667pt;}
|
|
.y7b{bottom:254.897333pt;}
|
|
.y93{bottom:255.109333pt;}
|
|
.y9b{bottom:255.456000pt;}
|
|
.y37{bottom:259.670667pt;}
|
|
.yac{bottom:262.284000pt;}
|
|
.y1e{bottom:262.948000pt;}
|
|
.yb5{bottom:273.314667pt;}
|
|
.y52{bottom:273.561333pt;}
|
|
.y29{bottom:276.232000pt;}
|
|
.y7a{bottom:280.204000pt;}
|
|
.y6{bottom:314.865333pt;}
|
|
.hb{height:29.457490pt;}
|
|
.h11{height:29.499997pt;}
|
|
.h7{height:31.880400pt;}
|
|
.he{height:33.187635pt;}
|
|
.h9{height:34.239693pt;}
|
|
.h8{height:35.865600pt;}
|
|
.h10{height:36.768636pt;}
|
|
.hf{height:36.874903pt;}
|
|
.h5{height:39.850400pt;}
|
|
.hd{height:40.378215pt;}
|
|
.ha{height:43.636400pt;}
|
|
.h12{height:44.122658pt;}
|
|
.h4{height:47.820800pt;}
|
|
.hc{height:54.643234pt;}
|
|
.h6{height:57.384800pt;}
|
|
.h3{height:75.266600pt;}
|
|
.h2{height:99.148400pt;}
|
|
.h0{height:340.157333pt;}
|
|
.h1{height:340.666667pt;}
|
|
.w0{width:604.724000pt;}
|
|
.w1{width:605.333333pt;}
|
|
.x0{left:0.000000pt;}
|
|
.x4{left:14.222667pt;}
|
|
.x1{left:37.794667pt;}
|
|
.x1b{left:41.780000pt;}
|
|
.x1a{left:43.673333pt;}
|
|
.x5{left:45.984000pt;}
|
|
.x19{left:47.625333pt;}
|
|
.x9{left:50.094667pt;}
|
|
.x20{left:54.269333pt;}
|
|
.x1e{left:56.008000pt;}
|
|
.x21{left:58.253333pt;}
|
|
.x10{left:63.681333pt;}
|
|
.x6{left:67.314667pt;}
|
|
.x28{left:71.810667pt;}
|
|
.xb{left:76.544000pt;}
|
|
.xa{left:80.525333pt;}
|
|
.x22{left:86.149333pt;}
|
|
.x11{left:88.636000pt;}
|
|
.x1c{left:107.598667pt;}
|
|
.x26{left:113.214667pt;}
|
|
.x27{left:135.796000pt;}
|
|
.x8{left:142.362667pt;}
|
|
.x1f{left:161.593333pt;}
|
|
.x2{left:188.345333pt;}
|
|
.xd{left:221.134667pt;}
|
|
.x15{left:223.552000pt;}
|
|
.x12{left:233.602667pt;}
|
|
.xc{left:237.797333pt;}
|
|
.x14{left:242.353333pt;}
|
|
.x13{left:285.985333pt;}
|
|
.x23{left:304.786667pt;}
|
|
.x24{left:308.772000pt;}
|
|
.x25{left:336.666667pt;}
|
|
.x18{left:392.250667pt;}
|
|
.x17{left:398.248000pt;}
|
|
.x16{left:409.801333pt;}
|
|
.xe{left:421.480000pt;}
|
|
.xf{left:432.896000pt;}
|
|
.x3{left:504.940000pt;}
|
|
.x1d{left:565.870667pt;}
|
|
.x7{left:571.516000pt;}
|
|
}
|
|
</style>
|
|
<script>
|
|
/*
|
|
Copyright 2012 Mozilla Foundation
|
|
Copyright 2013 Lu Wang <coolwanglu@gmail.com>
|
|
Apachine License Version 2.0
|
|
*/
|
|
(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;
|
|
var a=Object.create(e,{element:{value:this,writable:!1,enumerable:!0}});Object.defineProperty(this,"_classList",{value:a,writable:!1,enumerable:!1});return a},enumerable:!0})}})();
|
|
</script>
|
|
<script>
|
|
(function(){/*
|
|
pdf2htmlEX.js: Core UI functions for pdf2htmlEX
|
|
Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> and other contributors
|
|
https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
|
|
*/
|
|
var pdf2htmlEX=window.pdf2htmlEX=window.pdf2htmlEX||{},CSS_CLASS_NAMES={page_frame:"pf",page_content_box:"pc",page_data:"pi",background_image:"bi",link:"l",input_radio:"ir",__dummy__:"no comma"},DEFAULT_CONFIG={container_id:"page-container",sidebar_id:"sidebar",outline_id:"outline",loading_indicator_cls:"loading-indicator",preload_pages:3,render_timeout:100,scale_step:0.9,key_handler:!0,hashchange_handler:!0,view_history_handler:!0,__dummy__:"no comma"},EPS=1E-6;
|
|
function invert(a){var b=a[0]*a[3]-a[1]*a[2];return[a[3]/b,-a[1]/b,-a[2]/b,a[0]/b,(a[2]*a[5]-a[3]*a[4])/b,(a[1]*a[4]-a[0]*a[5])/b]}function transform(a,b){return[a[0]*b[0]+a[2]*b[1]+a[4],a[1]*b[0]+a[3]*b[1]+a[5]]}function get_page_number(a){return parseInt(a.getAttribute("data-page-no"),16)}function disable_dragstart(a){for(var b=0,c=a.length;b<c;++b)a[b].addEventListener("dragstart",function(){return!1},!1)}
|
|
function clone_and_extend_objs(a){for(var b={},c=0,e=arguments.length;c<e;++c){var h=arguments[c],d;for(d in h)h.hasOwnProperty(d)&&(b[d]=h[d])}return b}
|
|
function Page(a){if(a){this.shown=this.loaded=!1;this.page=a;this.num=get_page_number(a);this.original_height=a.clientHeight;this.original_width=a.clientWidth;var b=a.getElementsByClassName(CSS_CLASS_NAMES.page_content_box)[0];b&&(this.content_box=b,this.original_scale=this.cur_scale=this.original_height/b.clientHeight,this.page_data=JSON.parse(a.getElementsByClassName(CSS_CLASS_NAMES.page_data)[0].getAttribute("data-data")),this.ctm=this.page_data.ctm,this.ictm=invert(this.ctm),this.loaded=!0)}}
|
|
Page.prototype={hide:function(){this.loaded&&this.shown&&(this.content_box.classList.remove("opened"),this.shown=!1)},show:function(){this.loaded&&!this.shown&&(this.content_box.classList.add("opened"),this.shown=!0)},rescale:function(a){this.cur_scale=0===a?this.original_scale:a;this.loaded&&(a=this.content_box.style,a.msTransform=a.webkitTransform=a.transform="scale("+this.cur_scale.toFixed(3)+")");a=this.page.style;a.height=this.original_height*this.cur_scale+"px";a.width=this.original_width*this.cur_scale+
|
|
"px"},view_position:function(){var a=this.page,b=a.parentNode;return[b.scrollLeft-a.offsetLeft-a.clientLeft,b.scrollTop-a.offsetTop-a.clientTop]},height:function(){return this.page.clientHeight},width:function(){return this.page.clientWidth}};function Viewer(a){this.config=clone_and_extend_objs(DEFAULT_CONFIG,0<arguments.length?a:{});this.pages_loading=[];this.init_before_loading_content();var b=this;document.addEventListener("DOMContentLoaded",function(){b.init_after_loading_content()},!1)}
|
|
Viewer.prototype={scale:1,cur_page_idx:0,first_page_idx:0,init_before_loading_content:function(){this.pre_hide_pages()},initialize_radio_button:function(){for(var a=document.getElementsByClassName(CSS_CLASS_NAMES.input_radio),b=0;b<a.length;b++)a[b].addEventListener("click",function(){this.classList.toggle("checked")})},init_after_loading_content:function(){this.sidebar=document.getElementById(this.config.sidebar_id);this.outline=document.getElementById(this.config.outline_id);this.container=document.getElementById(this.config.container_id);
|
|
this.loading_indicator=document.getElementsByClassName(this.config.loading_indicator_cls)[0];for(var a=!0,b=this.outline.childNodes,c=0,e=b.length;c<e;++c)if("ul"===b[c].nodeName.toLowerCase()){a=!1;break}a||this.sidebar.classList.add("opened");this.find_pages();if(0!=this.pages.length){disable_dragstart(document.getElementsByClassName(CSS_CLASS_NAMES.background_image));this.config.key_handler&&this.register_key_handler();var h=this;this.config.hashchange_handler&&window.addEventListener("hashchange",
|
|
function(a){h.navigate_to_dest(document.location.hash.substring(1))},!1);this.config.view_history_handler&&window.addEventListener("popstate",function(a){a.state&&h.navigate_to_dest(a.state)},!1);this.container.addEventListener("scroll",function(){h.update_page_idx();h.schedule_render(!0)},!1);[this.container,this.outline].forEach(function(a){a.addEventListener("click",h.link_handler.bind(h),!1)});this.initialize_radio_button();this.render()}},find_pages:function(){for(var a=[],b={},c=this.container.childNodes,
|
|
e=0,h=c.length;e<h;++e){var d=c[e];d.nodeType===Node.ELEMENT_NODE&&d.classList.contains(CSS_CLASS_NAMES.page_frame)&&(d=new Page(d),a.push(d),b[d.num]=a.length-1)}this.pages=a;this.page_map=b},load_page:function(a,b,c){var e=this.pages;if(!(a>=e.length||(e=e[a],e.loaded||this.pages_loading[a]))){var e=e.page,h=e.getAttribute("data-page-url");if(h){this.pages_loading[a]=!0;var d=e.getElementsByClassName(this.config.loading_indicator_cls)[0];"undefined"===typeof d&&(d=this.loading_indicator.cloneNode(!0),
|
|
d.classList.add("active"),e.appendChild(d));var f=this,g=new XMLHttpRequest;g.open("GET",h,!0);g.onload=function(){if(200===g.status||0===g.status){var b=document.createElement("div");b.innerHTML=g.responseText;for(var d=null,b=b.childNodes,e=0,h=b.length;e<h;++e){var p=b[e];if(p.nodeType===Node.ELEMENT_NODE&&p.classList.contains(CSS_CLASS_NAMES.page_frame)){d=p;break}}b=f.pages[a];f.container.replaceChild(d,b.page);b=new Page(d);f.pages[a]=b;b.hide();b.rescale(f.scale);disable_dragstart(d.getElementsByClassName(CSS_CLASS_NAMES.background_image));
|
|
f.schedule_render(!1);c&&c(b)}delete f.pages_loading[a]};g.send(null)}void 0===b&&(b=this.config.preload_pages);0<--b&&(f=this,setTimeout(function(){f.load_page(a+1,b)},0))}},pre_hide_pages:function(){var a="@media screen{."+CSS_CLASS_NAMES.page_content_box+"{display:none;}}",b=document.createElement("style");b.styleSheet?b.styleSheet.cssText=a:b.appendChild(document.createTextNode(a));document.head.appendChild(b)},render:function(){for(var a=this.container,b=a.scrollTop,c=a.clientHeight,a=b-c,b=
|
|
b+c+c,c=this.pages,e=0,h=c.length;e<h;++e){var d=c[e],f=d.page,g=f.offsetTop+f.clientTop,f=g+f.clientHeight;g<=b&&f>=a?d.loaded?d.show():this.load_page(e):d.hide()}},update_page_idx:function(){var a=this.pages,b=a.length;if(!(2>b)){for(var c=this.container,e=c.scrollTop,c=e+c.clientHeight,h=-1,d=b,f=d-h;1<f;){var g=h+Math.floor(f/2),f=a[g].page;f.offsetTop+f.clientTop+f.clientHeight>=e?d=g:h=g;f=d-h}this.first_page_idx=d;for(var g=h=this.cur_page_idx,k=0;d<b;++d){var f=a[d].page,l=f.offsetTop+f.clientTop,
|
|
f=f.clientHeight;if(l>c)break;f=(Math.min(c,l+f)-Math.max(e,l))/f;if(d===h&&Math.abs(f-1)<=EPS){g=h;break}f>k&&(k=f,g=d)}this.cur_page_idx=g}},schedule_render:function(a){if(void 0!==this.render_timer){if(!a)return;clearTimeout(this.render_timer)}var b=this;this.render_timer=setTimeout(function(){delete b.render_timer;b.render()},this.config.render_timeout)},register_key_handler:function(){var a=this;window.addEventListener("DOMMouseScroll",function(b){if(b.ctrlKey){b.preventDefault();var c=a.container,
|
|
e=c.getBoundingClientRect(),c=[b.clientX-e.left-c.clientLeft,b.clientY-e.top-c.clientTop];a.rescale(Math.pow(a.config.scale_step,b.detail),!0,c)}},!1);window.addEventListener("keydown",function(b){var c=!1,e=b.ctrlKey||b.metaKey,h=b.altKey;switch(b.keyCode){case 61:case 107:case 187:e&&(a.rescale(1/a.config.scale_step,!0),c=!0);break;case 173:case 109:case 189:e&&(a.rescale(a.config.scale_step,!0),c=!0);break;case 48:e&&(a.rescale(0,!1),c=!0);break;case 33:h?a.scroll_to(a.cur_page_idx-1):a.container.scrollTop-=
|
|
a.container.clientHeight;c=!0;break;case 34:h?a.scroll_to(a.cur_page_idx+1):a.container.scrollTop+=a.container.clientHeight;c=!0;break;case 35:a.container.scrollTop=a.container.scrollHeight;c=!0;break;case 36:a.container.scrollTop=0,c=!0}c&&b.preventDefault()},!1)},rescale:function(a,b,c){var e=this.scale;this.scale=a=0===a?1:b?e*a:a;c||(c=[0,0]);b=this.container;c[0]+=b.scrollLeft;c[1]+=b.scrollTop;for(var h=this.pages,d=h.length,f=this.first_page_idx;f<d;++f){var g=h[f].page;if(g.offsetTop+g.clientTop>=
|
|
c[1])break}g=f-1;0>g&&(g=0);var g=h[g].page,k=g.clientWidth,f=g.clientHeight,l=g.offsetLeft+g.clientLeft,m=c[0]-l;0>m?m=0:m>k&&(m=k);k=g.offsetTop+g.clientTop;c=c[1]-k;0>c?c=0:c>f&&(c=f);for(f=0;f<d;++f)h[f].rescale(a);b.scrollLeft+=m/e*a+g.offsetLeft+g.clientLeft-m-l;b.scrollTop+=c/e*a+g.offsetTop+g.clientTop-c-k;this.schedule_render(!0)},fit_width:function(){var a=this.cur_page_idx;this.rescale(this.container.clientWidth/this.pages[a].width(),!0);this.scroll_to(a)},fit_height:function(){var a=this.cur_page_idx;
