282 lines
71 KiB
JavaScript
282 lines
71 KiB
JavaScript
var fs = require('fs');
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const csv = require('csv-parser');
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const moment = require('moment');
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const html_to_pdf = require('html-pdf-node');
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async function makePdf(data) {
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let options = { format: 'A4' };
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let template = {
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content: `<!DOCTYPE html>
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<head>
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<style>
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// @media print {
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// body {
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// -webkit-print-color-adjust: exact;
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// }
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// }
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html { -webkit-print-color-adjust: exact; }
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.person-details-row {
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display: flex;
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flex-direction: row;
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}
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.person-details-col {
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display: flex;
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flex-direction: column;
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height: 90px;
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width: 50%;
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margin: 1px;
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border: 0;
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}
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.test-details-row {
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border: 0;
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}
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.test-details-col {
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height: 100px;
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}
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.test-cell-div {
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/* border: 1px solid black; */
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border-collapse: collapse;
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height: 20px;
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padding: 10px;
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}
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.table-header {
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border: 1px solid black;
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margin: 0 0 -10px 10px;
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background-color: rgb(191, 191, 191) !important;
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text-align: center;
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justify-content: center;
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align-items: center;
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display: flex;
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font-weight: 600;
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height: 50px;
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width: 98%;
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}
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// @media print {
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// .table-header {
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// background-color: rgb(191, 191, 191) !important;
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// print-color-adjust: exact;
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// }
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// }
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// @media print {
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// .vendorListHeading th {
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// color: white !important;
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// }
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// }
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.test-method {
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font-weight: 200 !important;
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color: rgb(191, 191, 191);
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}
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.result-value {
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justify-content: center;
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align-items: center;
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display: flex;
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}
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.end-of-report {
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display: flex;
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align-items: center;
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justify-content: center;
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}
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.logo {
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display: flex;
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justify-content: center;
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align-items: center;
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}
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table,
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th,
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td {
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border: 1px solid black;
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border-collapse: collapse;
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}
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ul {
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list-style-type: none;
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/* margin: 0; */
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/* padding: 0; */
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}
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</style>
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</head>
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<body>
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<div>
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<div class="logo">
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<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANUAAADHCAYAAACOXhYTAAAYTmlDQ1BJQ0MgUHJvZmlsZQAAeJyVeQk4lV3X/77PfI75HPM8z2Se53meZxKO6ZjiGEOJJGOiQkglGSuVQiUiDUoZekiSSIZKoaJC9d2Gep73ef/X/7u+fV373r+z9tprrb3WHu51bgC4qnwjI8MQjACER8RQHUwN+N3cPfixswADWAERkICcLzk6Ut/OzgrA5Xf7n2VlGEAb7VOZDVn/3f//LUz+AdFkACA7GPv5R5PDYXwVAFQ5OZIaAwBmgy4UHxO5geEKmKmwgTDO3MBBW7h8A/tt4UubPE4OhjDuBgBH6+tLDQKAvh+m88eRg2AZ9ItwHzHCnxIBAAsKxjrh4bv9AeAygnnEYZ5IGG/MQ83vH3KC/kOm3x+Zvr5Bf/DWXDYLzogSHRnmu+f/6I7/vYSHxf7WIQpX2mCqmcPGnGG/jYTuttzAtDCej/CzsYUxEcbfKP6b/DBGEIJjzZy3+BHc5GhD2GdwpAFCzt/XyBLG3DA2iQizsdqm+wVSTMxhDK8QRAIlxtwJxuwwzgyINnbc5jlN3e2wrQvRHEg11N+mP/Clburd0DUeG+qsvy3/U3CA+bZ8JH1isJMrjAkwFo6juNjAmB7GstGhjpbbPFqJwYY2v3mosQ4b9gvD2CEgwtRgSz4yLpBq4rDNnx0e/Xu+yNPBFHObbXwlJtjJbMs/yG6y76b98FyQ/QER+s6/5QREu1n9not/gJHx1tyRcwERzo7bcr5Fxhg4bI1FESLD7Lb5UYIBYaYbdEEYK0XHOW6PRbnEwAtySz4qMDLGzmnLTlRiiK+F3ZY9qCPAChgCI8APYuHqB3aDEEB5Mt8yD//a6jEBvoAKgkAAkNmm/B7hutkTAT8dQSL4AKMAEP1nnMFmbwCIg+k//lC3njIgcLM3bnNEKJiBcTiwBGHw79jNURF/tLmANzCF8l/afeFKhu0Ng+tG//+b/pv6N0UfplhtU2J/a+Rn+M2JMcYYYcwwJhgJFCdKB6WJsoKfenBVQKmh1H/P429+9Ax6AP0aPYSeQD/fRUmj/stKazAByzfZ9oXfP32BEoVlKqMMUNqwdFgyihXFCWRQSrAefZQurFkZphpu273hFf5/yf6PGfwjGtt8eDk8As+G18OL/3skvSS98h8pG77+p3+2bPX742/DPz3/1m/4D+/7w63lvzmRmcgm5H1kJ7IH2YZsAfzIDmQrshd5awP/WV1vNlfXb20Om/aEwnIo/6Xvd2Q3PBkt1yD3Vm59qy8mIGHjjAaGuyP3UClBwTH8+vCNEMBvHkGWleZXkFNQBGDjftk6vj47bN4bEGvf3zTyQQBU4fMZv/o3LfwzAJfgvc9v/TdNxBvefhgAamfIsdS4LRpq44GGTwkGeKdxAF4gBMTh+SgAFaAJ9IAxsAC2wAm4A2/Y+mB4nVNBPEgGqSAD5IAj4DgoBafAWVALLoAroAW0gU5wDzwC/WAIvIBXzzR4DxbBCliDIAgL0UEkiAPig0QgKUgBUoN0IGPICnKA3CEfKAiKgGKhZOgAlAMVQqXQGagOugxdhzqhHmgAeg5NQm+hT9AqAomgRTAjeBCiiB0INYQ+whLhhNiJCEJEIRIR6YjDiBJEJeI8ohnRiXiEGEJMIN4jlpEASYNkRQogZZBqSEOkLdIDGYikIvchs5FFyErkReQNOM5PkRPIeeR3FAZFQvGjZOAVbIZyRpFRUah9qFxUKaoW1YzqRj1FTaIWUT/RdGhutBRaA22OdkMHoePRGegidDX6GvouvJem0SsYDIYVI4ZRhfeiOyYEk4TJxZzENGJuYwYwU5hlLBbLgZXCamNtsb7YGGwG9gT2PLYDO4idxn7D0eD4cAo4E5wHLgKXhivC1ePacYO4WdwanhEvgtfA2+L98Xvw+fgq/A18H34av0ZgIogRtAlOhBBCKqGEcJFwlzBG+ExDQyNIo05jT0Oh2U9TQnOJ5gHNJM13WiKtJK0hrRdtLO1h2hra27TPaT/T0dGJ0unRedDF0B2mq6O7QzdO942eRC9Lb07vT59CX0bfTD9I/5EBzyDCoM/gzZDIUMTQxNDHMM+IZxRlNGT0ZdzHWMZ4nfEZ4zITiUmeyZYpnCmXqZ6ph2mOiCWKEo2J/sR04lniHeIUCUkSIhmSyKQDpCrSXdI0M4ZZjNmcOYQ5h/kC8xPmRRYiixKLC0sCSxnLLZYJViSrKKs5axhrPusV1mHWVTYeNn22ALYstotsg2xf2bnY9dgD2LPZG9mH2Fc5+DmMOUI5CjhaOF5yojglOe054zkrOO9yznMxc2lykbmyua5wjXIjuCW5HbiTuM9y93Iv8/DymPJE8pzgucMzz8vKq8cbwnuMt533LR+JT4ePwneMr4PvHT8Lvz5/GH8Jfzf/ogC3gJlArMAZgScCa4Jigs6CaYKNgi+FCEJqQoFCx4S6hBaF+YSthZOFG4RHRfAiaiLBIsUi90W+ioqJuooeEm0RnRNjFzMXSxRrEBsTpxPXFY8SrxT/SwIjoSYRKnFSol8SIaksGSxZJtknhZBSkaJInZQakEZLq0tHSFdKP5OhldGXiZNpkJmUZZW1kk2TbZH9uEN4h8eOgh33d/yUU5YLk6uSeyFPlLeQT5O/If9JQVKBrFCm8JcinaKJYopiq+KSkpRSgFKF0ogySdla+ZByl/IPFVUVqspFlbeqwqo+quWqz9SY1ezUctUeqKPVDdRT1NvUv2uoaMRoXNFY0JTRDNWs15zTEtMK0KrSmtIW1PbVPqM9ocOv46NzWmdCV0DXV7dS97WekJ6/XrXerL6Efoj+ef2PBnIGVINrBl8NNQz3Gt42QhqZGmUbPTEmGjsblxqPmwiaBJk0mCyaKpsmmd42Q5tZmhWYPTPnMSeb15kvWqha7LXotqS1dLQstXxtJWlFtbphjbC2sD5qPWYjYhNh02ILbM1tj9q+tBOzi7K7aY+xt7Mvs59xkHdIdrjvSHLc5VjvuOJk4JTv9MJZ3DnWucuFwcXLpc7lq6uRa6HrhNsOt71uj9w53SnurR5YDxePao9lT2PP457TXspeGV7DO8V2Juzs8eb0DvO+tYthl++uJh+0j6tPvc+6r61vpe+yn7lfud8i2ZBcTH7vr+d/zP9tgHZAYcBsoHZgYeBckHbQ0aC3wbrBRcHzFENKKWUpxCzkVMjXUNvQmtBfYa5hjeG4cJ/w6xHEiNCI7t28uxN2D0RKRWZETkRpRB2PWqRaUqujoeid0a0xzPCLfG+seOzB2Mk4nbiyuG/xLvFNCUwJEQm9eyT3ZO2ZTTRJPJeESiIndSULJKcmT+7V33tmH7TPb19XilBKesr0ftP9tamE1NDUx2lyaYVpXw64HriRzpO+P33qoOnBhgz6DGrGs0Oah05lojIpmU+yFLNOZP3M9s9+mCOXU5SznkvOfZgnn1eS9+tw4OEn+Sr5FUcwRyKODBfoFtQWMhUmFk4dtT7afIz/WPaxL8d3He8pUio6VUwoji2eKLEqaT0hfOLIifXS4NKhMoOyxnLu8qzyryf9Tw5W6FVcPMVzKufU6mnK6ZEzpmeaK0Uri85izsadnalyqbp/Tu1cXTVndU71j5qImolah9ruOtW6unru+vwGRENsw9vzXuf7LxhdaL0oc/FMI2tjziVwKfbSu8s+l4evWF7palJrunhV5Gr5NdK17GaoeU/zYktwy0Sre+vAdYvrXTc0b1y7KXuzpk2grewWy638dkJ7evuvjsSO5duRt+c7gzqnunZ1vbjjduevbvvuJ3ct7z64Z3Lvzn39+x0PtB+09Wj0XH+o9rDlkcqj5l7l3muPlR9fe6LypLlPta+1X73/xoDWQPug7mDnU6On9/4y/+vRkM3QwLDz8Mgzr2cTI/4jc8/Dni+Nxo2uvdg/hh7Lfsn4smice7zylcSrxgmViVuTRpO9rx1fv5giT71/E/1mfTp9hm6maJZvtm5OYa7trcnb/nee76bfR75fm8/4wPSh/KP4x6sLegu9i26L00vUpV+fcj9zfK75ovSla9lueXwlfGXta/Y3jm+139W+3191XZ1di1/Hrpf8kPhx46flz7Ff4b9+RfpSfTdfBZBwRQQGAvCpBgA6dwBIcH5G8NzK/7YLEn75QMCtCyQLvUekwzdqHyoDbYJBYh5hS3AReCuCBA2WZp52kK6FvoahmrGRqZXYRXrE3M8ywvqKbY79PccS5yrXDx4EL5aPwE8nQBQkCrEKs4uwibKLcYvzSPBL8ksJSgvLiMqK7ZCWk5NXVFBR1FDSVTZWMVc1VzNRN9Ew0TTU0tfW0tHQVdKT1Rc14DFkNiIY/TL+bDJj+tys17zNotbyqFWKdYiNm62xnbK9mAOXI6MTzhnpArki3FDueA9GTw4v4Z0y3hK7hH34fDn9WMgkf2IAKZA1iCtYkCIdohpqEuYSTolI3l0YWRV1mloSXRCTG5sVlx1/OKFkT21ie9KLvWCfdMqu/SdSXxwQTN99sPMQJlMoSyHbIMcxNzAv8XBBfu2R2wWjhcvHmI7LFFkUB5YcOFFRer1ssPzNyeVT2NMcZyQrtc7aVvmdi6k+WFNUW1t3vf5hw+j5dxe+N+IusV0Wv6Lb5H416lpW88mWxtaO6z03+m72tz261dV+uaPsdkrnri6NO8Q7M93X79bfK7+f8yChx++h+SPZXvre+cd3n5T3RfYbDJAGpgavPE39y35IZBg1/PZZ70jj88LRmBcuY2ovOV+uj4+/6pw4N5n1eveU8xutaWF4la3M/jV39W3xu5T3YfPkD+SPkQs5i9eWFj7rfTmzQvpa8l1q9cl6yk+NX7/+EX8F5ByqEG2JYcG8xDbhcvFBBCMaSVoG2nW6WfoRhhHGV0xviB9In5lXWH6wrrH9YP/J8YNzhesz9wLPDO8Y3yD/XYHrgtVCOcJhIlaikmJ4sXfiPRJ1ktlSFGlLGRlZOtmFHQNyV+WLFZIVyUr2ygYqCqoCakS1X+ofNcY0e7SatSt1cnXj9Xz0LQwUDDmNEEZvjZ+YXDItMIs2d7JQsWSzXLN6ZX3Hpt62wC7JPtDB0VHfSd5ZwIXkinVddXvvPubR63nLq3Hnae+juw75JPtS/ShkX3+PAKdA+yCbYEuKZYhZqGaYbLhABMtumkhE5HrUN+r36B+x6DhivFCCxh6nxOikouS2vTMpNPv5UmXStA/YpPsdjM/IO1Sd2ZE1mv01lzlP4bB9fsSRvIKGwgdH3xz7VcRZrFxidyK09GDZqfLWk/0Vc6d+nmGulDirXWV3jlwdW3OotgQ+53obFi4QLyo2Ol6Kupx/paGp++rYtU8tmFaO65I3NG5atLndCmyP6Ui5ndp5oOvgnYzuQ3cz72Xfz32Q15P3MO9RXm/u45wnWX2H+tMHUgf3Po37K2po93Dks5iRpOcHR4++qBxrenlv/PmrD5PgNXFK8I38tM6M+azf3Om3H94rzyd9aP/4c1FzKe7Txc9vltlXLL+mfGv6PrvGve7wI/tn93b8jRH6yB3Ij6hO9CGMI1Ycu4S7js8gONBw04zTnqULp1dnQDB0MqYzWRAZiP2kI8y2LAwsj1mz2UzYIfZWjghOIc4RrhxuHe4PPGW8Zrxf+Cr4zfg/ChwT1BAcE9orzC/cLuItsi5aIqYk1iseIL4ucVRSSrJDylFqRjpVRkRmRDZ3h8GOL3I18p4KdAodipFKAkqDymkqCiqTqvlq2mof1Ms0zDWWNc9q2Wv91G7QcdfF6l7TI+sT9W8bRBryG/YbpRkrGc+alJrawu8dN82jLKQs3lhWWHlYs1o/tSm0dbAj2Q3bn3DwdhR2fOd02TnRxdiVwXXUrdo92sPAk9Zz2OvUzmBvBe+1XXd9Cny9/CT8Vsjd/kcDfAMVg1BBw8H1lJQQp1DpMHTYq/AbESW74yNdozSovNGo6PmYodjOuMb4ioT8PamJ8Umhyf57d+5zS3Ha75Bqn2Z/wCHd6aB7xs5DAZmhWdHZKTmZuYV5FYfr8puP3CkYKBw/+vE4qkii2KvkyIm7pWvlsif9Ko6fenh6vVLhbEBV6bm+GlStVl18fWPD+wuSF0Ma6y8tXFFp2n+1t5mjJay1+wbfzZS21+1WHW2d8l3nu6XuXr5v8GD0YUIv3+P+vrwBp6eiQ2D4/cib0XcvwSuRyV1T9TPoucT34EPVIvmz7orad+f1ko34b/0PuFEwKgAcPwTAxv88DnUA5J4HQGwPAGxw7mlHB4CTOkAImAJouQtAFtp/7g8ITjwJgAR4gCRQA2ZwfhkG55TFoBH0gCnwA2KHlCFHKBo6DrVCL+GcTxrhgkhFNCLGkQxIA2Q88gJyBs7SvFBlqBdwJuaDPof+gFHBpGKeYHmw4dgOHAlHwXXiOfGx+EGCIqGYsE5DpnlMq05bS8dOl0uPoE+i/8oQy7DCmMgEMWUTWYlVJDVSP3MIC5blHKsx6wxbJrsUez9HDCcHZzuXPzcN9xUeD14k7wU+TzgjGBDIF7QVYhJ6Klws4ikqIDojdl48WkJDEpLskSqQ9oRX56Ls4I42uWr5QoV9ihQlR2UNFT5VSHVCrU39mEaIprYWvdaYdp1OjK6uHk5vQL/J4Kphi9EN43aTO6Y9Zn3mwxbjlrNWS9Zrtjg7VntRBzVHKyeyc7JLiWu725wHyVPfK3JnpfeQD8FX3y+J3Or/NVAtKCm4M4QQ6hxWFb682yyyImohWismJ3Y8XinhyJ6lJNfke/u0U9pTLdOm0rMytDNB1kDOpbzy/MICs6PIY3eLCkoCSg3LpSsET4tUKlXZVEfVltU/ugAaVS/bNLlfC25Jvn785pVbgx0rXbzdZvdiHpx++KT3R5/MwM6nh4duj5BGyWMXxucnuafUpvVm5d/Sv3s2f/jjjoXOJbNP3V8UlktXVr/Zfz+3urSu8SPl5+3N82Mr/kQ4/hJAFZgAVxAC9oFjoAF0g3HwDSJBcpANFAEdgZqg5wiAkICz/DTEZcRrOI+3QqYjO5BrKG3UAVQvmh0diG7G4DHemGYsIzYM+wgnjcvHLeO98PcIsoRiGiRNFM0krTPtQzpDunZ6LfpbcBb7gNGecRzOU38Rj5FkSY+ZI+DMs5XVl42GrZU9kIOV4z7nHi5prknuYh5bXhxvF99+fgMBjMBjwSIhX2FZ4XWRXtEKsShxYwkuiU+SD6XOSqfIeMpq7pCQY5fHy68rLChOKT1TfqhyU/W8Wqn6IQ2qpqeWobakDqPOsu6oXrt+o8FlwyajFuObJh2m3WYPzfstnlm+spq1XrJZs8PZszqIOao7WTv7u+x1LXW77j7q8cNLcKeFd8yu0z59fhBZxT8ioC5wJliUEhJyOXQ13DSiaPdclBZ1b3RHLCrOKr44YSZRPelw8uw+45TaVPq0PQdm4fOkP9Mi636OWW7vYYf8iYKUo7zHbhcFltCfaC3zP0mquHd6b6XK2U/nLtfE1mk1YM4PXTx3KfmK11WVZvqWqetXbx64ZdPBfnuyq66bek/rAbZn+FHd4/19XgM6T0WGmIYfjDg/n36R+JJ5/MqE0+T6VO20+yzDXM+7zHnLj4wLz5ZOfw5ZVvmK+Na3WrYe9FNxO/5IgAG0myeAOFCBV4AbCAcHwSlwE4zC+18QsoBioSpoGEGDMIJ3fhcSh7RHnkJ+QlmgatB4NBX9CuME73Yb7BCOjPuOLyKoE6ZpTtDq0Y7RJdHz0/cwxDNKMk4xnSL6kSRIX5nvs1SwJrF5sutxSHGyc9FwI7jXeVZ51/mBABZ+A+URlhXRFnUQCxLfL3FC8hqcdy/KMu5QkHOV36dQpdintKYioequVqg+qMms5a5dpbOgp62fZ/DKSNE4x2TSTMu8yOKTlZ31BVtauzD7h46STjnO71wt3Oo98J4Ur/veorsO+kz7GZKrA5CB/kF3KKIhGaFz4VYRjZEsUQnUiRij2Ivx7An79rxPcoP3qUpKTSpH2uF01MHkjE+ZHlmXs3/lOuXVHF494lhw8SjhGOX4vWKpktwTC2Wu5bcqRE8VwGe//9nec5rVNbVMdYn1M+cdL7Q1il7Kv7zS5H31XrNMy5HWxRv2Ny/eIrQHdrR3ErsC7jTfRd2zu1/2YOqhxCNKb/XjyT7OfvuBg4NXn74eIgzLPXMYoT4/PFr34s7Y0MuZ8aVX65PQa+wU5g1mGkyvznyYHZ97/Lb1XeX7zPmID9YfpRawC68WW5eyPnl8lvj86UvbctqK0VfM1+5vKd81vy+tnlvzWCesN/8g/6T7eeWX+0b8t74dbd4fjACc5tpAA5c+ffz3d5ut70r/yE3+3YLN22WjbNwumy1804D/ARPU0O2uyKzLAACgPklEQVR4Xu1dB2AVVdaeVHoaTVoKoYgISQDFRglgRWl2erGLCri6q1ICqOtaKLZ1V2kqdml2gRBAYaUlFJWWRpWWRk0h7/++Oe9kJi8vDQO6/74Jw8ybuXPn3nPPd0+5594xDM/moYCHAh4KeCjgoYCHAh4KeCjgoYCHAh4KeCjgoYCHAh4KeCjgoYCHAh4KeCjgoYCHAh4KeCjgoYCHAh4KeCjgoYCHAh4KeCjgoYCHAh4KeCjgoYCHAh4KeCjgoYCHAh4KeCjgoYCHAh4KeCjgoYCHAh4KeCjgoYCHAh4KeCjgoYCHAn88Bbz++CL875UgOzvTKzAw2KE1z0lLq5azdWfHQq88fy8j3/f4ll87O7Ky6+E+20d3Jue5+ZxXUODROu3b/GR4+ed5FfoVBLRrtT4gPPzM/x41/3w19oDqArRJZk6md2HagUZn9qS2zlq55uZTe5OjTu9OvThvw4bGOUahiRTdiJgi5JRRNk3jjTSFtmcCDG/Dv1OnAzVaRGyr2Szy56BuV31ZPTRiZ932bfddgKp6XuFsCw8hqpgCh/bt9zux+ofrczdtujozPqHvwY0/tSHzEwgEAM8JHjsg7KDywY+z5ZRJ8ygtHz5ufxfPG3XsvDu4R/fF1Tp0+KF2l2u+b9i0yakqrronOw+oqoYHIIm8jn3xfb+c1ctvPv7V0luP7U0NVJ2NzEyQ5GP3tUkVlTQED68HtAh31AhpkFVo+Dr864fsD+zYcbmzdHb1T7HiyN64sVf+0ayLjMJc39yso8HZu1JNICp4i3RL5ztZBr2mx7rNInLq9L52YZ1renzdcvBdn1QNNTy5eNS/c+SBo3vTqh9f/O1dhxZ9NuLgsmVd7dkoUcnkfk5A8Vqz6M4nqrdtva5GZOjWoJ49P/Aq8Dbq9uy27hyL4PaxrPhVl+V7F/hmx8ffcXJXWvTZXSmXpWxYU4uJ/bEXOHtSu4qpErRxr15rG/a7bU7tPtd/WD804kRVlut/KS8PqCrR2pl7Umse++LrYUcXLrzvwLJl0Xb1za5qMcugiFZGvasuWxVyXY95AVEdVgZExyRX4lVVnjQnKTEyO2ljt6xlCYOP/LguNit1p/mO0lRSACypXv/+b9e95aY5waERp6u8QP+PM/SAqpzGpWp3OmFN7N53333s8Gcf92FPz40qlKp2/E2JFDborviQHjd81HDATXN9gxtQ4/vTbgWZh70PL/zmgWPLvxmYPv+jq1kv1olHqqMKNtar4e13LWkybMirNbtetSI4IJjV9mweCpwbBVLeePOhhKbhpxaC33T/zHm+CMfvjEDHtocfnUspcG5v+PM8hTq0Ql0+Zp1Y1wXYP3ce+Zv1XR4Wnpn8+hsP/3lK7SnJfwUFoOLV+fmJp6d96WQoMheZarHz99c4bh/98LyTGzdH/FdU6BwKibqF7nhk9DzWlfUnoBRoPH6BHTT6B2l1Dtl7HvlfocCxtD2B2/76zJtkGJVKykyUTj9e3uW3IwsW9fu99Jg2feb4ubPnPWDPZ+HnC+4sLd+4uLhpQUFBjuDgYAeP3CMiIhzTp09/uryyLFi4+K5FCxbfVV66su4f+Wzh7ah7tl1qKX3Y8YBmL4F2piPEs3koYFIgMy299pa/PT2DDKK9MXtn7ry29e5BK06mJtc/F3LNmTPnwcTExGh9dvjw4YuCA4Mcm5IS2+q1Z+ImzeC18kAFEE1cuHDh7djvYr4LFi28tbRnNm1KahcVE32E+RKE4eHhBTNmzCgXhGXV8XRKcjBoEU+asJNRGrHj4TXQ8HnQ0iO5zoVR/j89k/z6a2NVMrEnVsnEazvGx72Sl3WYwzvntKWmpjYmQ48ZM+ZdZgBwtaW0geR51p7hpEmTTEmUkpLS0N2LkP7FwMBAx4oVK4q57csqVFhYmKN79+678M7WKEcIyvAO3wFAFgMiwYn7dStbwZ0TJk9Xuim42CERXKCpx+aqLEH/P6Tf/+WXNyxvGplFECmYeCSj7J4waVpB5lF6yyu8ARD109LSGKtXbIuOjs4Ec6fw4rBhwxZAYmRiK+ZxhQR60snwfUsDlfP+bYsWLeq/YMGCOxMSEmJLKxzye4bpkbafPY0T4HP0GkGu6mS/fv3WURKyHhWuNBLuGj/RlPCknd2ZA9oeBY2vrUxenrT/pRSg3bTxtrt/JJjsdhPBtGtS3Iv5mccqNcSAnv4BAOc3MOdZMiiY88esrKwi6QZ171Neh5S5msfJkydPdSUdmL9vWaCCJHtJmZ/HkJAQR7du3baW1gQowwZKKtf7KOsoAOdvep3nzA/HpwD4rwF4U1VEmeGTqdy2Y8LEaV85VUI6dNRbCFp/eyx1X43K5eZJ/V9DgbT57w1Re0AbnarLlruHfXMmNSWoshWBKnUb1TIyIc77gTkfdzLlxzbGNa9BWm1xSoo3XN+DZ/tSLcTzf3FXBoDqZd6HhOOQkZGRkeEHqdiotPIC5Gfwvr3l1QfA/JVAsqdjJ0G7rbxn3d0HDetsHTj8e/WWksa0vUhz0P6Oc8nT88yflAJH9uwJWNvz2q1sZFVT2PDLWrTOzo5f0bkixV64eNGtCxd+XozZIBE20m6xPw+pc3NSUlIbvQZVzZRCTrDNJwhh3xQDFtSwS3kfttML7soC6fYC71eknExDoKBcB8tKTzvLKVlXl5UuJibmt2cnTXylou9muqzl8Vcvb3lxgYJLaY422IK2CKxMXp60f0IKpM2fN8ju1VNjOm3aK09VprjNwyNy+/frs9b+DBh3H/bd5eXjlFSmugYP3GNOgH0CyWOqiZA83rwGifSiu7wAtped6uGd9PxhvxtAbFfae6n+QVoVAyHzgERdos9QKhLglIBIewjq37eQUvfY85w3Z+49pno4c8aT5dXR3X3S2C3t588rdfjgXN7jeeYCUSA7O9t70wP3fWaPfiCg1l5+ZfqptLSgyhYjbsrk52oHhzg+W7ykvz4LQCWDIY+7y8vOoEj3K1QtCbTDBoZ+gsyM60n8TceFU2qsof00YsSIL3Bvz2OPPTaX96n+2W0qPaeN5O7dAFx7SiuA62e86zlIxg+dqqeZH7e+ffuuYRpI1RbTpk17OjY29hfUpaiMZpr+/X4MD2/uOJKVbaqd57KB1jVB8wOqbqtKiLZ571zy8zzzB1Hg0NbNEfA+HdGGXOT06qVOn/FERYo0d/achydPipsBpr1f08MrVo+MOWL40CIjnga+U4L0s+cLJp5rV9cgIb5wVd/o8QN4PsU7hvJZgG4D7S7sW5H+K6h8r0CquZWmBCE9d2XVhZIMoFpP4AAsWZBURSocVL8GTmmJgAlrw/Ui7yXU1j5BQSFUSSeX9Z5FCxYOqAhNQfun6AxiW3Bn26CNDqOtwiryvCfNH0iBvV8uvs4+OMnGWx16SW524voW5RWL6hh67GTnGE+Ks3d/W5/jwC2v0QbSa+GhYY7+ffutsufdt98A2lrb9dq0GdOfwbMwLf4c2yvTZjwdFFiPtt2nGzcluQUnymtKN9S1ZWmlVnoAjBWyk9AGrdEWZ3WAXZ0YaDOP6/3PwRolS5H85puP2MdK2CNuGjjku/yMrAqNOaFn/w8YZTlc4mZ6SJH72Kvrm9ShgDR4jWwIORoXiB4dqtLqSZPj/hHdPupIRFj46cTEjUXA+7PRC9Ec7SBxvwgPDz3BiIvuXbvtA/AnpqSJpEpM2tIyIMj0apqD1u422HX9ndLu08rWL