Curvas de Rendimiento ONs \u2014 Petrini Valores<\/title>\n<link href=\"https:\/\/fonts.googleapis.com\/css2?family=Montserrat:wght@300;400;600;700&display=swap\" rel=\"stylesheet\">\n<script src=\"https:\/\/cdn.plot.ly\/plotly-2.35.2.min.js\"><\/script>\n<style>\n :root { --navy:#1C1D5A; --mid:#1A5995; --blue:#0075AA; --light:#E8EDF2; --white:#fff; }\n * { box-sizing:border-box; margin:0; padding:0; }\n body { font-family:'Montserrat',sans-serif; background:#f0f4f8; color:var(--navy); min-height:100vh; }\n\n \/* HEADER *\/\n header {\n background:linear-gradient(135deg,var(--navy) 0%,var(--mid) 100%);\n padding:0 32px; height:64px;\n display:flex; align-items:center; justify-content:space-between;\n position:sticky; top:0; z-index:100;\n box-shadow:0 2px 16px rgba(28,29,90,.35);\n }\n .header-logo { height:36px; }\n .header-title { font-size:15px; font-weight:700; color:#fff; letter-spacing:.5px; }\n .header-right { font-size:11px; font-weight:300; color:rgba(255,255,255,.65); text-align:right; }\n\n \/* TABS *\/\n .tabs-bar {\n background:var(--white); border-bottom:2px solid var(--light);\n display:flex; padding:0 32px; overflow-x:auto;\n position:sticky; top:64px; z-index:99;\n box-shadow:0 1px 4px rgba(0,0,0,.04);\n }\n .tab-btn {\n padding:13px 18px; font-family:'Montserrat',sans-serif;\n font-size:11px; font-weight:700; color:#94A3B8;\n border:none; background:none; cursor:pointer;\n border-bottom:3px solid transparent; margin-bottom:-2px;\n transition:all .2s; letter-spacing:.6px; text-transform:uppercase; white-space:nowrap;\n display:flex; align-items:center; gap:5px;\n }\n .tab-btn:hover { color:var(--mid); }\n .tab-btn.active { color:var(--navy); border-bottom-color:var(--blue); }\n .tab-pill {\n font-size:9px; font-weight:700; padding:1px 6px;\n border-radius:10px; background:#EEF2F8; color:#64748B;\n }\n .tab-btn.active .tab-pill { background:var(--blue); color:#fff; }\n\n \/* MAIN LAYOUT *\/\n .main { padding:24px 32px 60px; }\n .panel { display:none; }\n .panel.active { display:block; animation:fadeUp .2s ease; }\n @keyframes fadeUp { from{opacity:0;transform:translateY(6px)} to{opacity:1;transform:translateY(0)} }\n\n \/* LAYOUT: sidebar + chart *\/\n .panel-layout {\n display:flex; gap:20px; align-items:stretch;\n }\n\n \/* SIDEBAR *\/\n .sidebar {\n width:200px; flex-shrink:0;\n background:var(--navy); border-radius:14px;\n padding:20px 16px; color:#fff;\n box-shadow:0 2px 24px rgba(28,29,90,.07);\n display:flex; flex-direction:column;\n }\n .sb-section { margin-bottom:18px; }\n .sb-section:last-child { margin-bottom:0; }\n .sb-label {\n font-size:9px; font-weight:700; letter-spacing:1.5px;\n text-transform:uppercase; color:rgba(255,255,255,.85);\n margin-bottom:10px;\n background:rgba(255,255,255,.10);\n border-radius:5px;\n padding:5px 8px;\n }\n .sb-select {\n width:100%; font-family:'Montserrat',sans-serif;\n font-size:11px; font-weight:600; color:#fff;\n background:rgba(255,255,255,.12); border:1px solid rgba(255,255,255,.2);\n border-radius:6px; padding:7px 10px; cursor:pointer;\n appearance:none; -webkit-appearance:none;\n background-image:url(\"data:image\/svg+xml,%3Csvg xmlns='http:\/\/www.w3.org\/2000\/svg' width='10' height='6'%3E%3Cpath d='M0 0l5 6 5-6z' fill='rgba(255,255,255,.5)'\/%3E%3C\/svg%3E\");\n background-repeat:no-repeat; background-position:right 10px center;\n }\n .sb-select option {\n color:var(--navy); background:#fff; font-weight:600;\n }\n .sb-check-list { display:flex; flex-direction:column; gap:8px; }\n .sb-check {\n display:flex; align-items:center; gap:8px;\n font-size:11px; font-weight:600; cursor:pointer; color:#fff;\n }\n .sb-check input[type=checkbox] { display:none; }\n .sb-check-box {\n width:16px; height:16px; border-radius:4px;\n border:2px solid rgba(255,255,255,.4); flex-shrink:0;\n display:flex; align-items:center; justify-content:center;\n transition:all .15s;\n }\n .sb-check.checked .sb-check-box {\n border-color:#fff; background:#fff;\n }\n .sb-check.checked .sb-check-box::after {\n content:'\u2713'; font-size:10px; color:var(--navy); font-weight:700; line-height:1;\n }\n .sb-check-dot { width:8px; height:8px; border-radius:50%; flex-shrink:0; }\n\n \/* Slider Vencimiento *\/\n .vto-range-labels {\n display:flex; justify-content:space-between;\n font-size:10px; font-weight:600; color:rgba(255,255,255,.8);\n margin-bottom:8px;\n }\n .vto-range-labels span { background:rgba(255,255,255,.12); padding:2px 6px; border-radius:4px; }\n .range-track {\n position:relative; height:4px; background:rgba(255,255,255,.2);\n border-radius:2px; margin:10px 0;\n }\n .range-fill {\n position:absolute; height:100%; background:#fff; border-radius:2px;\n }\ninput[type=range].vto-slider {\n position:absolute; width:100%; height:100%; top:0; left:0;\n opacity:0; cursor:pointer; margin:0;\n pointer-events:none;\n }\n input[type=range].vto-slider::-webkit-slider-thumb { pointer-events:all; }\n input[type=range].vto-slider::-moz-range-thumb { pointer-events:all; }\n .range-thumb {\n position:absolute; width:14px; height:14px; border-radius:50%;\n background:#fff; border:2px solid var(--mid);\n top:50%; transform:translate(-50%,-50%);\n pointer-events:none;\n }\n\n \/* CHART AREA *\/\n .chart-area { flex:1; min-width:0; }\n .chart-card {\n background:var(--white); border-radius:14px;\n box-shadow:0 2px 24px rgba(28,29,90,.07);\n padding:20px 20px 12px;\n border-top:4px solid var(--navy);\n margin-bottom:24px;\n }\n .chart-header { display:flex; align-items:flex-start; justify-content:space-between; margin-bottom:10px; }\n .chart-title { font-size:14px; font-weight:700; color:var(--navy); }\n\n \/* Leyenda sectores *\/\n .sector-legend { display:flex; gap:14px; flex-wrap:wrap; margin-bottom:10px; }\n .leg-item { display:flex; align-items:center; gap:5px; font-size:10px; font-weight:700; color:var(--navy); }\n .leg-dot { width:10px; height:10px; border-radius:50%; flex-shrink:0; }\n\n \/* TABLA *\/\n .table-wrap {\n background:var(--white); border-radius:12px;\n overflow:hidden; box-shadow:0 1px 12px rgba(28,29,90,.06);\n margin-top:24px;\n }\n .tbl-scroll { overflow-x:auto; }\n table { width:100%; border-collapse:collapse; font-size:11px; }\n thead th {\n