|
|
this.rescale(this.container.clientHeight/this.pages[a].height(),!0);this.scroll_to(a)},get_containing_page:function(a){for(;a;){if(a.nodeType===Node.ELEMENT_NODE&&a.classList.contains(CSS_CLASS_NAMES.page_frame)){a=get_page_number(a);var b=this.page_map;return a in b?this.pages[b[a]]:null}a=a.parentNode}return null},link_handler:function(a){var b=a.target,c=b.getAttribute("data-dest-detail");if(c){if(this.config.view_history_handler)try{var e=this.get_current_view_hash();window.history.replaceState(e,
|
|
"","#"+e);window.history.pushState(c,"","#"+c)}catch(h){}this.navigate_to_dest(c,this.get_containing_page(b));a.preventDefault()}},navigate_to_dest:function(a,b){try{var c=JSON.parse(a)}catch(e){return}if(c instanceof Array){var h=c[0],d=this.page_map;if(h in d){for(var f=d[h],h=this.pages[f],d=2,g=c.length;d<g;++d){var k=c[d];if(null!==k&&"number"!==typeof k)return}for(;6>c.length;)c.push(null);var g=b||this.pages[this.cur_page_idx],d=g.view_position(),d=transform(g.ictm,[d[0],g.height()-d[1]]),
|
|
g=this.scale,l=[0,0],m=!0,k=!1,n=this.scale;switch(c[1]){case "XYZ":l=[null===c[2]?d[0]:c[2]*n,null===c[3]?d[1]:c[3]*n];g=c[4];if(null===g||0===g)g=this.scale;k=!0;break;case "Fit":case "FitB":l=[0,0];k=!0;break;case "FitH":case "FitBH":l=[0,null===c[2]?d[1]:c[2]*n];k=!0;break;case "FitV":case "FitBV":l=[null===c[2]?d[0]:c[2]*n,0];k=!0;break;case "FitR":l=[c[2]*n,c[5]*n],m=!1,k=!0}if(k){this.rescale(g,!1);var p=this,c=function(a){l=transform(a.ctm,l);m&&(l[1]=a.height()-l[1]);p.scroll_to(f,l)};h.loaded?
|
|
c(h):(this.load_page(f,void 0,c),this.scroll_to(f))}}}},scroll_to:function(a,b){var c=this.pages;if(!(0>a||a>=c.length)){c=c[a].view_position();void 0===b&&(b=[0,0]);var e=this.container;e.scrollLeft+=b[0]-c[0];e.scrollTop+=b[1]-c[1]}},get_current_view_hash:function(){var a=[],b=this.pages[this.cur_page_idx];a.push(b.num);a.push("XYZ");var c=b.view_position(),c=transform(b.ictm,[c[0],b.height()-c[1]]);a.push(c[0]/this.scale);a.push(c[1]/this.scale);a.push(this.scale);return JSON.stringify(a)}};
|
|
pdf2htmlEX.Viewer=Viewer;})();
|
|
</script>
|
|
<script>
|
|
try{
|
|
pdf2htmlEX.defaultViewer = new pdf2htmlEX.Viewer({});
|
|
}catch(e){}
|
|
</script>
|
|
<title></title>
|
|
</head>
|
|
<body>
|
|
<div id="sidebar">
|
|
<div id="outline">
|
|
<ul><li><a class="l" href="#pf3" data-dest-detail='[3,"XYZ",28.346,255.118,null]'>Books and References</a></li><li><a class="l" href="#pf8" data-dest-detail='[8,"XYZ",28.346,255.118,null]'>Slide Legend</a></li><li><a class="l" href="#pfb" data-dest-detail='[11,"XYZ",28.346,255.118,null]'>What Editor/ IDE/Compiler Should I Use?</a></li><li><a class="l" href="#pf12" data-dest-detail='[18,"XYZ",28.346,255.118,null]'>How to compile?</a></li><li><a class="l" href="#pf16" data-dest-detail='[22,"XYZ",28.346,255.118,null]'>Hello World</a><ul><li><a class="l" href="#pf19" data-dest-detail='[25,"XYZ",28.346,228.21,null]'>I/O Stream</a></li></ul></li></ul></div>
|
|
</div>
|
|
<div id="page-container">
|
|
<div id="pf1" class="pf w0 h0" data-page-no="1"><div class="pc pc1 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">Mo<span class="_ _0"></span>dern<span class="_ _1"> </span>C++</div><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Programming</div><div class="t m0 x2 h3 y3 ff2 fs1 fc0 sc0 ls0 ws0">1a.<span class="_ _2"> </span>Prep<span class="_ _3"></span>ara<span class="_ _3"></span>tion</div><div class="t m0 x1 h4 y4 ff3 fs2 fc0 sc0 ls0 ws0">F<span class="_ _4"></span>ederico<span class="_ _5"> </span>Busato</div><div class="t m0 x3 h5 y5 ff4 fs3 fc0 sc0 ls0 ws0">2024-03-29</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
|
<div id="pf2" class="pf w0 h0" data-page-no="2"><div class="pc pc2 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">T<span class="_ _6"></span>able<span class="_ _7"> </span>of<span class="_ _7"> </span>Contents</div><div class="t m0 x5 h6 y7 ff1 fs3 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span><span class="fs4 fc0">Bo<span class="_ _9"></span>oks<span class="_ _a"> </span>and<span class="_ _a"> </span>References</span></div><div class="t m0 x5 h6 y8 ff1 fs3 fc2 sc0 ls0 ws0">2<span class="_ _8"> </span><span class="fs4 fc0">Slide<span class="_ _a"> </span>Legend</span></div><div class="t m0 x5 h6 y9 ff1 fs3 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span><span class="fs4 fc0">What<span class="_ _a"> </span>Edito<span class="_ _4"></span>r/<span class="_ _a"> </span>IDE/Compiler<span class="_ _a"> </span>Should<span class="_ _a"> </span>I<span class="_ _a"> </span>Use?</span></div><div class="t m0 x5 h6 ya ff1 fs3 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span><span class="fs4 fc0">Ho<span class="_ _4"></span>w<span class="_ _a"> </span>to<span class="_ _a"> </span>compile?</span></div><div class="t m0 x5 h6 yb ff1 fs3 fc2 sc0 ls0 ws0">5<span class="_ _8"> </span><span class="fs4 fc0">Hello<span class="_ _a"> </span>W<span class="_ _4"></span>o<span class="_ _4"></span>rld</span></div><div class="t m0 x6 h5 yc ff4 fs3 fc0 sc0 ls0 ws0">I/O<span class="_ _b"> </span>Stream</div><div class="t m0 x7 h7 yd ff5 fs5 fc0 sc0 ls0 ws0">1/22</div><a class="l" href="#pf3" data-dest-detail='[3,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:47.076000px;bottom:179.948000px;width:147.230000px;height:13.782000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf8" data-dest-detail='[8,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:47.076000px;bottom:150.813000px;width:85.717000px;height:14.744000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfb" data-dest-detail='[11,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:47.076000px;bottom:120.277000px;width:284.685000px;height:16.145000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf12" data-dest-detail='[18,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:47.076000px;bottom:91.141000px;width:113.236000px;height:14.745000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf16" data-dest-detail='[22,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:47.076000px;bottom:65.208000px;width:80.179000px;height:13.782000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf19" data-dest-detail='[25,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:49.490000px;bottom:45.341000px;width:50.062000px;height:11.955000px;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>
|
|
<div id="pf3" class="pf w0 h0" data-page-no="3"><div class="pc pc3 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x8 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Bo<span class="_ _0"></span>oks<span class="_ _1"> </span>and</div><div class="t m0 x8 h2 yf ff1 fs0 fc0 sc0 ls0 ws0">References</div><a class="l" href="#pf3" data-dest-detail='[3,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:105.775000px;bottom:154.437000px;width:241.993000px;height:19.206000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3" data-dest-detail='[3,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:105.775000px;bottom:120.066000px;width:124.123000px;height:19.206000px;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>
|
|
<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="" src="data:image/png;base64,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"/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">Suggested<span class="_ _7"> </span>Bo<span class="_ _9"></span>oks</div><div class="t m0 x9 h8 y10 ff1 fs6 fc0 sc0 ls0 ws0">Programming<span class="_ _b"> </span>and<span class="_ _b"> </span>Principles</div><div class="t m0 xa h8 y11 ff1 fs6 fc0 sc0 ls0 ws0">using<span class="_ _b"> </span>C++<span class="_ _c"> </span><span class="ff6">(2nd)</span></div><div class="t m0 xb h8 y12 ff7 fs6 fc0 sc0 ls0 ws0">B.<span class="_ _c"> </span>Stroustrup<span class="ff6">,<span class="_ _c"> </span>2014</span></div><div class="t m0 xc h8 y13 ff1 fs6 fc0 sc0 ls0 ws0">Professional<span class="_ _c"> </span>C++<span class="_ _b"> </span><span class="ff6">(5th)</span></div><div class="t m0 xd h8 y14 ff7 fs6 fc0 sc0 ls0 ws0">S.<span class="_ _c"> </span>J.<span class="_ _c"> </span>Klep<span class="_ _9"></span>er,<span class="_ _c"> </span>N.<span class="_ _c"> </span>A.<span class="_ _c"> </span>Solter<span class="ff6">,<span class="_ _c"> </span>2021</span></div><div class="t m0 xe h8 y10 ff1 fs6 fc0 sc0 ls0 ws0">Absolute<span class="_ _c"> </span>C++<span class="_ _b"> </span><span class="ff6">(6th)</span></div><div class="t m0 xf h8 y11 ff7 fs6 fc0 sc0 ls0 ws0">W.<span class="_ _c"> </span>Savitch<span class="ff6">,<span class="_ _c"> </span>2015</span></div><div class="t m0 x7 h7 yd ff5 fs5 fc0 sc0 ls0 ws0">2/22</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
|
<div id="pf5" class="pf w0 h0" data-page-no="5"><div class="pc pc5 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">Mo<span class="_ _4"></span>re<span class="_ _7"> </span>A<span class="_ _4"></span>dvanced<span class="_ _7"> </span>Bo<span class="_ _9"></span>oks</div><div class="t m0 x10 h8 y15 ff1 fs6 fc0 sc0 ls0 ws0">Effective<span class="_ _c"> </span>Mo<span class="_ _9"></span>dern<span class="_ _b"> </span>C++</div><div class="t m0 x11 h8 y16 ff7 fs6 fc0 sc0 ls0 ws0">S.<span class="_ _c"> </span>Meyer<span class="ff6">,<span class="_ _c"> </span>2014</span></div><div class="t m0 x12 h8 y13 ff1 fs6 fc0 sc0 ls0 ws0">Emb<span class="_ _4"></span>racing<span class="_ _b"> </span>Mo<span class="_ _9"></span>dern<span class="_ _c"> </span>C++</div><div class="t m0 x13 h8 y17 ff1 fs6 fc0 sc0 ls0 ws0">Safely</div><div class="t m0 x14 h9 y18 ff7 fs6 fc0 sc0 ls0 ws0">J.<span class="_ _c"> </span>Lakos,<span class="_ _c"> </span>V.<span class="_ _c"> </span>Romeo,<span class="_ _c"> </span>R.</div><div class="t m0 x15 h8 y19 ff7 fs6 fc0 sc0 ls0 ws0">Khlebnik<span class="_ _4"></span>ov,<span class="_ _c"> </span>A.<span class="_ _c"> </span>Meredith<span class="ff6">,<span class="_ _c"> </span>2021</span></div><div class="t m0 x16 h8 y1a ff1 fs6 fc0 sc0 ls0 ws0">Beautiful<span class="_ _c"> </span>C++:<span class="_ _7"> </span>30<span class="_ _b"> </span>Core</div><div class="t m0 x17 h8 y1b ff1 fs6 fc0 sc0 ls0 ws0">Guidelines<span class="_ _c"> </span>for<span class="_ _c"> </span>Writing<span class="_ _c"> </span>Clean,</div><div class="t m0 xe h8 y1c ff1 fs6 fc0 sc0 ls0 ws0">Safe,<span class="_ _c"> </span>and<span class="_ _b"> </span>Fast<span class="_ _c"> </span>Co<span class="_ _9"></span>de</div><div class="t m0 x18 h8 y1d ff7 fs6 fc0 sc0 ls0 ws0">J.<span class="_ _c"> </span>G.<span class="_ _d"> </span>Davidson,<span class="_ _d"> </span>K.<span class="_ _c"> </span>Gregory<span class="ff6">,<span class="_ _d"> </span>2021</span></div><div class="t m0 x7 h7 yd ff5 fs5 fc0 sc0 ls0 ws0">3/22</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