3HQ0KXqdtf2Qts9mp19vELtVNn3edKfAwUys7P81t1+1w/aQDrCv3fu7JEVzY6qD5lk7ty595b1TP/+/eMpyewDuADfiNjuXbfFduv+y/DhIxempKYXAbGi7/+j0s2eM+8+lPl7dASn5s6ZdR/LAQk2i7TAAPOVpZULkngnVMtC14HsitZjz5xZ99gjMdh26+6846fMrJxztt8q+m5PunIokJGaGrTxjrt/tAOK6h+mMYRWlnhgkizYNvthz7xIGwSSay3UwV2UYJBSUcyP41HOUCO37u/KvvPPmB4Ay+sW2z21tLJxPM45rjbm95Sf02V0JoC2H9pyQ0bqnkqHTf2ecpyPZysVQXA+CnCueWbsSauTdM21adl7doUwD/qQgyMvyblmw6pgv+B6lZ5Ix/El2hl0AnTo0GE3JFIKgLZ93rx5jxYWFhrp6ekmrdBL/4zB16bYK2RLlFc/qKdex7ckXlmQmdEwKymxW6GX4X/yP1tuOJN5JNDL26vQUejw8XaYy1wYuFeIaw5c86oeXD+z1hWXfuPt8D4bFB0V7xNU72Dd2NifyntfWfdXrFjZ9dUZM6euWLG8a3jziCNwtb8yduzYf9ifYYR8QEDAvs2bNzf7Pe/SZ1dEts7KTN5hrunBLTC05cnoH5Y2CwkNz6yK/D15VJACCDeqQ++RPVJ67WVX7c0/eqzK1Qeod0+yZ4ZHzAxGxQDvAJwXudYrWGQzWW5KesDe2e8N+uXhh+f90PmydLUtdM4SB0qXGzUd3+PIuUz0mC0zqju+NaqZO895jfeYhr91kNU+7wt57/h19Oi39s15/3a8s3Zlysi0ixctGAC3+48cy8IA8G7Utzevo9P5J1VD0OCWyuZZVnq43fcucoY5sR5o2xNoY7Oz/G/c/usk1bH0/bW2Xn11WtY+CWDlnPXWgwZ9337+/OurogGc3j0fMNNm5geD/UdIsUjsF1U2f4zTBGcuT7j1cMKK2/a/N+/6PGRAa7w6dkrWXOcxMKSR4d8i7ETDm66d4yj09vMPDDwaGBO93MvLC9Xz8jprOExJ5WPgFE86HA7frE2JN+bn5AR7eRfmH/56+bDc3am1cjIkkKKaM1++jxunxzcZMuy7+t26fxLSK/bzmuHh2RWpy6ZNm1q/+uqrcbA1OeDcEurwTqjDS/C7b0Wer0yazYPuXrlz/oddtVcMahp5st2PqxrVDWvidiywMnl70pZBAUooTG8/pIOIi8Bh2wYOXVbaIxhzum/69MpFT0DlO+UcPP01KirqFMZ5jnBAtaINczptd0jKKzMfXRnR+hhCGMxxmW+cUsc5AP0bpk7MOLTgs1tyES9X0Xwrmg551kTeN+Edr0ACHNYoEpaB5yzTirBWh1DGh06l7qqwCgtb6q/OYYZ5FS2LPR3GtPo99tgj75T17LaBg1eRXjpon9A0MgdtHnwu7/M8UwEKwIYKpMpHpiDRSfwtgwbp2nhuc+BgKhmhMnOR4Am8aHLcxDfgIv/XjOmvPFeBoplJ9s+aO3Jt5457yLiM2F5q+JtlXNkw1IEo7ulZKxIur2heVZ0Oy5ZdjSktb6JDMoH1rRPkVD9/uOLK3Sj78Iq8E3S8BuFaq8IiwrNBmwkVeQYdUgtItxVsB6qTpUWCaF5o0xXaabKt0ebZbPuKvOvPkua/Qv2Dl69uUrfrfs3as6u+DmY0B6Cg8vUqi5Bw+fpCjTO1LDRuDdhGVbrCEWYEBx2c/c7j26f+fTzX+OO6elzLK6RpuBE5Je7B4J5d59cOa14p9eXQr7823fztCkRzFFaHmudXUFBQA3tNHx+fQj8/vzPe3t65uF7gH1I/pfuwO1+vCCMVFhZ4e3n5QG80fE7uTb0k69PFj+2e8crIo/v2GRSVXKaWalfLSZOfajp84D9rRbQsUz2cNWf2w9NfffWJHl1jv3115vRiSwPYy4NQq7fg6BkF58ZxODcC9uzZcwqdVkB5ZQaw4lPmzzfnjNHjFBTaMjN65fetQyIijpT3rOd+BSiAcahqcLWu1ZF4jDY6tg4aCju9Ylt8fHx3Z6zdLxV7ovxUuSlp9bYMHLKcZaLjgK5hqleQSG+cgB1VXg6Hd+1qumTK1H8/e0OfPfe0uOTEjcEN8mJ8fB1tDC/HxYa3o7W5yzn3NoaPudt/X4z3cb8E+zW+tR23hDTJ/8sV3Q//c8i9u1e9+/5zAJ43PYe0vxyOs4GFjrNNHWcLGxc6HCHYA3EehLJelTx+UsJS5EGpRQcI67T17iHfoo7lMn9p9Zw+feaTUKGPOqPvX0bQcDV0bkcYwlUebfQ+2vg7trU6YMAD/wEvsN/ybL+HAhxlx8Duah3HWCQqH3igchuCRtUeKKbTc6IeVMT/VDQ3BuNuuWvwt1Q/qeKZ6lNMjOPg7DnjysrjQPKOhnMefHjh8BZtjvSqFlDYGs8ROK2cwLkE5wQHQYW4IXPn77bmb2vnNb2OkA3kwTQ+Zhp9vpUzb+bVt0ETx/juNzgS5n2wF+CaAHA9V+AoeAOgegOAe+Kso3AArvfGMfbAnDmf/dgh2gSVhnrBXl14soJhSKz/7NmzOWkzW4N+OZvYeX20Uw3vUlFaMx3a+ju2ubY/eGGVJ/KiMhR0kzb5jbcetg/swm1uTk0/l42RAtTpAbCJjPPD73lBAYGOGTNeLZoNW1q+eRlHvXbFTZiuDEcwwQmQm7ViRY/Snvll2dJ+z8del3597Tr5lwI0CKIzQcBdpI6CiKDxcVyKNdTl6ONoj3OCph2AwaOe87f9GvPlrmCTo0g3nou0k3e1w7WBTds4PnxqiuN0RgawdBa7oxAS7AjO/wOgjTtb6LgM9tcQ1M3sMHTqBurudlqKa93HjBk3t0N0zD7aTep+B72nwqbaB0l1yB2tsEgNilf6hjZPtU98BE+Uqm6eC1/8Tz3D4FjtpUjUFZGXHME4FL3RbjeE23wxMW7SNC52UloauIS3ElicGYvIgcyEhFXl9pyHPl/cZ7kRZHrNuEMyFQBM3dy947cduyPeuef+tbcEBDiwuqYpjVoUSREBk0gjCyztcS67YR6jACiCSq9HIQ/drbTyDK8ThB1w5G8CjkeRXpakw6xJJ6BFOvL+6OgrHCvmzudAsmyFZ4/hfBXO7seluzPj4/9GKcw6y3hZgOPwgiVl2rCuNIGkGqdLqwFk813vo60i4fTI7d//1mJz1VzToe2PKrDIE+CNUjuz/ymQVKayh7ZubWaf4Mbz/MyjHG5xuyVtSmynKkdwcF3HsGEjFroDFx0XdJkjHGkb9Pwy9XO4puutufKqnZROtDWWgXH3vzNrjGsB0OF7bfzo0wljO1xWQIam+tXcycSUGgogSguVOgQNZhkWAYlgIEBicI17NH53xNF174Tr3Hmd6fhMRyfoJA8Fphz5Dnk/wUcbTMrHsojk9HV09wt0/HPUA46c7GNOdDkycZIIgD3pKCyIOjBr9gzaXLqw5o+dr9wN2lTY3qIdRWChPSA8rQ121xOYr5XLdsNAc2J5/GEPaeI5eKTUJQXKy+t/7j4mGPrAjXpQxyrYQyFOLKw8QiDy+suoqJjCadNmTImJiTrsnPi3ynVZLriFy+1t4WK+lw3HnT3jzomTZrp7/08ffTJ2UNMwk0lVKrV0ql5iCwkD8yggUilE4BimhOFOYChQOkGKdDL8HJchrZyXtns5LndKKebBdDwSaJKvSC0FL4GqqiMllzo6CDJKrxhEbLx891DHqcxsBddeSKwn8SO4IOP4RaDBHFV/SZcDsys2g5eTNDmhsziguOhMgCM2tieWGghxzJwxrdw1CckDKq3IG+CRA+SV8vjCcx8UwKzQj9TTZ4r6ubOHV4QwuuQWVA5zYt1r06ZPCQgOMNeHiImKzsL0hkkVyWfjjb0361gTx3WOJ24oMado/QcfPzy4YaQpBSKKen1RsSgNaM/YbSFV28jYdiARFNwJCALrChyvQJrO2C8HsDo77/N6Z9znzvRMY+38beWjINT3qGqo6qHaZWrTCbgsCRYNML9yx2DHyYwsgis5H6ogXPJmqBMYu8XKRpFmZ8OQqvU39lnL2MWy6Nq9e9c1XJVX07wy45Vn6nHKCVRwtJW5/gY6unLVcD6/b96coeQJtbPBK+c0EF0RPvh/kwZrStytA7skHubeFJudWl5FoUashVG8FWpeTURap4WGReTNnD5jIqZl7IYNdQxqYqlGcc6mzc0ZS6fxeMnjx5cYAzqw9dfwx1q3PaRMSDVPbCdRs9ReonRQ+4bMXFwiiVThrqDh8Uow85UmYOT8GgDoShM8Bo4EnJfjqqJrcm7/LcCzpJq+UwGtYFJppUeWWwGmjhQeO2PwesGUF2lyLYAzox2DeJX+uyeOf0WjM2hr5Wzc1LS8tuH9sY+NeT8gsK6ja2zX7XQWYRzrEzgwigJnqSJCPc+zL6Xmmm/S4GFf893kD/IKeOacVn+qSHn/69NgpZ0QtaNIsFVN25xCL1giQDYjM9unX78+P2EQscSKrgj0vN2p9iXSdgKIiunxpREJLvF7+E4NYnW3ytLbdw9cT8Zubu5GkYTSsSKRTt5OMIld5AomhFRA0sgu4OEuALkax2tw/SrnkaDi3tW5y7mvo4u5e2NnekmjAGP5mPdlNtWyNEmlkpRHdcmzLlQH2VHwGIG8b7so1JG8LulVgKtYW2QnJHRgB6TjdPtnvVcmc48bM3YOVT0Aq0i6wP1+CrGV5sxpTgpleBh3++xqd22GGcRF0/LJM+CdoP96AFR1BU5mHPfCElaJ2gOxoTD9umipL/v75syZN5ozVjlZEIGdxVYAYjpMJNxIYK1MiHfroXMtOwY/3+J7OXi7Orw1HCLFI913/vDDFbcH1c8hg1HVU6ZTMKkjgHYTPXiUUnQiiJ1EqSSMLkAStY1A4m4HBc9jbbuCqRuA18O5E1TcY829OOBUqmHNtaL3qVqp4Ka9pZLL7o5XZ4p6DCmpFFi0t9hhvDb0/n2utAOtfMngbC/aOwiF+ntpvJG4GVNrHn2saJyQUontBDD9heNZPId3NolBvOXxV07Shot1zQsznrLntZvAQ3+amcN/ioIc+WbR3b8tX2quq8WwlEuxUEhgzGW/uiPuiBHDXsc6fL3gUcqB+vC2rlWuafv06WO6bjcmbS537QMGcG5+dvL91GsuGjQ0vkvaDi+/4LpFoUz/HjpqzR3XdFm7MetIHUxlMj+ERoLRDcmjF/4Y+8NS02Lmri5KH/OaXPdGOu7yvBejzc29eH7ymzmSBtVw5mc+5zBT8n1+uOOH3944Mh9f23fttTz6LrkvZWA6+c3yyXN0fTJvlkPqoB/4lslbjHTnxidJkFfe/XeTfkHNHPtTUormUYFWBV32/OIVPnjwl8z756mT/7YVH75z126wa3+d8erMok4QM4v7MB3UwGBMDJ0MqbUBtlU05rLtcPe8/VpAdKft4JG/kk4sOXgnBjxkTs35M2x/eOwfopDr/RQeeoQxc2SMiy6/MuXKdWvRUZa/QXX4ASrf1VxeCz1eF8SYHeZT+H0aPd9BNBw0NfcbRuuXJc+f35PvbDdt+uTm48bGacqMgwerj+9yVdrS3akNz4IFvfGJ6kI0HxmRLE1GFQgIY9p9/WRSXiMT6yaMLpu9F1Nw2kvIfDHVA7uXCSyyPH8LsIT5yepkKO75zmsEBlNxE2ZTqFjnAnH5LUd+OZH/853SaXDn84xlJATzkILl5G8zDs/Lz3j2penTev9l9OP2cqdPn/bElrHjXiQAWyCEq83rr93gFxJUYE9jP+eMaoCoM2IZDcwG+Ble2vboKPmKCm8YpE79bd3acD7EtaU7p+0JqhseWmbcYoUz/x0J/3BQYb3t5amffdiDzU2lvUdaWn3M9zlqr9ORnGPeX36+5NGg4LqHHIV5XjBuv4F+TuIFQAV8AXN+7oenKg9r5D2Fpb+mQZ14pVv3Hh90iIna6I42CZEtDuUk727Axrhs1tyHm4wa/qam+zV+ebfHbrx+2a+5Bb5+Zl9fUCSBhOl8TGD4ONlOQSJg4ia9v6QtCSaVLgSLEF/+V8blbwEp3ywSjZKpwCnrCCyFFsFGUJDh1bfMc97XNHaAyXW5c9Ypa/lbgSWw1CcFSAIuA+CSMhI0/jgb0ffun/+2+L1iC9xgHG/YuntGzSUdgiJan+yWuqPUCZJQ30/m5OTUxOziD7Ac2yDna9weuERc8+bNi/EEEyJsrE58eHgOy8RyRtx29zcdP/vwprLyuhD3/lBQ7f3qy14be9+8VJmgw7RXngkf9/jzrhUfNmJ4/JIFi2IpLdizYXa7w8tLvFEwbM3kmN5uHuk5ArCKTQG35wdAHTyevPsiNkTn2bMfajJy5D/1/uLnnntlyviJ4zLNrKWTVWanOmSXMkyhKp9IJUonUe9YHws8AhumJchUGjClrwmIQoNfTKPXheDhezgb8hB+peB3nimxvM3SECDMR4DjZYJBVSCWVUqh0kdqpV2/q/QSySPNz2fkt7SEMoWq4ypuJG8LtN2bX3rw1U0/hmL1pSKJhBjCwT+NGPEe6RbY/OLsK9avre9ft+TsAKwDMh0rVzUEoAZKSa0NUuuWzZu3XpmQEH8LJodeGhIUnI3VnoJc0/E3VsJ9YtO4x19Uunb86ssezXrfvMJd2gt17Q8FFQbwjmXvSw5hIQJaXpzRc9f2uu4qDiKP5AKTAE4QVLsTsKXuS09Na595PLsuVm3wy87ObADid4AD4yDsrQ6lEW/r4IHLU9//wAxx6Za4KTQwpsNeTbtgypQ3Jk6c+NAJUxJRUZJ+W1Q5S+poT06pqiATiUS1kGdix4g1YtlEjXC1Efr5QNxpgZ3PMySA3MhzgpyMKMqYHHdjX2LmqJacKnve5qxhbip5FDyqBqq84W+79LJAJikFUJZiSaDyTzsTBZY9D56zpkzboV5E9ns7NwbXwtdIlJYnNm5ttLRjuwMsdfO7h6xu9+F7XctiaLTvUKx5cQXCxnpuStrY3Mfh5RsUEnwSauF+tGsrqIUH4dhoXFoeWLs9I2fX9mAWIBA81fGXTfUZ11nWO8/nvT8MVClvvP7AlodH/1OlVM/4FVcH9ohdU1ZlYUN9DxvqWi6+MnvunGj0YKXq7K75YLr28t3zP+zBCl8xa/aDjUeNfEvTTOzW6+dPVq645IxpyQhTExBkQDoGRB2jca9uCUoZgkAcBtxEgngjjfT3tIda4pz6UTgb25kvC0xmozrFnYBiep1ir2ocrzHdh9gPOGWdqHm+po2V51TM7Koey8F73PS6cpaAxVILmU4AIym0G1FJx05F8lMbTSWkXbKJXIuoHpL37x/i27TsFJViPoRt/+zZQ9ePHDmPuUQMvGtl9Acfddd79iNiNr9dvHDB9VAO8mEH+2Hd+pPj4yb279E9dik60ukIyB2NNu8Bz+Bqd8/zGoZArl7eI/YHZeb2r7/2UOToR4o0kNKeO1/X/xBQ4TOWAT+Eh2WzdybjRA4cvqTdBxVb9wDq3RRsEwIDg3NhOj0AF/rc8ogDV+/MzVMnP0pHQ4c57zzQZMQ9/9JnJsbGbnt3RQK9yUWAIlEIGgGXevwIMocJAl4RZwWZnL28ev+8jWCcU1Ri0NZU68hUBA/BRMBwUiANDXVuKHi0d7AcEIZBr8sn2I/jrXwLIc/nziA3OlC42SWVJZ2kdgowu4oo9pOlFiq4RD7RUpQcxXYTKadlEqkmm0ow7SSCvGoYn/z0Y2Tk5R2KgIW4weEbR42cw2fajZ80PfLZyeOcjxc7zJ377v3dunX5AAvOPDRj5msTsKpT66SkTVdDjf8Q3t0XoCo+4+45+zV8Eunb5A/nXc9ysY2uAY8Fh4cdL++583H/DwEVvg/7YvILz5trm5PRrkPwavWI5scqWkF4ja7D0lnz+fVCEP1jEP2u0p7lVPH1o4bP4f2o6TOejhg7pmgsZUL3HlvfT4i/1G7oi4dPvG4WoISxxMUtLCWuclpOZHVvoy6O9OFjrKqI8eo56yeODcsmsru4eI+MyYYgMygD87gd+6dO+Uh5SS/kWaTOM1ne7lKQ2iuI5Fw2AYIFJEtyFRbZVNZ9C1iiwlrOCjuwRJpJWcWGdJjqaD3I2w/X/6dV68uidzlfb6TNmPnEljGPvcjydH7nvcGN7xlSIlpd0/JIryAO1aAORoWGhiatXLmyVHXe/hy/MbY0onmmqqktnnz6H+1efL7caT32PKrq/IKDil8zXBsemsXem43TbuKk51tNmey2JwJoQjAYeAu8fV/AXZ5hrzTGN7wxSr8uNX1PExi0biOWs5I2h62KjkojQzcddPd3UfM/vEHzeOOee7997Z23r6crn0Qgg/jixBt6CFmWACKz+JuwcZjqHI8yXiTPUFbQExYLFmPwmnrHmhQxnORLBuR7WI4g8xlLCiqTM1+xVfB5HewE1GK8iZD1MZU9Kp8yTnXCZGVrfIky0+5CZx0VKMpkek1VQELKck4wvYBU1EF1h1jgdCex6J20v5e/L63RoODr04eKRV9sHTz4q/T337+JOffYmBhRq2NMmr0t7eepySn1Yzp2YEA0ZtisaI52zywtret1zLx+btvUKU+ThqRxZ3ybrH5o6AWXVnaHVkXL/rvSHfznvybo6CorHjH20QnuMoQE+hyG6rFRo0bNhXPiGD8NA4N2iKblmMaceXM7zZo9m5qW2219dOc0tm6tyBZn7YBaMPWFlwioEyYTS7/CdL5odXrkCA7L0yZyi2qT2FFUkUT1osfuUSegWKcQ7LSm+SzXfSAjBmKn94UePd7jeIpKLi20OiZ4/SD2z7F/4RylqmbKJB8T5NVN974AvrgkpeRk+Qh6prcGo/W6XpPnZBxNB4VlQFquCVzFNWIvp/a+lveSdqAMH3DTPLaePuzbPyQ8JyfLiiBv9/77vQOaSoDM2o7dUjHps9T1GRct+eJBL7QDnFGvlAYo12kkSsfWU6c8ox0WO7JDb/zLLW9p+vN1vKCSKnNPatAPoRGZaktd8syEl1s9N9VUA+0bPmXzJgDzIAg7GS7zHVAB+sFYvQMuWBL7HRiw95ZHkI033pi075tvoljBGzOO1PALqX+Gz6z85IPBo+8Y+F4OWQet56eiAvfY0qqm6cCsXYL4OS0oegfpzuqPnZkSOAQLn+fvYGc+fFYlgwJHVU39rTYVy8aFN+LxDpZBWJxnzFGmflEq8CoBa41W2Z0NlvRSm0e9gZRclltdpK7eo3RSqUU4id9T3qH2mEoqVStVHWS5cp12Jc9Vtb2+zWUH/vXregrtom0JsuT9ZpgJ0PGbr6Lt93iOeM66MR06HenerctmtHeM631+EhYLyYzFoP7lK5bHt4dEKxF1kzwx7tmtU+KeIajo/LkaPBccGpHtmtf5/H1BJdXB196eoAY5mTbyiTFu59FgQHc4BnIfhd0UB0fEhxjLuBOqoBek1cqZM2feg+iJMuffwI4alg5AkQGuSUjoqIDaunLl1c/cOfC9TLMPBoOC81QiqWPCVAOdFM83WcuSZIwtoK1xB67ejJ3MTelD