background:var(--navy); color:#fff; font-weight:700; font-size:9px;\n letter-spacing:.5px; text-transform:uppercase; padding:9px 12px;\n text-align:center; white-space:nowrap; border-bottom:2px solid var(--light);\n } \n thead th:hover { background:#2a3a7a; }\n thead th::after { content:' \u21c5'; opacity:.25; font-size:8px; }\n thead th.sort-asc::after { content:' \u2191'; opacity:.8; font-size:8px; }\n thead th.sort-desc::after { content:' \u2193'; opacity:.8; font-size:8px; }\n thead th[data-col=\"Margen TNA (%)\"] { \n width:70px; min-width:70px; max-width:70px; \n white-space:normal; text-align:center; line-height:1.3;\n }\n tbody td[data-col=\"Margen TNA (%)\"] { \n width:70px; min-width:70px; max-width:70px; text-align:center;\n }\n }\n tbody tr { border-bottom:1px solid #f0f3f7; transition:background .12s; }\n tbody tr:hover { background:#f5f8fc; }\n tbody td { padding:8px 12px; color:#334; white-space:nowrap; font-size:11px; text-align:center; }\n tbody td:first-child { font-weight:700; color:var(--navy); }\n tbody td:nth-child(2) { font-weight:700; color:var(--blue); }\n\n footer {\n text-align:center; padding:20px; font-size:10px; font-weight:300;\n color:#aab; border-top:1px solid var(--light); margin-top:28px;\n }\n<\/style>\n<\/head>\n<body>\n\n<header>\n <img decoding=\"async\" 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\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/8dgw5YP2c4tV6aCk8+FwMdzDMjQTwVeOA2XhHil6el9ER9Bk\/lSTGAIbC2UXFKD9iAHFCIV5vzefjPz7wf8vnqok9u\/euL8MSiFVZAwZ4C5SWkoFiACCqFrBvnFuAogcDXxkdC2p27eCX864WFZD0P9AggDjrvCTNxGWN\/Q5jCAhTpx4v+rfOglLh9PoCJDa1aXZ4Hpa25YPshXHJSurWxh4ZRdxc3fM6cOXM2LKtG0hhvjuc0QN\/PTfkNoxv\/5g6vM2fOnKW494HkKGyjO0XhcltTIVW+GG1FV7\/muHmGQ8ZzpgPdMXUqwLh2gKESjFu6HFp6eyHOKqKOYs53aDmRUubEv1QiVNApJsyvYboP41x15mSQQbiuHlmieI084GoJ24h4K0K\/E79P4kEJSWSBEM1ie4pvT37n2F\/J2MLl94wpDj3nIcDF430Vy5yTMfO3wWIIS2lDfMt5fMhIG8G4hHlPXP4Zt0kGPVg\/XAYe9Y3JZfz+E\/vtDLvuNDOYbPk8DA0NZZ6cvX2D8PNbHomPU7g9iPeFR9OM7J\/isJMxAn0OcLNeNAlKcapVOC6gKfVw0h\/gJuAA6nGL9kHbHFPmnHYMWAzmsPC4MS2EhFNQi8vuMVmNk3keNMhQWhu5T8K+YQRKU07+bRujsBtIJNslgRce90eztpYmO7gStI7Xmnnu0jtse2kYdbdww+fMmTNnw7LbRFkiyuYV1jvn\/Asu\/F+p6LPRTWx7nPj4dMoqSB5brOP28VHgI+Rp6TGxveVuOo0+E8cSHbstRZkhSisEktg9ouCbNgxXfmOk5rmzTX5uYqQfpqujckmbKOtkWSjmZGfGNjCwJIrYFvVuVwAU6Shta3\/lDNBOZUnBlC9GW9tXTJGFDZZLngUYQfBkfRdMXb0mSJvQ5Ialu6dEQkRksL5vx0F5Y86DN\/kGgWYEekjSWrIpCsSojq2ZHqIANYw4pPjF0KAYzYIdQPE36cVgS7RxDaTgXAV1hLPNON0\/rniiwb7qDrQGXHFIBFFCIIfZQBFCKsPD+AhmAQRA7XME5Aib2dYMXz3jPSpiVwGIctnV\/4bF67vt2wMKFJH5GBLAhjwmjBFQgnwf\/oZAYMni5iMghseOgksAGmAk2\/NXCdu2gSkUrAF1jIECJBqWE4Eu8Xoh2MYNFJHH25YNRTLJ4TZ5MF94XvS1vxhvo6T1lxOwRkld47BufV9wHRDjVpSpP8iDUgKuSJw35TzoH4o5joJp6q+\/jbu018TeGEbdyRluHIgejibOmiXi5raqgpvr2yGQFh1tNk\/s54Blf3bAO2odtocncZdcxoePDWL7QyM5ABvp2C0W+7lWbm9b6RhUa6tEW0tG2Xi8Lvq8QdsOXg9ydR73BVkfbkfaRD8HxZj8Uix+r8Kq6GyeIMrVI9T1k6RTYTM8t6+o8\/aPEIU6IpeJcsEIXk+miI+tNsKmimLOvDDKndKdxcehorxbOpbblLkmlEQdjGhCCc37RblHjMFrG6Gfe9apaQSDeuV5gvfCdSN8PBC8nT5a5o8Yr+fqOBb4pv4TonxYlP3TnnPFuovEx5Oi\/B2LJAa32Wna9Z2ZAEoUgaKuUhAOZE44Skn8J6Gt6S8qQIMOPPiuV15LfRG+1Phly6C5p1cBVbjWESOVRwExJCghwQ0mnUcFByEYSwhiUJ8S6Ft9zfcN0yqUyBMjykHWHxySAApx2MMriBhHVgze7ittKBEwnIxxDIoEIAoBSDjXfG\/pFIdAjgaygIxEUECUCFkJQRYeYxI6SCGd6BCmYFYQBdQoDbn82aP2galT2o0ZGabzpAEpby7thOsefN6yDVu0DIlGicbQAqJQMIMeQ0sUCgJ6XIkMAhOQUeYjV+d+CD4wsES6aBExIbjHyRynYAyJlomOFY2MYSHQyLX9owAXOY9y6rnMh0rxEFmjjWLsZ\/2Gfu06IOc\/AlGESwVTtwZQIjkGTiAGa53V4EbUKW4C1VYvZFgHH7CfHUVD8g1R\/reC9f8pytRReOhRLc\/2EI5Oz\/s20kMboqj4ALJYlhflw8jjGwlcwfSCehMhny7KVXL5ElGOGUZbK8WY7SfGZtEoGo8PiPKg9t3DwwSSstixmnPd6IZKNf8lSqXcXl8YQQDlvJTf\/rQRokG+oDsp4vz4T7Hd7hEaD4yG+f1G2A4Cg5NGIWiCDvpZopwoyq4VVvekf4nl47K9J+R4X6eDtDW0ZzfS2ODHOnIvROLlOaL8W+zb3I3Qha9azqdGnktNCDzXuE18efQdCFTFChmrbS0LAi5ctHGvfIa6XXtBdURaIwqAogMsbU0q6auN\/wQdp+X9poRxqCoTRi6UvJzqtAqnzQdPKP8Ds6ii+G\/5efSyPYwCYXHuBlGy8bTdQ84SDfSQwEjQFnFyFaeURL342\/airYQAiJEegxEofgSbaYP5AjSVBkhkCSNRBwQsoZEeSSk9SsQBxNEtPCXdBhhZvcKUHkiJllGwADWlZ7eZk+DsE\/ZJncFp0Sg\/uuIh2DAwBEYKDU0bKpvSo6VO6YZj5uGxtUSrlrRx0gEQ\/TgYkSfMDqJQ4IRTUC4EwkAFhpT0Gz1SSZ+32ulDU3lkeo+\/nCPiWzgjinI26\/2Mdi2OtOrpG4J+cVyamrTzWdTD60FRjkeLuHZ09Q8YQyPMASi1fSCrxqHpG4Nj0V7h+m2jdD8bod\/oLO4kC7UN4kHkFvF5pXgI+Zc7PSPDiIPbxdgcOIJOorM6mDieq8Vx\/YNYPKPCqnuJegdJRbWN6cC8S3zskbLKr+q8fbxmfFD7GsH6k8HJJjeas4tROd+Sx6aW5P\/7yfI\/Yhs\/Fp8\/ryOQsjFskiy7a+OHUYfXyPvh625GRc9p62o0PxEs+aYoXydYRjWGHsphsqwS7SK4h4AKcgW+N61iqMJjEDvi961NJpij85\/09hehqxRHawTErCTSQ3KQdGK6joKwlFSFHouDGxLSRmo+NDJFiXbRyWLBkm7D1KABRgEXprYZShVHfRP+NCWojXhYSJ+HhiCJkLQ3n1cJVhV5YZV41SBvZer+6So9nKisqASxFoldhawUrMSqVqljQgpslTrW+olff+XkgzLNXBu57KNPLYa\/zZmfoKZjJ9HVyWX9PkYksbo6EShjpgOHYJCreqBy8mgAX9QHTwP\/mIXYVSX0ZUxVMmLMooxk7J9dTYpRFSKdhDZcgxEAhQAlvGQCTYzZ59GatT3xtcBy3jJJHmz5QQNrndXAka3GxqITVymA0uoAlJobphBh5MbD4iHkX6Ls7U7RyDCk\/GrJ\/+BsbNlPq6w3Em+O0whsXwEz6qjWliTjfJ6bRg0DnLSJ8j05H86sMXhCDSNAvy\/KS2J7R4\/BocT0mv8U5VWxf9c0gvpWg4BNtZijM+S16lvDBE90w2iri0S5GzKQhIcb3tpGINuqEch6Fmdpbc+QAVDEznegirJ62jTxeNumOmglTgABiJx7JiM+LI4XhJK\/jKrOxK6jAcJwRtumzicQIEZNveCMKekZCg8EHSOgPCViYTApKsmDQXQmI\/JXGukBaopNakqPtj0IVYf0tCAaTcKypfRw1Xnmkj8jRm3sKT1JvChH7LIVHPLu7IEGeiTKxdf8U9KSMG1ceHpKj8Ypwuk4g5bGE0aveF5yx3yQL69GfBhpVmDllom\/oxEoYJLR0slAuWo50\/ZPxTG4HoViRMhwM0pHjg0CoNznfqHHjeTp0HmkHPfAOjp6YLNZE8Bgw6XeabM9ko5tnFzjTeEhBx9qmqusnoWPAUGWY8nfOQl+4dvDQ0fzjVmM3aRRfOiTIo7wTcw08jeSn71flI9B\/XkrbIbkV0+Isf6u+Px\/l116SamGbX+WAEn4DLMjBOHh76yirTUQpFJgbnYX+f4ZsowP+VdBEI6OD8H7ynNjQoXb+rh84PtOjceajgdesfEaezAEueBembpvinIdBGlhveT7Fy3r4pvo8MKOn\/iGDsOmd62iz5gmgm9n54AK6D4+2k5I5LUQ8\/xBeb5VYh\/Ft\/yi\/uKNdM9Aro8TUlb5tegLr+P28dp1esLPe4jf3y22\/+gIHML7tXsdgvEIeCLR7swq2sNoin\/Iuf0WBBGfeG4NNvpcxlRD8XGtvKZmsW55rZgPAXksXn\/w5cTW8vowOUMbSGr\/Z7HtG\/BaVqNoFP3ZBR0STMM8cASGlcm5dLTYxzPE\/v2phm3\/DlTQc7ycuyeAoqzbMNZegzm6hdzn7Ud6Z\/KeH03CphpemgRQKKAS4xle9F1HT9EEOkJARTina6ZPD9rtXC8ecSepzil4dvJZCqxEb9t5rH6jwRhcOnthNIehlkO4RLiRBRJHXsTcEqARk2q+qMZN4oMwxZTnw1CBiKnEp8yWYpOW0kO3B54GrIACoigpPdwkNVVSepgKPChcGykpPTZelPZCHv7jtMqvUSGIcs0fn4Pnlq0h+2BXHNL5VhRQhKb0sIDiVAWDYpUhv3kKJtDZVeJKKpcJNhF+FIWsVudO0UAUUNuLU69CDhOyj7a+sRic8xlww\/0K16X7p\/SfVM5p7SJ\/CZLLUl4VHnPfUGCus7NXYk92IllcrzmfM8\/roP60w44\/ld1z09UcnA3HhgNEzc\/gFODDno2L4CfiBoYgyt8gUQO84W\/MraP4uLclHC9byswvxbFCUOEeUaZUsS1MEcNw2xZZv1BhfbxA\/bcou4t+nGAjv63SYb3b8vX\/im0cD0FufdbjiwRyx4v2usps73HLQxzKwJ4owZBKVK2+Leq+KNq8rYYOvG08fibTNfDYJ5EL41idk\/W4iPX+ahkHBMhOEeXyCubHrVhHtNc7hq7HP60CQMGbJEZkXLSR+ngaJIPuvRBz\/tTLzihzncYolI0OoEgASwexrhdz+9viE1MSj6ygud+I8tVy15QGBU++JD5+BOUB9245VxDwSOS9ktF2SHD9MQmclXuritfTPUW9j4o2Xx3mMbU9u\/xYtH0aVM93s1KeJ+Pk\/bDS5x90gP8o+nCR6N\/FNZq7CHzrnGjXim0gJ9zNCNqMJQBFvvy6LwN4gtFTCNA\/AIHgQocElxBUwhRGfIZF7qMJw+kPu\/Snl8C9LyzoFM7QhBCswDfU6AjtsfVs2Gr6JJlWwCDnBcCJh6SoLCCX\/feiDXDdG+sC5y10\/jD9xcvBmpnTAfr6Yeq69bBm0sQAQME3\/hg50dMLU5evVNJy4l6RFIOIJwLMdaO0E0YZSQgBLIt+jWMSYjWciE8l\/J3ziJAWyN8R5qPCLIqM8drx4thsuXUsBVuSKi2o5rJ6FUxds5oIsHDSPsSOdhg5ojjfnGzPVMhRCWt51J+403Qb9HvL9ox1uLGvyva4Gdfz2ffuBt86rzouw871fXDE538PS7p6rP1hln1VgAJ9mdPx0MhgoRQv9\/cDGyzGx47LgpEarS1aX4j8r9Ku5XvtWNPxon9zXiKUKtzcVvRdiTRXsm6LW+rxaDluu4QgSF8xbrs9L9yOvNpvTtuLt7X3rpvDkYft4p8PxWJJTPFS0Kb4uyT+xjqdG3rg2UUBF10p7Lffnv\/79Htuunr1aH1SFhdxfFiuNPx6W3GzW1jDPnxS3iCrsXeKvjw7zO0\/kNFhOF1s66oqtzFOPvDPEmUvCN52fyTJGRbb+VDGdvHmm5aTvFACRPPkQxOCSSH7vm43Qvm3lHgD\/0zCby3yoQLDfRHswH1IY9U\/S+znFRWOY9aoByQ5\/YUoT4nyrK4wINrBVN9D5MPwARUezj\/jg3Q95VFlHzGn\/ssZVsUr0pbDVceRb9VvBJPXIc3wBodv25\/fCNeqn4uPz1l+QgdvZq1ADLGdy1PmOLVBud2OMQSe4P578jzfpsKqOA5biPHoqXP\/mHQq3pYEpok+nFHn8UH1le1SVhuQY7GqgY4rHs8FGVe\/U\/T96FE4dwvyun9WhtXxevId5P6pcBv4cHmqBGjKgfnrRTncBlzXaH\/RAT84w6r4UuJ6eT9E0LtP259d5f36rCrOewTZflzn44oklE9mcb1EXyZVuY2cBCbaJUCG5ONnQ7K0+8FiWw8MY5\/+XAYUwvsZMvteXi7qVbTVKp9lvg4ZpehFm6oKz70vzMf8kgmRY06iFJryMZCRRCC7ARV4NPoIVJ1ZO2M6tHR1w7jubi1tRl03XjY5S+J1ZMoBJ3LEIRASkbvGDfLoRT4jWRDMrxOuj5wmEYgSRpiEHCRhSkzIGcJDOCbkEIle0UfwgTc0BIlHK+RAAa5EvcRSzOHua9LDJHUljFKI+pNA3lpRSk9NpI7jlJ6txrXBF095V9Un\/P9d9QgsEY53UmpKJNtM9jU1vQfMFChb9Arz03gSiGT16BzaJyXlhTyWR1OEm0S2VrlhjwAzKuOqqr7ENDllMFJsqHpUWC+YN6pCD8shx09R2VdG03ZKlnQiCNLQevvUSFRG5lhIJFsgESiMqDjJChjxNmoBlAaxg6qsh2+P5tRg+y9C5W9cKzIZyosF0yyQ0f46cdP7hHyo0WVbK3mzMT7FufsiBKHsmVJOpCJNOUO5wwcztoeAEaZkfD9hn6qRKs76Vve5tDdj4jeMXMJyuejnURCQPmYNE0bgC9v+Up3Pi39mBFAW1kJaWKphYWj4rZD9bR9GEWHI+r6i\/so6j8cTCQDKszWOAPlnRgBl7lgDT+Q8QLnWS\/ExpsKqmOKA4f2\/qXMXD04BT9B+VeftH10GPAF5TUfOjR800HFdKI4rnqMzMqx+22ibt6iKkvHahdGInxTjcU+V44hRKr8T28MoNozqSQtTR3\/0AbHuh0W9++uw249mBFBuE9v\/dcr+YNrnc6KfCArhCzXkjcmaVn2xqPeaaOeOOh7eF8CQB635+YFOxDpZ8H6K3Gc\/k89oH7ZUmTiMuXpKmXmKz7aHij49lrHveP\/DKF2MVPmufParyNBzM6QcQ7CkyUIESQlkfbhnqBQTjKLaTqEAa6dNhfHrOqHdB0+k5XImR4msQwlbk\/hPImJYjXiVs1ycMkR8zojU1gvWj8hlIxAkJo3ljJC0MsJ3EhF6UnJXCtvERK6tupoM3Q8xJpQAliskrRbyVsbiftJ64JHfwQBClHUTCWKZCWDR7YXraGSniduL1mVw3tH7wIRx1dEyvDp\/DfzhkbmEsDUBXLOMi7msgoH+nDIIaVXCYKvR6A+W0KeEfgKdP7b1k+rrAVlG+2FKk2flvbW2a2vQ00hti9yo75PEGql0SBw9aFwr9HO7oJ\/v6s+jUT62kR56PEiOxChnd9UoCmDRSOy76Ds+7H11mDdmG4CCgMlxov1f1pivo9L96xflMggiPTYkPFxWaq\/XoZ\/4ILw32LkykuxCMXcPrvMQLs243ms1HAt8c348VJZ+gCl4t0kHpp6WFAq\/sMbbWTJSc7GB7EqojqD7go1ALpxG0vqMmMNP1nn7F2Rc72x5f2skyzpnXxllzxE5CWaUA0\/wZddB1YIn2rVyuby3\/aXMqhgdcCcql9Vh11+rZWMIpojyEwnKrK\/keiElouv2LCE+lo3AMwyOwScTzodxVc7VVglQpdlJWcETrb\/4ggujVo6DCnmKDACFRpq0EBljzxKFgs5VzxAhWRWO6NrJk2Fyxzpo6us3nXEVPdGURjQFGRar6tic0Sj5RDrFJR0gIek9iQAJqMsIUIT1uSKPrLanABKyDwXkQOEJz90+EKUCJ5yRqBkKUmgKLCFYECoSURUeHdTRAQRucegNBR3b9hIAgbTt7bv5NPj0MbtXfdJ9\/3cPQZ\/PI8NUEMWqmAMERAEwVHoqUe\/Bf9KIZCm3DfPsc9lQzAETSEkEUVTOHfV7lgDYmKCG1ci2GdkWUCWecDx1Dh\/lnFGmHfT3D4GNdJpaLuel9WwKOBuOodza1lXWvaVGfegcwf3Ht0JvDePGbOMR+WlC3vRIASkYvnxOxr6Xs9V16iM+DB9e4UPaT+rsIK3JuF5XjccC32adUGE1dA5+Ueep1FHh99Xa2pEY90YyjEaC6vgVkCeibsTc4nzDKLFjUlb5ZZ0d9V0h2xt\/tG2gMs6RjWGrarxeoxhGHZV7EYOO3Icl10atzpMBea38dwYQBSP1dqzxfq+p0\/mPAPpHASDrCxh8Dv5WnY\/xiCguynSn79YKQIHgBUUa19gdYpt\/Hmafb5EgSuYXaD6AYpciBSUMPwlk6fYjUIJIjzWTJ8Hkzk4\/nUVx2q0gSqC2w21OG2gKOkx1Frnm0MfRIjHYUCKyx2r0Stwml+vQ7RVZDHT47ZC0npKXi4EMLTLD\/y5JiUeq8BjACYBFiYiAFNH4xXK8qdErFtCAMxNIqbXUcU4c+\/\/41Huqnrh3P\/wG3PvqmyooEu0zpEajZAJIQJeA1pYVAEWbpwYoZkbn2MES9bia\/dTDR1gCUMJUqeSk8SDnAGO6dLO+W8xP4VG+kXlazJBrNudJ38BQBKAmYzcMCjnPDuqkczw4K2\/V3nTxAa9WIaMDI7Xz8gHsJu3r4ZDIdifc7EfaIQvzr9P6nqWdDXXs4zJIl0bVDRUCDqvjsGUlp67HmFQDDnxGOAgX1HE8+hO+HykC1\/Uwtu3nFcxBavWcA8jRkEQMiqDPjXUek0r3rdEkjddlXG9otExScc35HGTjPPlCPbhIJOcPOqvlgFdMcfujVB1seFBB8ntcUsm5KdWx6mU9IzjN\/mgZ62pJZE8p8\/vlNTp++BLtfyoAUOwKPIyQxqrfq04RAijooPvgyfou8AaHIseUM0tEQ1SfWZ1WP52CvIGn0SMx+KBFglAwJARHABKADuaDJFE9+Z0OsoR9V0AY4rhHfWHk9XwEoGiOYy4fp5EoQIi5rIMUEQCSJXolFUBIiiZJTumxAwNmtMwxu20HB+y1RVUTtlTi8JMbHlFlpqMh9cCMrLGAKAbgYFlGsM5I7yHr5OwvRVmxlDhGBqCizHFmgBZGP8m8ZjZgi+mgiXocmAU8icAiy7YVDmYtFY+XKJdQvD1mAdN6++PnBM9LBlH8NB7bmKpyq84qe\/A5TXy8u8rql9aQ96BzhIfir8O4MeuEabfrhKkNZNdof09stA7KNz+VhM5+qgG6vaGBhvAScV5vbGnw\/hHa1x4YwybOBQxb\/0cVVY8Sc+BtdbhfYPhzGjfNNaLPdXMopXNY6fl+pKi37Sg8\/N2joZNibBHEzsLVg\/wjv63juYJRpF\/JsOo7oHJuoZG071VwnUPOg4+PxfucfNbUCWPHVzFf8dmuXCrX0zXsOr5MeykjgGJ\/IMt7XkAUm1gz+K27yGH9+HEwuWsDeENFU4aYgT3tgXhTPk8JAT4AVPAljFQJfyt5ngJgKOk2xKmmdYqeF3OhSGe1CEGkSggwcCNFiAAsCjATAwxF3zGXFW0RKPK3vnzOSDvhCcsGKBKBO5AQVQFlUmwy8KJYUnoUXhQDbAm2N7GpABedckDVM\/W3Nz0Nc1evAxo5o4AiFHBLSOlReVEAICm9h+ngE9E48pg9G6ZY0rheIHE8rJPbBryQZQZmeplWQY0s0rbFWJkUHk9L92EaB0r0K1OJciGZS6V3oCiJd\/WLCVP6lPe8pPFqB2fVPPjsBIFcZjWG3BA\/G0PD8TiozM+V3Jj1NJgHGng\/Hx4GULQx7coK1j2sAfrbSG+L8UJ5cz0c6Aa0gU1gH6u5zuLN8fN16AsSOaa93fp1nccCoxxaqxiLc0bhcR9s9A5KxZ2rwCRht9lXhBPM69ylqzM6q+eKvh8xGiaBJMn+UwVVDhnD97lHtL+r4XDbRZTCxgKKJEHw\/8t642Y2JeGcl+ykUWCls6kZxvX2SfBEBR1k84kb57a3+BEQoL9Rp7wjoAArQEANTtJWUGmnyEJ+lBhAKIEakaESzIb9D0CaEgF1lLQgRrYVthcRyVIpWpAASiFy9tUUG6ISZKT35JTxU6NRykevmMCDltJjRK9UntJz+vt2hS03q05Ke\/XabvjtP54hc4+oEwHTolESnPq0lB69HgWO6DjL4221UskEL5LSdvRHAB0AsqX02MY8AYOxRbsoUUQMzDQcY59ln2y8LyWunu8yuoppABsq7uhKPCZ2Y0\/wYcDAWVUPPvgQjFEX1UYgXChuDGOGf0CGAD+jjVFWEEUHUJ5v4F2dpwFFbQ3az\/sqWHemOFYz3FmtGIaq\/1nKIjsb3Xa3KC9XUe8Mcfwn1Lgv56b89pC4js6r4z0Lo18+V2X1M6QimbPaGoJ0e2RY7yYxN57dCPdxfMD+dsbV\/0\/OqdFg91aw7p5jeL7pAEo1L4C2zwiy1NJuhgzcbuhFNdu9P4vDbLPBIRJ5EivbqCkFCWSXkt+D64CIEhWikrf6PCQWLpQS0PQeGr0SR4+UWJymU9LaL\/mAC6gpQ9KJD0EUBTAB0MAUSOZAQSsUTEAigaMjAFK8KIVHJ7GwpfQoDrZOSFuPlB5hb5s4Ds4\/cZ+qZ+jFV\/0bVvpkw8lqOtzgAKk0pQeUNB4FOAqVZvDvXAIPCtdAFEWdCexASgIQZeVAYRYEkygbqe1DmfPS1iZYUoEiJFQFNCPJY8tQKPgP81OvdMBEbzMebqOvE8BZJQ+iO+PDbsYbic2uFg8qN4\/BoblFjktYchnr6URmbzYwUIRv7N8Y5gPIxugnyhtXEl2wtTuzDcPz\/A9SHcPZKDX51v6yKqriden0Gt438H6RFu1V7+gTJK7dssq6mOb7STebavocgfMrK3\/apRuxa7dmvAcj2fLZo2S4KwFQx\/K98BntGW1BFW1keeapaVqwBPZuLbceonmtpmdlCb8HU8LYdz6LRctb\/tj3ZJGzrkWCeUz+blfF4aQxFgIMXI3+CFvFlJ54C9yPPGHRX6CkepRYLNfqq9SKT4+AI0x86bE4tQf\/xt8G5XolkIpE\/vcBKBMgUciBMhB4jTY1HpQyjnx5RtRxOdkvHpB5Rt4qj6IxGOfxd3IMolHizK8b9DesxwKHGKKDIDdItweyXTlGcp8YI+kcFKiJvgra\/8Kx+0FLc3WA8AuvrIRbnno13ka43yzep3CZcxZw72AH\/P6TdbkGKMjjpY+tsi4FjuROsTQlHgRQEGDhZB5HoIDWbjh2TE+JCevQ9cN5GQIX+v5wZRzkwYn2U4kyot\/RNnh0FsgukfbwfC7FfWUcVMCJcwtAI49JKTmyE8+Pon8eecpZzOMd98BZlgceHHAMgf4xVJE7Kg1JSM8bi+MjbnIXi4+Lq6iKb0W+Q\/5e3eC7ijnV28nlZQ3cTyQEnFXDh6JN0T4kyvdFucgNxai2q+V5O6nSy7647l9WIyn1syE5BHwlBCSP9bQvJny\/QpSZGerjfes6N5VqZudlnI9zpaLMxrqPl8Scv1Ysfj3D6l8T6\/5Gplk0sq2tYN2WsTrhJL\/S+4fZTJZr4TliXvxebO+5GnYfr4\/nlwNQDFDEZjYJY7TOUuDYcy3sP\/S3IpdJf60dRlhEf8e+XiwPLHlGQIIchOAVCO9JSXpkKukrU0GU8DfSDy7TDEokwsJP\/eGcgDoQgy\/yDX1JgixDCKrwoCcIpDQNDSW\/gsvn5fZJmoR09hkBBQIgRO4Ncf4jUIA4xCHgAwq4ROtBDBDoIEW0PYiAoghokvsZOeWaU419ed9WM+Bjh1avLvaDq\/8FA6USARwgBk6A7pMEkTiLARELyKKCBjyeAzrgogMDCJyEAEmCMfE7p0AUo+PC7MsKyELWpwhHhHXFQI4BgABPADPkWRgeYzp+tv7JuY\/jweW4Mk+LNuHhMMWAXATaRNsIlvv6BqGtNR\/NZZ4EGtltUwzNPU5c4JFo82VxkV9ZBjjBNA0kFvsSDC+880V0yGS6i7P4pn6P+LhnFPX3mlHS1UqISQc2oSmHqXeHVPCg\/FVxDZgjjrtzHkex4yCO4e\/E4pcrrIpRI0eJ8pfhbF+mv5yRssrvZHRbXUxsfy+wEz8ulPe1LODNAUh4WmOnaJM0OR8uzLj6jSPQxesyAiiYyvyJEepjJVbJuVV0MzTVsrzgQk6fO8U8f7+4Xrxeo+0+AQGvUSENQJlkA0loBEoamSwHGoDC1KgTPfWDGiG3jHw+6eQGwAAoYEgAXqgEseGnmsITO4UeZxF0xQhoAiHoAfGr8BJZK+yaEm3CYtgoBFnCiBZPohB54WgPYESOTZnEB1BITwhIwaVjG+yPF0WhKBEpjIACBJUKx4iBCsLE9YCAImABHljUDo1GiaNXmAGiNKNs8cnVE8f++f5X4cH5y0iT2jYs0TL+vOCoClVKBFkSQRTQwAsL0IF8M4mzvFhSsD8FVKAgjAKaMDUSSQchyHHnCohiiawh4JZ61tG65m\/6tqOIrxBI0udpKa4bRYzo+0uiyRTgx3ZxCRW1THCodRO8CfyQPMwgydhroiAL\/QrpeBbltRhzOfeBbCRvaYas5EeKm8mqMfIAiEoSnycOyp7grNGsEv6OlZvQuGAU2A1Q2dv0K8Scf60eEqLONpr9XDqtlUZcfmG4AAoE6S9TUx7bf1Pnfb8gZUxQtWuxKFtlaAejJj7rptKw7UjIHh34t43dOXGde0lc7zCNZ8uMc6LRAZRKIobHzL1QHMOHyb7\/WhzXWqQJvpZxvc1FeVj04aO1uG\/ii0fR1vPyeTwBxrCAI4ESa\/lIlIEiV6WGI2eU2S\/ZZmsa1wiNBKFVJSksWLhIGFNSfig3Schpgik+RS+oX5TrD0n1HG5R4SlhX4Byq1By2lg2OQJ3KF\/HYALwKFN4Ip4WjbyVgwooJRHLAtPIdykwlEBOG28DFCBEXWaZeVGO22t72OvtM6ualP39Q3DJrY9FkUqp3CsWNR2eJFOcwosCNgoe2\/Y8L56odL4Wi5Wp8DCT58RWjwZEBRiFpxHg2ohL1POH6cdVIwhWu8USQMwYZDMJbplViWdwqJR4XXBW1pAwcj9RPgYByR+GOuObyjMhkCgeLniCiigHjRXwRBoqlOxBirPGenCaDdnTFRAwXLQpjY84F68HAqJmMHxjfLsY183d7Bq1x3yh+LijiqqHiOP+jmFuPk3F5m+ib4vqeC1AguiTLD9hJOSVYtv4siCrPO7JdSDW3RTtxIzr4TPDsyPUx6zEqweKObFZg4\/3rhWs+8oYeQZAJ+AA8ow2q0ZNY0RJR8Z1cZsPib58QfZnuDY37ceKkHGmKZXkPWZK4BJHjlNSTN85I\/V9Mlid7DUGRIqSULZEAYIIFIm\/K8n6vrSxBCgoQSwFOiKAhLRRMraNbamgEO1DiQA8pUilh0XLSKprtVyeADwxCEMBBK6o6kDCMotAFJ2cl7N0ctp0qWOwgiiK0osoM1ua4Cuf2q\/q2fjLm5+BV9dtIEBCGTllQ1knQbLYWBfspL10DmogCk8ADdUIFJZOHpsE1FgUdrimcGMFuABM+WLrdspiLcnAUYygmD8ktDc4WAwhHPdo0jiGD8UfFA+oZ4rSO8b2zTmSjW2HV7Duk2J+Dm6CY\/QNCNJ5stosCaK0uuk1aq1a6fgvDMOR2V18vCdllXqTxyL3iu0lwLVS4hXtCsgm+4vprKe5aTQsxxavHx+p4NrMR6irj2R1RUX56Bi6Hz4yRqYaAqc1J0CXgOudFVTBlw8\/FeUuMfe3HebmX6oKQAlTA1Ir66oumjQwJZM1iFW9WAmF0zfxyjJTUnZCaeJSBFiEcsUyYoRGhUDAnRJKGJcimeMQFCFyx6CCKVE\/SHRLiSj3xBEqBNSR38HQoOmoyr978gU1WkaJZAF\/37gmTWwugwJ66Co9yVLHMQChHB8LSMGZPRoF7ayDd4cZU6vj\/1u6ogt+d\/8cdXuk\/4lyyoaajkWy2Lou7T+VRWZGpEYwJxPAlRK3cPhYVHJon5W+EDlvRa0KYtJevTLT998S\/aKvo4M1jMqBE3UcYPY5ypNAE1PKuLWlUPZ4J14\/XLRKrQ1DXzGSZSdxs7lrjO6jS9lpbPtMBev+aVMcIPkgeFK5hzLNMHz4dzV6m+Zs4x9zVJ6oRib9U+KYT6lys2nRJ5g6U7cUDdHnppTtX0bGBVNXs5LYnuPm\/7Bsf8jOv\/T0CPazkvPksAYGrDAS8xMVVLndPaOVtWpSDnGOvCCOx9fkdakaQzLwD5BiACjrbbWKpWwk4B6o6TbWNAerIomnpO9EqTkQgyIhcEGjNULgoUSBFQkSRMAGI2k+RFGnRJY5KUOeFwEiJVBTimIgRwVZoqgVInXs92kgmTuoVMjHwA3QaBSmpBBxDfTQl7kGeqSm9FjrsQwpPabU8a5TJsC5x+1V9Rlw8bWPQcfAoLk90v\/klB4TWOCWNKTklJ54bO2gB0oZp4CnvGQFcgDKpPEk\/E6XlOgbWk+PxjHkjVlMwgzmvjI9HScEVRjYo1jsaIe9ba985aHka0g\/bHq2pMbtrYOAVwFVO7bFXFNRxuS4ypDwXdxzcMMeH3wbeGDG1ftEuXYTdqjxeQvfBndUUA3D77\/mZtqotWqiUDBq4KwqzkXkH\/h0miNSI4WfJEPH0ZZecY\/Yrh4O\/6uMbeK1\/\/1uGlVtB1aw7ssj2M+5kE1xBe1dDTzeKBU9LitgJc6Lp8bIPPtAHe+bGKVzfxVV8W0\/qtrNFdfGD1Wx3eWiPBgWG\/5RsnlSqdEnxHmamFPTMCgHCQUFmA6geJ4CcqggBTMjQSLggSkcKGpKj7bt0PcFkjYTAiMETKEgBQVDwnWLEV9KnCIEBNxRQI8UAAUKTeb+gcaLQvqZxoVi40WxpvQwSEjpgTIpPSYvylc+sR94Vb4HePKFZXDb8\/OTt6eBA1YQJQIuPKCRKNaUHlBBJjXqJQHwS5MyLpZInz1LhIgNRIHElB6ugyV6HZbWCJjgk5KiE7fLLCk7iYewxFUJcqanRMW1C3lCMp00KZIJZsdaeknWhxjM5cbQalRH+F9Rbhbl36K8kTIm6HDOhyDME8OekZxvX1GmiQv6SaL8Xb7ZHst2Hjjp60YFT5AIspK3Q78YY9w81TwMYk43knxWct5+T4z10W7GjUpDoLuaOf85cczzFdY5OcV5w\/Do39V5X5PIYy+znAcYnTOvgnuAs+ps\/wrWXTCC10V8BlqecfVZ4tzYugHvh0jWW0n63bfHyHMAptqdWufNoIhAtcphO4jyV9FPTOupGYdePqlDQxkjUKijx0KHW3Pm0cHNC+dsUKtXpM4fV0GTCKAgyj4hLwpKB4cKOQEgETuSfh+I2glXlE9iSdzQ2SyR7dv4IThXpYx9bRImBUsk2OJJqKbESQqPdbQLMZcLJzgU5376TuTzh6o\/PN4es8gUq5LFQZpJqGBEpY7lSCRKHUcKLbrUMYTHBeBD28+GI969TdUT7YfXPwpDROrWur1I7SUc7wQ5ZU7kfcP9DiWLwwmkqQyRymAq3Ujy2FwagFIUazRFssicsn8wqo0NpnxxuKM8VgEKjrHWN87JCaUp11jknrmihqPVIX9alX00INQGoHIqhRztW3DyNTXlxbCJmV9M9gFKYOgBbdImHhC6xMejsqTdiMJww84RzEdulBszvmm6yM2ehjw2qJiAxH8zMlbB9IH\/50bOvxbcJ8YP5VyzRifgpfQPeD5Y3uQ7a+xj3SeOG4KM36ywKp5fx4pySwV10tJ3\/iRTZ+p1Pdg\/wVnHFwBJ3D+\/soErFvsoElWL\/i9zM6oq5zGrLRzhvuI9IitBLBLLNwwZuZifB0PwUizry547xHy+c7RPLrHfGLr\/C6gdaWzSdRSVmr4iFi8dRjPITXOYaAdJ3b85XDJtBFB6bD8kvTzWJY2bfSeqpKQKKKCH5\/nOYo6XDMaoIeGw5ojOMN2ksqykvCDoEYMYRtQFgCWVQnvTb4tAUJxEU7rXGBcWO74+iMKJ5CsSyRYsHBF+Ck+Y9sQCEEVKCJdCRVwlgkKV8bXJG3PZD8aTpY7DMaxY6lgCTu1eDi46sXri2Bv\/\/hI8umS1MeaJ0soETOCQLKesOPUS7GJWeWMWAUWRbDapFwE2uWQpY1aKwTcEUZi66QgqUGWTQQVPtO1F0t06xGD02fIszTReFmYBYYx1CBhlIbVVVXcsakThlOwdynTcS6VE37\/TPdMk3iR6kq7Jo9TaZE5wVmuWN+LdRDkUgvSFJjczGu6hCcNhrxJlesYq+KLmOJnC4iw41y8V44jzPCt\/DEYW\/EXU2VfUXeNGcFQZAgX\/gU+BFda7ICuAIuYFKrjtUaYP9bSkN+8\/T0kbukaUH0AQal\/OV0E54++4qVTRdRrdje0qqLJ2hLuMfG5Z03O2a5AxxrmJcuXfq+D8xkifMxtkmrAKn9HQkJ9pCwhUd06EjaSMKK4jl4m+7gzDi0hDD+dTonxStIWy6t8j5NYVWSJSVuLx2+00a\/WkVGqqLC2DnMWZGszlFeCjxJiWrhOTyqopL6bUMViJOBNSKyInNIFvwug\/+S7adk5pq0Q4Jnwp49DxpZ9if8MUIIOQlkTT6MpEIShSaUqPjhZVJ3XM4NP7vg122W5qVTO1p3cQLrvzaWP80ranp\/RY55QBkNlSenTeFF2xSPvdS49AiXCciECYqXw0wKLf7XPIVFFiGi+NMedshLLR9LZw2VjSbSqSGLap+9CAmu4BYO0FaGtLv0+U2aYLStl0DN9MdFRQMIT3OQh4Mk514EljPYyLcjiGwULwRjkreILvTj4pHlIed6No2OdE+VcF66OqwC3iGBTc0I0qsGyp+Li1iqoo2bp3xnXTok9esuXw1\/DagDLmNuLMblGuTBkXBFSvz7iZs6pIadrUbVYF99CeBuBRW1fBuluO8P0QXw6dJhZRGeNHFYAnyId3eAOB4BMqfEbDgmnnmIL3g40FnhDDVJ7f16AdfFn3ZVHmY2SLKM2VNoAXI+vb4KwpPOPyHvBBbgAaqgqPdA7RCaVEnWK5JGV\/FQAhfPkuAQYmv48cRuUtu0ciExLUSqhDqacx6CAL5xbQhUQPGO1p0iX4++BgQAGmG0agiN999heShhSl7ISqPuJvT4mWidNR1JSe5PQe3EDoyOspPYzTKA0zpYdH4BnAVq3N8MXj31n1DP3ZDU\/B\/PU9ADQyQ4kmYcr2Mqf0gJaSwhNSeqKJaG47Ggvld89UjPIPSklJh4qrkcgTuT0WpYnJ\/ippPFp\/9Gmnz6uElKUwOsectnTsaLt6m2UAFGXs5cpdfcDam6BQyKUgskGEWJlryKbIgeLMWaNbQUpe4oMEppLhW2HkOME3PvhWEMNfZ1TYJj5