|
<div id="pf6" class="pf w0 h0" data-page-no="6"><div class="pc pc6 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA4wAAAH/CAIAAACTgcSzAAAACXBIWXMAABYlAAAWJQFJUiTwAAAIfklEQVR42u3ZsQkCMRiG4YtcsHQGsXICEWvhVrBwHpdwAwtnECwcwg2srvJMEzsHsJD/8HkmCF+alyQtVpsGAADCuN+uEysAABCNSAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEA4COVUqwAAEAcOWcvqQAAhCNSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqSYAAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSTQAAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAARCoAAOPSjuWgz2HodnsXBuNyOZ+MAMAXUinFCgAAxJFz9t0PAEA4IhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAAPiptj/MrfA/HtujEQCA4JbrLqXZtPavpqm1GgQAgBDeA/MdApvyD4EAAAAASUVORK5CYII="/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">References<span class="_ _e"> </span>1/3</div><div class="t m0 x1 ha y1e ff1 fs7 fc0 sc0 ls0 ws0">(Un)official<span class="_ _5"> </span>C++<span class="_ _5"> </span>reference:*</div><div class="t m0 x9 h5 y1f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">en.cppreference.com</span></div><div class="t m0 x9 h5 y20 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">C++<span class="_ _a"> </span>Standard<span class="_ _a"> </span>Draft</span></div><div class="t m0 x1 ha y21 ff1 fs7 fc0 sc0 ls0 ws0">T<span class="_ _6"></span>utorials:</div><div class="t m0 x9 h5 y22 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">www.learncpp.com</span></div><div class="t m0 x9 h5 y23 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">www.tutorialspoint.com/cplusplus</span></div><div class="t m0 x9 h5 y24 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">en.wikibooks.org/wiki/C++</span></div><div class="t m0 x9 h5 y25 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">yet<span class="_ _a"> </span>another<span class="_ _a"> </span>insignificant...programming<span class="_ _a"> </span>notes</span></div><div class="t m0 x1 ha y26 ff1 fs7 fc0 sc0 ls0 ws0">Other<span class="_ _5"> </span>resources:</div><div class="t m0 x9 h5 y27 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">stackoverflow.com/questions/tagged/c++</span></div><div class="t m0 x19 h8 y28 ff1 fs6 fc3 sc0 ls0 ws0">*<span class="_ _c"> </span><span class="ff6">The<span class="_ _c"> </span>full<span class="_ _c"> </span>C++<span class="_ _c"> </span>standard<span class="_ _d"> </span>draft<span class="_ _b"> </span>can<span class="_ _c"> </span>b<span class="_ _9"></span>e<span class="_ _d"> </span>found<span class="_ _c"> </span>at<span class="_ _c"> </span><span class="ffa">eel.is/c++draft/full<span class="_ _b"> </span></span>(32<span class="_ _c"> </span>MB!)</span></div><div class="t m0 x7 h7 yd ff5 fs5 fc0 sc0 ls0 ws0">4/22</div><a class="l" href="https://en.cppreference.com/w/"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:177.289000px;width:101.370000px;height:10.174000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://timsong-cpp.github.io/cppwp/"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:165.754000px;width:96.140000px;height:7.961000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="http://www.learncpp.com"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:120.313000px;width:85.679000px;height:10.174000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="http://www.tutorialspoint.com/cplusplus"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:106.564000px;width:169.365000px;height:11.125000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://en.wikibooks.org/wiki/C%2B%2B_Programming"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:92.816000px;width:132.752000px;height:11.125000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://www3.ntu.edu.sg/home/ehchua/programming/index.html"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:79.068000px;width:237.360000px;height:10.174000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://stackoverflow.com/questions/tagged/c%2b%2b"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:35.840000px;width:200.747000px;height:11.125000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://eel.is/c++draft/full"><div class="d m1" style="border-style:none;position:absolute;left:220.942000px;bottom:3.511000px;width:96.139000px;height:11.905000px;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>
|
|
<div id="pf7" class="pf w0 h0" data-page-no="7"><div class="pc pc7 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">References<span class="_ _e"> </span>3/3</div><div class="t m0 x1 ha y29 ff1 fs7 fc0 sc0 ls0 ws0">News:</div><div class="t m0 x9 h5 y2a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">isocpp.org<span class="_ _b"> </span><span class="ff4">(Standard<span class="_ _c"> </span>C++<span class="_ _b"> </span>Foundation)</span></span></div><div class="t m0 x9 h5 y2b ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">cpp.libhunt.com/newsletter/archive</span></div><div class="t m0 x9 h5 y2c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">www.meetingcpp.com/blog/blogroll/</span></div><div class="t m0 x1 ha y2d ff1 fs7 fc0 sc0 ls0 ws0">Main<span class="_ _5"> </span>conferences:</div><div class="t m0 x9 h5 y2e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">www.meetingcpp.com<span class="_ _b"> </span><span class="ff4">(slides)</span></span></div><div class="t m0 x9 h5 y2f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">cppcon.org<span class="_ _b"> </span><span class="ff4">(slides)</span></span></div><div class="t m0 x9 h5 y30 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">isocpp.com<span class="_ _a"> </span>conference<span class="_ _a"> </span>list</span></div><div class="t m0 x1 ha y31 ff1 fs7 fc0 sc0 ls0 ws0">Co<span class="_ _9"></span>ding<span class="_ _5"> </span>exercises<span class="_ _5"> </span>and<span class="_ _5"> </span>other<span class="_ _7"> </span>resources:</div><div class="t m0 x9 h5 y32 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">www.hackerrank.com/domains/cpp</span></div><div class="t m0 x9 h5 y33 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">leetcode.com/problemset/algorithms</span></div><div class="t m0 x9 h5 y34 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">open.kattis.com</span></div><div class="t m0 x9 h5 y35 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff9">cpppatterns.com</span></div><div class="t m0 x7 h7 yd ff5 fs5 fc0 sc0 ls0 ws0">5/22</div><a class="l" href="https://isocpp.org/"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:186.975000px;width:54.297000px;height:11.955000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://cpp.libhunt.com/newsletter/archive"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:173.503000px;width:179.826000px;height:11.125000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="http://www.meetingcpp.com/blog/blogroll/"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:159.755000px;width:174.595000px;height:11.125000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="http://www.meetingcpp.com"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:121.231000px;width:96.140000px;height:11.956000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://meetingcpp.com/mcpp/slides/"><div class="d m1" style="border-style:none;position:absolute;left:146.636000px;bottom:121.231000px;width:31.715000px;height:11.956000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://cppcon.org"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:107.483000px;width:54.297000px;height:11.955000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://github.com/CppCon"><div class="d m1" style="border-style:none;position:absolute;left:104.793000px;bottom:107.483000px;width:31.715000px;height:11.955000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://isocpp.org/wiki/faq/conferences-worldwide"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:94.011000px;width:137.983000px;height:10.175000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="http://www.hackerrank.com/domains/cpp"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:50.784000px;width:158.904000px;height:11.125000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://leetcode.com/problemset/algorithms/"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:37.035000px;width:179.826000px;height:11.125000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://open.kattis.com/"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:23.287000px;width:80.449000px;height:10.175000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://cpppatterns.com/"><div class="d m1" style="border-style:none;position:absolute;left:49.168000px;bottom:9.539000px;width:80.449000px;height:9.810000px;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>
|
|
<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,iVBORw0KGgoAAAANSUhEUgAAA4wAAAH/CAIAAACTgcSzAAAACXBIWXMAABYlAAAWJQFJUiTwAAAIXElEQVR42u3ZwQnCUBBF0f/FwaU1CJaQDiS1pQk7dJWls/lpIRAhI5xTwltdeD0zGwAAlBERFysAAFCNSAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKSaAAAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAABEKgAAf+ZqAs61Lg8jHPeZ30YAfus5vYzAiXpmWgEAgDoiwt0PAEA5IhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJFqAgAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQBApAIAIFIBAGCP3u+3sX5bG2NYAwCAEjZWAxP17B0P5QAAAABJRU5ErkJggg=="/><div class="t m0 x8 h2 y36 ff1 fs0 fc0 sc0 ls0 ws0">Slide<span class="_ _1"> </span>Legend</div><a class="l" href="#pf8" data-dest-detail='[8,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:105.775000px;bottom:132.432000px;width:146.650000px;height:24.026000px;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>
|
|