5wNtCjomaEepeqgMpj2X9vz2noywobr3BvaVAA/VTZEidIbwjdVNaUBFsJrT9yfufHXZS1qFoH3sTN4nUk0Hp/W3DhOwqkxhhVNpOJYVHiUOmeKSi6BVtVlCoaTe3JjDd79uaPzKbff8bGferoigYLr0b76Kwnysu+33eA7JdGzw8CGL8bEEhEpaGyecgg8S+E0vuNhjGEGDAX+3Y5GRU+LGa1nJawdee7tSX810LdO5/L6gkupLcDKlFBvk0gmTX2g1dVKJCmdmHPWPaN4iF/p0O9hS21wrBWAlQ2LVQm9FjarEdiI9JXhVWPMMMk2LieOntZjyrBlOc3T/wcBx0R2OxB856GcNxEqP7BoupKoPnyOjEJxk3Fpgl0dwTnWOQArCThWSBbGrRyr87MRVeFoSRJiUXIceHACtVuT2EHe2ffTIGqhlmcSlbo0tiZdO3kbZok4MkTTitZTnVEKJdFNJZDlHLIlFFVOll9plTGeXWHYpZndeyPspVb2Nf745a8oND42YpA21c9LTM5InP/8YGR4OqqBqEc1LlSJcxBSd6AuQWjfyeQypfIwO9i5cvxgu9s0JK5ZjSYyOxYDLdLsmTonbOmXiJFKE7dcFkxmxjILdP6TFOS/HCyapkl9/40E6J7hRmQl//ME4dzUKDqmXByM1991333XruUHA7KdYDrlUYmy+Y9B63qzRqJWhgOLvV4cN+U/Ckd/MzlRVGJ675iSAk41HdUzQDU50UhLRKxKEnYxBQKlkU5VOn1dGUxXQHpnAfLkww8d4Og/SiJLGD2f+pjJVIDYezkRi8R7pJhJFJKEGyIpbX9LLkLNdilkSSOwmDeZVKaYdiBwtiaXSS6WUdgrF01s0skszCcGiHVpojB/98MSDO3dzvNvcWk1+fkyNppEmXTcOHGy2lbuNU0IIHAIKUup7fkgPfGE6LdDZbufy03C/v+Du2ZZTJsaJwiyD6kffe/++0t5zPq5fEFBl5mR67X3hpelagbC7B33tH9RAgwJK1GvEsOH/goo3CITFjIzi2+rVq2+Gq7UoEsJ+9+jni/oc+mltJK2Q6K8/itR7X7391mMfLou/WGwFGbhVQ19VBXs+CgoyoKqHw3DGyVlNsasaR9tJVSA9Mh+7naQgZT6WuoTP8uD39051j6pdDeeb+E5fXFc4cbDXvjMe0Q9/rIMCRBwoxXe7iihpLWeCRqfbAaZxigJuKyiYzozigNGQK2sMzw40pae8A86CwlzjoW7XF4s877To85bsYA+tXdMSC+tc746xoYlEYy2RvdBY2oMXrgcvPAezYCTsrvpMj2kkzy1evPhm3L/a3fPgsa+0M0t76aWp5MHzASB3eV6QFx1Y8tV1P/Xp/R0LQClxY2pyo1oRkb+VVUl4/z4CEe9E78QPP38WEhKSDYJ2pJsVvVdX/YCA5lFw7Jh3fN2wswVQyFrExb3YKi7ur7x3OGVP3dubtzya7AzsIbPSVtGeV20pplXmUJWQEKQj+37co8tcwUKGZYye2hXMQwdBbX4Ps2gKJHV4kNE+w77daeXoaJA4QSQ4ikfmKGUs2URU3aj+qRfVPs4kNLa720U1VBVQYvc0iFbG5Bj8JKqdDBnoJs4MuS/PWIO+pamBqiLSHmVtpDPxMZ56eOyv97/xctGk0V2T4qbvmhw3xs8IwPheTolKYuzxHTiobkR7Fzk7+JFxrq0GvujHMuKrkFHQ/za746PTKcl1v24eeVRsRwROL/7y+iZ9b6Yv6LxvFwRUP9125/IDn33cgxWsd/lVe65etybMtWbR0e0P9Ovbd8HNA25/s1NU+194H96eQfD2/IW9Fn/Dxb4POvYNMFRL6NE7J41/fdfkZx8mO2Iwqqhej3W4fPfnm9ZH0tOHhY+LDHeVNspESny7ykcm4oAudQe1OwJwbo+GILg4ah2EXQdxXetmN+ppP/1iqmjOsTFT9RPFkDKCUivfGZ9uny9lz1NsHA64CqMTMDIQK8CQcSshgdpDCiRxuCtA5DnmYR84lnwEmJq/3b6y21JqI6utqCquRpBQa2B+dfD/wg2Jt0Z2vHSRt5eP2ZeAwx1UV1pPGj+91eRnx7nSDe18GFHsH8NhRVOW3sH6cFT0hDr4kWtad79/vPyq5CPr1jRn2Zrcftd3l3/6UdE4ZUWeP9c05x1UcKMHw42eob1qlwWLBtQf0I/aT9GWlpIads+IYcvXb9kC5vcxbuvTe2mfvv3n0PNXkYphCkDgd/gSIgHVCdOyG48Y8TafW/Hxh0Pvv3PgvFNgEEaDEwB2CcU0dqeEXY1hn30tnqHvXtwGCPrFrpKN1+isULWLyr4ykjIq7ymgeKQNRQ+fjHoRQhxSlghADupqjAIjJ9R9zjK6Oj4kTx8TVHnFpI46JgR0kqO4yNVhITGAAizWSQGqdiaHC+SaxIqoK16AWFxaqVRSqaV0sqSVqIqctsKS9GrZ3pi9Y3PNAi8j18/LqxBhTA+uHzXyTT53Q2pacPWI8Cx7eyMk7XV0qncDSPQNVXqDOdB71a394B9zhi6BF+FeL/aOSmdagQfOu0117IuvB2tIC8cNXAHFMuKrfenLVq5qgU/fDLq1T9+vFy5aci1E/QcwTvdzblR59dj51NOfcJwoJCYmWwGFuTq+Lw1/eN5JJ0uJuiZDmwoMe+UVbPquRmACupx03CoI5yy/egppT/EeNwUUz9VZwfexl6bxxxg+ujFXmlAQhU58fWcAsRpmEC4hJoOyuWYqsZvkz8+M2yj+x3xqYK+JJ2iByRgbn/Q1Xe9im/E3YcXBYHoTXQd81T6kmsspJhIgLHaRPCPPiz1W3PVe0qZSKa9agLrYmRe3lbu2Gt+9NXcHaFiTvxHU/M96HTrk8n27n5lYQvpAQnG56KPQWB5w5QFIrUCsHfg3fpwOfJLojkfq3drvKw1UZqcOXhziLl1VXzvvkuo/va7b/tuy71uTrJeMfviji19/o8T4hGulEhM3t128eOFDXIMC7nN/2lWPPvro3HHjxo1wTXsmNb3e1xFhR9iAV61Y1rVubK/VTDP93lE/Tn979lUyR5eGtxWBLka8bKr26bk6Fujp4xgUFXpe08FdNhJ39c/yeYJKB3XZeMyfY08cx+L9HOycwiFOZtpOZFwJxaWkomOCMX3i2WNcBLshYUm7TWUf8KVfS4KWHObZGfMphTmlgyhiIo1Uauk0EB/zGdLGklByJhMfRdLZJRWljUoru0TSc5V6dinFDkjC0WjFCv3DEU78bca+QTWCAxfgUyRnEIvUZWVs7CrS7ZaUtOBqzYtLK7NQtg2d7FTYWj0xTeRKhxcAjxcWgsgJ8Sva0Cvomn7HI6P/9fNrr9/Hdrio13U/X7Hs+0td01T17/MqqY7uTQs+4AQUX9RsxH3PulYAnp3H4eVJs1/HYpg/w1B9GAO+1TAI/BqWBsa4k3v8/zrhb5+T/YIvv2K/AmpP8u4Wn876+CpzWjoIr7N0dRK8qnkaYiNOacsQI3IJJrrRKW04qKvSjYBSO8ViGnlWxrM4VUMAxY1MR5RTrhDYfBMnb/BcpuJTRogCSJkksKNkUtVSpAt33uXOe0xBLx2nn9BzWBNQ5xoWGnpE20zqyWcov2QGsXQaZ004UjLVwDl3uW8NBEtXpHPJRHJJeS2Y21tEJb16CtkmqrZKvUEf3EyFI+mjSc/Px+lF8Dl4B2FKR4PLrsonXX+Z+IxbdX/enLkvYqLqJkTXnMF3w8anpe2JGT586BKse3GE80njJk563B2gSP+mw+99Ue1X8GJb8CS1+PO6nVdQHV/87V1aoVqwSGp1jCrhYECvcwuDJ0urJVSAR1euSKg7ZtzYElKKX+FIe//DrmSyti+9wEAHc/v8+b9/vL+Qw7KAC1pWbBDxRqmdw3sW00gvKpLC27gYR0opqniqzDMP/lbXOOvF3pUFt0dOEFDqJeQ76Es+YMql03hHLdMRofCxFmEh4wtoWD45Ug4RJIyqcN0JjnzzujfARPWPwAjEtdp4ux+OhBFzYV66bgYBLSogYSsqn7xXxsHknsxaJi1EVRUQWY4cgYpKdLvK546Z7HYlY/r4jtfefNM4k3WyFzx5NEuNNi8+fy1pmP7+/BtoH5svsG0LFy/pjZnfMVDztsyY/upTixZ8HokOl3t1dMoDwCPTXJ/R3+C5ZPKeOnLAk4NKS1tV188rqA4t+uxhHedp9PDwYs4JrQA9eyAWvcyV3vbOmv03Nm5wu04ng7t1Nyc47k3eGfnZnPc6nHQyiSpE6g/T3lWBoABQJ3YkyE8JxU3XZeB5EHaNWeRvzZc9rDIWxwjUpmL+fH4NUlJS8I+SQdQ+Mi+VNQELe3IFjgJJB3MVZCql5ChqIsFTzekQJ1h9AK0aABWhWxu/6iDvGuaAcr4JIMrKWthr4joHR7nLQLLMn6LiKRJHjgIke4iTpLXbpHbnDuniqk7bwxhk8orDyDp7wnhn4qS3vRw+1bGeoFdQbPeV9aM7mDQ/MGtOiSgbqHxdMCM4GObA5fAIfjNy5MgVmKVQHbbWVXBmueUrZxOaB/DeW2obgydL2Gf2tFVxft5AxcG2g8uWtVUmDrtv5HjXAoNI98NmClyyZMn9INx4eHkwWbDiW/LUKX9l/k3Gjn5Mn/r07y98lF4IJsIN9YCpwqJlEYkkvaYa03yejNcXR6pxVN9CnJmyO1UvnjIRmeU4dgUaXcPqv1PG22oypawwQcnBCSAWmPhuAo6OBkoXkVKUDsLw4oCQ3QKARFawFP5OqBJKfA9BRpVPwMv3MF867LkTbNVxnXVkSlVBNQJDZZIe3cUKkhyq5ikdlO4q6TUNaUx66PCDRr8zX9Js/mv/NE5lZw/Cc0F8JuyxR55g2p1TJ5vji/YtIiIsIyIiMgtrOV53S/8+y+Gf9MVYJW0o+n/K3cB7piRjGcGT7cGblvFZ7tOVT2BXiyv/dBlP7J7/8W3bBt35KRmUnjAEoJZ4F0bJvwOQukINyE9PTzdVAayyczw2NnZlvz59Z3XvEbuotFfAHTvip1EjZ9Peuc6Z99GjR+v0v6hRzq4C9vxiP0gMhfTEqrJo76yMQOWPDMhVHMdhJ2Camc+Km5xD+GRsAoeSSeeCZTsbiulSnfe0Z+ZzH5mlIGDI+PmmBFE7g8DQKRg8s3p/IZNOhxSml6fsY0kS4UfoU/Fj95Fn+hJlhjCdDXx3nsnAOlWeedCBwWXH8pFSnAp0dGgsIGWn1FlWadJBYcvhoZ5cHTZQx4Sre13d7NY4mDUQno8qUi1/6YWXjTv/+vgETL2cA7AdXOrlc5YaRufZHwxpPHLg+2alnRvUvGcwf+7ZgJAgY+TQ4d+i/vxSYzqCcDfzQ0Amzby8ziJ8aZH9OT2HX90cEyMPXDr/4ztbDLqTk6rPy6YdSZVnnrN6+S2qWoUNumutMb/keB1Gy3sgcmIqdOIpPCfAILVGgYA3Q4rdDEM0d+jwEZ+NHfvYYNcCpv777Qn0y0aMn/iS8ewU8/bSt+c8u7dAFl5RqWGZy5bKZjaAk8A8J6DIWH3Mc5E+2gPoaiOcZFgTStUZGNr2Z/keevf4HFuWBCVDbTGP4kIXyUF5ReeARpRbi8WIVJDf1pqBjEmQSHXdyOIaOMt79c16ctCAUpMRFnmAmURb8BetMjppCCIZ4JVNHO8KUlFY+TbmLi4btRPlntiRAmze1Y5BpZYeiwrqpJ/a0yq19DmmY3lmxU0z7nxi3F+8vX3Cce/pZpOe+Wrv5Od6p781g7Ozi4EKS9L9FhXTIdnLUei/YmVCG8wMDgWYijpqnBNUBsyJa2BO/GgvC8/Bg9/tnv+ROd0evNkbh/MGqvOm/h3/aqlpELISIT1uKIEoAOdBfArFFwRYzHSQTvGc6gFwNYPzIgofcHsFPVE2dG67Wm7S6nTa7sDDP62NYK/W6J6RzykBP3t95qNkJTKPUlvVFDWYlSm0oZmOL+CEQ0oq9e4xT96TXpwewFD8zjOlFJ/l2BM3ntN9rjaISrGduCbS0s+cXEhljZM4RN3jmBNVMTotCDhxSlB902sEH4EqTgVRA3nO69yDoUpSgtJLyaDeVnj+ErzncuRxFUrdDsdQdAEBuMb0ojbKSB2VP9JBxrXkqOqwdhgC8uJpLJXQin+0qx+qCSjt7CqzXJPUWC3JzDv9zCFj7YJFgbhKNfCeiOH3vkHZe2jduqZsYyeJzUP//n1nYYZ3CwAqFMAJT05ODgEPDWM4G+ysHC5dR2BhpngX+3N6Th5UUIM373SXpqqunRf179C+/XV+bNrEDOhiRfpkHq7lG9xAvcxFZUcIfzT04qTKViZl2vSx28aNnRbQtKnRfd8+sw5rvvv6zvuuv+kjhgzxgqh46ia2VpFlw6sxLTaM/B6InZN4yKhUV8nQvB6E3Rf/C6HOAkDHzZFLvkecG4ZxxPlOgpnPcebcWqhljD/3R0nIHQQTR4Y4W5ZyRBzplttcQCmSjZvILvW06dvlNxW/xka26erXKA6WVTsTPWqHQj8ovZL7sGebKqhEYjCdhiGJysdFO2VcKR93RbqJc4EdixUjaK1RoWFKOk7lOl6lww+Sr9RM82GeQ6+91Xjhe/ipHMYuw6vw6VWNm3+aczDdaDtt+hNYNfhl8xHbtjxheZ8lC5c8hI73Mi63wGKhY97YtWvXb+C0+DfUQbcxpQWZh72XBDegV98sx9Xg0YZNm4iLuIq38yKpTqz+oZeWs24EvtfnBlC8fy6A4nN7X3trEiMJmo99/Bl9z7JZc6eQudXbyKPObWUa7TW1F1HJoqrLFc6MyATqeeOABsepJJSIMowuAQEtf3HjO5WR+ByZbC92bxNQnAIvo2P8Xc1UrwTguly0uK/VnS4ubUqlavjfH/9TyqjrXaUUp9jT1U+OYifAc3osCTK7WGfjsjzsBFpg74a9A67UNR0nspinzN3ikbKUO/OQSYdCI4kkFLpafbBd9XOSouiuncYqvfTINmE+VNxYvm+XfgmHRRZf1hLdzehmT4zZxU4NbSw6vW2bO3f2327r13/xvLnzr4cWcxJjmM9BanWA0+JKBAZMKQ1QzAI8WAheLNJAwaMwxc/Pdl5AlbtpU6xmHHxVp03nUvRNiZs7uXuOX0vPTt0ReBzNHHhrHzPGLysrp9qqr75pxXMsXVuk87t7XplB3T88hmMnMBpgZ9fFstOGImNVM4HE4VX2tYx+kM0eMKoSj9fIxOwqxRUuKp94/ORPx6jELS5jRtyte0zBdIxV5MIzHB62dlUfD5hOc5GqrBMBxU6ANiDne9Vz1olllQ5Gjk2xX429kzmmRZtMxrMc6D4IfBlk5maP/eA1mXooKqEVkeKq8tnvlaUG0VHB+xmgzQ8fLhCiOhzd6g/os5tqPdq4huuYFdYIfGFC3OSX4xOWxwBMoTAXxkP1q5AHkNmDF80odb4XPFrU8cvLq26rckfFicwMr829rrudjUgCh1zX411j/vxSSxwfH999z549LRDL1RbHS3BsCYdFeGyPbqSt6RG0b9krVvUl84ZA9QsMj6SgMLb/sGZo+ima6mhs6NX6btHhVemwGIFX7RItCr8JHV6j+qYOFh79waqOpg2RL966P8Ps9Qk83iOAVDqohEs18/FzQpHMSJVPRn4ogdRlzjORULI6uxVbp9PpS2NJWWeQk+tT8WQbKHRUL5laYC8bJSwBxnJmY6f7XwHAtPRukrgpeIJlprOf9ReLlCUTqUqqMRpROiO7q6G404J5u6qddqnpWhtVV6lyLnn3PePa+0eYb6ndrHmP4IYRRsahVCNzeUI/ZDvPWSXzAA/gE/bfPMda6w2gDt4BD3JrgO0WOCxyOA/LNR148YO0+fOvZ7ky45f3x+Eh1zRV8bvKQVU7OIRfuLtIvWh12sescC0oxqTiILLvggenxYABA7SlzLIwzg+u9sVwre9GT1SijgeXLxtEADQdOXyGMeVZ8/6PXy7+y3HoEyJ9dNKDMIH2rCqhNENRwWQjU6pnLMh5jT09GZOOA//6gu0z+0+ZvTjRLmqSNU6lqh9RTuDVxHOyMpMof/IFDxmDIpxEuslYlXr/LC+gMnFpigT9m1xSs7qxGU83QX8f4ayPGanqPGf5uVGCsY5Z2NkhsOx8fxB2qoVUI5NQ1lOm4kcVMNcJMD4tQbaixMqwhFh80mzq8WQH424rrWsgvQVYDmP12h9Mzx1XNcS0kGqN7x9qnJoy2TicsOJWJCkGKr4DgOEa6z3BP51wvBif36lLJwWdFZjAegRmhVvtCLy4juVkWx3cuIH+nfOylSWhz+mFx7b8HLqyfdt07TlvdzM+hbGEdTQ027dvnwbgjAGAfgEhdvGjy/QCQld+uLSXfw3UsCGviV91dVCPrmtyT5z0GtiqTeGaA3tNZcaHuroJMGsxTFVJxNMljaljVWQuDrErc5H5mCYI+2koSLVqNjZ8LoblQh46C3bbssr09jEPegB5WY1w5vmV+bzE2ql6JzYaLRa5pzYU3d066KtrsVMZo1LIkSYdqxJaSP8n1g2ZWRhbHAF5KO8xSC1hcpE1snNshh4isZxkZ/mp3qrLm50EJdwP2LPwVJ5JSTrlz5odi7yPv+XtTOs6hqXjW6pqqp2ptNFxKwUfj6QR82S0/awPFhhd7+pjcsvRhB9P/xTb1TRgXcc3Aaib+/W/9QuZk23OsdsBnvmGPIQY0kX4OoipvZS20SWiXVW3LT9H1G3fNq2s9Odyr8ptqjN7Ultrps07XkknWYkNUupyruuGniYcgbOz0Ntcw0T83axZs12lVeRMcloAG5QNQkAx3cEDe9olA1BsZNOwNt21okzpZjecXfNmYwdjV3WQTEeG4xZAADQJAmoAC5NbGRZkOQPIsMokfAcZUEBDsGjArEgq8SYSLozLUxe6BsjqhHkZqZJpGsXXmpAAXHV08EjQ0l3Ocz+AoT7GxhrjdwCkZCMca+JdwVBPa5j2FWphloHlpGTiEIJulG68T190M+c7KGfpKlHbU4aHS4Yu2elpt6/0uju1j/fY0eiESkrPzcuWwR4Wt0i97lfXIF0JSLQ5+7miDQD6Mm7SpJcQotQb0The6JwvBg+NxVSht8sDFDOJ6HhllnpFwasM86zyrcpBlbVyTW9VpXxbRe4urcQgxF/Q60Qh8vhneG5mo5f5BSK8OkS5aUy6246sXN2HDduw0xWH9P6mZfHjckwGkwYnK+o0O3vDulaUjc1ytsROvNCbR9tD3eRF9kBN+O8CwY6+kBT+kov2xmqxKePI86IWybgQf1Oh4gdxuJgLWVXGmsQZYT8qoMRFIO4Da4xKPIKcKyXMzjBagSnnY1Gu+KEzKDDWm5YSStIYo251YVVFtDS8GrbF3TDTQ8i7qv5R/6FqqKowuTcaOx0ZvpBxHEzmXC6lLd+jY1uuTgu1I+xqtqvKbW9TWSxbhj1YnvUrV5u3zc4QsgQf/zN/o80hrIpvCAZ4EuCC0lL5zf/illtVmoNXaVdV+VbloDqTnhzFTMlatVtFbCyrxFD5tkBqdZswYcJ4GJkcx+QU+gf55XJ3z51MXHctJUW9G28smiKQumVbLG0BNhL/eGafJqIZ2XtMbWwyi3rKyFyUgiS4jlOdQG9fWAsQCMBdf/GJqWolDFHc+KcaRUYnG6rvTIEk0y8kuFZVPvH8SUcggbbi6BZQCbDkmuzF4/PykQ9zk+ApGf8ihE8bGyl3slCbaiilF97QIAjOlgaGX+NOpsqFu0UTLgkySi6VQnVxTrB1MMslm0z+t/R4uyHuCiJ37eZOU5DOT1z2dC0lJW836Wl2VPiv7vU3mN3GiU0/9XbNEzb5NEyz/w+O/0DH7HbhGHfl4LUakaFbTI0GO3iV1azyrcpBdTIltS0biAUP7NHj04qUGJLqOQwEB8HW+hprUIxGFLJbQ/Pouv90NfONabuS+R4/eaLa+mUrQkU2iMVgxcxZTGEvg2uFCSoyib3hNTDIgX79lNnSDiPHNEBkpIZvEk+Zkwmc53xO5iqJw11m34qFJQO7VtCsutFFXRSnhX1JMvsyY6LMaoyD1Eb8iZQcsq4F7xOshMsZlGwbvKFGPnIuQFm88eYQmCiNahn+7S4HuKKczhQpP5mX6qDWi6W/BHsEdplHJeNW0gFITKVEe1i2m0o/VQFde0XX69b0SGm108h3y9LlZiFYpqAOUZx7aGStWxdrbz+eR0d3WA61LxLazpMY8KU9lQneWQOQPQWQdXVNb/8NnvyYv1lX8CpN6SrfqhxUeRs21Nde3PesLPBRkQ1ro/Nr8725Oi2ItM/dM8d+Wh/Ofhkfa/uJ93NPnbwoJT21GHPzemmVsnpedbTbV1Ut2RN71XIYtUOgFOHBgBD051AB2eC6kpJ6APlOXqdNJetO0BYRr5nG8+n0Dx2X0ugJSaEQE2gLgNSlokqtSCuRc7LSn8zCEmmm6wOK3eYNBfC4sf9IJogE6+QkrETGEgRWMwoCMAjQ7CLDPzIKT1U3pRbfQDnMcTo2GNVA2jQx5jVZ1UkHxLVUFsjUzrJaTDuo8plLUjIdtY3d65IMrF/BxplRJyrqDDUHhCyV8NLFxnb7CtEU9bGw5qMkFzSeo7CvmmA58KlcyRYmBdbeH7DMHQ/5FfrmqaQCr7L6Vb6VX+9KvjIHxGHDsLeDM2FVJR/np1TmgVglRD7zUVumWljEocLCQq+cY0c7n8qX5QMtNURwbFf3FOS8rkyh6alzKpHJOKpvk6lqNwhGRXCFlcE3Uc/CpnLUb2naJcyT4NKNv8VNLOGs1hoREi2h8XXqNhcYibKnyzarNBK5ZFf7pJnUe2fvNqypGjqILLOECew09P/HD8FXxC+B1UQ9oJ/6snOoh71FuFE9+jKkaiFzL7BR+tCpQRpphAY9SHRkqOTR8C27ZLLDX2lpp7/9XOmlq9hKO1BtLzT2JKeaH4lg9auHh9ewQptshLadwjnxGn7mQBV8HuNTYRjjrEfPMgAWsjRheRd8bZPabLENPPmT2Zx80Py/6rcqHafKSUursdz5DV63RhHKPyVu8jsABGbmeeVybAHL8R6D12Y7rvlxnAFS6ld34wwZCEdJ6N7dCAppRJ0boxpeXr+s3/go3cVkIokNKLm5a1Cmkv7fiqDQwTJNT+YxF1v3RSpTESk08qvDQdAYCuORXea7yGwaQKvAFQeF2DfCbFSd1HaSL27oFzZUPdRSy3p/otqp61x+F7dpJD1jHMQeUc+cGP2ycpSs+n4WcYinjZgjSYZfDZgPAYD9CbyjDkruhRpe1MDw6ojZVdurGyEnt5lrbdBhQ2DRbUtgscui4bHCLIe1ZAA7Hf5Waa20J5uqR1RprIPCVj2lxNqJMQiaea3/wXTocrseS8p5BdXDCNzR/QbavmMI4vv0pv0I/smD1GoF1e85OC+G4rwpgPXZ2MfGTMAyDG69zyyrtjd5NiA8XB2+7l5R6WtVC6qtOztqCYJaRuQbu1JLFCg+YUUsvpLXXHtbDvoBUM4PZIO4+A1nxTCI8XftDxdkHmnERqoRGZGLBvACIGsc27cvWpfeErtIBii5qV3HczGIi296jQ1OJlAJpaAy79dBs9PQR2Znqp8Fw4HNjueagOJzHEhhq/EZta90QRcZ+KXTQqYUchMJJHJJ1DVxPsg9+zCALqjpvj0VSPKMDndLva0BWnrv6ISvg2DaHKPRnk2GX+sOhlcm6uQPQAUEGwVnUJemFxleGNzz23WxEZS53RzDYofCutHxQmBR/6KNxfUK2X0pvZTGBJaea+ci3ZDW23KEWNekIxS6STdy+NBh00mBf9X5Jv+IUMMXoMrPOEyFwi2oEO93Amrf3/g6jHOuwRjnI+CdRTAj3BMPVwMgpbN3p5n3c7bu7IxDQqmJz+FGlap/hV55ZgfPrXqwfLrGdYOYjoSY9sfuDaMyZvbs2YNhcP4DI+EmoECkdMRzldCH8QG3WDJyvd49v8GhGtLWPpSSVuu0KRXEY6RsZfVD8nZ3lVQ1hYzDbooSj7oC8yDTaE9mYMJjTt4Jo3odqEww+POqCWxVQimTsGzseXW6u6h51poQ4q7gn1haOq1ebSJrFXNdGV37ebW+xJmtTnhR9jS4yaqhdCxk85qmRKQr/zdYSeZg7A74f/LQLMex5580fBtAkQ0INAqbNDQcrZsht9amPcXceGQ92aCkC6VVq3rh5j1L1bboq44I3tOemmldNRbttGT1QQWj0PS3nCN6LYxaTKObepnXTyT9Iv5124ZpH2PBJ+kMacMxEb9vhSe5CwHlmtb1d42QBuKoxQae1djo8h6r8P0qBRXGx/1V74cCUmrewcF18+mYYJQ6BnyvQk/zV8ytOoFe5ll4AcMBLM5UKLYVehVWDwKjOAq9wQFGPRC9Wd7xHCEMG9r0Gulyx9L/a0MzjcWicq6erqM4J4XZAxAovMfe2fQA5kKBysOSlZRWWOSzIBdBp3Cxn/GKNNUkvoNpFYC8JouukOVlfpQMAvMoMJKyWJaQrgSoC5jJHSuFFRWocliiKCzWtkJ17e4KAZxMeuSqG2nOJ3J/gY8H9TBy0HUczTJ7Au/AQMOrST3DN7oByt3ABBI3SigFAekRevSwCRgZf7M6K42ecD5mPlMRxpLPGFhqpRklYbYjdgZGQ+2ubVLPUcKawBAMhxgd4JlnGKleETBp+cCbhcqn5Fm9XlXHitS9wu86vuXXy5jYdLnWDyG/lrpBOr0OL00WxPRATDSbCV24DkKWJpT2wMn/bOt+FvLEPzDwDKje9MSJE522bNpkMpiqX8XXxZOcFExaLs1fe1xxLggwKWnEGe7czpwy8nIRTloNV9AKjpqYI+VXy6jdkavXyXvhyjDTi2wQwMiCLow2l0nzljSSX5Rm6pRQd7nmonaVOir0u4fW9w9lxEtKLdJLFwkVJVJUStpyHLiVjuWsGXFBacynCjauhGiGfGZnwZpjqADGLVDTyPCDysV6qMucHQXzgJyG2/2EKcH4m7Syd1oqse0SS8lY2lEHkNlufB+HArYuW1XUSXmHcBWkQiN3V0pb1zy4WBClFHjm+fLe43ofvJmqbQyevaqyz5eXvkpB5cjKplfWZPTAjh1XuXs5F0OEhMrAeNTDIMxPmKlZDwAbU15Bz2QeqUeGD4yJhm5dyDC3zt7oyZQ4AhLLrrA7HniPzKG7DOMKgGhDcNModf7WiJDcVMRqFGCQFTYfX+RXm1CCOlKDi6hYEsrupdLp85RYnEDPEgqIOP1DvXrygVFeFSVIVD57jIG6ILQnt1Qusi93VQfVFtPuQ4FFa1OVUJmBnI6nKJFN79cvyUYBvkzpyMAVH+fIXC0wcaNAw6dWc+fMMek06KzQDofjeq4dlUot7eDs9pW9Xe1qo2gLEsEn87Vkiek8qKciHQuN4KgYsy1yUnZzUnaxDbwT73qtor/Bm8u1jcGzrFKVblXqqDDpY21a7qIrnOnbo0eP8XRMQMXjgvMdEaXOQFoM6EVvhCfnBDyAhRDpo1xr6eXtVWg2mpcX+N+bnt4yexg7M2rIkLqDtVel7UQFkiylkosqIJ+lA6I++neMaxhZkFg1CnEVn4s7A8Whdu0g43j1cKPWmTQz6pvTP5gXXe2nTXBIVIesrmcN3apqx7oVVwFVYVKlhPdlDXRuVhyj9IGW0iRUkiU19XPavMLBYF1khhNPGBrLD3AHokbZppT1y9lt+J6KwLgHas/vfZEoNfDWhvD9RZwxfLalm4oXaU4pRbuTz0ViT8bOkhFMpJ3SmqVz9fRJCc9lA4XMyHXk7+1VgpfOJUfbM85exLxSpYKFGVY1qIrKDYKUGASg+xyBtG9CbF/NsQQkZhpf/G6GPYJEROT6TncEcxQ6fGqIJUMNhM6o+mUR1t7QBBWf1EFbtQFITRpv6hpnYXgucoA7e/IsI6h+eJELsXojmO2/HTHqRLcy8v6TZuZJZqOuKwOiEtugq5aLs0D+dLPbTQIRaQbp4SWdGPJybk1qsa7JdYGmpC3u9ZRJGiIdRRbIVJHj5oR6sSNrrFtq+MbeZNbNq16QIALS2NGgvlGtQUsj6PB2083O+lGCy3RNARkj9KUMVk+qdmqJhnemLXL+KCHKPTKyEQFYhdYCL+U+UrEEpRWxYk+Xk+q8gYreG9cN41F7ca3EtA5nrJ/JQXBg2HuRoiw4ZORcNottTEBRMFRoUzmgDECKUqVxWhQmg/CcEse0ObArAE9mH0evftyoXpejN8jhLFZ38K1m5PpzpmwN5HO6aBBYXMtU5bgarUopAYrdhmKhdWUkdV5oRZjOGqMq3onagamuAnVbSJ4KLNZUWFxXlpKlY/hJBJGqlDymw2HHHsO7E5U8IgsHPyiuQXUM/4boPEAYplV7UaVSc1zTiGY+ogqpOoCIzdIAVBlgyVJr8m3mKt7sOVZ57lUu+myVr3BvACCdJZhKA5QzT82PQkf5v0xaa8/JRiaIdNqIqnt8mOeUVmrEkyCckMNn2DtXO5xlVM/NM84ec15lqBKiEvww1uN/aTvT3UzGEmuLjMqJ/iphLDDZx6EE3Bbpi6+lIdaU5RV0lXAiCe2b9Q15C8Di/WM6Tg6RkSc+eQpDu1RtWT+qro4D24zCzCNG4TEowpyMVgCllaFMDS8CoJoVqTLOLsW0sWiESAdiqYEKLj0q7ctsoIrfrGrG/68Clb2wFQZVRWgLkwbWjclqFCr2CKEyH2eB2Nuyh2bvzF0CmwRkZHvqm2qIZzszV4+gt3EQup04LIqGM/E5cB9Efhsw7B1gMzISxSa9NMxHF7105420g4lyUdLocstCMlX3tGJqQykTqyTTZTAtuaDPi6TS3MUyYQwfp6D4mzSgWscOhXTxTj9keLN+Z+nSRlqCq0Y1o1b7CBNECmu1N1kuBuDybSxTkdGvBa6io4Z6se2rKEt32VQ1YKveSLOVukoLC2M1/7TJAg52u8W76lIorkxIOBBIdmmlDEKmTncyGBmNzzBzMh6ZiYxXkLzf8M5DLvyRD7gR1tWxLAvc0P6tI805SUQ5n2uK3b4App0bXHlDP8emERJSDXtkhdpYlgteqypA0YWtSxJAGF4+OCqfY6UnkuCVqfKkBXOghHbs2QyxnGnknoDs8pMS59X0N05ioJsSSZ0PMrgtYUyXY7iQm9iB1la13O9AO8AbWPWOCjvBqpRPpQWrdrPTtErzhrEqKofDATu5sNwBO1eRSTwQSGQQLSTPmRFZbgeOamAyHVU/ppPBNiiI+w8ahVxKy3RxgY1oglRD1HeDEMM7qLnTsSESS9b0I5QlCs7uqChuF6l7WsAhDnbx4ulomXQMFlmLSzr3jce8xL5RDyDXZWLOMoKmcXvsRBRYRmqmUQ1qrjlmBXvYv0Yto1bdumDpQFPXZjmclpeZd36hWFXa8ahkrzpQQQ12OE6bbW4O1VbpZufNqvYsVi2ovIICD6tTIGvDhu5VSYZqQfUOkemzNiViIFBochZhFKSIN/0HLi9jORRA2pOqQW23BbjcMZl4G9LzfhZ2ykPaSExHCWQKqB0HDO9s9OvHj+MXmppFCKlj+AYFG76RiPjGTxWfwXjyJJ7kWg8iH2SyP8Ncddq/SBK1vugQt5Q6YVb9XF1JKtpBpmlF2llueJm0ySsMq9UVJbgu0in0/hbs+RSlVeFvGzFudQL2FRRgMrE3oFcNXxFp1cqsG6urjh2+U6+xHirNeLQHq5YsuXVFYCILi+rwAQe16eAy72H2b2bS5hrMEyFvv5WVV2XvZW9cZy6hZ9q2QYHQ76t2q1JpUqd9m03KsAXHshkEWWVb7SvbreD3K/JzsPAtXuLj42NEdYwxG5s84ANkiSpiV0aKv55pdZcmFWczt33Y2XMrMNibU1qpQe/N1fz2IlUOmQ7Kk9klQwk7gxQNAwz/tleZUoouZ7omcwHNU5AJOcg/G3sOcuKnAdTFrh/JFve+tVCNsr8r4UqTViKRhC2Lb4QpayGfL5B2kTgIhTKvUQ3UoxcCbL1JTFivJqX4wTyouAoWXmV6vlPVRz5rdmzYSRL1ELqWX39rKVVt5DPqLeRMtOjru5uSks1YkJmDfKsbdS6PWV1afudyPf/ocXNiK3fwrDk3ryq3KgUVGi1P3apgvCrN29vhnZdj6tfi+q1Zs6bhXyfAHBEypRKYQcxzy0LRaAuVnvYQGj1XLxYLuxG7egg5jkMWVOnGY17qFuPMvgyj8BAA5hwy8GkEbRQu9rN1gwzvi2JMUFFdagJZlY9Rr2rwsXGNPk5ZPA72zMBVyANTMon73GIzUf+sGD82tH3A2JJlomRZzhSWkyntoxEiu61ndKIIl5WxrDv4/MyNEtnnKKSwL8KCjqM7oRoIwjl8uXKh9WVI7XT4bo2ksHv8lOYVYVITkLbhTObjC5c+xyvNNbO8Cs+cpN7goNgsffv50dGzfx44+MuKvNOkqSPPnLblVJHLzLuiedrTVTHj++ezAUic3KyjVRr9GxQdtZb5Hv1quZNZEAzQBLFq+KXvVH3eLqtUMslgrrWTiVRFVFXgV1zLwk4JpSoNpZeqheYHB37dYXjl4wyudvbkhh/iFTBH1cecURuCPCPMxmpMBgGMuNyLfO9DIESonjCBxa/gisLGjYxuLQag/bi4FnSTM5EzOuNKVuWgrOIsKoWpZdlIJ2PxjTj5dZlMa9qLGb6UioGp07lGNXoBWToKjODAoiBavlfDs5giyFkwlrYyYCqqEJ+jYDS7HHhP69RDXyW15MpKR777vjrzDoxpv87+jOv5sUXfjUj94P3eZaWx3ztz7ESwdgTeDn/2o1W6VSmoAtq12iQNjsmmbuZS/Z6S+8CmYr6nMTtU+/aLEOqkqxcxb323/T0qpTQAlI4JHdhVN6KqMFTJqGfwPpS8ogFSBRbHd3wwIpqXus/wZl93ApLhLOQzVrDlFBHOqPWLYUBqHXMF2GZmeBDBw2kaPKcsESuE8usUfvG3SneFgkox13robx3XEkCJ/aWA0mAlwoz5qD0lckrGwKjGievfGm+iZPaCH7QQKqC5rsVpeALPIgU0A9NDiJ3lY8QJacrn9ZyA0kFi7Q7Ka2srWkTlM0DVoKFTShlcnCU7d1ea+S7/4Hql2lT8RO2xPbtMdTQ7cVOr8t7L+1nJvxDLZt7g2TIBW5H8XNNULajCw09oYSvrUkmb9tJTZVWgbmysCdicjIPOaR5YA71tm6LAT7WOJD5bNtMQdTKOafA6mUGnLqhRrTGBLDut1nTsqgaysZRpmC8B5pO6wQxfgjg28o+C5ch8tSGpuCRH7RqGX5u2JlDgUQHzcRg223RSEFKieImcobSygMXuQZQ1Wdvckjbqr1QwqcpoAUrGpGRVDFUfiyJQnCqxfsSNqWSJZ1XfCBp16nifBKDMOCadDItvavm2LrKVqN6STlB6zXE5pbPaKGp/aVtqLRSU9utyTby6TNfpystNRwWqsBBXHstGWxOswbFd6Edyux1e8PkILcP+2e+OKy2d/bryKI+Y9cv+pEq3KgUVSxZgspM0WFb8Kga+lrudTkmrlzjuiecPLlzUp6zEWthcLPbCrX7jJkYdP/fjwAooPiMxeVImndLAo/a4ymD6zBrc4zWqgWQtntPnpxKNUuzsj98bBft+g/YH+B3BXUwRMWdKQl0yAuGy8A81QdwMgKKkyscf1TACgtJJVU8ueHIG10WJE2e4xq5bFp3ainZYiT9R1pKV5+RJbqy15EdoMRV/SdiPdHfa6SmYVHob7CzoqOAUJnYWYPIzBUfNsSndWHaNeeTzKqXcqd98RjULfZ6/WWZ+UZGbRD96Gw2bh+KHebFWbtreDLaX64Dk5ygVEMelxR2LsCeNe3ya5IePlr82437e477AmcZWbPM0a0VCJ72mvOqa5vf+rnJQ+XfqxOgXc8v3LqhQbOHBhYvN3ubIZ5+ax9K2up0v222qZombzCTVatYyIsLCbFZH6c8qqFhhNpQCSHstmvjq7mbkHl1CTKcDxjynlBJvndNrlgj4HTiCSbSEGXLAzGCqg1wDwqddqOm4aImpfvRqiTpGBiSg+HUo9tDC+LlFAFD7SSd+aH0sMMkKh6LKiVTTpZ/tLg/eZa4IrzJtLQGTAItnwubamdCe0iiT3GPHjPwsdN6mJwLlwYwCH3QpWjJeNl3w2Hc76UjaEFg8qsQqrSXsGoyfE20sXw28pWWnDnwPQzGTcpKSotjxNbz8ymLeuWuTElvDRVVkw7EcWjYFL49BoHqPBAtAWh6sfeGr6cGr7CurfKtyUNVqHrGVpWTFMuNXVsh4zFz2/R1Mv2f+/H4Oh/ldLrdbYOcrEljg44nmK4xqftWNDj27me8S75d4u0TBsjbpr61r2rDqoLCnVeUsDemTsWt4E3sK9pwcDGZ66gym5Nq4AtGluHoM7ZMvJTGqQ0b5wuJoFGBUD70IK74yhu44mNkaNVJmJ9g4nnW6aIVyYX7JSWojlhNLJrJAyigQ0fuSlpKQkokfJBXpxd/8UhZHzjhqxumAPGqnIp2JbGbuWYhsz3PChpIXXlXmwK1IRcQ5acexPD7DPAgA7aAIMF7TdlCg2enM2WbS0CJnOUEl+voevPAu9m+y8eEBPh90eccfnMUzDwHRMbuvN/K8Wtw96Ft9nx3IzLNZ75t/7JJ5oLq7xWKOxifcovmBVw9kZ2eWym/291bmvEKSpDIZVg+LTAQxrmTGZ3anRLs+m7NxU+uDS74YTMeZw+uMAwsZn90yJa4Ta8bG+HnIkIXJ4yeDnwt9C328Ttfv3m1RUGzsf5hP3aiOK9A73gOvkBExZRLc6tWNxrBf2LicNapqgPYU9sZkA5Ep2Njq2TNB4Syg6vUW64qLne5xbrxPVuNvAqsu9izsNNarbV9v5NWLMvwbY+HlQKxhXgfqXwCsj2P4Hi/mKNVqkmdcczjUWJnPKASChjNaGdtAtucqG37mmBa/ZaVucnsArkBMLCjtGgQysqkaKEuykJllHhSXbRZgncFeG9dy8dYzZpyFekXtkoO558HSq0anCzeofqeP06XitCWdb9cBcbax3Ymv9FYb1Fk8Z5msXwIGDQOWYYS2kW0Mb3/fA7j8PryqWUe/+boXoVy7Qyez7V23dh/Ov3F1eIvCQ2m74Se0KMOydfzyiy7eXlxgoeQGnmynqjd4dVNgYLDbdO6erei1KgdVULerlvi8ZDzEhjiRmlxixubJfWnNt0+eNN5uwGojsLK73v+gr73wUYHTycMmYYN6dl/MfA+uWys6Oc6junY1QXUcD+uHxEx+sO1MR8Kr79QutezpFNjCXGKHUffoiZ3vJZAooWgrHXP+ps3F/Gsc3WycOdrUqB4VZnKawweOCXwlxMsv0Iynq13HYcRkBBjrzE9enwR8KDGoDNIzSAkiM59keTFR6XQulNZHayVePJlHxT8ZMGZeEqNBUPGXSiv5lDajObjzc0CWG4TtoPYllVh+CI4S98yJU0Z1LHXtezjDdAaxnmKpWarzBictSCuVeNp5OWW2U7ayBsU3tf5UM+h41RWk9x4Ix334nE7hImh+zKNB9+5LSz6NDi4tpd534c2xcog1Xsd0LOfJxKQ2OPzi7rkTqTtNnuRz4NVPjJfcpfp916pc/aseGvGr6uq/rV3TzLV4jfoO+Ob61LQGQRGRZienPbMSR5mcenOvxA0X27/7WhOeGjI0mQCfWzEHfumsiGjSzPQIipThiI1sKpn4IrWN1H4gI6iHj+lUFtiZgg1Ete877FS+iW6NdGcZspz5Mm+m80ZcRu5mjHbtpzoI0wADqYYv7taBfKtWaDRuWAPfFQ5yMiDdE1zsmB/CkS8ZnnLGXcgnawgMutx5pCVEkIg9pLaRXhfJJGkonfJNVU/sKf12L+PT6SyRrxBb9FGng7ZTTdYKjVH9FKh2MNPw233MTK+dDOtJWpEepIHGU5IGKgGUnszTrprZRQKlE9OxcwzAeVT37vyVhi4hL3PF6h58J6VOtebhxHqJ7ciCxfdrfq1GP7bgkgkTp6set2furL+4e4bXflv7UysFPHjVLfBKe7ai16scVN7hjfcqYzLznKTEi10LUz0i/EhsarJf+KChnyrRhcCyN7ux//oeGYer14npxDjXYlvoXYO/JMGzV3xvtlitOrWNLr17F3n4xNsn/aCqcqr3E1yUKtqzqt5v1/217Eyn15nua9YFO0FFBuI5JRmZjGoh8+S1HPgMHVhjjwGqRuYZ48zhXCPvFO7SSwnp1bhJNXx/ow7KIW6Ks2YOZ5wBTJQ/VGRpZam1JFMzCSmxruSo404CJ8JP5RN/03mv3j68H1QloFinfEBBhxbIhKQXmdfesRgMhsmjTGatjplgIYCYJsPZGgSVDilr6JJqAEp3zdMOJqWphGZJnvx+c/cht7PN0hkrmbF82QDSttmgofOcrytxOLx8+R0s9zULFvVp8/rMW1tPnTIudkVCNMt56NV5I9w9d3xTYrheZznAq+ml5f97rlc5qPzg/WrUsVOG6rknNm4u1a3eoEePL5TgOhjJytSObPKLX0iQOqSK1a/+dde+TybeN3uuhCvVqGm07dnLqIlz05CGsUaGUvWS19TAFqYqrqpYjWyBUMHH5xQwlHDfYgdUTAnFfMhYyhjsTvkcd6qGJ84kG3kpGww/eAf9T+Ppk3iCS0hjacSODWsbzdE/8+tSVMvUH5cL9iKcuAwmr8l1dYgLkPS6DuzSRlJIqWODDHsW8BfHiLgt1PtHG47MyPKrhUZG5BbEcpOGueKWOX7kFOp63EyrKiLT8blUJ11VpbZ3Yu6MFLv9KvfFocStw2VXG36+Poe8Ch0bIdwL9816/2HSPaTHtUucSUoc6vW67qPrUtIa1B/Q7wu9GRTbffPNKF7Y9Clj3D13fHNSZ5ad7yWPglftJmVpr6r09SoHFT9PGtyj5wcsCUv828rv7iytVL999um9vEciq5Ti+cHXXx9W2jOBPbp9w3uZ+/YZJ9JTzBZue1VnI6JmbdPg5dRrVQM0xEclkgKMTGIHm/asdhWQ1xjBznIpGDmB/itcI5iysLPhea6qEQGntgX7ed7PNfYY+Qe2GnnHNhvHD2cbuUcQ/XcoB8tWFmIAFe5rU2XjLCeW6DTOpUl01EpUuoKiXcezCBN5VuQW01NtJCgJonyAVVRckYhU/wiz6rhnuTssR40yAiWEN+aPFZ48btQ5eLpoijVpQzpo7BkHyVW9ZnmVpqy/qoEKGj26tinz5Le6brytPz5MULgUY1QbcvekXnr4YLKZR0CvrlBH3G8RYx/9u1/z8CPu7kaOHTvT3fUj3y8fyOusK3h0CXjV7mcp7VWVvl7loGIJqnXosFx7q+yVG3uVVqo933zVhfcufnT0zFvQFu1nTHuMv8mcENWXunsOdlVOSETr7Fpglpzlq80kmIZvXHHTDUVTQezP2RvW3pu6U03s6qAyDCdLCMPIpwfoq6PEIlNRlHJQhVKMqh+lLc95TQAl1ynFhCH34f89YPu9YPl0fCEeS+2Z0RYqR6iqERairOWZUogLttA+onVEeNFmEkCJyldg+vREGhFEMh1Ryi2gk+siz+jU0bbhUaUUJS63AvNKtuG9cwee2Wc+S1uSR6q+2vEwTpKg5W9Vp/k8waAqhqr2vO4qvTQfRhZ2GXrHcgz+ToOTYv9vCxaNCET6oMgWB+uEhRWNeTqL97sOmeuTemo5wKOlAvZ3vQQPnxdQ1e5yTdEYQmb6ToTwHy4R9pC5cmUnMmGXBYt6tX319TGsSPMx417tuWn9pQ3CW584sHjJyNIqF/bIfc+cATvtmjTeTFKrVi3j6jtvNxo4KSZuZNlUavHc3rPa83ZtfEtyqV0injZxBnjBDeBtLAPzJSETdYIwP3IAGY+9udofZDCm4b0s7ASYAprsG429qQkscXyLVcXIcL6PobiiBhIy6qgg9FgWkUiyJi4lnEgtARE9fYQa5/kSdPKVKSzta6MJaRPsJITqQfiCFa6YLgKzNmQQXuGR5eczW7CzXnZbVSS75R3Uzkxpa5eOfKW2S69uN2E5jMbPoWg74cLPT3955v3MO2z06MnOolXJ4UxqSnDm7m21lOHBo19WScZuMjkvoGrYtMmZus0iil53aMHXg13fHdyt2wbqv9CJl9vvBXS47OcuaTvqtJ48aVxplW4w4Na5ZByqgKfTxda8+LIrjDbwBHJIkczFTecmsWHZiHYPo6sxrbYVn1OJZnkRZaRIY/Mk3wJjE9jtc1yHW8KUrtzJWAogPkMGYU9PO4s9Osuh6iPTcY/E3gIsyy8KE0CUUASCyCaCRaSk7CI1xZFClU9cFZRMBOUJcy9AbqcA/jzzu0+nTAmbi3UlNJZCQEIasmPjuR71C1ynURuWVW1K0kUdEXSZqZ1qdwYxjavTx+7sERpK9CNd/3WwXze032nE+6Xj9FT+nr1NMg6mm+9p2K+3aUJU1XZsRcIN2pkFhIUbNWrXrvKYPy3reQEVM6/T+9qPeWTDZMR/26+qiMN86FpvcPkV2znwemDWHBMFTbH6z4333G8uxEW7gA0oldMQVqsE2msqaOySShlHr9ntAQuIkgMlAUG8EW9kz0C1j+BhvkzBvCiZCGYyrXgHJR2vE3Da4zfG+aW4w6AlUddoG8lYHDsJUQr1mkgfmVnMwNxCAPUM3n0GYOI5pelZHP1xz9v8DtNxALYB8jK9Xk76UM1SiU5a8jzfXA2KY1mSVl3lVGs5XsXyb3PeU0mlALOr16R2aVJK0jmMZtUaGD0G3X0TbKljvJYy598TObiO7/2m1IxoWaUhREeXL71dmb3e9dctCQgKLM3UY9F/13beQBXQpedC9bSkz/8IQqlqt+b33/cse9HdU6ElwON3Fuuddxs2yGiK7yLIZIriqp86EOwMwDR2NUV7Mj1aaqBE21mMIszOpcJEYhRgWTMfAMvLSGCZnFWlKqi9PSWSgojqoUos1oEAI7MyfQMzbl0sK1H7BEz4TILTPhJ1kL8pkY7inM+eKLKlGKBL2YUvlJjOCTpBvBCBeNoEhbYJ6VHHrINIVyp7Wt885Kg2lKbn3AvSJQm72lJKJ21ZuytNwaoAVnVPQ4bZ8d31lweyfKv5/4Jr+DxSoXf65OfupfgIvf+hiZpnVR3T53/YX9s7qFtPs8M/X9t5A1XdW677RKWF6X7enFQiuuL3VKrxqJHzdVDy4Jz38/0QVV2/fn3j5sF3i6RCKwqArOmB6uqx21ksgzsjWu0yUV8khUar8Zxx1VS3MAHdvCPRC74Yx/EzVsI1/omTAdnD2+0NgoiMw25YDXrSR1VUcXAIgCiNVCIRJnyf7gxrOmnCr8CMG6QaSAvIGgTmtHlZ14kljXISm6VleZo5f/O9lFjqtdNy8La6y1kmSjKWd4VZ9+IRK66qs9KUedm9rDrjmEpoY0C8z/33PoW8jns7vHL3zp07lmUguJuMGjLfWbwqOZzYsKkly6gmQFDvaz+rkoxLyeS8gSo4INjRqFevXcqw6f+eXaqNdK4VbDlp0gTmv3fG6wyuQChQHaPnffcazbDgJYPFC53rVogGX3x0X9+pKouqKlpeCQCSzbIbrHm4dBrICubiGBAmlJg7sj4lxy8A2OdQwb7GOY37A9iZlrsCLQvnZFYeCTZGBxIc4vOz1DyVXATZcbwhE/eYXjxyAkLmJB5BSrIzpqeS7wpzlo804Lsucr5fOxcChioq66teQEo/Ve9UpV3rLJuCRWnH7F1pxWsKKPt9puNc6AGjRhgNmjT5Gp1eHpYgc6AN45i+1YRJU5zFrbLDvjnzxinwG1zX69fAoBDtL6rsHfaMzhuo+JKG/W6byReQWAffmHtfVdeg2YgR00msY1vWG0dXrjCBE96qtXHb4IHyFQ9EWLuCRRvbrv8zD1eVTwZSixvk9vILY8mUDnG3yyZMLd/4IAMzXRZ+/4rfq9EPf4mSfYnjj4CkAo2OdqpXydiPwOlNqcfxJYJLd1kHicCjDUWvHtPIFHp+J4MewFPIUwDJ9/sizUlIoXzzg9isH8tD240SXsFDVVTBo1M3KEUVJAQX02RhX2XWUICqyrXSVzsepZFd+qv0k+ku3kYgIviHTxz/LGYVn4af1oE5Tr0yNifWYh6NR42o8mi8lLf+9QD5kPxxUd/b/qllPF/H8wqqOn1vmKeG8Uno6Sc3bq5SFZAOi4ghAz/nO3Y9Bfc6TkLq1jeuufceo7F3bZNx+LEOaXhdbUmYyG4PWNLJ8vyJrWWFO/GXPCepxdaQaeySlyyoIlJDZvEyNVUz2ja0cciMEpvH4KRC0w7bDsVqJ4ZY+Y2NQ+ayZlw+kqlE9RMvIP/ExiJgCBy+l17BU3gPAUY7SvInEAlojktVQ6whPzjH8TCRWOqA0DroYK5KTtfwLB0oov+ZYcDi9Be12p1NpSBj/sXPNYTWMIYNHWo0CG00C2pztheCZ3c88fRipo8YMngB2rRKx6ZObEhqkXeWoV/SZkG33DDvfIFJ8z2voKrXLPxE417X7VA9ft/ct0dXdYUujnvuHvbAR9auMbJXJSQgsDYr8pJLjL5DbxXmR8uqAc1yiEQRxcdVWrnaBhLupEtcqrtYvqPE6A1x0YuSI6NIZHSOD6max2fN5WKcKp8uAEMA+qEsfiZQKNtykYb2FyWUevp08JbAYjQEHRp0kfM+bStKJnoIRTWUQWpxcVCaVDOuRKrmZCQn0dXpoKow7Re9RtpouUkjvisDO+u4HvtWM61Ef7iqda6/SVe10TR/VaYb40tIgyc/8wjS0NWZf2xFfM9DG9bUZPqLpzw7qqr5Azz3F5WUF/W6Li0kNJzC97xu5xVULHm9/n1fVdUg+bXXqxxU1SMjslreNXgBG3/buHHd4QksCA4KPjbgqWeM9vigqSzOI+viUVrIQl525UToa1cTpbxWzypjKzKgrMxhd17Ih7F1dQwZZrUc+SIjdeFmkWXi0dNdQCQqpHwqjqobQUbQ+OHcH+eUPuKokPhFvodDu5xHLDYYx6MKASbm0QZXrkI6jZggGci46o3jkSqyblk4oXrJXalDsDAOiMF1TE8VlLJKOymR5nab0zrndfW4yru5irthPPT81KP1Gzf6Ap3dGdpSO8f+5VOmjRw45DMEWrMYVbqlvP7G/Vpe8OLMKs28lMzOO6jq3nLTuzqwyJ74yGcLe1d1xVo+P3UkGS0jMdE4OHveLjRiSqMmjY/d9+qLRoBzySuRUJbCYjkfijOFZXAL84i0UvuKcolSR2araiS45dIQhZF3deVVkWYCS11IjLaQjjGJyiYqnI5PUZXjrnF8VAX5m/GBVP9kp81VDSDgG2WSvoA114jFnZts4FAVXO0KlVRsD9pylErqfCCodHoLaUrfM38z7pEzwPiMqVbbnrF3UXqd7xB9QNRUbpdhIuIdYx66x+HtlcWP+B2YM+eew0mbgnm3OdqwqvniyIJFN7C8zJ8eYfDinKp+h7v8zjuogkMjTjS8/a6vSGC+bOeLL02r6orVaB6R3XbS+H/wHdtGjbzybOaJLTVr1VrX8YZexnUxjLCzOyJ0MqA1RsX7rga33c5S17wwjFgVtJ90YFnULYGWnFvufIkY13An3iModU1zqnqUN5ROuqqEBMZKiJJILpFiMt6kE+apMspKFzxSklFS5hm34vdlzveTkZS5WTZVw7VuGlKl9ga9iTwnI/LdtOjpRJE5auLl5Ft4VBC6dk5KS2ssSzoULoU95s03dvtVq/YLdIXcgozjNX8eMeJtlrHlhIl/rx0eXqWDvSzHzhdefI0dAGnQ4LY7E8CL7D/O+3beQcUaNB0yZJr2jr+tW9PqdEoyB/erdGv+6NinqpvTKeBFm/5SVzTkJ40ah34y9PUZRiS+vmO6jDHx2q7/swDas7raVwoyBZSqEBo9LmCxmEuZTPJUFY3gEmbUuDiCg2DQqHJxr9MuIrMKyGTgVibHi81ESSa/ZbKi5CHx65RYuebUxyF4sqWTqtQO7E4HllUkhxXwqWXmdbrNuRFolFZvYqd7X6xHa4oLy+rqjCitIfX7Jcxh8Ij7jU69un6HvI54efmdSZv+8ssskx8cNZgL9XRpeZzr9ZOpyQ0OrlvTQlXUZkOHvniueVX2uQsCqsZ9esfXCQsvUINx9zMTX69sQctL71u3rqP95+/1ptPil6lTWh7fvOW0t4/PzJaXXvrBwy//HfYD7A0uJWyySXEPoN2dLiCSza7WiCWkUsqSVpQo4vkTKWbZGSqxZDFmAZFM3JAP21hTNuS+pBOACYB0UTPryOsMnqU04VccJU6wIdLfg90+/sSya6wj60KJoMDSjoSNzzSMuCcI6ZigtHoH+z4nwKlWyjCBlNE+Dd4upeydktJQYiR9jJh6EcboV1/MQNeWCJv3FGYgtNkydfKDlIgxCz8udRZDeW1e1v2Upyf+S8fegpsi1q/7Vd/9nvwq8+wFARULFP7EE4+oKpL+4fzb87IOqze3MuUtM23DW/t+Xf/yK/bRIE688baPcPg5ICDguStuv/3rO7v3NJ0J4giXrbQe11W1UdCpfUVYCigELCK9xNbiLtPh1bsobGipkAJOnaMl8X06RUOlkahfqurpgK41lZ45njKZvD2efRC/NHZP1WylNfMhc+kANeut6h7dYEexM95uL3aCi4NE+82yS2AWQaxuF1VtVeoqeOz00mvC0F4AvJ8x6Yv5Rq2adXbiQx4Y6vLOX9fntl/oeazf+crk+v1vWV5lDGDLCDzWTyVz6FNPPoJgBG328/G6YnleMFBFjn74LfaG3Khvp09766nzUbvLPv6gPal3AhPdUidMeA8se6hR46Zxt74wdfsVDRqYn5bipuNWygQWCEo6LpRp7OAQu0odGAosvSauCTK9AMYa19GJ8HbJJWDRWckyc1kBLOWTOVIq8YS5vYzr8f8AJxGZThuT5VQQ2b19qoJr4C/TUd3bg30HdqoP9CCyvEIjgZWqfLymedjbrrhE12fF8/jI1OeMmCuuwDcGvJLw7G8pk5758My+ZDPnDp980NEdD6Smptf9Pbyxa+KUSWrTsQzNH36oyjWjssp3wUDFQjR/4um/a2G2T5k48WzWMfX4/h4aFnu2WkTzzI6z5w0nUbc9++wtmQk/dvfx8Upp1a7d9IfmzjLHbaiSqMNBHy5uE1mRFCV7YwGAqoKqAlkSS5zpMvokQ8U09Nnjy9R5cVRYKifzs9aUULtJ1C1ZgFOGi8XJoTJxKK7RZU4mV0Cpeq1OCfuRqh3BxJHV2tipelE6EXxfY//MCUkZg7NsT7taV7Jzscb6NH5RAc1y3XbzncbdT5qjKFnY12auTLhxy5Tn72TbxMyaO7BGWEnHwfjJcfN6xHbZPn369PHnyhTgrTg+yzJEPPH0jHPN51yfu6CgavTIvVNVWrExU16eOflcC87nJsVNmT58+PAlrnk0HjlsXuiNNyaRIdfExn4G8AbVqFlzVfsrrn7rr2+9CaOeLC+LJKunTnt2d70u87ercxpNoK52tdTswLKcGMKgKqFEClmSS891SrzmzeFkev1ynUCk1UOXfGNcHYncgl0qreVWxqdtSXWOO4FEdYt2FX/To0fbie70F5HnVtNO45s5GM3xKF2+04qacFWJ7QDT4GORYjIofkXL9sZT8/9t+OOD46jt0YLMY1k/dI/9mGVodvMtPzQZNfxDd20/oE//d8LCm5+ZPHnyVLTtosryx67xE58Tmora2/iRe88ZnJV9t6ZXtfNcn6/0c9v++sxzu//x3NOsNMl9XcbRav4h9SoV4Jiamlp35PARy5O2bI0qxIKPkyc9M2XM2Mcn2QuD2ca+y4PD8nOh4ASHtzCuSd5VD/xz2aEjhyd+NW3GlS+/8HdzWgQ3KmtsbJZJx9TUNlFjXj5Bo4tQ6rlGVchaFrqL017W7SNw9bcMAMtAsLxXBlOtL2BIDUR5pPpImUqoyscNrsbZ1c73aF0VTHbnA+9pw1KCZGK3u88JMlrtv5or10ooLiNB/JySVYYHLECJ5C3u3FF7VFe8kEgLoU/b4GbG64mrjbDQME7LyTtb6P3Zj5FtB55K+wVvqW10z0z38QuuW6aNExcX99GMGTPuDAwMPASAPQ2Aza4IsyGcykFmYv1b/vWZGZf+47mxFXmuKtNcUEnFgjd68P6pOn7C3jRtxmvFwFBe5aAWPBEbG7s3cXNS1KQJ46dGR0X9NuPVN/+ampxS3/6sb3CDgqs2rYkgcU+k7TY2Dx+yGzNMTzWs32BXj/vvMR4YPsIEEvtWmS1ckmks1U49exoLKF/YcCex+IzaPmorqQTT9Jakslzv6nZXZwDVMxmjIpyoSPqZ7nJGutORwEEdZR7tCMj4WdhTsFO1oxOCOxuZjow07Auwz8CVXwAombcl3yKRETCx68oClIKXlFNAyURGAVTz6vWMv6/8wghrFoq4S+To8PbfNnyICSjWsXPS6iblAYp5A1R3LVy48PqIiIiaY8eOnQVQfWY2VxnbzomT4nRSJWnS8OH7J5T3zPm4f8ElFSux5W9PT05+4fmJPGfle2LcqkbzSEbElLkNGzZs8ZIlS/qEY6Bw2rRpNwJcP0JqXdSte4+DHTp0WLdo4eedXTNAhMXINSOHzaIqEDN92g+hj439BYHRN6WlpTV9Z8RI44NVCSYzyafZCosWmrQPnKq0sqQWmUjHbwSU4r62PnPtKqX0t0g82VRyuUoqiRiUptFBZrL6SEDAjL53Pq9DA/pbOglL9SHoCD46IdYjvwzzjYzG0FE36SSk3gIu+vrUUSGdikggV9tK1WVNy/cGeFUzXv1iCdZhvM58ks6V/dOmG1seH2cC6spZ7w9rNGrwu65t9PmCRQNfffXVKTHR7VOCgoI4ZFYYFha2FVIqE19VDFi0aNGLixcvNnBvHzrV+/v3708zsNiGsc96y8FDWp4WTz79UrsXn3/SNd2F+P2HgCozLd3/x/AwfgvdZJ0WA4d/1e6DuTeXVmEQtf9jjz32Xk5OTq2oqKjUxMTEiLlz3wVt+y7iMwDYlClTnp0wZuzY1+MmTXjENZ9dcROmbY2bOpaM32n27DWNR4y4GEwSsgMrBr13z73GB6t/MB+RESdrWoSqc3LPGvdhGrnmHlia3v68q0rINHa1UMusS9aQjWVBaA4FMycv42KAqrutLOoaVwcFB21pJ9FeSsOeij3LVCA1lkKGAASMMoAscYoakSjSV1Q7CSZ2Byh1jPAobegFQPkb//xisdG59/XmByaZw8F35xkbR4wwAdU2Lu6FVnFxbj2+3bv32JKYuLGdD4pZaIaVmeVl9iap+bnSQnx9xPxsqRmNlhgGCVYsmn3rwOGLd38wtw/LTrPi6rT0WsHhYSTJBd/+EFCxlrtfe/W+bY88+i/VzXvGr7gmsEfsj64UGDNmzFxsw0DEkxMmTBg6YMCABdHR0Zmgvc+q+ITgwOAgs9udPCnuzUmT4x4qjYLbhgz5dtd7713PCnecO/twk2EjGhSezTeSk5ONefc9aCxYucp0Y5PRdL6RgoLPaFPrgKplYwmwVAIpMC27ScFnRSaYjOJUOyUGXm0sKb3mJ6NhKjPFsvEyp/A7MP7DtWZFBTuCnetSyDtlrrNARaamKI1lWor4D3UFXAE25aJ8ckdd+HLfivC3O2Mse0q8f+H+IcbkBR8a10BC6cIDv82eZ6wZNdIsfeSgu75vN/+j60trm6yMTN/JU6f8C+08PLBOgPfEKXFx/fv2m7ly5cqbobKbmvmWLVu64twBCbZ5xIgRs+x5ZcevuGJ5j1jz87XcL33t1UdbPPLoaxccTc4X/mGg4vuXN43My9qX7EdGrdPy4qyeu7YHuxICxuozMFSfnThx4jPQrZ/nfejat8NR8UmfAf0WzJsz91b7M5Bon/Xv1+ed7rE9uTxfsW3r3YPi0z6cH8tW6pWUaNSJao8zbyMdKzKt+Nc/jVf+/g8zMpyeN7tkEjlhAUt/kyHV8WABS/yKEnMmf5a6Z03JVwnB51TyaWFFrpD19Y64I6Tr1qkX8tEcvktURHtEhzgaFDz6rA7pKtD0y786BMASixTSj9RZY3bFvX3WOFjbkFDj+YQlRttL25t1dUBM5cT/x4jvebVZ+oiBQ75v/8F7pQLK3kALFy6+dfLUuJfSk1Mjho0YvnDSpEm3YU3HMh0aJh+Bd47v2h7Isgc1jTzbc1+yasKuLHBBfl9wR4W9Vq3+NfMmDSXJ3rU9KG3aK2Ncaw1J9VzX7t1WvTpj5nMQ+215H3rfp5BKz8yYNv1OTZ+ZmekLYzZ+3rx5t86Z++4T7qiHz6/0CIhonUWKfx8dYxyYM89Ucuil6n7ffca4p542As0vsAi7kVV1rIj5aeta7nKdb6XRGeLAkLlNVtiRfYBZItslX6YjIMRZYM1n4rNUzHQQWO+J/SNw4RsJMP3GrzpFJPqBc7hkyWe+S5fB1vexHmx4DfaV2AkLrBwX0/pLRL61PJme0wa7LKyN8VzCl8all0YJdUAwSigCijQOimh9pM3rr5Wq1qNzvGvTpk3s2cwN6vznSZsSmwNQc6je9+jR4xjTlIUE8Mzj4J1AaTVMx//XzBvKSn8h7v2hkooV3Hjb3V+lfvahCS6qXT3S0upi9meGvfK79iQ36NWlx6HwiMgdKxPiL3YlDADlA6DtBujCIc3+Dc/R/WURb0VYq5wT6TvrkOEun/WOcdHIUbADHMbRo0eNxOXLjJdHDDZ25qrEkagJy9Uu0smuDvK+zKcSaUFmt+wlKYk6MniuUk+uSxPI/1anrNfLqofMNBY7SZ8UgFgfD9DnXbt7AaZ+2UpsLPX68Rl1RIh0pF1G9VBL6G30vb6/8df33zLq1cMX5c0yYHB5zhxj3ciRplpaO6L10as2/nQR1sRXr0hRVabPePXpmTOmPZCVlVUfGp1/TEzMbmgY49lZaqI5c2Y9BEN5xrGMHL9RI4d/CAfFQFda4CPateIxU1jDpiJuu3tpx88+pJfkD93+UEnFmoe/9NKddPfKWIlhbL7j7kRXirQMjTwcFzdx9JakDa0nx018xX4fQGqDxkhNSkoKB5gmlwcoPhubvjMgfNBdS8k4iaPuMdKmz0DX7WXUw2pMnW7sbfx9+QrjhogIU16RI/g9WnEKiAWkA8YiBWQT75jYRzoVRKIgpG6UFhITKADQ3fo6h4QeCXOLFCtrt0KfBEQEpZzJ5tpb2sfRZOaVRH3wGbu3T6WqAEVAK2thyNrytbz8jMefHG+M/2yWUZeAwhr/FO4HXplubAagmL7ZwCHLAahG7gC1aMHiOyfHjZ+MNvt+9uzZg6HaPwUPbgPYSZ/A4fSMln/EiFFvIlzJ/9b+tyxJS0uJsFWt6BS8kqRDIeQh8NIAd+n+J6+lzX/vtoXgCYyhmHvq9BmPuiPEjBnTJtqvA0gt4V53cIeacEdlibdl0KDv+F6EZDgSBw+iHWxuJ/PyHT9v2+KYefcQRxQ+eRAOtolEmlY4XoIjFtowj5fi3qU4Qn9xRGNHIJujE9JgPpPjcuxX4Jz7ldivQVruXZ17LI7ce+BTdT1tey+cc7+2nL0XntXnmJ756N4N5/qeLrZ3X4VnWBaMO5jlY1m5xzjL385ZF9YJerajDXaMjZn1JQ1uCWjqWPn9944zebkOB0bdHWcLzANpRxouwr5t8MD4stphxPChqzAEQi9/sa179+7rYT85AKwS00CyMo+VsJHAI+OUX9iG4KEy1cTK8sbvSf+Hq39a+LU9r93w2/KlHdVw75a0oUVAdKfk0ioHdeDpmTNnPof7BQBUNFSIn0tLO2fe3Kf79OnzQt3gkBJG765JcS9umRz3BCO1a4Y1NzpvXm/4B4SYXX3qgXQjddVa460HRxvrsuTjZ+Kk4DKa+iFrS0qo2Gc6KoDym9ZTcQ+hltPu+VOXhHoCmaa0xrFLJKbTmcd2PctSB0WCSjrLmyeTVyTm0H5dvXziKZTxO8rpW/vdYTzwzxlG44saOqkAwmdlGGtiuuCrhr+YsYSXTJo0s/XkyWPKYsjYbj32e3mfPRm/YmUr13TdsBT45s2bO65YsaIt2vOX0vI5vnljy4SojjvVtr2o57Xbrly+FH3Cn2P7w9U/JUOLObO6kxm1gTf3GbqxIDPb1TFmJofEmgC14TlIqDSof9TJSwXUokVLhox95LHnho8aJYNRLlvLyXFPXjV7zkiOxJ/Ep3m+D6qLD8qtwFBPoRHRuJlxGT4oN37lMuPRW281gs3Vb8VtzfQ6JUKzlHUsdKEYjTSn+1o/ISrXVOXTxSXV+FengqYpOZ9KVEjLgWGdqxpkVyutqSpWrKGCUFVSTa9rnEv5RT2keLi47kXG9E8WGn957x0AqpH4RVFgBMca3wbXRbSKM1Ji9vsPlgcovjsmJiph46YtLePj42Nd2wKe3iG8hnHJ+8qCR9ItQ35SQJFnwDtd/hxwklL8aSQVC5M2f96tGwYN+0xlfdigoYtj5r/bzx3BoC6kQvPwxVhGs9IIisa79PYB/VcFBtbJSlgZ3wqLKKoJVOKRnE2bm6ztELWPPS6ZvN34yUbzqRNN9vLC9MoD+K5U8k8/GR//7W/G8h0IynDaSywreyY6KtSrZieqRkaIBLbuiJUmm33lW+ta+WziKnZVIvFJ/cy2SjWZEim/BFBW8+vqUCKlJFUQYjcGPzbauPWJMUb9hg0MXyxQKk/5Gilx443Nk58znS/V4Za4MumnxvhqPGN1S2ywoR6e9+6sUQsXLemgN8Oah2VGhEYcSEhIML259g3Sajs6yU0AWAnHBNMlDhq6IG3+u/1JSZam0/x5d4YPGvZJ+dS6cCn+NJKKVQZxPm/+wH2zxejHPJ/57/bdO3e2W+JC9+6L8aX6cKMjhrLktmXjprb9b735h7OOgoI5c+bcrICC2nGju/QBHaL2YzDFq/GNfbbw/TuenWSsahxunNgMv4mvD77XWw/RAj2Mx75YaLwwY6bRoVGEGTIkUzVk2rv28BqRLhJIZwxbExrFSSArNGla16N69OxODT23xxLan1Nnia78JK57lZji5ldXv3j+hM46N4zl9/f2M27rPcB4e/0Pxr3/eM64qEljAMoMdTCOJ/5irGzWwvgVgCJTN+5989rrjTyv0gBFOqem724Tn/BDzNgxjxatX/7s+LgnoWFcAk0jG8BijLC5wWFRH20ajgHeX921EXjhTvBEf9aTO3jlgz8boC4cdCv5JgwKH0P0pEOdF/hucFN3WWxOTLo4NCzCMW7sY+/a7yclbbqY8YFonEw4M4p0dzTkpYjMyOzXr19CWUXaP2vug9/g/V85y7B7wiRH/rEc0yjnfwiXcuzYscOx6LXXHIMbh5rOChrz8PWbO50YbWDY87o6MnjsAEcBhkhNhwadAx3x+3I4FbhfhvPOOMouzgR1dLgeeY/prnCmv8zwhcNB8mGeHXHsgGvyPgPOFjpSvBx0RHBvi3M6IS7BfZa7pflMdcffbunr2LJ+o+N49gnx2JzFAgQ4YJEWB2mwyEkTBN45QKN7K9qsGGv8AHF7Dhzf02cWLvz8toiIyLNBQSEODNb/iPCyl6OiOxzq3rVbCe8vnwEPhNMxQZ4gb5BHKvp+TzpQ4NDWzaEM4VdQ8Tw/86hb+woOixfGPjaGU+fNLTFx88VhYREKKAZ2F21QLRLZuAAc5+uVuZ1MTa39Y+crUz/Hu/n+78lIs2eT04q8hDk5Jxzbd+xyLJ75mmN0VEcwsI/JpAowAokgIyPznIxNULXDTq+i7gSB7GRuAQVBUt5OIDINwcOj/iaQBEwEla8TTASSlwkoevakA/B2dPcOdLww+B7H5nUbAKYcZ/20jmdZZ3w3VGhAZgZNfsX4kH3JwBJ0ROcVvWDBgpH2GwDUuwiQdcAWfkmvw2VuahpQ9w5HhIUfQ8A0nIjuN7y/UEHFsoBHwsprQ899Fwrs/XJxT/aMCqwVkZcczD9a9kzhTUmJl1JChYc3PwYJBS+4tWFQeB5dtpBeDka7V5Tghz5ffHO8UceBBxxfkKmi2jsyElY4e3I5ZGdnOnbtTnGs/GqpYwbc8L3r1CkCVxswO5lXmFkA1Q6MTnARZCq9+JvnBBWPem4BTQFX/D7TETwKVOZDVz9BRSBTahJEPKpkuhhlGtWmk+O9V191pKSkOE7nHIdzvEA7i3yeoI7H10ZHma5y1nsZVlA8smBJ37LolgHHUr9+A34IDgw64+y8MgGwIlsKbTCb1xl6VlH6o8190PYHFFDkCfDGHz7AW9Hy/+nSJb/x1v0ElQJr7WVX7SqrkAQTQJWVlLixWNQF3e9sTIzar8SRNlaFVRd9385J42eyp6bqQ4Chx3ZgyWIHoqeLJFdubq7j0KEjDgR/Or6eO9fxZNeejutrBpmSgioWQUUJQdVLVDABGoEgYKCEERWxvF3AKSqdSkCCScHbFsBpY/hh93G+w3Dc0bS1Y/qDYxzrfvxh2+FDB9eivEko/O6zjsJk6HlpOD+anbByw4+XX2XWkQzMHXV/tSLMERvbcwvUt2QMcdwJGo+BFPoG0S7FnGFwMG1mW0yf9nJcRfJEm+9QQJEPwBOlBk1XJD9PGlBg3e13wTUgwGIDY8AWmpj7DeEvUxI3bio2XgHXbTdIqBN9+/ZNRg/5GkBXwkuFaflvRsd03AUwwvwofctNSauzBQGiLAvtLe4/RsU4Ds6eA35kBw/2FGPEcerkcceePfsAsG2O1V9+6ZgxbIRjaEQrRy//YADLzylBRKoo0OygIMAs4CiA5Ki2GgFkf4b3KI0oGXl+S0gTxyPXdHfM/cdLjp9/3urYk5665sTpExNhK92LQt6Dsj6M46Mo9CtYLfYX1oWSifYk67h10NDvT6ekBlSEEeHd4yzdfEgmCMmyt9jY2M3BQQGORQsWunVC6dNo6wWqrbA84AVoop7td1MgMzvLa+Mdd5uMzB4LwWFs7AoTF9NEdkDlO4xJic1gU/2KcJgivR2epy6x3btuYc8ZGBjs6NtvwJqKFPhMalogGnw5y8QenTo+JVjyxDgH7A2n2SUAoyDLyzvjOHzssCMtJd2xbetmx+pvvnT8c8w4x4Sb+jqGN7/UcXPtho6rvKuZYLFLMkvqqC3k7mg4rvGt7bg5uLHjgZgrHFMGDXO8948XHFu3bnXAm+Y4cuyoI/f0GUJ+B4rzdxSHUygi0Qk0gd140+7xkzcSRKwD60JpjLqtQB1rV4QWmgZjS3cCKIWQUKP1GqZyPAIb6i1Em/8b0qsYgOCUOExJVto70MaL2NYqpcADy8ALbu3qypTzQqT9U41TlVbhjNTUgKRu16Vk7dlVV8cAIgcPjm/3/vs9yyISF4VBY1+Hhh4OCfUresjVVAUBrNcR5f78jJenPR7TsYMvAOcNQ3nb5wsXdQoJCcr9ZOGCYV8uXnz7u3Pn3VxW/ifSUwIOvT178i/PPjuGLl6O5HBQmB9qbjn68fyQO3r71QqNQHwcHNj8z/kRurOYf3fq1CnjxIkTBhjeOJuPD7mdxMd1CvHlkEOZxjZEcRheEh/hnJhXVAwAwjyvFlTPaN/jaqOwmq9Rs3oNo5qfv+FXo5pRu3Zto3b1moa3rzPk12GsRbRwY4y2rfIu9Jp3em+qL9azH5Q8beaQ7AN7zGn2nMnHhWEix8e9EjpyyBTMws6pCPMdy8jyrhsSZA6XZWRk+GL29b6crOyG7WKiUuGZNeP10GHxUAg10Bu0f3TkyJHmPKe0lNRG4c0j3I5tbR08+Kvk99+/yXyQeYS2PBK98vsWIRERFSpXRcruScNG25NWg25Uqifqbqe0KI04ANJjaNB8BNhOYxo06FR4mdIQAnMN9PpN4aFh2dNmTH8FhvVBAO4o1JYitRHTuo+GRYRnVobwcDHf/5/OnX9jz0q1kN7CRdjj4XLfPXG8I3PFalMtNOWXOtfoscafKdGclllBQYEj63iW6Ymj697dbnnpKAktm67IuNP8TI94fmpG/KpP4BJPTmiKGEmnVGU5ua+9/Mp9e2fPH1HRuiIOz+uxsWP+DamUCfqejImK/g20wygBx5nSG+HeB5hguAXS6Q3QupfmC9png+57ynsPAPUt6cY2ZlujzX9D2xP7nu18UOBY2p6aCU0jM3SsgsTfNnBwfGnvWrxwUZHKgQb9Farg6fDw0MMA0n+gGrWA42IxGKMQttZfNQ+AcAa9hJRoeg1qzAPsaStSp1OpuwJSp7/6l5URrU+RKVhWrFxkqlcsL5jYsXPCZMfhhZ/vPZOSvAsIyy0Gi7OF3wMTr1dw/1SBVEikIqMzqSnIe5H5Dr6L7+e7qeLx/SwTypaBMj56Om13nYrUyZ4GY3xLYTsVckY26DYJND2MgfhJ5eUDB0YK5kttKCvdtoFDv1dAsdxo60No8zLd9+W913O/AhTI2HOgGoidTeJzp969edDdZdpYGLtqx4iK5hFhR6dPf8V054IRphI8YI539LVwLzfC4HChfXCYhjc9hmCe7RUoXrEksFlqHZg9795Ng4eups2lzhaec9c6LAu6yPQmYi0NB1YEcqS+/IojMz4en+1cwU93wsu4wtx5zmu8lzL9FVMC7prwjPns0qCmpuSh+xtTnovyV8mUOGTYEkjTYSjTOTMpJE8P0CIXHc6E8mgRFzfljU2bNsRkZ2V4c31GDPIWLli4uGhSqevznDHAtlSaoI2PHtu3r8qXBi+v3P+z9ymxoBYcVRXGKQG2Y0xD1+osQRvMx3oxLTUZ4eccIE5sD5XvFKTXRntC2FqLOUCJMS4M68jGHpmODHoQ7WmRV5PKNsCZ5LSae2e/N2z7I4988uMVl2eo21rBxoHmeKO2KdkIOhkfqg6QVDN3nvMa7zHNUnj5WHd1MPCcea29/PLdv44e/a89s94dmJuSzjmD57RBEr0EOv2G2bnRzAD26W2kD0A1mZIbtmgjDPIOxPU7ALhr9SX4PYjTcdCROejlCwtrljl39pxSJ47Cbf4zy67tibalhPqvBdR/haPCHUfQxkq65toD2Xt2BfE+zffgyNb7Y5N3uA1psucR26379tT0tDAwQlNIJjPcBSregwDQm9hfggpoLm1FxqHxjWMj/MzBTNVAzYfhNB06dFo/bcYrZUZUV4SbMdDaPj/jWNOcLZuvwwylaqd+2nrdmcwjDfBhNC+odN7eEh3rwPeLC/mxNNphgZEtk/xbhm72LvQpqBPTdpl/3YZpwd26lTpdoiLlQET/YLi5Rw4fPnRG9x6xdPIMx0D5HAzavgqaPMY84OxBn5RogoxOFDpOuHt7extI+wGAOIj34IhosHDxooeDggKOYMLh66W9HwO76ZnJv4QqIwaGtjwW/cPSpviMKGObPduFpkBG6p7a6m5Xlzvth9JiBVm+dZs3dIqKiU6DI6NYz8kVmmBMH4QXq0jagZFecTo73sbxNAM+mQd659uCQmB3vWLNVL3QdT8f7+vevetOREM44GwAOWXDDN11GJIoktIczIWkmgTavIb9DdBxLCUTOqMllOh250RZZUQbNbeHHrH90JbfwdPLqW2e7Y+mwLo77/jWHnlBNWLfvDmDK1ouOifIEJjeXTRaz3UvoMIUwL5KAoiG8j7GWvoxT1xbhXsZ7pwXiILvtilxc4kpDRUty4VIFx+/7FqUscSkPozjpbOe6GD2aTlQ57t5jR1MWWUjuJw0uru8OiDafISqetpuGNi9YN+PKq98nvtOCiS/+eaD2kBqoyQNHvZl3rGyvXaQPs3IROiRE+zEhEvYBBqn6XNJNOf5APTKfWhXxE3B/AeXLfNYhg/Gu+BqDiimutAGYa/++cIFt3Md+D+y0SCF5sPOyYEXdC/W2yvm0cSyboe6dot1UApD4hSNAaITWQk1udhcNNBkOOplLhmHtN0ByAMcZC+vbpgP9cUip+2n7YW2K3OhnvLy9Nw/jxRAoOW1Gk2tDbY69JKjOZiaX95rXWPUIInoBVzN5wCEEIbggJH649oPDNpF+hJOEdz7lsY5AZiZcbzIXgWgXgfD7oIHLB/38hifCCfJNl7HyqzR5ZWtKu9DkvYOCqxnlhERJBhltjbYmgexKOliOhkwcI7hNtlQ79uc0uplvYbyb+c13dExpcPWKrHSlabPTlzfBm1xiICilOI4FNsKbVZiBnBV1teTVxVQgFMC6BlUacVGpMcMC4WMrWj2WE9wkhn0aftGEsdmRo4Y9o0ppeKmmD20fQNA4nDvNJ+hHUb10TUNe3TmC4b9HjbIR2DMdA5SU41ET78LRn4R01akrAB7YzC8OQXdvoHB9+Ady0rLA/d/w7vNBXM4JcMGlD2oxiJ4QdMRnFxM2rIzgRTOsucJOj03Ke7ZNzGIPqWs8oL2T7AN2Bbc2Tb08KGtynUqVYQOnjQXiAKbHrjvPY280IbEYOh2xOYVefBKK8qkSZPfRFTFfr2fkZXpXSekrqNWUDBc63UdKWnisNANjN2Hg8hgyL/jfACBA09hCVc2AHSfU428zf48AcgxM6zCWzQvjPdpp4D5IeGCzlAywOYrtkgovHJfEOQ4FpuHhLRHsReV37WeANL7zk5jDt+rUft4Jg1q78cA90wspw0bc26RWjZ95oynne70iRVtQtC6Nmi+TTs4HbRH2/yronl40v3JKIA1L263T3bU6AKsavqXyhY1Ijz0JBkNEqDIM6Z5ONW5LfxNFdEJnD6u7wDoppOJ4WEsNpQBR4jpDICUm67PAEDjnE6DHAakUro4nSmmu58bkr/G/MjsAEYR4ACOw0ifXVodEbnfy/m+WQDYj7CFsjm9nc8hAHYWBsEvohfQ9YN60dEdfkMg7N6K0A40/ptb2s+f168iz3vS/IkpcGTPnlpY/mwTAcXBVXW9Y/3t/VnL44vWRyivCnA3b6kXGOCwxwjyGUZfOFW6hVDvugBUt5YGKsa+gdmPu76L84+czxR5LJHuDPYTkGJmBARtPj6LcaIj+jyeG0ZAwYlAVe6UuvwB3n8yv7LqRNUT+wGmQZ47oH4ewe8zePYtXuvb37Qdizkn4KS5CxNBzTi/0jZ8LKDbshatD2l0udIcbbCGbVEenT33/4sogMUWTamlKqGCa8vdw75GvFxQRaoyZ5blcmd69OrPk6lhg3wKhj9AFZB2Smmg4j2A8CfXd0HiPMN8dN1wjvUwD6hh4+1p6dZmOgUPPXRMB2mzgnkDFDuZnsDg9bLmNuGdcZRyiJboxGe4dgefgVScyd/Tp898pnl4xPEVy+N7VIQ2+D5UMGi5kmBa5Oy81BkB2vetSB7/X9JUKEj0/0NlwwcN+fTKtD2BXG+bupcsGWYYyR/Ou3EpPr6NmLsXyqvniFEj39Q0/GYWGPMpuOIXQPW6HaFNdBp0Q6+vXrNikoKLzmRnZxv4vtYq1/fgejCjEwBMM+qev3mEWlZsJVf83sV0eJfpMcO7zPQAw16U5W6u2EsHCN5hei0RRoRJxu43APBzfvPpvffe+xtTQN3sx+BcREZw9ooxbMTQ52E71ont2aPUgGXNeceEidPjm0dmgJZdSVdWnEfQesmVqftqgPYVXr6gvDbw3P+TUmD/l1/2gvfJjHbXnWoKPVSYIjG9IPOoLj1Yag0YDwdJ8qTrALA6Kui8sD9MZwClDMe5XDNFtPw8u7pmGxcr5tCwOTpu1zyo+nGMiL9VkgFYC1y9l+4qAlDupIqp9+g6r0yTkVakGWm3yOkq55HTNUDjbpXJ6/9T2v8ZSWVvtCY337wM3zAKiXrj9QdliWbZaUBsnTp5zDfB9fIxdeKlvKzDpQajIiYwCcz7opvvJ5mrerkyCdaza0UpAylSYvoD1rToTGeH6zPwIBYbKEYe5ngb0hZJMKf0Mr8xAFA9js/P/EApyt+QeGUONA8dOvRVxOsVufEhdaGxlb+RNgQTacUXq3Qisdq9/tp9oO1FoPHK8nPypPh/SQF8KrUWvkH8d53vpOEzag/gQ3HfwV7gAuIV3ubMmTeKM1vtD4DhX+aiJ+4ywaDrTjhCdus9qF2NKWlgqxXzNILplwNQ/CJo0davX58fgoPNzzMVbWHhzbPpqezXp++6Che6nIQnU5PrgRbfkE5KI/uSYfyOM2hZ6iyBqiqHJ5//IgpwOsm2vz7zsrqB7bGEVG9+vLzLdkxDL6G6/d4qIlTIjw4DhgLZ8yKgnM6Kx+FyHwBQTuVvHIsNPBOsVCvtzy5c8NltwYEhDnxdw3Tz/57tyIJFfVD3Ha5jfqQPpRVo9nfQ7pynl/yesnme/S+hQOae1ICfn3j6RTKMegh18JI9M+cy7Xhk9DsnNiSVGpJT2apyxae0tD0lpCGAFk8gcXdOqHzDNe9p02aMx9JgmziB0H4PTotyVzUqrZwnN25uuX30w2+xrqwz52spLfibHQ9o9Dxo9V8756mybVSZ9P+186kqU8lzTZv8+hv3pb300j+Op6eZgz66qw1W0wg0mo4e/s+mo4bNCIzpYLqzq3rj2BdsK+AqKBOOhR+qOn/ND1MxIva8Pefx/W/Me/i0kV309RV7rFVw0/Cs0KeeHNf84YfmnK9y/H/I1wOqCrTi/i+/6rZ/3ntjD336UV8a5uaMQexc6ce5ZpG5klL44IELQ3pcv6BB/xs/8Q1uUMz2qcBrLmiSgszDXocWfD0kI/7bvunzPxpgejqwcQ0n1k8Zg/VqcNudS5oNHTqtcZ/eHudDBVrJA6oKEEmTQN2pceyLr4cdXbjw4QPLll2qxFMJRmZUoGEW8rF6V162OqBnt8+CYzqtxZcxUirxqipPygX+s5M2dslalnD70bXrr8pM3mF6BlkHllk7Cq1D4169NtTr3//Nurfc9EFwaIQ5duXZKkYBD6gqRqcSqY7uTauds+ibgYcXf/7gwWXLopVBedTBT/b6XE9Pw73DO1yR5te6xdbarSK2Bvbosdj3rI8jqEfX9edYBLePZcWv6pzvXeCTHR8/4NTu9LZ523dFp2/6z0UsEw0gik8dR3GNY2rUq9fGhv1ue6NO3xs+rNfMM539XNvFA6pzpZzLc7vnf9w/Z/Xy3se/WnpHxt7UOmRY7f1JZFWrFHTK2PIJUMMIbBlxCgtknnZ4+Z31rx+SHtix41KMa3GFQG0j/DTXhOCjPtkbN/bKP5rV3MuR5431LGpl7Ur14TuorilYtAwcNOM7zFUvbffrNos4Xaf3tR8HdOm5pMWgO0sEClcRaf7nsvGA6jw0+aF9+/1PrP6hV+6mTd0z4xPuOLjxpzC1U9ypWvZGIBDoHJD1aUvfFLAKHFU77U/Y38XzRh077w3u0X1RtQ4dltbucs23DZs2UVPqPFDhfzdLD6guUNsf2/JzozN7Ui/JWrmm76m9yVGnd6e2yNuwoXGO8yvCWgxVHcsMMUdijWKw23F8JgDy0b9Tp0M1WkT8XLNZ5LagblctqR4asb1u+7alzq+6QCT4n3mNB1R/gqbOSUurlrN1Z6dCrzx/fEDU7/iWXy9zZGU3QNFcw8gUa4VeQYGH6rRvs97w8s/1KvQrCGjXakNAeLhH8vwJ2tNTBA8FPBTwUMBDAQ8FPBTwUMBDAQ8FPBTwUMBDAQ8FPBTwUMBDAQ8FPBTwUMBDAQ8FPBSoEAX+D737XNnNarnFAAAAAElFTkSuQmCC" width="138" height="128" alt="sickle cell logo" />
|
||
</div>
|
||
<table style="border: 1px solid black; margin: 10px; width: 98%;">
|
||
<tr class="person-details-row">
|
||
<td class="person-details-col" style="border-right: 2; width: 65%;">
|
||
<div><strong>Person Name:</strong> ${data?.Name} </div>
|
||
<div><strong>Age / Sex:</strong> ${data?.Age} / ${data?.Gender}</div>
|
||
<div><strong>Sample type:</strong> Capillary Whole Blood </div>
|
||
<div><strong>Family History of Sickle Cell Anemia:</strong> NA </div>
|
||
</td>
|
||
<td class="person-details-col" style="width: 35%;">
|
||
<div><strong>Marital Status:</strong> ${data["Marital Status"]} </div>
|
||
<div><strong>Test Date:</strong> ${data?.testTime} </div>
|
||
<div><strong>ABHA ID:</strong> ${data["ABHA ID"]} </div>
|
||
<div><strong>Sample ID:</strong> ${data["_id"]} </div>
|
||
</td>
|
||
</tr>
|
||
</table>
|
||
</div>
|
||
|
||
|
||
<div style="height: 2px;width: 98%; background-color: rgb(56, 105, 166); margin: 30px 10px 40px 10px;"></div>
|
||
|
||
|
||
<div>
|
||
<div class="table-header">POINT OF CARE SICKLE CELL ANEMIA TEST</div>
|
||
<table class="test-details-table" style="border: 1px solid black; margin: 10px; width: 98%;">
|
||
<tr style="height: 50px;">
|
||
<th>
|
||
Test Description
|
||
</th>
|
||
<th>
|
||
RESULT
|
||
</th>
|
||
<th>
|
||
REFERENCE RANGES
|
||
</th>
|
||
</tr>
|
||
<tr class="test-details-row">
|
||
<td class="test-details-col" style="width: 20%; margin: 10px;">
|
||
<div style="margin: 10px;"> Sickle Cell Anemia
|
||
<div class="test-method">(Method: HPOS)</div>
|
||
</div>
|
||
</td>
|
||
<td style="width: 30%;">
|
||
<div class="result-value">Ra = ${data["Test Right device 5 ratio"]} </div>
|
||
<!-- <div class="test-cell-div">Normal</div>
|
||
<div class="test-cell-div">Sickle Cell Trait</div>
|
||
<div class="test-cell-div">Sickle Cell Disease</div>
|
||
<div class="test-cell-div">Negative Borderline</div>
|
||
<div class="test-cell-div">Positive Borderline</div> -->
|
||
</td>
|
||
<td style="width: 50%;">
|
||
<div class="test-cell-div">
|
||
< 0.16: Normal (HbA)</div>
|
||
<div class="test-cell-div">0.165 – 0.235: Sickle-cell Trait (HbAS)</div>
|
||
<div class="test-cell-div">> 0.24: Sickle-cell Disease (HbSS)</div>
|
||
<div class="test-cell-div">0.16-0.165: Inconclusive (Negative Borderline)</div>
|
||
<div class="test-cell-div">0.235 – 0.24: Inconclusive (Positive Borderline)</div>
|
||
</td>
|
||
<!-- <td style="width: 25%;">
|
||
<div class="test-cell-div">Normal</div>
|
||
<div class="test-cell-div">Sickle Cell Trait</div>
|
||
<div class="test-cell-div">Sickle Cell Disease</div>
|
||
<div class="test-cell-div">Recommended for HPLC or Electrophoresis Tests</div>
|
||
<div class="test-cell-div">Recommended for HPLC or Electrophore</div>
|
||
</td> -->
|
||
</tr>
|
||
</table>
|
||
</div>
|
||
|
||
<div>
|
||
<!-- <div style="font-weight: 600; margin: 10px;">INTERPRETATION:</div> -->
|
||
|
||
<div style="margin: 10px;">
|
||
<strong>Test Principle:</strong> This point of care quantitative diagnostic test for sickle-cell anemia
|
||
works on the principle of absorption
|
||
spectroscopy. The test helps in differentiating heterozygous/homozygous hemoglobin from normal hemoglobin.
|
||
</div>
|
||
|
||
<div style="margin: 10px;">
|
||
<strong>Method:</strong> High Performance Optical Spectroscopy (HPOS) for detection of Sickle cell trait and
|
||
sickle cell disease in whole blood capillary blood samples.
|
||
</div>
|
||
|
||
<div style="margin: 10px;">
|
||
<strong> Note:</strong>
|
||
<!-- <ul>
|
||
<li>a. Blood transfusion may have an impact on the test results.</li>
|
||
|
||
<li>
|
||
b. Patients already on sickle-cell medications may impact test results.
|
||
</li>
|
||
</ul> -->
|
||
|
||
Borderline cases are reported as inconclusive. It may occur due to several factors such as medication,
|
||
transfusion, field conditions and assay process. Further clinical tests are recommended in these cases for
|
||
diagnosis.
|
||
</div>
|
||
|
||
<!-- <div
|
||
style="margin: 80px 10px 20px 50px; width: 88%; display: flex; flex-direction: row; justify-content: space-between; align-items: center;">
|
||
<div style="margin: 5px;">DATE:</div>
|
||
<div style="margin: 5px;">Hematologist</div>
|
||
</div> -->
|
||
|
||
<!-- <div style="margin: 30px;">
|
||
This report is for the perusal of doctor only. Not for medico legal cases. Clinical correlation is
|
||
essential.
|
||
Please contact us in case of unexpected result.
|
||
</div> -->
|
||
<div style="height: 3px;width: 98%; background-color: black; margin-top: 150px;"></div>
|
||
<div class="end-of-report">
|
||
*** END OF REPORT ***</div>
|
||
<div style="display: flex; justify-content: center; align-items: center; flex-direction: column;">
|
||
<div style="font-style: italic; color: rgb(191, 191, 191);">
|
||
This is an electronically generated report. Generated at ${moment().format('HH:MM')} hrs on ${moment().format('DD-MM-YYYY')}.
|
||
</div>
|
||
<div>
|
||
Note: Assay results should be correlated clinically with other clinical findings
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</body>
|
||
|
||
</html>` };
|
||
|
||
html_to_pdf.generatePdf(template, options).then(pdfBuffer => {
|
||
fs.writeFile(`reports/${data._id}.pdf`, pdfBuffer, "binary", function (err) {
|
||
if (err) {
|
||
console.log(err);
|
||
} else {
|
||
console.log("The file was saved!");
|
||
}
|
||
});
|
||
});
|
||
}
|
||
|
||
const delay = (delayInms) => {
|
||
return new Promise(resolve => setTimeout(resolve, delayInms));
|
||
}
|
||
|
||
|
||
const users = [];
|
||
fs.createReadStream("data/result.csv")
|
||
.pipe(csv())
|
||
.on('data', function(data){
|
||
try {
|
||
console.log("id: " + data._id);
|
||
users.push(data);
|
||
}
|
||
catch(err) {
|
||
//error handler
|
||
}
|
||
})
|
||
.on('end', async function(){
|
||
console.log('size ', users.length);
|
||
|
||
for (let i = 0; i < users.length; i++) {
|
||
await makePdf(users[i]);
|
||
|
||
let delayres = await delay(10000);
|
||
console.log('index ', i);
|
||
}
|
||
});
|