<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,iVBORw0KGgoAAAANSUhEUgAAA4wAAAH/CAIAAACTgcSzAAAACXBIWXMAABYlAAAWJQFJUiTwAAAIeElEQVR42u3ZoQ0CMRiG4ZZcg2QGgroJCCEIBAmbsQS7IECwAYYNUCepKQ6JQvwHzzNB89W8afNiuU4AABDG/XqZWAEAgGhEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAb7nWagUAAOIopXhJBQAgHJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBINQEAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBAOCDzgTwFf1mO+rz384nlwhAHLnWagUAAOIopfjuBwAgHJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQBApAIAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBINQEAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAAEKkAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBAECkAgAgUgEAQKQCACBSAQBApAIAIFIBAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQAAkQoAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAEQqAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAACIVAAARCoAAIhUAABEKgAAiFQAAEQqAACIVAAARCoAAIhUAAAQqQAAiFQAABCpAACIVAAAEKkAAIhUAAAQqQAAIFIBABCpAAAgUgEAEKkAACBSAQAQqQAAIFIBABCpAAAgUgEAQKQCACBSAQBApAIAIFIBAECkAgAgUgEAQKQCAIBIBQBApAIAgEgFAECkAgCASAUAQKQCAIBIBQBApAIAgEgFAACRCgCASAUAAJEKAIBIBQAAkQoAgEgFAACRCgAAIhUAAJEKAAAiFQAAkQoAACIVAACRCgAAIhUAAJEKAAAiFQAARCoAACIVAABEKgAAIhUAAEQqAAAiFQAARCoAAP+uGw5zK/DbHrujEQBgRPrVPufZtA3PlFprBgEAIIQXqWYaAszumMsAAAAASUVORK5CYII="/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">Slide<span class="_ _7"> </span>Legend<span class="_ _f"> </span>1/2</div><div class="t m0 x19 hb y37 ffb fs5 fc0 sc0 ls0 ws0">⋆</div><div class="t m0 x6 h4 y38 ff1 fs2 fc0 sc0 ls0 ws0">A<span class="_ _4"></span>dvanced<span class="_ _7"> </span>Concepts<span class="ffc">.<span class="_ _a"> </span><span class="ff3">In<span class="_ _5"> </span>general,<span class="_ _5"> </span>they<span class="_ _5"> </span>a<span class="_ _4"></span>re<span class="_ _5"> </span>not<span class="_ _5"> </span>fundamental<span class="ffc">.<span class="_ _a"> </span>They<span class="_ _5"> </span>can<span class="_ _5"> </span>be</span></span></span></div><div class="t m0 x6 h4 y39 ffc fs2 fc0 sc0 ls0 ws0">related<span class="_ _5"> </span>to<span class="_ _5"> </span>very<span class="_ _5"> </span>sp<span class="_ _9"></span>ecific<span class="_ _5"> </span>aspects<span class="_ _5"> </span>of<span class="_ _5"> </span>the<span class="_ _5"> </span>language<span class="_ _5"> </span>or<span class="_ _5"> </span>p<span class="_ _4"></span>rovide<span class="_ _5"> </span>a<span class="_ _5"> </span>deep<span class="_ _9"></span>er</div><div class="t m0 x6 h4 y3a ffc fs2 fc0 sc0 ls0 ws0">explo<span class="_ _4"></span>ration<span class="_ _5"> </span>of<span class="_ _5"> </span>C++<span class="_ _5"> </span>features.</div><div class="t m0 x6 h4 y3b ff3 fs2 fc0 sc0 ls0 ws0">A<span class="_ _5"> </span>b<span class="_ _9"></span>eginner<span class="_ _5"> </span>reader<span class="_ _5"> </span>should<span class="_ _5"> </span>skip<span class="_ _5"> </span>these<span class="_ _5"> </span>sections/slides</div><div class="t m0 x1a h4 y3c ffb fs2 fc0 sc0 ls0 ws0">⇝<span class="_ _a"> </span><span class="ff1">See<span class="_ _7"> </span>next<span class="ffc">.<span class="_ _a"> </span>C++<span class="_ _5"> </span>concepts<span class="_ _5"> </span>are<span class="_ _5"> </span>closely<span class="_ _5"> </span>link<span class="_ _4"></span>ed,<span class="_ _5"> </span>and<span class="_ _5"> </span>it<span class="_ _5"> </span>is<span class="_ _5"> </span>almost<span class="_ _5"> </span>impossible<span class="_ _5"> </span>to</span></span></div><div class="t m0 x6 h4 y3d ffc fs2 fc0 sc0 ls0 ws0">find<span class="_ _5"> </span>a<span class="_ _5"> </span>w<span class="_ _4"></span>a<span class="_ _4"></span>y<span class="_ _5"> </span>to<span class="_ _5"> </span>explain<span class="_ _5"> </span>them<span class="_ _5"> </span>without<span class="_ _5"> </span>referring<span class="_ _5"> </span>to<span class="_ _5"> </span>future<span class="_ _5"> </span>topics.<span class="_ _a"> </span>These<span class="_ _5"> </span>slides</div><div class="t m0 x6 h4 y3e ffc fs2 fc0 sc0 ls0 ws0">should<span class="_ _5"> </span>b<span class="_ _9"></span>e<span class="_ _5"> </span>revisited<span class="_ _5"> </span>after<span class="_ _5"> </span>reading<span class="_ _5"> </span>the<span class="_ _5"> </span>suggested<span class="_ _5"> </span>topic</div><div class="t m0 x1a hc y3f ffd fs2 fc0 sc0 ls0 ws0"><span class="_ _a"> </span><span class="ff1">Homewo<span class="_ _4"></span>rk<span class="ffc">.<span class="_ _10"> </span>The<span class="_ _5"> </span>slide<span class="_ _5"> </span>contains<span class="_ _5"> </span>questions/exercises<span class="_ _5"> </span>fo<span class="_ _4"></span>r<span class="_ _5"> </span>the<span class="_ _5"> </span>reader</span></span></div><div class="t m0 x7 h7 yd ff5 fs5 fc0 sc0 ls0 ws0">6/22</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
|
<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 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">Slide<span class="_ _7"> </span>Legend<span class="_ _f"> </span>2/2</div><div class="t m0 x1b hd y40 ff9 fs7 fc0 sc0 ls0 ws0">this<span class="_ _11"> </span>is<span class="_ _11"> </span>a<span class="_ _11"> </span>code<span class="_ _11"> </span>section</div><div class="t m0 x1 ha y41 ff4 fs7 fc0 sc0 ls0 ws0">This<span class="_ _12"> </span>is<span class="_ _12"> </span>a<span class="_ _12"> </span>language<span class="_ _12"> </span><span class="ff9 fc4">keyword/token<span class="_ _12"> </span></span>and<span class="_ _12"> </span>not<span class="_ _12"> </span>a<span class="_ _12"> </span>p<span class="_ _4"></span>rogram<span class="_ _12"> </span>symb<span class="_ _9"></span>ol<span class="_ _b"> </span>(variable,<span class="_ _b"> </span>functions,</div><div class="t m0 x1 ha y42 ff4 fs7 fc0 sc0 ls0 ws0">etc.).<span class="_ _10"> </span>F<span class="_ _4"></span>uture<span class="_ _b"> </span>references<span class="_ _12"> </span>to<span class="_ _12"> </span>the<span class="_ _12"> </span>token<span class="_ _b"> </span>could<span class="_ _12"> </span>use<span class="_ _12"> </span>a<span class="_ _12"> </span>standard<span class="_ _b"> </span>co<span class="_ _9"></span>de<span class="_ _12"> </span>section<span class="_ _12"> </span>for<span class="_ _b"> </span>b<span class="_ _9"></span>etter</div><div class="t m0 x1 ha y43 ff4 fs7 fc0 sc0 ls0 ws0">readabilit<span class="_ _4"></span>y</div><div class="t m0 x7 h7 yd ff5 fs5 fc0 sc0 ls0 ws0">7/22</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
|
<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 x8 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">What<span class="_ _1"> </span>Edito<span class="_ _13"></span>r/</div><div class="t m0 x8 h2 y45 ff1 fs0 fc0 sc0 ls0 ws0">IDE/Compiler</div><div class="t m0 x8 h2 y46 ff1 fs0 fc0 sc0 ls0 ws0">Should<span class="_ _1"> </span>I<span class="_ _1"> </span>Use?</div><a class="l" href="#pfb" data-dest-detail='[11,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:105.775000px;bottom:164.905000px;width:241.993000px;height:26.445000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfb" data-dest-detail='[11,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:105.775000px;bottom:130.534000px;width:241.993000px;height:26.445000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfb" data-dest-detail='[11,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:105.775000px;bottom:102.360000px;width:160.133000px;height:19.206000px;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>
|
|
<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 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">What<span class="_ _7"> </span>Compiler<span class="_ _7"> </span>Should<span class="_ _7"> </span>I<span class="_ _7"> </span>Use?</div><div class="t m0 x1 ha y29 ff4 fs7 fc0 sc0 ls0 ws0">Most<span class="_ _12"> </span>p<span class="_ _9"></span>opula<span class="_ _4"></span>r<span class="_ _b"> </span>compilers:</div><div class="t m0 x19 ha y47 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">Microsoft<span class="_ _12"> </span>Visual<span class="_ _12"> </span>Co<span class="_ _9"></span>de<span class="_ _12"> </span>(<span class="ff1">MSV<span class="_ _4"></span>C<span class="ff4">)<span class="_ _12"> </span>is<span class="_ _12"> </span>the<span class="_ _12"> </span>compiler<span class="_ _12"> </span>offered<span class="_ _12"> </span>by<span class="_ _b"> </span>Microsoft</span></span></span></div><div class="t m0 x19 ha y48 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">The<span class="_ _12"> </span>GNU<span class="_ _12"> </span>Compiler<span class="_ _12"> </span>Collection<span class="_ _12"> </span>(<span class="ff1">GCC</span>)<span class="_ _12"> </span>contains<span class="_ _12"> </span>the<span class="_ _12"> </span>most<span class="_ _12"> </span>p<span class="_ _9"></span>opular<span class="_ _b"> </span>C++<span class="_ _12"> </span>Linux</span></div><div class="t m0 x6 ha y49 ff4 fs7 fc0 sc0 ls0 ws0">compiler</div><div class="t m0 x19 ha y4a ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">Clang<span class="_ _5"> </span><span class="ff4">is<span class="_ _12"> </span>a<span class="_ _12"> </span>C++<span class="_ _12"> </span>compiler<span class="_ _12"> </span>based<span class="_ _12"> </span>on<span class="_ _12"> </span>LL<span class="_ _3"></span>VM<span class="_ _12"> </span>Infrastructure<span class="_ _12"> </span>available<span class="_ _5"> </span>fo<span class="_ _4"></span>r</span></span></div><div class="t m0 x6 ha y4b ff4 fs7 fc0 sc0 ls0 ws0">Linux/Windo<span class="_ _4"></span>ws/Apple<span class="_ _12"> </span>(default)<span class="_ _12"> </span>platfo<span class="_ _4"></span>rms</div><div class="t m0 x1 h5 y4c ff4 fs3 fc0 sc0 ls0 ws0">Suggested<span class="_ _b"> </span>compiler<span class="_ _b"> </span>on<span class="_ _b"> </span>Linux<span class="_ _b"> </span>fo<span class="_ _4"></span>r<span class="_ _b"> </span>b<span class="_ _9"></span>eginner:<span class="_ _7"> </span><span class="ff1">Clang</span></div><div class="t m0 x9 h5 y4d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">Comparable<span class="_ _c"> </span>p<span class="_ _9"></span>erformance<span class="_ _c"> </span>with<span class="_ _b"> </span>GCC/MSVC<span class="_ _c"> </span>and<span class="_ _b"> </span>low<span class="_ _c"> </span>memory<span class="_ _c"> </span>usage</span></div><div class="t m0 x9 h5 y4e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">Expressive<span class="_ _c"> </span>diagnostics<span class="_ _b"> </span>(examples<span class="_ _b"> </span>and<span class="_ _b"> </span>propose<span class="_ _b"> </span>corrections)</span></div><div class="t m0 x9 h5 y4f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">Strict<span class="_ _b"> </span>C++<span class="_ _b"> </span>compliance.<span class="_ _14"> </span>GCC/MSV<span class="_ _4"></span>C<span class="_ _b"> </span>compatibility<span class="_ _c"> </span>(inverse<span class="_ _b"> </span>direction<span class="_ _b"> </span>is<span class="_ _b"> </span>not<span class="_ _b"> </span>ensured)</span></div><div class="t m0 x9 h5 y50 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">Includes<span class="_ _b"> </span>very<span class="_ _b"> </span>useful<span class="_ _b"> </span>to<span class="_ _9"></span>ols:<span class="_ _7"> </span>memory<span class="_ _c"> </span>sanitizer,<span class="_ _b"> </span>static<span class="_ _b"> </span>co<span class="_ _9"></span>de<span class="_ _c"> </span>analyzer,<span class="_ _b"> </span>automatic<span class="_ _b"> </span>formatting,</span></div><div class="t m0 x6 h5 y51 ff4 fs3 fc0 sc0 ls0 ws0">linter,<span class="_ _b"> </span>etc.</div><div class="t m0 x7 h7 yd ff5 fs5 fc0 sc0 ls0 ws0">8/22</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
|
<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 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">Install<span class="_ _7"> </span>the<span class="_ _7"> </span>Compiler<span class="_ _7"> </span>on<span class="_ _7"> </span>Linux</div><div class="t m0 x1 ha y52 ff4 fs7 fc0 sc0 ls0 ws0">Install<span class="_ _12"> </span>the<span class="_ _12"> </span>last<span class="_ _12"> </span><span class="ff9">gcc/g++<span class="_ _11"> </span>(v11)<span class="_ _12"> </span></span>(v12<span class="_ _12"> </span>on<span class="_ _12"> </span>Ubuntu<span class="_ _12"> </span>22.04)</div><div class="t m0 x1b he y53 ffe fs6 fc5 sc0 ls0 ws0">$<span class="_ _14"> </span><span class="ffa fc0">sudo<span class="_ _14"> </span>add-apt-repository<span class="_ _14"> </span>ppa:ubuntu-toolchain-r/test</span></div><div class="t m0 x1b he y54 ffe fs6 fc5 sc0 ls0 ws0">$<span class="_ _14"> </span><span class="ffa fc0">sudo<span class="_ _14"> </span>apt<span class="_ _14"> </span>update</span></div><div class="t m0 x1b he y55 ffe fs6 fc5 sc0 ls0 ws0">$<span class="_ _14"> </span><span class="ffa fc0">sudo<span class="_ _14"> </span>apt<span class="_ _14"> </span>install<span class="_ _10"> </span>gcc-12<span class="_ _7"> </span>g++-12</span></div><div class="t m0 x1b he y56 ffe fs6 fc5 sc0 ls0 ws0">$<span class="_ _14"> </span><span class="ffa fc0">gcc-12<span class="_ _14"> </span>--version</span></div><div class="t m0 x1 ha y57 ff4 fs7 fc0 sc0 ls0 ws0">Install<span class="_ _12"> </span>the<span class="_ _12"> </span>last<span class="_ _12"> </span><span class="ff9">clang/clang++<span class="_ _11"> </span>(v17)</span></div><div class="t m0 x1b he y58 ffe fs6 fc5 sc0 ls0 ws0">$<span class="_ _14"> </span><span class="ffa fc0">bash<span class="_ _14"> </span>-c<span class="_ _14"> </span><span class="fc6">"</span></span><span class="fc7">$(<span class="ffa fc0">wget<span class="_ _10"> </span>-O<span class="_ _7"> </span>-<span class="_ _10"> </span>https://apt.llvm.org/llvm.sh</span>)<span class="ffa fc6">"</span></span></div><div class="t m0 x1b he y59 ffe fs6 fc5 sc0 ls0 ws0">$<span class="_ _14"> </span><span class="ffa fc0">wget<span class="_ _14"> </span>https://apt.llvm.org/llvm.sh</span></div><div class="t m0 x1b he y5a ffe fs6 fc5 sc0 ls0 ws0">$<span class="_ _14"> </span><span class="ffa fc0">chmod<span class="_ _14"> </span>+x<span class="_ _14"> </span>llvm.sh</span></div><div class="t m0 x1b he y5b ffe fs6 fc5 sc0 ls0 ws0">$<span class="_ _14"> </span><span class="ffa fc0">sudo<span class="_ _14"> </span>./llvm.sh<span class="_ _14"> </span><span class="fc8">17</span></span></div><div class="t m0 x1b he y5c ffe fs6 fc5 sc0 ls0 ws0">$<span class="_ _14"> </span><span class="ffa fc0">clang++<span class="_ _14"> </span>--version</span></div><div class="t m0 x7 h7 yd ff5 fs5 fc0 sc0 ls0 ws0">9/22</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
|
<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 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">Install<span class="_ _7"> </span>the<span class="_ _7"> </span>Compiler<span class="_ _7"> </span>on<span class="_ _7"> </span>Windo<span class="_ _4"></span>ws</div><div class="t m0 x1 ha y29 ff1 fs7 fc0 sc0 ls0 ws0">Microsoft<span class="_ _5"> </span>Visual<span class="_ _5"> </span>Studio</div><div class="t m0 x19 ha y5d ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">Direct<span class="_ _12"> </span>Installer:<span class="_ _10"> </span><span class="ff9">Visual<span class="_ _11"> </span>Studio<span class="_ _11"> </span>Community<span class="_ _11"> </span>2022</span></span></div><div class="t m0 x1 ha y5e ff1 fs7 fc0 sc0 ls0 ws0">Clang<span class="_ _5"> </span>on<span class="_ _5"> </span>Windows</div><div class="t m0 x1 ha y5f ff4 fs7 fc0 sc0 ls0 ws0">T<span class="_ _6"></span>wo<span class="_ _b"> </span>wa<span class="_ _4"></span>ys:</div><div class="t m0 x19 ha y60 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">Windows<span class="_ _b"> </span>Subsystem<span class="_ _12"> </span>for<span class="_ _b"> </span>Linux<span class="_ _12"> </span>(WSL)</span></div><div class="t m0 xb ha y61 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _15"> </span><span class="ff9">Run<span class="_ _16"> </span><span class="fff">→<span class="_ _16"> </span></span>optionalfeatures</span></div><div class="t m0 xb ha y62 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">Select<span class="_ _16"> </span><span class="ff9">Windows<span class="_ _11"> </span>Subsystem<span class="_ _11"> </span>for<span class="_ _11"> </span>Linux<span class="_ _c"> </span></span>,<span class="_ _16"> </span><span class="ff9">Hyper-V<span class="_ _c"> </span></span>,</span></div><div class="t m0 x1c hd y63 ff9 fs7 fc0 sc0 ls0 ws0">Virtual<span class="_ _11"> </span>Machine<span class="_ _11"> </span>Platform</div><div class="t m0 xb ha y64 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _15"> </span><span class="ff9">Run<span class="_ _16"> </span><span class="fff">→<span class="_ _16"> </span></span>ms-windows-store:<span class="_ _16"> </span><span class="fff">→<span class="_ _12"> </span><span class="ff4">Sea<span class="_ _4"></span>rch<span class="_ _12"> </span>and<span class="_ _12"> </span>install<span class="_ _16"> </span><span class="ff9">Ubuntu<span class="_ _11"> </span>22.04<span class="_ _11"> </span>LTS</span></span></span></span></div><div class="t m0 x19 ha y65 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">Clang<span class="_ _12"> </span>+<span class="_ _12"> </span>MSVC<span class="_ _b"> </span>Build<span class="_ _12"> </span>T<span class="_ _13"></span>o<span class="_ _9"></span>ols</span></div><div class="t m0 xb ha y66 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">Download<span class="_ _b"> </span>Build<span class="_ _12"> </span>T<span class="_ _13"></span>o<span class="_ _9"></span>ols<span class="_ _b"> </span>p<span class="_ _9"></span>er<span class="_ _12"> </span>Visual<span class="_ _12"> </span>Studio</span></div><div class="t m0 xb ha y67 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">Install<span class="_ _16"> </span><span class="ff9">Desktop<span class="_ _11"> </span>development<span class="_ _11"> </span>with<span class="_ _11"> </span>C++</span></span></div><div class="t m0 x1d h7 yd ff5 fs5 fc0 sc0 ls0 ws0">10/22</div><a class="l" href="https://visualstudio.microsoft.com/thank-you-downloading-visual-studio/?sku=Community&channel=Release&version=VS2022&source=VSLandingPage&cid=2030&passive=false"><div class="d m1" style="border-style:none;position:absolute;left:124.350000px;bottom:182.219000px;width:162.356000px;height:11.993000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://aka.ms/vs/17/release/vs_BuildTools.exe"><div class="d m1" style="border-style:none;position:absolute;left:119.683000px;bottom:29.387000px;width:136.206000px;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>
|
|
<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 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">What<span class="_ _7"> </span>Edito<span class="_ _4"></span>r/IDE/Compiler<span class="_ _7"> </span>Should<span class="_ _7"> </span>I<span class="_ _7"> </span>Use?<span class="_ _17"> </span>1/3</div><div class="t m0 x1 ha y29 ff4 fs7 fc0 sc0 ls0 ws0">P<span class="_ _4"></span>opula<span class="_ _4"></span>r<span class="_ _12"> </span>C++<span class="_ _12"> </span>IDE<span class="_ _12"> </span>(Integrated<span class="_ _12"> </span>Development<span class="_ _12"> </span>Environment):</div><div class="t m0 x9 h5 y68 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">Microsoft<span class="_ _12"> </span>Visual<span class="_ _12"> </span>Studio<span class="_ _b"> </span><span class="ff4">(MSVC)<span class="_ _c"> </span>(<span class="fc4">link</span>).<span class="_ _14"> </span>Most<span class="_ _b"> </span>p<span class="_ _9"></span>opula<span class="_ _4"></span>r<span class="_ _c"> </span>IDE<span class="_ _b"> </span>for<span class="_ _c"> </span>Windows</span></span></div><div class="t m0 x9 h5 y69 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">Clion<span class="_ _b"> </span><span class="ff4">(<span class="fc4">link</span>).<span class="_ _7"> </span>(free<span class="_ _12"> </span>fo<span class="_ _4"></span>r<span class="_ _b"> </span>student).<span class="_ _7"> </span>Po<span class="_ _13"></span>werful<span class="_ _c"> </span>IDE<span class="_ _b"> </span>with<span class="_ _b"> </span>a<span class="_ _b"> </span>lot<span class="_ _b"> </span>of<span class="_ _b"> </span>options</span></span></div><div class="t m0 x9 h5 y6a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">QT-Creator<span class="_ _b"> </span><span class="ff4">(<span class="fc4">link</span>).<span class="_ _7"> </span>Fast<span class="_ _c"> </span>(written<span class="_ _b"> </span>in<span class="_ _b"> </span>C++),<span class="_ _b"> </span>simple</span></span></div><div class="t m0 x9 h5 y6b ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">XCode<span class="ff4">.<span class="_ _7"> </span>Default<span class="_ _b"> </span>on<span class="_ _b"> </span>Mac<span class="_ _b"> </span>OS</span></span></div><div class="t m0 x9 h5 y6c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">Cevelop<span class="_ _b"> </span><span class="ff4">(Eclipse)<span class="_ _b"> </span>(<span class="fc4">link</span>)</span></span></div><div class="t m0 x1 ha y6d ff4 fs7 fc0 sc0 ls0 ws0">Standalone<span class="_ _12"> </span>GUI-based<span class="_ _12"> </span>co<span class="_ _9"></span>ding<span class="_ _b"> </span>editors:</div><div class="t m0 x9 h5 y6e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">Microsoft<span class="_ _12"> </span>Visual<span class="_ _12"> </span>Studio<span class="_ _5"> </span>Co<span class="_ _9"></span>de<span class="_ _c"> </span><span class="ff4">(VSCo<span class="_ _9"></span>de)<span class="_ _c"> </span>(<span class="fc4">link</span>)</span></span></div><div class="t m0 x9 h5 y6f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">Sublime<span class="_ _b"> </span><span class="ff4">(<span class="fc4">link</span>)</span></span></div><div class="t m0 x9 h5 y70 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">Lap<span class="_ _9"></span>ce<span class="_ _b"> </span><span class="ff4">(<span class="fc4">link</span>)</span></span></div><div class="t m0 x9 h5 y71 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">Zed<span class="_ _b"> </span><span class="ff4">(<span class="fc4">link</span>)</span></span></div><div class="t m0 x1d h7 yd ff5 fs5 fc0 sc0 ls0 ws0">11/22</div><a class="l" href="https://visualstudio.microsoft.com/it/vs/features/cplusplus/"><div class="d m1" style="border-style:none;position:absolute;left:197.988000px;bottom:183.986000px;width:24.520000px;height:11.955000px;background-color:rgba(255,255,255,0.000001);"></div></a><div class="d m1" style="border-style:none;position:absolute;left:75.652000px;bottom:167.249000px;width:24.520000px;height:11.955000px;background-color:rgba(255,255,255,0.000001);"></div><div class="d m1" style="border-style:none;position:absolute;left:105.420000px;bottom:150.512000px;width:24.520000px;height:11.955000px;background-color:rgba(255,255,255,0.000001);"></div><a class="l" href="http://www.cevelop.com"><div class="d m1" style="border-style:none;position:absolute;left:127.873000px;bottom:117.037000px;width:24.520000px;height:11.955000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://code.visualstudio.com/"><div class="d m1" style="border-style:none;position:absolute;left:231.501000px;bottom:75.802000px;width:24.520000px;height:11.955000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="http://www.sublimetext.com"><div class="d m1" style="border-style:none;position:absolute;left:88.576000px;bottom:59.065000px;width:24.520000px;height:11.955000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://lapce.dev/"><div class="d m1" style="border-style:none;position:absolute;left:83.235000px;bottom:42.328000px;width:16.771000px;height:11.955000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://zed.dev/"><div class="d m1" style="border-style:none;position:absolute;left:73.743000px;bottom:25.590000px;width:16.770000px;height:11.956000px;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>
|
|
<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 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">What<span class="_ _7"> </span>Edito<span class="_ _4"></span>r/IDE/Compiler<span class="_ _7"> </span>Should<span class="_ _7"> </span>I<span class="_ _7"> </span>Use?<span class="_ _17"> </span>2/3</div><div class="t m0 x1 ha y72 ff4 fs7 fc0 sc0 ls0 ws0">Standalone<span class="_ _12"> </span>text-based<span class="_ _12"> </span>co<span class="_ _9"></span>ding<span class="_ _b"> </span>editors<span class="_ _b"> </span>(p<span class="_ _9"></span>ow<span class="_ _13"></span>erful,<span class="_ _12"> </span>but<span class="_ _12"> </span>needs<span class="_ _12"> </span>exp<span class="_ _9"></span>ertise):</div><div class="t m0 x9 h5 y73 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">Vim</span></div><div class="t m0 x9 h5 y74 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">Emacs</span></div><div class="t m0 x9 h5 y75 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">NeoVim<span class="_ _b"> </span><span class="ff4">(<span class="fc4">link</span>)</span></span></div><div class="t m0 x9 h5 y76 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">Helix<span class="_ _b"> </span><span class="ff4">(<span class="fc4">link</span>)</span></span></div><div class="t m0 x1 h5 y77 ff10 fs3 fc0 sc0 ls0 ws0">Not<span class="_ _b"> </span>suggested<span class="_ _0"></span><span class="ff4">:<span class="_ _7"> </span><span class="ff9">Notepad,<span class="_ _a"> </span>Gedit,<span class="_ _a"> </span>and<span class="_ _a"> </span>other<span class="_ _a"> </span>similar<span class="_ _a"> </span>editors<span class="_ _b"> </span></span>(lack<span class="_ _b"> </span>of<span class="_ _b"> </span>supp<span class="_ _9"></span>o<span class="_ _4"></span>rt<span class="_ _b"> </span>fo<span class="_ _4"></span>r</span></div><div class="t m0 x1 h5 y78 ff4 fs3 fc0 sc0 ls0 ws0">p<span class="_ _4"></span>rogramming)</div><div class="t m0 x1d h7 yd ff5 fs5 fc0 sc0 ls0 ws0">12/22</div><a class="l" href="https://neovim.io/"><div class="d m1" style="border-style:none;position:absolute;left:93.336000px;bottom:115.326000px;width:16.771000px;height:11.955000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://helix-editor.com/"><div class="d m1" style="border-style:none;position:absolute;left:79.461000px;bottom:98.589000px;width:16.771000px;height:11.955000px;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>
|
|
<div id="pf11" class="pf w0 h0" data-page-no="11"><div class="pc pc11 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">What<span class="_ _7"> </span>Edito<span class="_ _4"></span>r/IDE/Compiler<span class="_ _7"> </span>Should<span class="_ _7"> </span>I<span class="_ _7"> </span>Use?<span class="_ _17"> </span>3/3</div><div class="t m0 x19 he y79 ffa fs6 fc3 sc0 ls0 ws0">StackOverflow<span class="_ _14"> </span>Developer<span class="_ _14"> </span>Survey<span class="_ _14"> </span>2022</div><div class="t m0 x1d h7 yd ff5 fs5 fc0 sc0 ls0 ws0">13/22</div><a class="l" href="https://survey.stackoverflow.co/2022/#section-most-popular-technologies-integrated-development-environment"><div class="d m1" style="border-style:none;position:absolute;left:34.722000px;bottom:4.886000px;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>
|
|
<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 x8 h2 y36 ff1 fs0 fc0 sc0 ls0 ws0">Ho<span class="_ _13"></span>w<span class="_ _1"> </span>to<span class="_ _1"> </span>compile?</div><a class="l" href="#pf12" data-dest-detail='[18,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:105.775000px;bottom:132.432000px;width:194.197000px;height:24.026000px;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>
|
|
<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,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"/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">Ho<span class="_ _4"></span>w<span class="_ _7"> </span>to<span class="_ _7"> </span>Compile?</div><div class="t m0 x1 ha y7a ff4 fs7 fc0 sc0 ls0 ws0">Compile<span class="_ _12"> </span><span class="fc9">C++11</span>,<span class="_ _12"> </span><span class="fc9">C++14</span>,<span class="_ _12"> </span><span class="fc9">C++17</span>,<span class="_ _12"> </span><span class="fc9">C++20</span>,<span class="_ _12"> </span><span class="fc9">C++23</span>,<span class="_ _12"> </span><span class="fc9">C++26<span class="_ _12"> </span></span>p<span class="_ _4"></span>rograms:</div><div class="t m0 x1b he y7b ffa fs6 fc4 sc0 ls0 ws0">g++<span class="_ _18"> </span><span class="fca">-std=c++11<span class="_ _14"> </span><span class="fcb"><program.cpp><span class="_ _14"> </span>-o<span class="_ _14"> </span>program</span></span></div><div class="t m0 x1b he y7c ffa fs6 fc4 sc0 ls0 ws0">g++<span class="_ _18"> </span><span class="fca">-std=c++14<span class="_ _14"> </span><span class="fcb"><program.cpp><span class="_ _14"> </span>-o<span class="_ _14"> </span>program</span></span></div><div class="t m0 x1b he y7d ffa fs6 fc4 sc0 ls0 ws0">g++<span class="_ _18"> </span><span class="fca">-std=c++17<span class="_ _14"> </span><span class="fcb"><program.cpp><span class="_ _14"> </span>-o<span class="_ _14"> </span>program</span></span></div><div class="t m0 x1b he y7e ffa fs6 fc4 sc0 ls0 ws0">g++<span class="_ _18"> </span><span class="fca">-std=c++20<span class="_ _14"> </span><span class="fcb"><program.cpp><span class="_ _14"> </span>-o<span class="_ _14"> </span>program</span></span></div><div class="t m0 x1b he y7f ffa fs6 fc4 sc0 ls0 ws0">g++<span class="_ _18"> </span><span class="fca">-std=c++23<span class="_ _14"> </span><span class="fcb"><program.cpp><span class="_ _14"> </span>-o<span class="_ _14"> </span>program</span></span></div><div class="t m0 x1b he y80 ffa fs6 fc4 sc0 ls0 ws0">g++<span class="_ _18"> </span><span class="fca">-std=c++26<span class="_ _14"> </span><span class="fcb"><program.cpp><span class="_ _14"> </span>-o<span class="_ _14"> </span>program</span></span></div><div class="t m0 x1 ha y81 ff4 fs7 fc0 sc0 ls0 ws0">Any<span class="_ _12"> </span>C++<span class="_ _12"> </span>standa<span class="_ _4"></span>rd<span class="_ _12"> </span>is<span class="_ _12"> </span>backw<span class="_ _4"></span>ard<span class="_ _b"> </span>compatible*</div><div class="t m0 x1 ha y82 ff4 fs7 fc0 sc0 ls0 ws0">C++<span class="_ _12"> </span>is<span class="_ _12"> </span>also<span class="_ _12"> </span>backw<span class="_ _4"></span>a<span class="_ _4"></span>rd<span class="_ _12"> </span>compatible<span class="_ _12"> </span>with<span class="_ _12"> </span>C<span class="_ _12"> </span>in<span class="_ _12"> </span>most<span class="_ _12"> </span>case,<span class="_ _12"> </span>except<span class="_ _12"> </span>if<span class="_ _12"> </span>it<span class="_ _12"> </span>contains<span class="_ _12"> </span>C++</div><div class="t m0 x1 ha y83 ff4 fs7 fc0 sc0 ls0 ws0">k<span class="_ _4"></span>eyw<span class="_ _4"></span>o<span class="_ _4"></span>rds<span class="_ _12"> </span>(<span class="ff9">new,<span class="_ _11"> </span>template,<span class="_ _11"> </span>class,<span class="_ _11"> </span>typename,<span class="_ _11"> </span>etc.</span>)</div><div class="t m0 x1 ha y84 ff4 fs7 fc0 sc0 ls0 ws0">W<span class="_ _4"></span>e<span class="_ _12"> </span>can<span class="_ _12"> </span>p<span class="_ _9"></span>otentially<span class="_ _b"> </span>compile<span class="_ _12"> </span>a<span class="_ _12"> </span>pure<span class="_ _12"> </span>C<span class="_ _12"> </span>program<span class="_ _b"> </span>in<span class="_ _12"> </span>C++26</div><div class="t m0 x19 h8 y85 ff6 fs6 fc3 sc0 ls0 ws0">*except<span class="_ _c"> </span>for<span class="_ _d"> </span>very<span class="_ _c"> </span>minor<span class="_ _c"> </span>dep<span class="_ _4"></span>recated<span class="_ _c"> </span>features</div><div class="t m0 x1d h7 yd ff5 fs5 fc0 sc0 ls0 ws0">14/22</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,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"/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">C++<span class="_ _7"> </span>Standa<span class="_ _4"></span>rd<span class="_ _19"> </span>1/2</div><div class="t m0 x1e h5 y86 ff1 fs3 fc0 sc0 ls0 ws0">Compiler</div><div class="t m0 x1f h5 y87 ff4 fs3 fc9 sc0 ls0 ws0">C++11<span class="_ _1a"> </span>C++14<span class="_ _1a"> </span>C++17<span class="_ _1b"> </span>C++20</div><div class="t m0 x8 h5 y88 ff4 fs3 fc0 sc0 ls0 ws0">Co<span class="_ _4"></span>re<span class="_ _1c"> </span>Lib<span class="_ _4"></span>rary<span class="_ _1d"> </span>Co<span class="_ _4"></span>re<span class="_ _1c"> </span>Lib<span class="_ _4"></span>rary<span class="_ _1d"> </span>Co<span class="_ _4"></span>re<span class="_ _1c"> </span>Lib<span class="_ _4"></span>rary<span class="_ _1e"> </span>Co<span class="_ _4"></span>re<span class="_ _1f"> </span>Lib<span class="_ _4"></span>rary</div><div class="t m0 x1e hf y89 ffe fs3 fc0 sc0 ls0 ws0">g++<span class="_ _20"> </span><span class="ff9">4.8.1<span class="_ _1f"> </span>5.1<span class="_ _21"> </span>5.1<span class="_ _21"> </span>5.1<span class="_ _22"> </span>7.1<span class="_ _22"> </span>9.0<span class="_ _23"> </span>11+<span class="_ _23"> </span>11+</span></div><div class="t m0 x1e hf y3c ffe fs3 fc0 sc0 ls0 ws0">clang++<span class="_ _24"> </span><span class="ff9">3.3<span class="_ _22"> </span>3.3<span class="_ _21"> </span>3.4<span class="_ _22"> </span>3.5<span class="_ _21"> </span>5.0<span class="_ _25"> </span>11.0<span class="_ _22"> </span>16+<span class="_ _23"> </span>16+</span></div><div class="t m0 x1e hf y8a ffe fs3 fc0 sc0 ls0 ws0">MSVC<span class="_ _26"> </span><span class="ff9">19.0<span class="_ _1f"> </span>19.0<span class="_ _27"> </span>19.10<span class="_ _1c"> </span>19.0<span class="_ _27"> </span>19.15<span class="_ _28"> </span>19.15<span class="_ _28"> </span>19.29+<span class="_ _28"> </span>19.29</span></div><div class="t m0 x19 he y8b ffa fs6 fc3 sc0 ls0 ws0">en.cppreference.com/w/cpp/compiler<span class="_ _b"> </span>support</div><div class="t m0 x1d h7 yd ff5 fs5 fc0 sc0 ls0 ws0">15/22</div><a class="l" href="https://en.cppreference.com/w/cpp/compiler_support"><div class="d m1" style="border-style:none;position:absolute;left:34.722000px;bottom:3.663000px;width:198.383000px;height:13.444000px;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>
|
|
<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,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"/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">C++<span class="_ _7"> </span>Standa<span class="_ _4"></span>rd<span class="_ _19"> </span>2/2</div><div class="t m0 x1d h7 yd ff5 fs5 fc0 sc0 ls0 ws0">16/22</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
|
<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 x8 h2 y36 ff1 fs0 fc0 sc0 ls0 ws0">Hello<span class="_ _1"> </span>W<span class="_ _13"></span>o<span class="_ _13"></span>rld</div><a class="l" href="#pf16" data-dest-detail='[22,"XYZ",27.346,256.118,null]'><div class="d m1" style="border-style:none;position:absolute;left:105.775000px;bottom:137.252000px;width:137.082000px;height:19.206000px;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>
|
|
<div id="pf17" class="pf w0 h0" data-page-no="17"><div class="pc pc17 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">Hello<span class="_ _7"> </span>W<span class="_ _4"></span>o<span class="_ _4"></span>rld<span class="_ _29"> </span>1/2</div><div class="t m0 x20 ha y8c ff4 fs7 fc0 sc0 ls0 ws0">C<span class="_ _12"> </span>co<span class="_ _9"></span>de<span class="_ _b"> </span>with<span class="_ _16"> </span><span class="ff9">printf<span class="_ _c"> </span></span>:</div><div class="t m0 x21 hf y8d ff11 fs3 fcc sc0 ls0 ws0">#include<span class="_ _2a"> </span><span class="fcd"><stdio.h></span></div><div class="t m0 x21 hf y8e ffe fs3 fce sc0 ls0 ws0">int<span class="_ _10"> </span><span class="ff9 fc4">main<span class="fc0">()<span class="_ _a"> </span>{</span></span></div><div class="t m0 x22 hf y8f ff9 fs3 fc0 sc0 ls0 ws0">printf(<span class="fc6">"Hello<span class="_ _10"> </span>World!<span class="ffe fcf">\n</span>"</span>);</div><div class="t m0 x21 hf y90 ff9 fs3 fc0 sc0 ls0 ws0">}</div><div class="t m0 x21 hf y91 ff9 fs3 fc0 sc0 ls0 ws0">printf</div><div class="t m0 x20 h5 y92 ff4 fs3 fc0 sc0 ls0 ws0">p<span class="_ _4"></span>rints<span class="_ _b"> </span>on<span class="_ _b"> </span>standard<span class="_ _c"> </span>output</div><div class="t m0 x23 ha y8c ff4 fs7 fc0 sc0 ls0 ws0">C++<span class="_ _12"> </span>co<span class="_ _9"></span>de<span class="_ _b"> </span>with<span class="_ _16"> </span><span class="ff9">streams<span class="_ _c"> </span></span>:</div><div class="t m0 x24 hf y8d ff11 fs3 fcc sc0 ls0 ws0">#include<span class="_ _2a"> </span><span class="fcd"><iostream></span></div><div class="t m0 x24 hf y8e ffe fs3 fce sc0 ls0 ws0">int<span class="_ _10"> </span><span class="ff9 fc4">main<span class="fc0">()<span class="_ _a"> </span>{</span></span></div><div class="t m0 x25 hf y8f ff9 fs3 fc0 sc0 ls0 ws0">std<span class="fc8">::</span>cout<span class="_ _10"> </span><span class="fc8"><<<span class="_ _a"> </span><span class="fc6">"Hello<span class="_ _a"> </span>World!<span class="ffe fcf">\n</span>"</span></span>;</div><div class="t m0 x24 hf y90 ff9 fs3 fc0 sc0 ls0 ws0">}</div><div class="t m0 x24 h10 y91 ffe fs3 fc0 sc0 ls0 ws0">cout</div><div class="t m0 x23 h5 y92 ff4 fs3 fc0 sc0 ls0 ws0">rep<span class="_ _4"></span>resents<span class="_ _b"> </span>the<span class="_ _b"> </span>standard<span class="_ _c"> </span>output<span class="_ _b"> </span>stream</div><div class="t m0 x1d h7 yd ff5 fs5 fc0 sc0 ls0 ws0">17/22</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
|
<div id="pf18" class="pf w0 h0" data-page-no="18"><div class="pc pc18 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">Hello<span class="_ _7"> </span>W<span class="_ _4"></span>o<span class="_ _4"></span>rld<span class="_ _29"> </span>2/2</div><div class="t m0 x1 ha y93 ff4 fs7 fc0 sc0 ls0 ws0">The<span class="_ _12"> </span>p<span class="_ _4"></span>revious<span class="_ _12"> </span>example<span class="_ _12"> </span>can<span class="_ _12"> </span>b<span class="_ _9"></span>e<span class="_ _b"> </span>written<span class="_ _12"> </span>with<span class="_ _12"> </span>the<span class="_ _12"> </span>global<span class="_ _16"> </span><span class="ff9">std<span class="_ _16"> </span></span>namespace:</div><div class="t m0 x1b he y94 ff11 fs6 fcc sc0 ls0 ws0">#include<span class="_ _2b"> </span><span class="fcd"><iostream></span></div><div class="t m0 x1b he y95 ffe fs6 fc7 sc0 ls0 ws0">using<span class="_ _14"> </span>namespace<span class="_ _14"> </span><span class="fc4">std<span class="ffa fc0">;</span></span></div><div class="t m0 x1b he y96 ffe fs6 fce sc0 ls0 ws0">int<span class="_ _14"> </span><span class="ffa fc4">main<span class="fc0">()<span class="_ _14"> </span>{</span></span></div><div class="t m0 x6 he y97 ffa fs6 fc0 sc0 ls0 ws0">cout<span class="_ _14"> </span><span class="fc8"><<<span class="_ _14"> </span><span class="fc6">"Hello<span class="_ _14"> </span>World!<span class="ffe fcf">\n</span>"</span></span>;</div><div class="t m0 x1b he y98 ffa fs6 fc0 sc0 ls0 ws0">}</div><div class="t m0 x1 ha y99 ff1 fs7 fc0 sc0 ls0 ws0">Note<span class="ff4">:<span class="_ _14"> </span>Fo<span class="_ _4"></span>r<span class="_ _b"> </span>sake<span class="_ _12"> </span>of<span class="_ _12"> </span>space<span class="_ _12"> </span>and<span class="_ _12"> </span>fo<span class="_ _4"></span>r<span class="_ _12"> </span>imp<span class="_ _4"></span>roving<span class="_ _12"> </span>the<span class="_ _12"> </span>readabilit<span class="_ _4"></span>y<span class="_ _6"></span>,<span class="_ _12"> </span>we<span class="_ _b"> </span>intentionally<span class="_ _12"> </span>omit<span class="_ _12"> </span>the</span></div><div class="t m0 x1b ha y9a ff9 fs7 fc0 sc0 ls0 ws0">std<span class="_ _16"> </span><span class="ff4">namespace<span class="_ _12"> </span>in<span class="_ _12"> </span>most<span class="_ _12"> </span>slides</span></div><div class="t m0 x1d h7 yd ff5 fs5 fc0 sc0 ls0 ws0">18/22</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
|
<div id="pf19" class="pf w0 h0" data-page-no="19"><div class="pc pc19 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">I/O<span class="_ _7"> </span>Stream<span class="_ _7"> </span><span class="fs3">(std::cout)<span class="_ _2c"> </span></span>1/3</div><div class="t m0 x1b ha y29 ffe fs7 fc0 sc0 ls0 ws0">std::cout<span class="_ _16"> </span><span class="ff4">is<span class="_ _12"> </span>an<span class="_ _12"> </span>example<span class="_ _12"> </span>of<span class="_ _12"> </span><span class="ff10">output<span class="_ _7"> </span></span>stream.<span class="_ _10"> </span>Data<span class="_ _12"> </span>is<span class="_ _12"> </span>redirected<span class="_ _12"> </span>to<span class="_ _12"> </span>a<span class="_ _12"> </span>destination,<span class="_ _12"> </span>in</span></div><div class="t m0 x1 ha y9b ff4 fs7 fc0 sc0 ls0 ws0">this<span class="_ _12"> </span>case<span class="_ _12"> </span>the<span class="_ _12"> </span>destination<span class="_ _12"> </span>is<span class="_ _12"> </span>the<span class="_ _12"> </span>standa<span class="_ _4"></span>rd<span class="_ _12"> </span>output</div><div class="t m0 x26 h11 y9c ff11 fs5 fcc sc0 ls0 ws0">#include<span class="_ _11"> </span><span class="fcd"><stdio.h></span></div><div class="t m0 x26 h11 y9d ffe fs5 fce sc0 ls0 ws0">int<span class="_ _7"> </span><span class="ff12 fc4">main<span class="fc0">()<span class="_ _5"> </span>{</span></span></div><div class="t m0 x27 h11 y9e ffe fs5 fce sc0 ls0 ws0">int<span class="_ _2d"> </span><span class="ff12 fc0">a<span class="_ _2e"> </span><span class="fc8">=<span class="_ _7"> </span>4</span>;</span></div><div class="t m0 x27 h11 y9f ffe fs5 fce sc0 ls0 ws0">double<span class="_ _7"> </span><span class="ff12 fc0">b<span class="_ _2e"> </span><span class="fc8">=<span class="_ _5"> </span>3.0</span>;</span></div><div class="t m0 x27 h11 ya0 ffe fs5 fce sc0 ls0 ws0">char<span class="_ _2e"> </span><span class="ff12 fc0">c[]<span class="_ _7"> </span><span class="fc8">=<span class="_ _5"> </span><span class="fc6">"hello"</span></span>;</span></div><div class="t m0 x27 h11 ya1 ff12 fs5 fc0 sc0 ls0 ws0">printf(<span class="fc6">"%d<span class="_ _7"> </span>%f<span class="_ _5"> </span>%s<span class="ffe fcf">\n</span>"</span>,<span class="_ _7"> </span>a,<span class="_ _7"> </span>b,<span class="_ _5"> </span>c);</div><div class="t m0 x26 h11 ya2 ff12 fs5 fc0 sc0 ls0 ws0">}</div><div class="t m0 x26 h11 ya3 ff11 fs5 fcc sc0 ls0 ws0">#include<span class="_ _11"> </span><span class="fcd"><iostream></span></div><div class="t m0 x26 h11 ya4 ffe fs5 fce sc0 ls0 ws0">int<span class="_ _7"> </span><span class="ff12 fc4">main<span class="fc0">()<span class="_ _5"> </span>{</span></span></div><div class="t m0 x27 h11 ya5 ffe fs5 fce sc0 ls0 ws0">int<span class="_ _2d"> </span><span class="ff12 fc0">a<span class="_ _2e"> </span><span class="fc8">=<span class="_ _7"> </span>4</span>;</span></div><div class="t m0 x27 h11 ya6 ffe fs5 fce sc0 ls0 ws0">double<span class="_ _7"> </span><span class="ff12 fc0">b<span class="_ _2e"> </span><span class="fc8">=<span class="_ _5"> </span>3.0</span>;</span></div><div class="t m0 x27 h11 ya7 ffe fs5 fce sc0 ls0 ws0">char<span class="_ _2e"> </span><span class="ff12 fc0">c[]<span class="_ _7"> </span><span class="fc8">=<span class="_ _5"> </span><span class="fc6">"hello"</span></span>;</span></div><div class="t m0 x27 h11 ya8 ff12 fs5 fc0 sc0 ls0 ws0">std<span class="fc8">::</span>cout<span class="_ _7"> </span><span class="fc8"><<<span class="_ _5"> </span></span>a<span class="_ _7"> </span><span class="fc8"><<<span class="_ _7"> </span><span class="fc6">"<span class="_ _5"> </span>"<span class="_ _7"> </span></span><<<span class="_ _7"> </span></span>b<span class="_ _5"> </span><span class="fc8"><<<span class="_ _7"> </span><span class="fc6">"<span class="_ _7"> </span>"<span class="_ _7"> </span></span><<<span class="_ _5"> </span></span>c<span class="_ _7"> </span><span class="fc8"><<<span class="_ _7"> </span><span class="fc6">"<span class="ffe fcf">\n</span>"</span></span>;</div><div class="t m0 x26 h11 ya9 ff12 fs5 fc0 sc0 ls0 ws0">}</div><div class="t m0 x1d h7 yd ff5 fs5 fc0 sc0 ls0 ws0">19/22</div><div class="t m0 x28 h5 yaa ff4 fs3 fc0 sc0 ls0 ws0">C:</div><div class="t m0 x1e h5 yab ff4 fs3 fc0 sc0 ls0 ws0">C++:</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
|
<div id="pf1a" class="pf w0 h0" data-page-no="1a"><div class="pc pc1a w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">I/O<span class="_ _7"> </span>Stream<span class="_ _7"> </span><span class="fs3">(Why<span class="_ _12"> </span>should<span class="_ _12"> </span>w<span class="_ _4"></span>e<span class="_ _12"> </span>prefer<span class="_ _b"> </span>I/O<span class="_ _12"> </span>stream?)<span class="_ _2f"> </span><span class="fs2">2/3</span></span></div><div class="t m0 x19 ha yac ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">T<span class="_ _13"></span>yp<span class="_ _9"></span>e-safe<span class="ff4">:<span class="_ _7"> </span>The<span class="_"> </span>t<span class="_ _4"></span>yp<span class="_ _9"></span>e<span class="_"> </span>of<span class="_"> </span>object<span class="_"> </span>provided<span class="_"> </span>to<span class="_"> </span>the<span class="_ _d"> </span>I/O<span class="_ _d"> </span>stream<span class="_ _d"> </span>is<span class="_ _d"> </span>known<span class="_"> </span>statically<span class="_"> </span>by<span class="_"> </span>the</span></span></div><div class="t m0 x6 ha yad ff4 fs7 fc0 sc0 ls0 ws0">compiler.<span class="_ _14"> </span>In<span class="_ _12"> </span>contrast,<span class="_ _16"> </span><span class="ff9">printf<span class="_ _16"> </span></span>uses<span class="_ _16"> </span><span class="ff9">%<span class="_ _16"> </span></span>fields<span class="_ _12"> </span>to<span class="_ _12"> </span>figure<span class="_ _12"> </span>out<span class="_ _12"> </span>the<span class="_ _12"> </span>types<span class="_ _12"> </span>dynamically</div><div class="t m0 x19 ha yae ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">Less<span class="_ _b"> </span>erro<span class="_ _4"></span>r<span class="_ _c"> </span>prone<span class="ff4">:<span class="_ _7"> </span>With<span class="_"> </span>I/O<span class="_ _d"> </span>Stream,<span class="_ _c"> </span>there<span class="_ _c"> </span>a<span class="_ _4"></span>re<span class="_"> </span>no<span class="_ _c"> </span>redundant<span class="_ _11"> </span><span class="ff9">%<span class="_ _11"> </span></span>tokens<span class="_"> </span>that<span class="_ _c"> </span>have<span class="_"> </span>to</span></span></div><div class="t m0 x6 ha yaf ff4 fs7 fc0 sc0 ls0 ws0">b<span class="_ _9"></span>e<span class="_ _b"> </span>consistent<span class="_ _b"> </span>with<span class="_ _12"> </span>the<span class="_ _b"> </span>actual<span class="_ _12"> </span>objects<span class="_ _b"> </span>passed<span class="_ _12"> </span>to<span class="_ _12"> </span>I/O<span class="_ _b"> </span>stream.<span class="_ _10"> </span>Removing<span class="_ _b"> </span>redundancy</div><div class="t m0 x6 ha yb0 ff4 fs7 fc0 sc0 ls0 ws0">removes<span class="_ _12"> </span>a<span class="_ _12"> </span>class<span class="_ _12"> </span>of<span class="_ _12"> </span>erro<span class="_ _4"></span>rs</div><div class="t m0 x19 ha yb1 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">Extensible<span class="ff4">:<span class="_ _14"> </span>The<span class="_ _b"> </span>C++<span class="_ _b"> </span>I/O<span class="_ _c"> </span>Stream<span class="_ _b"> </span>mechanism<span class="_ _b"> </span>allo<span class="_ _4"></span>ws<span class="_ _c"> </span>new<span class="_ _b"> </span>user-defined<span class="_ _b"> </span>t<span class="_ _4"></span>yp<span class="_ _9"></span>es<span class="_ _c"> </span>to<span class="_ _b"> </span>b<span class="_ _9"></span>e</span></span></div><div class="t m0 x6 ha yb2 ff4 fs7 fc0 sc0 ls0 ws0">passed<span class="_ _12"> </span>to<span class="_ _12"> </span>I/O<span class="_ _12"> </span>stream<span class="_ _12"> </span>without<span class="_ _12"> </span>b<span class="_ _4"></span>reaking<span class="_ _12"> </span>existing<span class="_ _12"> </span>co<span class="_ _9"></span>de</div><div class="t m0 x19 ha yb3 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff1">Comparable<span class="_ _12"> </span>p<span class="_ _9"></span>erfo<span class="_ _4"></span>rmance<span class="ff4">:<span class="_ _14"> </span>If<span class="_ _b"> </span>used<span class="_ _12"> </span>co<span class="_ _4"></span>rrectly<span class="_ _b"> </span>may<span class="_ _b"> </span>b<span class="_ _9"></span>e<span class="_ _b"> </span>faster<span class="_ _b"> </span>than<span class="_ _12"> </span>C<span class="_ _b"> </span>I/O<span class="_ _12"> </span>(<span class="_ _c"> </span><span class="ff9">printf<span class="_ _d"> </span></span>,</span></span></div><div class="t m0 x28 ha yb4 ff9 fs7 fc0 sc0 ls0 ws0">scanf<span class="_ _c"> </span><span class="ff4">,<span class="_ _12"> </span>etc.)<span class="_ _14"> </span>.</span></div><div class="t m0 x1d h7 yd ff5 fs5 fc0 sc0 ls0 ws0">20/22</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
|
<div id="pf1b" class="pf w0 h0" data-page-no="1b"><div class="pc pc1b w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x4 h4 y6 ff1 fs2 fc1 sc0 ls0 ws0">I/O<span class="_ _7"> </span>Stream<span class="_ _7"> </span><span class="fs3">(Common<span class="_ _12"> </span>C<span class="_ _12"> </span>erro<span class="_ _4"></span>rs)<span class="_ _30"> </span><span class="fs2">3/3</span></span></div><div class="t m0 x19 ha yb5 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">Fo<span class="_ _4"></span>rget<span class="_ _b"> </span>the<span class="_ _12"> </span>numb<span class="_ _9"></span>er<span class="_ _12"> </span>of<span class="_ _12"> </span>parameters:</span></div><div class="t m0 x28 hf yb6 ff9 fs3 fc0 sc0 ls0 ws0">printf(<span class="fc6">"long<span class="_ _10"> </span>phrase<span class="_ _a"> </span>%d<span class="_ _a"> </span>long<span class="_ _a"> </span>phrase<span class="_ _a"> </span>%d"</span>,<span class="_ _a"> </span><span class="fc8">3</span>);</div><div class="t m0 x19 ha yb7 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">Use<span class="_ _12"> </span>the<span class="_ _12"> </span>wrong<span class="_ _12"> </span>format:</span></div><div class="t m0 x28 hf yb8 ffe fs3 fce sc0 ls0 ws0">int<span class="_ _10"> </span><span class="ff9 fc0">a<span class="_ _a"> </span><span class="fc8">=<span class="_ _a"> </span>3</span>;</span></div><div class="t m0 x28 hf yb9 ff9 fs3 fc0 sc0 ls0 ws0">...many<span class="_ _10"> </span>lines<span class="_ _a"> </span>of<span class="_ _a"> </span>code...</div><div class="t m0 x28 hf yba ff9 fs3 fc0 sc0 ls0 ws0">printf(<span class="fc6">"<span class="_ _10"> </span>%f"</span>,<span class="_ _a"> </span>a);</div><div class="t m0 x19 ha ybb ff8 fs7 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span><span class="ff4">The<span class="_ _16"> </span><span class="ff9">%c<span class="_ _16"> </span></span>conversion<span class="_ _12"> </span>sp<span class="_ _9"></span>ecifier<span class="_ _12"> </span>do<span class="_ _9"></span>es<span class="_ _b"> </span>not<span class="_ _12"> </span>automa<span class="_ _9"></span>tically<span class="_ _b"> </span>skip<span class="_ _12"> </span>any<span class="_ _12"> </span>leading<span class="_ _12"> </span>white<span class="_ _12"> </span>space:</span></div><div class="t m0 x28 hf ybc ff9 fs3 fc0 sc0 ls0 ws0">scanf(<span class="fc6">"%d"</span>,<span class="_ _10"> </span><span class="fc8">&</span>var1);</div><div class="t m0 x28 hf ybd ff9 fs3 fc0 sc0 ls0 ws0">scanf(<span class="fc6">"<span class="_ _10"> </span>%c"</span>,<span class="_ _a"> </span><span class="fc8">&</span>var2);</div><div class="t m0 x1d h7 yd ff5 fs5 fc0 sc0 ls0 ws0">21/22</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
|
<div id="pf1c" class="pf w0 h0" data-page-no="1c"><div class="pc pc1c w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x4 h12 y6 ffe fs2 fc1 sc0 ls0 ws0">std::print</div><div class="t m0 x1 ha ybe ff4 fs7 fc9 sc0 ls0 ws0">C++23<span class="_ _12"> </span><span class="fc0">intro<span class="_ _9"></span>duces<span class="_ _b"> </span>an<span class="_ _12"> </span>improved<span class="_ _b"> </span>version<span class="_ _12"> </span>of<span class="_ _16"> </span><span class="ff9">printf<span class="_ _16"> </span></span>function<span class="_ _16"> </span><span class="ff9">std::print<span class="_ _16"> </span></span>based<span class="_ _12"> </span>on</span></div><div class="t m0 x1 ha ybf ff10 fs7 fc0 sc0 ls0 ws0">fo<span class="_ _4"></span>rmatter<span class="_ _12"> </span>strings<span class="_ _7"> </span><span class="ff4">that<span class="_ _12"> </span>provides<span class="_ _b"> </span>all<span class="_ _12"> </span>b<span class="_ _9"></span>enefits<span class="_ _12"> </span>of<span class="_ _12"> </span>C++<span class="_ _12"> </span>stream<span class="_ _12"> </span>and<span class="_ _12"> </span>is<span class="_ _12"> </span>less<span class="_ _12"> </span>verb<span class="_ _9"></span>ose</span></div><div class="t m0 x1b he yc0 ff11 fs6 fcc sc0 ls0 ws0">#include<span class="_ _2b"> </span><span class="fcd"><print></span></div><div class="t m0 x1b he yc1 ffe fs6 fce sc0 ls0 ws0">int<span class="_ _14"> </span><span class="ffa fc4">main<span class="fc0">()<span class="_ _14"> </span>{</span></span></div><div class="t m0 x6 he yc2 ffa fs6 fc0 sc0 ls0 ws0">std<span class="fc8">::</span>print(<span class="fc6">"Hello<span class="_ _14"> </span>World!<span class="_ _14"> </span>{},<span class="_ _14"> </span>{},<span class="_ _10"> </span>{}<span class="ffe fcf">\n</span>"</span>,<span class="_ _7"> </span><span class="fc8">3</span>,<span class="_ _10"> </span><span class="fc8">4l</span>l,<span class="_ _14"> </span><span class="fc6">"aa"</span>);</div><div class="t m0 x6 he yc3 ff11 fs6 fcd sc0 ls0 ws0">//<span class="_ _14"> </span>print<span class="_ _14"> </span>"Hello<span class="_ _14"> </span>World!<span class="_ _10"> </span>3<span class="_ _7"> </span>4<span class="_ _10"> </span>aa"</div><div class="t m0 x1b he yc4 ffa fs6 fc0 sc0 ls0 ws0">}</div><div class="t m0 x1 ha yc5 ff4 fs7 fc0 sc0 ls0 ws0">This<span class="_ _12"> </span>will<span class="_ _12"> </span>b<span class="_ _9"></span>e<span class="_ _b"> </span>the<span class="_ _12"> </span>default<span class="_ _12"> </span>wa<span class="_ _4"></span>y<span class="_ _b"> </span>to<span class="_ _12"> </span>print<span class="_ _b"> </span>when<span class="_ _12"> </span>the<span class="_ _12"> </span><span class="fc9">C++23<span class="_ _5"> </span></span>standa<span class="_ _4"></span>rd<span class="_ _12"> </span>is<span class="_ _12"> </span>widely<span class="_ _12"> </span>adopted</div><div class="t m0 x1d h7 yd ff5 fs5 fc0 sc0 ls0 ws0">22/22</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
|
|
</div>
|
|
<div class="loading-indicator">
|
|
<img alt="" src="data:image/png;base64,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"/>
|
|
</div>
|
|
</body>
|
|
</html>
|