sYeTJvW54rQ7kgBjzj4vFJ+VYZzEk68PUH8cLMboMpTVPrKIeRqGcWsaZwzdcx6WsUm\/p4vMSHMirxBwvF3GKkTGfzbANlLJHAuY\/uqmU2doqWLevAfpbCYAyvs59aRXnFaoXtUiQASMAMeplV1Ew2uuQCscX7QWcw+KcWOimZtX3TC6OC0bv4BjWIiINo28uRmAGFXtE+zdmrYj+u3XCFkscirz8i+L2vGem2yiKJyyWJi5ZiGRJJgZV2wkJYpmUKwbq8yXJ0Cp\/M1PZxJa2oAAvJIokMQ0IFEUTQzkFJIBidU49KObyRFlIjUShZLIliMfQpvqTJG\/MLQSq6VLHtnrxeJ93+O4weWJLVbNywVvr4OpHXyaqP+mKNYnSykxXnSG\/W487mFLHCdFI8VjIPuQSIieGSkodKhVMtxcWmhGm9lHtjxlFZZmrimpOHHXC6PFlljFRxlPbRmqEiPY74jHrxb21rQlAjE9rU7aXQIPFRABlrbsNOHPWcIZpOT0S9MC3ZK9CwHGCYa6fqgI8wfzu3Rx4UvaBcKX4OAYqS907VzzsneNGb1Qd5yfERzVRWCeKYz2zzDqnQQB82gzn1TX12i\/55vbspN3OMC4YcfhoBUCNs+w2roJ1uxqgv5VcA9vr3Bck+u+V90PkykDuqb9AoOpydIXgCUYK\/ESU\/Rx4UhsQRRTkU\/sgZCceLmdISnyDuJ7dK9OEygMooqxO+nFgsDxJPAIolDSWyqpypjmIJa29XE4BCKiDWgqJZHXnEzRwBNJAEc0h1EEPWwqPrX3d+TX6pP0+mEYkm9ckkomqD0mrCUGUcik9FADhiak5VaT0iN\/2nzkZTj\/6HVXPxouvfwI6McKIjFGc\/mIHwhKllfWUHg0sSQIhym3PmDNJaTzI18IN0hEVGNLAFCtwZAGROIMEhSDLssIVpAN7eiWgVLcGFZANN7GBMLxD3EPaCsAKOb+9tpZskYopESir3S3AmbMxa6gYdYR4wDlalCVuODI9EKITWamKAXKovN+N3qiyn1ZRB2+456QAGHjHPjel\/o1ifq2r4z6dAPZ0vrvEdl\/J2EZWfpZDxP7u6KZRw4AMI2mjIY0RgROMaMAXCV9BQmk3JWt638R0Ykwhur2GzWJk0fMYjSI5hFIBlMQ8rMGh8gBKW8GLHUlNTjgEASJARHeohLNaorK9QKWHY54J1elNAEmSHGLDGWcmpwnTnHSW1KbenlY\/\/H0wTcq4EIEiJSmlHIMmAYhCxxAIiBKDTXap48gZN5ZZutSxNkZYD0OTLvr4PlXPwH8+\/Rbc8dJiLYqCgAYp0SjJ0somQGL8rqzD7KCBLfol\/C6XnJ7ip6AxloCDaAiINm0UEIzMaSb\/A0iJqNIAE0VkJ8IV7edCkA7HjCgqliaNHC6WOPA1PcDGNfngSdhea3P5+xYSyJaSI9hWuUu\/M2djyjAn+oei7Ckeag4U5W43JBU\/DCJHRiUqRXghvlU85G3jRm\/U2G2iLK2iHkYcJXFZINn29il1f1nnffpiwveVqGUgUW7WFysuCiW7dVewrjfK+tvfwOOOkWaoGLO1uK6fKMrLbirW7b65UhRUK8NU2Fq9sMFrLUYaPSDVBq2WTwNQ+gaHYGKZrbQXtPQPzTnmNKpAD+nP51TQxOY4ckgAMGzr8QQeE12FJ8l5B4N3w3BgucXjDNVSCK+IH4WSt6Q6yO8CNZ6AF8QHUWQ9j\/FADlkuq7wocVoKlToOusFTpI7DfupSx8GY2aSOj91pczjonZtXPfsuvvkJKAKkKugEQ2bnRUmVVvaPQylZCllpL5LcATtvCtkejotHOHX0Y12i68crcMpvQo8JlShGThoesvmoYBHTaFjUSa7JcIe7BDF3DKc8K2Scwy5SChVV0ZlreCOZ6+JcLa3uATapWVxKcsG6cv2W5vIpPIPFVPDVKUhsOna6uLldlWVFSRCIIccYrr47BG82j4XkmClnjWEbRDlYHOfFbiiGbd+GIMf+YxnXR+4LVOY5QIz\/Bjd8Df+wPyiOFRJrf6\/CqnhNPB4Ccu1KAIWnxDafrtf+iH05SHzsafnpdVH+UcG49Iu2kGw2i2T9qWLdr0vFOmfpNlDBuhMaoL+VRMw0KpfeM6IchOf6KJkjnaKvkyo45\/EYIf\/MNqK8X5SzoAEUkcQ+\/BHTb8Ti1yFQBGupQbPvxWuoaPdomYKpmHfortshitddhRPkW5v\/ZlqLmtC4TCJXUm\/PC95ql1hQwtQMbnubrqfYGDiGhccEwA6URE5tVhWetP6Q+nS7SWk8+UK0rh5ZEgArMSBl40WJ6hBeFAB7Sg9d5hqvSFpKz2RxTL92YvXRJ1f9+UV4cmWHFk1iVzXikBBFRFN69AgfJZIF7LwpSnspEUz6vCqnxJPIp2PhISn3u3KsmBmtYwCA8X5yiEmVwYa7hJEtxryO64MFC\/THtH8QSiu7gU1uAeZHmzCyCywTgFIm\/c8BKM5sN8AhDDXHsG9RbhEF3ygcBY39pmksGUpIXi0LhtTflLEegl5\/EA8ZOTeEwz4H8NJ8CgTKDlkNAZfrZSqHs8a3y6E6ws4vWJwZfMt1dEqdeksXX5A0lVOki5PsN5BNoQ+dvRPdNMpklfCatI6yfeusc\/tPkvshcvlkVUtD1Y3vjuF7VLcoy0V5TBRU4UGeh1sapG\/rRfmaWNwFgtSpWhhyvz0orrWGvHboLa6qwgkKrmQtOaBRDAopLAFP\/N\/1FJ6cFzn\/9lQZlejUADgYVU8Jnc0SmBwpCSCLvg1bChBL4kSB9D4npfEU8sr2StoYUULZMKWH8qIA2HlRbCk9WaSObSk9Z7xrR9h6s+rA6M6ufvjF3c8b4BM3AJJ4DBWeEgtgZU3pUThGVHBAw4VMICeNyyYthSecvzZwjWkohY0bx\/q71llmSQNKkNZOfNLQ+VSS9lUndcZx2tAPfG0vsOltwChQQtoY15as9pVBgccBKM4quSH+XXz82I3ERrFnxHifJst5omAE0B0Z675HlP9yQ1ibB1QISGUrSXX8yFh+aB9jxxeP6x+qqLq3eIh\/t\/Ydvv3NpTiYN9ZrP0RfUDXq2ASn\/fdVjMt8yB618jk3kzLZ8oygFFqTjC4YSavE8Xizzn35A7kfIlD4YQiUX7LYRWIsD91ErmcIBp8ODcRtiES9mDolFg8Q5d81aBLBxbvEMX0b\/TL0kHDHt9FrYAoPjyRY7Ta5Jaeq8BDHPpQijr43IlCEw+ZpMsRheoQVOElK4WF2Z1T\/PfxZv5wwwnarpPHoKRvk+2hcQsSIq\/1IikDB\/cXIm4hQlwVcEYxmATHft\/WkTHFySg+JDCApPSxF3liXOlZTejjsNK4Vzv9E9bLel9z4NCzuGYg5Psj8wblUs5QeKu9rSCGr+2e0ER5kJaVFyhF7LDlfQAEFaOpWOGfJxOJGvow6NXmYcqSnJln2n24rOt7MP5bxucLUvlhzdiIoy49eMTKUNgwAE\/vvzRgnrgyezBgqqWlJYpuTJpR\/UdE3kBi92HH3Db8vgjNn2e06Ub7hhmFE7AwIoiGy5HP+l3jAuE88uDzshm34D4BiLD8BgQpSVrLEb4g6L1Yiw+hsxOxSeW5Vasg38qgEMPISQEmyq+qc5nJeAniDfEhniv5V0+b6jOvtJdrfX+zf424qpV5HMGUMQZTZGavg2\/YFI9jliRWsu3Ajj2WnGMuTxOLDkAxaUk\/zGrH+HhIwHevzrFvsK75sObPB+vWY6Be+3MGUWFRVGg4BNYJ7t8jrjh8VHUagWJG8HosTpBNDTm6VKjzADS6TwIXj0XLO9lY6n0tMU4iWmSUtRwFYkiJBWAJRLFhUeKizytLJPFlCpAHtQ5oST6GQuH9hpEQYiVJNSo8qdRxsJKvU8ReO3APaW6sjt351YQdc8+RrGiFtUjRJxpQeukxTesCiygQ0UkXdPzPNKoF8NiWFh1EOn6Tjrk9LJfrEpjGs\/WZTfkoABFk5aghGeE0o1pcQgcIKHrBZ48X8zJHNmcdp8qQMAAqqL9nN8SQ4q\/QmiARsHW4kRmTsUXL8JFDImxINL56YyjPFjVxNxv6f4uPzFVa7Uoz\/3m70Gv7YYpjug1VU\/Zg4vlvIZUzd2Sxl3d\/Uq\/+iD20p4A1yolxSZTm+gm6c62ZSJnujgnW3HuG+zqhg3ddG4LzFaIZvZVwdQaurNqHUykcbsVNS8hjJuzHVCOXWhyN7jNEFF9IHHrSFtjV7+8tz4DTnPZid8yIn3k+g4VxGQcTKOpEjrRPJRikTPEVWGNLBCwBTpjjRWS0Dhlg5NJIderUe+R2BpiQOGSSStSrFxMt0zKpJ6QFIT+mxSR1\/YPOpcNwhO1Q9s354w5PQXeQGuGEjB7aCKLaUHssxUGR8LQCJlTdFByyU3+MWuZemwlNKVnuyzQEjZYdrKT9q7JZ1ntnycIhqkz2dKEUPOSSgpYS64U\/jmsX5qO4b15rAbU6Z3BYsp6TphACKJXZ0oXuecVaFveiGYEQd+aykl+jcXe5GrWZj\/1vx8YsKqiC6fbt4aJ\/lRq\/h7dIq6uADyuczAAgPirnzUh37\/ilRRhooPUHM86luGpW1ZytYd6TJQLfMuB4qrywaoT4i78cDGdf9kCjnbyLzbE4jd05y7OH9FJ3cb0P1JMQY6TmZACjcDNniPPktsvbmelaTJyMLNKlW6dz7JXT4i0OqZ4YAivIiPskhBBVcSUzdSaufJhGrt8HtzrEVVLFEk6AlEsnmzX5F8iokKgRUXpTQgdWljrmFkJbyooTr2uSNw+Umz4OLPr5X1ZPz7scWwV\/fWGpGfwBEIAq3EsQmc8skRqPYABJNqtrgRSFjzRMIaX3zWHLKWqlkAfsSADrGLJEyNiAuaf80QJCp80UVM2YJ54oWkSPnqg+e4Dk8qIOZCYS7pMlCzoNJE1q0YeGJAAo4AMVZbczJAI6sfUeURzKui2\/Jz3ZDVjP7YgUP7GgIYv1JHINmN3QNbXdUeT88Sxzb3cTnYSnr1Js8thGcQpzfp7tpVNaeqmDdXUa4r9tkXO+JEXTE8cEZAcSsXH4Xi\/N1z01gnr06GjopSXDxeWZnUf5YRRNImn8WAVDsOW99Q0XhHJWP3J3WHKvpgOK8S4oHEikBQ0UTTGAsIW0HzPQHne\/B5qwyDQABKJOOw9MdXqtjawNRtGiSkEg2ksXl6j4rAIJdESgppUdP7+EKIW1aSg8FTmJA4cS3bwn7vn1mVRMS\/eef3P6MBHEgQRUnOaXHCipEIIudsJUbwImZ0sOtAAIYIBLoQE5OT+ORvQwjUBKBEJagvAOWyKgkkmNuqPTo84+HHDfGnDOrMRsY1NMP\/K11wAdNTiITDFLn\/MT2bM\/kfckE1A5AcVaNveKGYEQfOvCERlK2rKlUPxUPje9wI1eTsUc0GvlQ5ldQDRUDfutGr6GPKz4y\/byKqhj5cXvK7ytE+VPdkJMLLjwEAuWnRrBzRX88N5tS7V8VrDti6X8yNS0rB8p9I3zuLhUfp2VcvUmUGxuAoLfeY7JeXnvqMTeuEOVBWc6pUX8XS6XHT0HlKeInUwDF6tQgMWdPhjSe6Ugkq6u5KNK8RGmnaAFQOCSn1ViccCsvilWiVm2mLKeJDYhJi16x8lWQdI2hhLfwRgSKBuRYZJFtKT10OYxGobwoIWCRJnWMZXZTAS46rnqA9Dd\/nAPPrunKoIpjT+nJwouipPQAi0AUrkW6qMtafzSwiydIViORLPAE4vJSCQyyV0ufjf1XFlOUn\/Q8MgaJ6\/IkdR9DvUeWYgn4yvVQWr4hAIn0TXsJ9clYTB7Xon9lAdQ4DOB5bl9pPjhzVsX9DqcfKc42\/gMScqV9JuPqeKG4QTzstLiRq8nYIxcNKu1UIkuKcshfdqPX0HaFKN1V1EtLtbgCyUPr2Ock6WLkdXmoRuXfFYzD4W4apV478JlrXlYAZQTl6HevYN0\/NcC43imfS7LYTqL8bBOYbm8jz2g\/qGG7+4jyPlmOrvFxvF62X0nK4+4I+OXTABQ0BFAmtrdKp0m468w8t2a2B82UWExsWVKiJ4gjpgMo1JFTHEQEEzxT3cbmrHLQ1FB0B5e+2adqJTxF7SQpTUdzrhlTnUyqgpJIJMuC1CVficfijNM2SDQNJ0CTr9IjiW9RpSdU7PGPAPe1UxSVniiKgqi+MKkUc\/aBO8GsadWBo6s7euE3D85TVH+CXUpTxWFyfXW\/fZUeOp4UcPAVdBjEcTbxfnBUHmLm\/oVKOCxcNxrTGIEIlWwYPa4pRLI+gJLPKdNUmVd0XnAeH0NFdQhUlR79d11Ah6zDrXOQbp\/MFzr+3X1QWrkB9YWBTWwGNqUd+AItApHuN9P6KG3aZHWecAvLSd\/AUJpw3kL3SOOsipschvMNuJEY8ePwR\/Hg8GuxmOUtEKYZ\/ASc5Gitxn6uGHt883UHAGQlJvy8G7mGPqao7HE1BIo2tTB8QKobB5Ho67YJDsw6Ud4jJbhrta058hpSzpAL5h+b0ryRIAemcD0pxjxLKgleM96eYT1UGtkPaiP9WqkdmHG9Z0aQ\/0S3r4pyEATEyeUMlanuFn2\/eQxfz7o2wmb2rkO\/54tjg+AMEuFmJQLdy0On9bDdd9gARMOZ+mZdvf2qw2R5qzyrPUciIogKjxL1QdIgdKfNBkJQx1FPm2FJxLKQDMbQN\/tKtAdo0SsVqPCk\/s7SiWQLhbi\/ScSkmsIMEDXltJQeyosCoEYD6Sk9e00aB+ceU3005k9uegaW+FFKurpPeVUchRdF7nO5lJ74b1CANZ4od01Sl1KksZUImDQlnlJJibbiSntaBIfOTZLA9WLMwQT+5GC1LM\/NwbZ8qeKBIeDLOqC0rCuY8rPHA5s23uAxisBMbVyYNu7Tp9iBNnpd6O5P9XMdgOLM2ei2L4kyN+O654kHk2PckNXsQe8v4CS9x5pdWsO2\/lZn5\/IC+5MJXFlL8ERaVh6XD4trzNab2Jz5sCh\/R79N7PuromxfZv3rKmj7qBHap0MzrtcwJOVSzvYEyB5F9ltxrLZxl7xh2cx6jKGUm8Znlf6MVbajnuI8GzjS1TtgSBfrNr09D+MYi9R3YhAlACo4JUflJULGScAE6kBynkzkaaTsWIhiDTkdHchJUOkxHPOUtJ2sIEsqkayFN+X\/s\/cdAHIcVdqvesJG7UqrnGWvLMnGlhzA2GAbsA8EGDAGTOaOIxx38HOEO+C\/4+cScHfkcNwdYEw4sMnBJhiTDxNssmQcJStLK620OczOzkzXX9Vd1f0q9OzsaleWpffZo+3pWF1d3TPvm\/e+z3Zj8ZT0YF2UmLSavtWxJlbe+JRzoZCfmcvW9h3H4HPb91pisUhfpJ4rzgysjqOz8emOeEt6zL7lXkce03kpOWbdDBRuHJsxJ1XEzXRhGWSfQZTVWY7JKHvkOqQST7KoeP8o8H39wEcrwFryEKxZAKytOW6zTezJbQJ3HNh3\/vKlHV7SBKMOgXLwts9\/cpie\/4S5gAzUxWsQvd5BvTInXxpL6kvjRIObfBJZrxKOHzI1+vPUDafM\/ST1nWYrg2LOxGPFPSzFE1\/m+1YEjZcyTAcy6G\/kF235he0vTrNh83o0PR+m+GFKjDFZwvOTBvf9nIfgs1ta\/jaSWSC1Kv7nJLx\/\/7rB1aXGy03ifPOn8fe076HvaAPitWIGu3n8HF1LeZ+8r8HVF+BIcbsvdBqZ8JMxOHVfxl2bmvNploOxnod0kNogPLTIBPCTJr4A1YhMQ0\/pD\/hdc7y6KR7r1yx7ZDto5eHUJEs9AsVroewREmV+dxTbpWe6VsfXrFkMT3vszIm8d33pt1DSGRmOWKxJRJmCrq7oa12rY+TKw4H5M44wWZJlb5yV7QNWhk9EoFjCv\/qvJh5Yho5Jlp0xyyA96hIr\/mHPM89BzR+fgHDvMQiPjkXNDha3Alu5QIw5VC5nZ6DkgwwyMT2fnOiXpYvb3WeB1UdjExW8EN+a24FAmJsPZfkh8i71BUW\/vkU9M2dfGqWt9BsbXF2KXn72IaytP9X6Xj5UXy5ev6XeOGUwG\/oIe2BuS1n+DOISDxu3iDG5Zw7GuSRPPtvg6tKZqHiafNZdaAWQ31Ai31Phgw0eYqM4xuUn+LReBKkmZz38lzjX8ZPwmfxJ8ecLDa5+qXj942n6PU3qeD0RfUe7WwnyThdzqXskMwIbuZ84GrD8LiMYUhidmIzm+X5tlvO0S8\/K5sAoHzH0T2xXEVtcNcnGsAJQ5kTJ6TLuIxZYdiCaKTCLt+NmcO9ok0B25omxD0h1KqoNWBn7rJC9ATbORgFvSY8mL7JKejQJ0R7k4C3P3jLjEXbL7bvhtv3H0rGgy3E8FskzKunxCsB6SDmDXMD9MgVJUc9FqV4GisqO4ogYcsSGIaM0zBhLLJuI8VkR+7Km7HE4WQF+sA\/C\/YNiOoyzTtZ1SeVXk4hSgrLGOeUzLMMRI7poXjPkclNnK416MlAU4XoXfU8mzBHkL5Ab0XvpLHcndcucfmmUv3Y3KuYnv\/D\/X+q1Wet7mQUk040PU2+cErgNjt9p7OPK2WcuAh\/5wf\/XdQKOucJ\/NbjeYvF69mkyVv7Bet+oFest4vXrBtf9qxMYVMsv3I2Ik\/dC\/CPJyYq\/hAxHWw\/+Xpz3408z8kTqVrzbmv3FGe7uGWJ\/LXP02XqkwfukLyMDJQ1bayK4GlNOPDzMLuVZ1poztjTEYw1XGzDLB2QWhxRUZUgEk1m1D14NjAZ0UbIyT3wBdJJNYgXj4IngfcFrFrGS5cQjBXJzuewg3gnAwXUE8pT02PbGWVbHL9+yFh5xZteMBlilyuH9396OyrSYQaTYJT12m6db0mMIAGOCxKcr4tNFSWvDvJkuTt8GdUiCsGbeJczVP+HWmOHWPWWI+uplrB6xg9b0lQXJ++nIAIS7jgEfmYzaz5a0AVvTBaxYcMdRdB7m9yxWyLnD3Dr84vmtdXglnjwjSpWqdxnAKZOBUpjBNqe0hd1D\/MEs\/dffac3+kvqlnjC3kF98DzS47j+La\/UY6rJZ+6J3UPy5Fkhc+VS4lvw4iQj5Jf2GOWziVvHa4Jm\/XbT9x3PYL1Jr6acnW9D\/EH7WSaFVrCklS6J\/OI0x9rcNHur54ljnnKDTei6YP35kEkcnSKR0pmN1SPx5oXhVG1hdxt6fE3288DR6zP2tdZ3D4yBQ2qz7YLaxs4F1HsQEyh+9lhoCQ6MlM\/byZKOs6yymZRoqdE1cVgA76SBSQS+OylkyCIN6IpyY9DCCWZcIMoNc5t+\/s48pfm2vl41ikCiNlPGAW9JjBebm\/rNLejBx4ivp6W4uwOuvnblw7H9+bTvcNTwWkwXMjejtkh5DF0W12bU6zi7pyRKIzS7psYkoaztPpgue5vWEWkNusgtTCb0yJMSaJVTM6rhM4f5iFrEiyZxjQ8Af7IWwP75HWWsBgnULgemskwwOkFdsHaLAKpfD2VTxa6XSP+F1LHZGS+WIB81Y51QhUNpnsA1Z784dZOAx35pHGhEn5ktjv\/rS2Mgv35KlldbGdC\/MXv\/fIf68knrilIDUdhic4bZfFWOhdw7b9ro6z965RqO6LpeLZ8uWU3VwqBLIj1izb5mOZbVYV5JRNzWwqvzW928n4JyaxJ9\/aWDVH8FJJB47xfP4HxpcfaV4fUpld53SEOcoyde3WbN\/cpzPrDfOYd+1NrDObyMChYchPGlLt3TiMdOPFAEyPD5RJ5BUI6EjD51J+Q7KJGC2mILePjRv1VzevX8jgsTazhvcZpAQSfDnyW7RwaJPsBYHvPXKgjBJk5WNwuvYGesMFC9RhEqKplnSg3VR4usAxvRrr9gIC+c3z2hUHeodhY\/\/YodBIKSEhEWiWISGXdJj6qJYxFFCovCpBWLrlPSY21kkQlY2ip2Bgoe6HrfYXtoi33B5Dzc29xAuPDSvJwNDOJj7hrtoAxsYAb7jCHBxPaLMsDyDYGUnsLWLAVTWCQN\/CVSEyQw78YTocSVr165aUDcLLRTbjExk\/hhaFffCfafI58HiGWxzOv3ScCI\/mGVd\/nOt2feLD+ZtJ1Ezmx4m3dk6k41EX98u\/ry9wdXXQKyHEjzE5zoX6b9ZH6pzKhgo+l8G3u97mIyxdiBkXUf5HfyTc0wyzOQZKzMRnuxZNNBgMH68kGWCfQ2u+7qH8BLOtQaLFEW3CaJvzGA\/shSrEd0JWSbx9Dk+J0menDXFOnKc\/dlclafVQccMt5NlRj9scF3Zv28+lb97KG2iz3s+c4\/32fEoiLVz5gJTZURJK+3eQP9SrLgS50unTL8fGJtabD8n9rOlJec4vZjaD9wV49QHL+Q9gbQOJD1Bm1dIE2\/P6hAr3CQeAFxXnyxiIysjxjiGZZGcVcaTyzegy4HbOkVJD0Ddkh759wld8+BlT90041H1nq9sg8OVqlueBeCU9Ji6KABTWh1bZTrMKXsBiwyZoqTH26d4f7yOcHHGyOI8YwykuVe63cxjS8zTpVOMY9uNSTV3YBj4jh4IDw0lOibBwlYIupcCdLZZYrPgZq1o5yA7AyUfeDjJlNBpLuRgxTLkwKOIpNAiVEbGy8k9bt2199z2+U9W4NTAuhlss+YU+74\/7yT4YH4k+GvkbzqBzWiEiW55iPup0eMfTwAgCZSfNbju1dDYr45zSQI1ncCxcCJIg7dAbGt6shNSp637RKM8CjSWzWV8tqrMgrnC2zLmf1Zp8cw1sVSexjP9xeJ5N9uftfNn+dkzk2e4LNWzNaRkYPadGfSnJKNeAI2VmtwwQ5eURs7pOQ2QB\/Jr5J+LNh+YxUM3+uzPzXC8yvv3T8XrWIOb\/Kvoi6c8xM\/luYQkdy+05slY4OuzsO\/\/FH135iyPS0kYP2KK1T4TxV7WzF9hTkNjsDSRJJxwHmbal3bPK0DAo3A9Lbvg6Dd4HEx7nXg8ziMAkF1Kk0FYJE48nrIcZkW0TmoCt+Zxv0CsTbLUKQnJJFDyuSmCfNt6GeqUObkki13SUxCTb7763LoSH\/Xw63t64fP3HkwySUzLYphZSY8tFqvtgblFHKHLxb2W07jUx8rYweSYRVhwD2HCc9nPTW5koKT7NzJdknNKSQvuEDShM6w5mKSFbjfjccYJPHAwJk40+dGSB9a9GGBpVzqW+BQkEItJUV6xMlAKeeee46iEZ0VXu+EyHh\/KfQ4Madcu9xnxq1Ph261yezljBptuPsW+6DcaCBXn6Dqcpb48+r60fukkI1DmP8TXqtEvUTNup3KBkKU8Aw1u8lZxDedCs6BplsfvdJD1i+Wck42o\/+9\/iMZYoymtBSDUu457IBb7nA4+OoefdzKYuC5j8adOYNd8bhrj620P0Wfdwjm6BvJXdp9WxHdmSmApwu01Dawqs22\/Kdowb5bP6ckNkmJvEm29eZa7tFE9uuP5PJQZPi9tcHUZh39B9Mmj52D4NEICsTl8fsgfSnzW57ep8t\/Z+Mz9X3Gc9bPY7H+eYrkkID+dECiIEPm5SY7E07WQw+Co6xxlB1Br5xUSBx6HTLCvlePEk3N1UHwCsYaOiUVu2KUzLGsfkGF1jAkST81HlmhtvXk6mKxZui+6vVpAtx6J4jgEMQ\/349FFsUp6XnzmUnjChTMnk9\/19T9AWWcXeC2Lp1PSA9klPZHYq6ubYpAAGSU9yXzI0hXJcDIyrm0A1sVK3rOQZ1wncM41PWVuED8MXUtc7sYw8RXdIzVgfUPA7zsI4YGBVLekEECwej6wM5eJr63FNEPL6HKdBeMpAbNEXqP5WERWtxM1aNUSMzbAzwk9Xa2GMD6ZmWTyi1PkO+5V0wgWMLaeBGULs4lFDa7XOQcfyleq8eQrpfq9+GA+IaVioh1tDZ5f+0NssbmywfVWH2fwtz\/jy1IWPqKCg9nEqgbXWzwH\/bz4RAZWnv6X+hnSJnLwIRhjD2W\/n2r44DTWlV\/MPzOHbflQRhB2SIy3P5zAPvmNeB1tcN2XiefKBbN47EafixfO8ufLIvG6QZFHPuLx68f5vPg4NKbXIc\/r1tnSrhL7kcTCLTA1mfou0ca5KE1cMcvXPat\/vw2N25PLL9jfEX0z2z+0NfK87VA\/DM7m2G0WL5l5kkVmfnEWDyc\/e34ujnfVLLT7teLPc6ZY7V\/EtR1OCBQEad1T8WWY9I+U4l+urZR9bGW8piNnkifGtAoL9WztZhLNRk48TgZIHTKmblYIeEpqLN2QrGNgHQo7SDeCTB1ghh5BWas8pJJVxmPpoGSK5loCn5klPdb5KYJgVS6ANz\/zvBkPrC\/+6EH4\/uFBg\/RwpwEaL+nxbTc1yWITFt6SHpssURlR5roczOwVREIEHo0bTIZlllEBsgpmSnaHmZklqs0cXWYOWKNH\/F+tAuvtB37\/AeAHBpNsEZZjECzvBLZhBfD57a6gcCOQ69sWxkV\/XI8LcdasmO\/NOEmeFeLv0FjJ7at0Zz9\/uH+rFQ\/Xzml+ubU\/jN9wCn3Jb1Sh\/4pZ7P8LxUvqPfygDoFzIrNPGq2FlA\/5sx7Ca9VoO7uUo9HxfGmUNfmN6jFoJ4K\/n0VysdFzfcQJvCfOPlEXWvT\/A+LP82H6ZSDHi40PYb+fUhDX8H+hccH1m\/SX+Tn4vJNlHn+SsfiuE9wncjzfM43nyvWzQVor69VGf91+k1j\/vOM4VpN4dYvXs8XrE2LWXsgmpOUvVd+chX6VpZeN2Ms\/Vrx+Jdp18XGcX5f6\/P5UA+TJW0Xb5sr2vtHn8Wy4EMnSykaJRmmLervoo6fN0v0riftGP88fO0vHbFe6dPL58JcZq8nSs2\/M8jVdIl7fF8e+fibfYaQYrXjJazWVKLbUe0uEnNmHP\/iBSLUhEIG8jK2+t33XLxljlzCmtBJYEP1d3tkOF29YHU3H68q\/QbRtNB0E0eu924bg55NWlMsC69d9FTDO6xC3UUEFreI75ugYgPwFm6moX+wvDliDdFvuyRKJpgMU4FoBNwdrWtwZhRw898wu+M8dfXC0xrPXdURmWTqPA\/jENmMbEosIkiVKbe1omfpbFp01UXKDTiP45OAyB6g0KrY98ayfLn\/HRWfAW18wM4Hy0fEKPOntt8LdoxOqBRzJ0pjT0XLcL9x2Y1JnYbQ53S4xWraWG8ewCT6OimR4ev7RPO5uwwBfA0hJMN27tRrk9x1MrxVH\/S3GfG31CrP\/9fbGeYeJ0HJcDJPuK3rPuXmdpDCsGAvs2CCE\/WPxtnJ5GG\/LFouxs7gzFns1xph6hdw8T0l2Rudk9YGcPzQG4eGRZD3WUQS2tCNeX62blCqJ5UVxzLe89FLI5VhElkbNEn0k21WrhTGBKmbu7OmDvX1DybE1uRLysPe2G29YCg9jqPTKT87Ch6oUGHuHEgx8uPaFvJbSXrLRX9alMr38BbFvGofpVLej\/FIhf2HYoqanwlrRt\/tOUD9I\/ZVGy1D+WbTrnx6CayXJmx9Ng8h6i2jnu4\/zmDJDS\/4YMx2rt1+pY\/\/kOI5bVPtp9IPuaepXwtnoZxkQyKyoR2ascp441h9P4HWXZO37T8R4FMeSZXS\/B7\/NrQ9XKOFhQnafysC5EVvii0Rf\/m4Ojr9FBQtZpRu7JBkmjj1xgvqDKVJpOs8U+Sv3y0Qbx4\/juNLh6uPT3GxYfdZhYmtMkR4abYhEmKfeT+c7kiyBePIs9q88T\/l5NlUmgvw1T2Y8\/Zs4\/s4G9y2DW2l3\/2aYOmNT9tHrxL7\/e47G0XS\/uzxatOVXx3lMSS7\/FhovHZKQoqv\/0GgfZxxXElCNOinJgECWSsnSo0bLwuTnbasax8vEq1vdn1OVDX1FnNd10zyXP0zjc10+kz6rvq\/\/qp74sHquyMyVfxSvy6bYr9TheZTY32GHQNGEyPe27XoPC9jfJgSKXBYE0JzPwdYLNpgECouXYQLl1t0l+PixSZPkSEoimPmLfUsLQHOL+uU+iMmE8ZJHHNUurQCLPNHZGeg4wM3jWvjIhcvhWRcshp6hSfjoLw7D9YeGXYLEjPndYyfLPVkznJvby\/11dLoESlU8j8bH\/KRJQySKRRA4RAqHR7U0wQ\/\/71Uwr3Vm5cfv+vwf4B137EiIEIYIC0yWZE0nyR0W6cCMNvNkOfP2oW+\/PINE4dY8bhAr8X5C1Hf4+FHED\/m9+y0CJUy6vrZulXl9vNeBp9tEs0LjOJpQiY45Ogasbxj4YMkgWiJSZYG4P5YuAF7MW2PHJEX0PC7VbtS5cmO5JnnE3N4hCAdKKYGySMQ7C1xyj6vps5Z2woufsTkmTyLyx0+g\/HbXQRgcLysiJt6ex+34+m033vCsk\/wLq\/wAsL+QyBpYmTlyOcSK37MF+WH1A0QqlDFfKR7QXzlJ+0immV6nPmxWn4RNvFP03SUnoB\/WQvzL0nQ0POTDQBITHxFtPHiCrtdmRdhN54u2\/AL7r+L1H0pscKbHfoQa39Mtd7sX4tp4SaT8tpEaf5W9cql4\/XsDX4IwZFroB9Q12TfD85QfVxeqfq6XQtyjAoivnMCgU\/7S+9K5IlAUOfc49SV9Or9Ml1V\/fUxpBRD8JKQsiatXKvlr0X8Xz+Ix5RfEi8Tr2RD\/ejyV+LG8v2VG5u1zRVqrMXY+xFkSz5nBLh5UY+3m6VimymwJ9Xz\/Rzg5dXv+QpzP9bPc148Rf74MjZe4SML4e+L1O9XPY4gcksKe8jPgT9QzopE+lM\/I54jz+sUcjCNJDMnSX5k9MJ1sUPkZ+EZJxikx45keXz6Hp6sZJL+Ay2w0+X1Qatbco7SuGvncl05LLz9JH2\/yGn91DgkUDHnP3ylef1TTQ2p8yvtb9pMc88sb2I8UBL5StNvIvGMffP\/7IadIEEmGfH\/7rmtZwL6GCRRQ01ee2w0drU1iPfk+iLdDBIrEnuEQ\/mbHqEV+ME+5AYuzMtrb40wTSXbI0oKRkXR9nQ2Cp31kSpKZ4rFLxtkoap0nzmuCTz5nfdR+Cdn23+0bhQ\/98hDcNjwBXnXPZHuLvLGzPxwSBW0XnWvOJFBk5sDYaP3MEy+R0jiJcuNTzoUXXjkzoeLdB4fhqvf\/EHqlHgciGVwSRZMD\/uksEkXPYwbZgHxqpk2igJEdwrBQMcok8WWsYBIlv3ufh0CJp2tnrnazTew24WtsXKN4fVYT\/Tk4LG7LYeDliiJMELHSKb4\/LZkPvKlokB+YGEvbh9Rj9HpJe9xzCPf1AR+vpATKcjEu25u95ImcftKF6+CxF61OCJSwFmeX1MIwKeGrivFx+\/1742VoH4pA+dvbbrzhpLbZFA\/ox4s\/Pz4JmrJXPKTXnQT9IX8Vw78St6ovRbmT+DL+tei7\/5jlfpAiaM9AD92lML1fCn2Qv2AcQe9vEe3+h+Nsp0z51tkPOfWl4Hi0N+QDYK\/6wqHxUdHOj06jTa+C4xO4lG3Yp4ix56H9fgd9yZdfzGWGUsdxXhMZrGJRO\/nr3y2ec7KPLfVlpqPzI0mbPSjYkHiFONZv5uAeLioi6tLZIFDE\/nBGQlGRqMfrMCSvLxYefoNo14+BIPtb2ta+tc4q0p3k07NwHPl58zlFBM7UtWNS3UPbRJuefZztkSUzX4A4LX\/ZLBIY8rl7UN1vf0DHk8937Aom7+e1MIfimscJ+UVu+XQIoWn0vdTMkLodLzjB5yTH3xvFOR2dpfPAZTNN6jPieJ5Vcnzvhji7YUbPbdGmm46zXyuKqPqUzhIV+3wTmFa+q+AEaW7NEDLAXzpd8ePjIFBmA7Is9hmizY5Aez7+lsKxPMnPcayOq1eODIxEBIr5DcckENbNL8BqsdF+O2HC0CRRMwwr41AJyQYq0AtMLRLbYjjSHcmlAaJBstgHNk\/mrx+9zHgyygDwwjXt8D9rN8LXfn8UPrL9KNxdrllRubaS5SaZYmuTcO6SN\/r4Mtuk6Ik\/pA6KFtW19+07XhIwM6c0ySYsnrmkc8bkicR7v\/FHOCzaHQC4GiKJkIcmS6S2h39asymRza9VupPM133NtW4JEjJFx4v3i\/RSONIvScgutRVjaWYJ1lbhqbgrbgpnzL0OVnOtU0rfcCRmrK8BM4kuNjEBrF\/EJINjwGshUoxVe5ovvr8s1sQJtwgz7kwa9wWPezHRdOF4ZZ4MTz5h6fE05f37VdObuhe5nJ5Fgg2MlkxhWfMID3v9k9MQuYfwA2umXyq\/Ogf7XTMH\/bBMvTRmQ4xx\/Sy3Uz4B1nna3TDEF46PiS8+TxKTzzqONqz1zD8nY\/7xYDWYWVVZ5WLHe+w8uJoKc2JzLPp\/UvS\/7PtfQ+Mir\/VwHsy+KPQaMC3eO4GgIcsY3gL+sgpJOs2W3pPMtDxeDQT5haUbZsfdSt4PF81Bf+rnru2u0vUw+6z7+VyQJ+qZIQmMF4rnhix\/kNlFc61ZJD\/7ZOnm92Z5v7N9PeX43nicz22Z1SVLwWcakEkicROYZeQrH2Zj9+ZZsj6XZEafOve2OWyvzP6R2V5ed8HAFozduqW7V8zbxj26FUdHxrxCspqEiHYo1n9ke95yAvZkC+ggVZIKeHbB9\/xFbbHtim3xUcdtx3QgefmyNrhgdbvRZrz6sy9YDN96wdnw1g0LIU5QYej7ueX4w20BW+4Rp0XuQJETD\/cTKFO58GTaG3vIGiXUKkus3nL1zCUbbt\/WA5\/d2RORCqHqAW4IwqbkB3bNyZpOOCZEpDFkOe1z1jEdndIr5bNCBkB8hLYKxqQIvpz4eJYALOM82wZYLTeMkJnNsFjjQoyzYGgYgj2HgO0S\/TkwmuijJJkykjiR4rBrlgFvbvKIBNdvk0Fo2ueKs8Hk\/RYinZQA3XPcFWRe2N4Mi7pajf36HHj6sUuXeZ8Pqi\/wBMJc4idUDnBSQta+76dueGig6rWvgcbr2gknz7WT2RJfzlj8mePR9iA8rPHVEzD2ZImxJEyvhbgEYrZxh9r3hXNAnpys97PUiZBW89XTeOx+fhb2MazGjSR9pTPU4yEWf53N7xlSsFpmnVyXRZ5I5DMCsFtjZsfU9ugbGYeaCI7yKsAKxXQQJYuYgd2m+QWA0Ro4mSOGXokiIGTmRaGQBl6yrKdSUcFvAIm2Cc68YD6LWk+WRhQIh0rEFmBREMArL576R7S2IoPXX7kKrt2yGD58+wH4n8OjaaBsZBmAS2p4sg5SsqjqEh8R65RzbY\/tfdR9b1i6JH3z2vVL4ZJzZu4a+O5v3R3lreFrGF1zwyI4Sd2IxVGjZAyVQZJM21kjXGWchKmpjf6Hq2Us3S\/HlrzoeGAdD2cDxV2Y9lFiLYxLeuS8qCwFcw3qeMxH4KG3DNyyLisDiI2XgA0Midt9PC5P4y7pxbragHd1QCgzTqLhXTOzahyiDKwsEZ39AkkfOVbkeH+T5rObNefTbbCrlEL38gVewtQgUsTfvrEJq8nJmx\/cduMNtYfBg13WON58ErSj9yTpj8pJ0h+NYq6sPGV99\/w5bvtsiED+DObevnba9tDyy4dy83jTLN4T8gv3kjk+1yxNh7k49rE5\/uL+OyVKerxfXqXgbtsc93sPxccGZGDgS\/v\/6CweY2gWn\/W9J1l7Grnf9j3MPuu+doICfvklTrqlfEM8P6RAtCwVuVq8LgDXwXUqcPU5dxvE5N8Dc9z8E3E9j82gT+8UffkaMfnUWfq+cNfDaOzK75Tfn4X9\/EKTx+Kv3KfUiflf0a+vhzhzTWolyR8NNk1zvyX1+S7Fu79dT3w2iZ8+8L73QQ676cRCso9jAfuJLSQrcclZq2HZgnmRDkogAn9bSFZirMrgz7cPQy3JDgjSyI\/lUMCpXvPmpTooMvAa1jooFoGCo0hm6Z1oTRSbwNAOQGLyH9YvgFc8ZlnSzoi7sKYDHWgrUVyJ2x8YhA\/deQh+PFYxNU9s0gNSEsA7X0IK5wbISUW7p4yPm+tnCcg2oosiA998AD9+7eWwesnMvu98+rYd8Mrb7krKVAKkacIiEkUf0dRFSeelz03fNNOaIqj9mI+Jy1E8+idGH+D9mv3BPE5Euu3gc+zhprVvYd+B2Hqac+cVaaAYpUXpMVilAmxoGGBgJCYrPNtHhOOC9og44fm8Ry\/FJxaL3YlsYdzY9SbmUWz9FTD2zfuHITwymra3qxnYonmW4GyqgfLSrefBGas66wrIjpcn4Y4d+9WmjgPPy2+78YZP0vdgAoFAeOggvmDKbCDtYvJd8QXxu9QrD4vrJn+tfzSa9SNx7a6iniE8ROOxU41HaQcsyxG1DlSrIlakvpPMEpAZoTsgLre4Q4zZfuo9wgzHnHTU0iVUnxNj6b0NbCNLQy9V43QdxNplTWqsyvEpg26ZtSLJvN+oMTqtTM0oAyUUQXzEX8iQNY57pAqyZDHmpRIcPCJJjgyORgRKHH\/x5Bd7hoL3jqYArmrNw\/dKNY8mCZpMqmNUlojMOpHZGLKkJdFHYUbZhXc\/2AkHZwag0o4LmnLwwosWqcOFCTmCp23oZZdvmA+XideNdx6BD991FB6MAmuwCB0wM2SyNEsiHZTA3V6ed1jzkzLT1UURePVFa2dMngyNTsJ\/\/PQB6eciYv2Y9NDTur2hOnZgZV7EQTxzdFFikgKX1YCjY5JwX2oiPT2kfwLc0kUBt48Aa5\/gY4Rmxgogu2Mjw2mKDopKX4KUdBFjNRgZlR0HrFSOLYB9SRsFcY275kE4vyPN2oq0fDDxp87VyELhYKaeoIGf\/FH9bAgep\/2d9PFExWxTU97Sjkm1ZzqaCnDG6vlmv6qytxBlpRwbSvUQPaU+9CWdQCAQHmKIL4efoF54WEKKMV+A3v+GuoTwED5HZIbQ99SLQDgRY+55M9hGZpbtm8t25TUxogMeObV1S3fltu0P\/kDMv9YM4AB6h0fjwChEySRqW004yOkLuwrwvYMqkGS24KohkBKXtuSQDoP8Vb4WgqFx4gTDOJb0RLy4HIEF8JfnLoKWQuNZZzJQZIhYkXv700uXwTXnL4GP\/OQAvHd3fzaJklluAzFJokXF8faBEvXw6FA4+6xLsnC4vL0F\/urJZ814UHzw5nvg9zLQltonUcKEziZgUSaK1h6RBEWoSZSE10IlNgZxojIbktkWscLSccSwdgcu6dHb4ZIeNS58xIohIIsYu6ScSLWXo\/IXv6sSdwgUJsf66Ciw4TGA0fH4nrA1fvR2bU0AskynrVVdp7BOVhEiPRyW0NLfcSuarDGh+zBMxg0fq5jrNBcMKd+orEiN\/40ruwxeKktAtn+sZKyAlm677cYbSJeCQCAQCISZBQ\/b5Gcp9QSBQCCcPAh00GqGfdH773CP5exYuQJD46mTU5iUoZg4d2Ehki12s0ew84naThIouIRCEijMcllxCAVwiRU7IFXky9M7m+BJmzqjtvLQLWsKk1\/VwySzIgudLQG87eoz4JfP2gTPXdRmnZMlMuuIv0KcWePTt8jlXOLEEMwF\/zQ+hpp+w+O7oaV5ZmLo9+8bguu37Utj8UhANn7JIB1Px0KyLAn3YzFZlgT0WqQ15irSPrKFZbmlk4PNbfQ5JeKythsTykrimIRQ63LfuDMcbZgrAjxFBkpw5Cjkdu0H1nNM3BAla+jx9M5aMA9490oI14nXvPaYJGMeos\/W9DEEksElp6YC88\/g8j6rpuM\/EpAtFrwbSjLpEWctifRPfAKy2qJY2hcPoOeBRSLdSo9YAoFAIBAIBAKBcMoQKA55ogkGbqXeo\/UO9g2rWaFDvmgior0YwFktRYBcAGYUaDvmMJNUkESKdAUJmEsyGIEe8webHueSV12wKJM0qQfZF3g9XLZwzoo2uP4Fm+DLV54Jl7QWUfxpB+M+EiU0zyvSxQgygup6LjwuyfKCZZ3w9EevFIHtzISe333zH+GgIqg0faZJCE2c2NO2S48mVowKHSNLxSZOmDGtSRRukQr2PrhFsiQkSR3XH5dYsUiajDFvjL7xskH4cazP0lQAWLYQwrPWQrh8sbIjBpc0tIkaJ4vKJk9sMi3N9uBOlRxzS5Lka2LSPEJbwTpG+rdT3LvrVnWq+4A7WSeaRDkyNApO8k365tv0iCUQCAQCgUAgEAinDIHiIwdk\/LN1S\/cBMflLHA9psuRg\/7AbTCnhSU04yOnzW0U0VhQBpAwi9S\/oWb\/u12pmCUI+n5G9wsD7Szy28UXr\/tXydti0tCkiexrFVFkoYZiaijzpEQvgWy\/bDO\/ZvAxW5gPDgtdLiEQ7yDAlCYKps03qkCxNAYM3PzW1KpckynSIlO\/\/9hB8cl+fE+BrEkVno+gMEjydkiwpWaKNiDkiQBybYsuaOCUPUiIl6U5nHz6SBc9Drk8MWflydAyHRBF\/jD5rIOtDbju\/HcK1yyE8cw2ECzpj4jCL+PLaEWeMbct1h6PMGa1V4pAnnvET9VnJLN9hrUXTAQndy2ev7nKa6cve6o30T7hBJKn7v0e8\/wU9YgkEAoFAIBAIBMIpRaAkafmJ+0YSBH2e224mIOOwKvSPjCf2plllPFtXKmtWSQw0NcWvILCCRBU4VjxlPD62BZfz2JkHVlC7SMx7yfkLHHKEo5KdlBRx59nLbKJJo5hj8KrHr4KfvOhceO3aBX6SCGeS1Kre+DnJQmm0ZMda\/oZNy+Hcda7jZiMkSrXG4d233YeIKJaSKMgdWZMo8XR2SY+2NE5KelBb7XIcXNJjl\/f4S3pc0sPQyzFIFG7tg5nUiHqfK41Doa8PCgcOQX7vwXg8OhfIvBd4axOEyxdF2Sa1ZUsgbG1BRIbBaphvba7PuZ7cs5wbG3IPaeElffD5jpsZKNBiafGgY154znLnttPH0\/eALN8ZLE0YK6Ajf\/W2G28I6RFLIBAIBAKBQCAQTh0CBWkamCFY9P6rYFidJMQKHOofqbtjSTp0FBlcFCC7Wk2kNDfHmh8MBXhhFcWpoZmBgokW4P4gUbuZIG2U15w5Hxa3F5L2zCQLhWeU+uAsFL3O0s4i\/Nszu+Gn12yEZ3S1mudnB8q+LBSbvJgGibKpmIfXPXl9NkEyRTbKDbftgB8MjlnHM\/U5cEkPJk6i01HTOTElRWdTwiUlVrhBetQr6YHskh5E5ICXp7CyV1AfcTSOgmoF8iOjUDjSC8U9+yB36AiwwWFg5cqUY4Mv6IDaGaugtmYlhJ3zgAe5NCPGzpoyxoBHrydT58bKRnG6yy4BAvd4uJRNEodjFdR\/Yl5zMW4vS9eRWNPVDksXtU6pfyIduTJKdyS+QI9XAoFAIBAIBAKBcGoRKD7yRBECWzd3SweNn+MASa\/bMzgSB7VIB8VXxnPVggDvONX7kGU9Tc2mYKxdOpHLZZAoVsDmlO8APLI5D9ed15lJjsx2FgomWi5cNw9u+tNz4LOXrYULm3J+TRNHTBYsgsgvEOsQKQqvv3gtLJrfPOUF9xEpRwcm4D\/u2G1mRuCSF8a8JT2YONGUSEqsMES4pKQHNwiNrJIet7xHu8OY66bZGj6RWSORRfR1vlSCQv8AFA8egsL+g5A72gdsbBxp0oBLzrlXGsKu+cAlEZj0DybyuIfV4N4x6h6PO\/o93DkR3DqPbkoWShPmmm0Fs\/wn2TeH89cvReM6W\/+kd3jM5U3iN9Jbncp3CAQCgUAgEAgEwqlFoIQoOApRsIR0T76Qvk\/XHZ+swNGhMbOMx4NLlxVgjZ35oVUnpVCsdAFpaY61UiJSAa1bKGQSBq4IpxnJ\/cU5C6CQY8a5NCIcaxMtNjlikio1zzbp9LUXLYZb\/\/w8eMc5S2CBrW\/CQ3+wbpQ4NebC8yedLfBnT1g7rXPTRIp8vf+b98Ldk1VP5gLULemR1sLRS7U3dIgVRKQgrZRUp8Qq6VEH95f0gKN\/woBbxEK6nIn+zU1MQGFwCJp6DkNx7z7IH+kFNjQMbHIym8OwM5x4BqficagyiSEwCSDgLknmZJ8whwhhdS2BLLtinKeD74fIvriMCQ5g7U0mEaOuS3MhD1s2LXVv14RcjLeaEPf\/YOS+49U\/+fJ3b\/wEp8crgUAgEAgEAoFAOKUIFBT0GCn6KCj6Mo9qX9wynr29A9nsgSIsZBx3nZQh8QWtOjpjiizRjiW4jEfP0KQL85U2mJa013QW4Yoz2qLsGJs00WU8c5mFghe1NeXg9U9cDbc\/\/2x45cqONFg2AvDQQ5Do5VOX9LzpyvWQzwUzGgB37xmEj93XYwbfDmPANT1itF0TFiHDwrKm4CyAmXni1UXJsCnWJAqzCDOuyAKcvcLCOMOkaXAAmg4fgaa9+yPCJBgYAiiXMSOYTYTIdrS3Qm35ktRW2pd9IZZxn\/WwGssGT6a0YDTdw9U15YB9dNCRDO5MZ+HwlIQCcI+rt2aueDHXSTGjZaNNYmBa15dHPX3uygVQLOa85TspuRqX8HGjD42e+jI9WgkEAoFAIBAIBMKpSaBwXq+Mp1f8+T4OOPW6h4fGYLJWm7KM56IlRVggiQsZyFYm3eyL+CduH7uSCs86Vq4Z4pli0Ss2L3DPZ4a\/h88kC8WHdYub4UPPOxt+cPUGeFJnS3wOxj5DgwRyiQx\/Cc\/LVi2AKzcvmfEAePd37ocBjo8BVh9zKwslPXZ6FWMSRZMeyXxDK8Us6TF0UXSwbwl9MGAGlaRJFLlmUKtCYWwMiv0D0Hz4MDTvPwCFo0chGBoBNjHR4NnHZWK8ox1qK5bAZPc6qCxfBrV57VNuyexyMkRmcIvk0k5ELCpD0iSLmUHFNQfDfMKwzBnjfqLLT\/jIccbHq+lNkBPtSJyxzG0fdd7KhGT0le+k9\/4oZNxgO8TrTnq0EggEAoFAIBAIhFOPQBFB0lRlPALXp+\/RuiLQ2tc7OKUbT2uewdPmF+IdyDIdSaRMVuJpX1CryRT5V5b4tLUBtLTEZT6BRSJwU5jz1UuaoXthEcV1oZNhUi8LZXiilpmFItedSRZKsr4I+h+zcQF8\/eWb4eOPXgXnFHIeAoh5hGL9uihdoi\/etHX9jC\/+t391EG7qGbSIG2aK8VrkgE2yhJBaF0sSRWejJPOtkh4wSBS3pCcpw0HHlfolhYkJKA4NQ8vRo9By6BA0HzoMhf5+yI2OAqtU6hMIVvDPCwUI53dCdeVyKJ+xBiaXLoFqW7tRLuSW6HCHpsicY2WFcMM5Jy3xSYkjRKJAWtbEDetv7GXMXV7F0IvB+xMYt\/RPOpu8vdS9qANWLGl3eBG7fOfo0ChMVGvxGbn6J5+g8h0CgUAgEAgEAoFwahIoVoDJPa48YvoW8er1lfHsOzaUEBU+aMLh8qUFM0ivVeKyHvnyZXdwK5CVJRVNikxpb4udfPI5QzNkbT6AF5433zkXM77LxnfuHYKrb94DX\/pDv0GA2PouNoliZ6FMRaLI7IMXP3Yl\/PCl58H\/W9\/laqPY4rE2iaKIlL8+eymsX9E+ows\/Ua7C+\/93V4YtsuUg4wjZuiSLJlGi6TolPXbmiV3SI7VLiuUJaBodgeb+Pmg9fBhaD\/VA8Vgf5IeHouwSVguzGBL\/fLn\/lmYIF3ZBZe1qKItXRUzXWlos3RdULpS1L0koROVSPmekBjoedy3K70ivMkeXHJXG+Fx9eMY1S2ar0p\/REmq+2H9bk5k8o\/Z58SOWqyFYv3ynZ2DEKIlC61bE8k\/TY5VAIBAIBAKBQCCc2gSKh3DQAdfWzd3yJ\/7P+NYdmShDvwrQ6pXxLGkN4Jr2HPplXxMp1TgjpTyJXHisLBQ7QGZIfFaWW0QZKs3wijPmQWdT4GSGNJKFUpoM4SN3HYXd1Rq88e4+eOFXH4Q79ox6s1D8RNH0SBSJzrYC\/P1Tz4A\/XLcJXmL88l8vEyXe4fnNBXjtk7pnfOFv+OFu+OnohEWc2AE582htZJMsmkSZqqRHb5gX17u5VIKWkWFo7e+H9iNHoE0KvkZkyTAEpQlgekxMaUFtdbTMMumYB9VlS6C8bg1MrFgOlfmdEBYKiVaJbTnMzAvqjjtPqVPiBMRti2JukU9gOOhw5rApyTTHpVJQh8ypmy2j2yPG9+CEuY\/2Fue6L2rKwznrF01ZvlOuVKEPETIpiRLhm9+98RO99FglEAgEAoFAIBAIpySBostufGU8PCIakuDp42kMaQZWuw731y3j0STEFVEWig5AGQryICZSZDaKtFtNgmZPgJgQK+gAuQAe094EV5\/VbpAX9bJQbGLkxj\/0w\/bJWhIc\/7RUhWf97BC85bv7Yfex0pRZKD4SJVleh0SR2LC8DT72wrPhlid2w+PbmxyyxKeL8oZHr4aOtsKMLvrh\/hJ8+Hf7M7JP7Ol6JT0uyeLqojBoEdezbWIC5o2OQMfgIHQcOwadh3ug9egxKA4MQn50NHLMYVOVdGVyJ3GGUtjeBtVFC6G8ehWUxKsspittbcCVAxIWfuVgESDMIjWywHwt9GnHoLY56R44s8RH\/\/hsjcE\/bTj4mPks0buSJCZTYpPNKwIT9ws+NlRrsHpek1df1yYMD\/YNqWvsLd\/5GD1SCQQCgUAgEAgEwilLoLgEg9+N58nnr98p3v+v6cSiHDkGR0ScVplSTLa7IwePa1IlNzzDylUGy1LTolrxB87ctpmN13nFmgLkWdrmqbJQ9LwoKBychPfsHlKlGyH68Z7DZ4+V4NLv7IX\/+NlhGJqoGgRNo3ooWcAkisSfnLsQbn75ZvjwRSuhW5YnJcG9mY1y9YJWeMFjVk65\/yx84NYdsKtqidY6ZTpgluxABomilhfCGsyrTMKCiRJ0jY7CosFBWHysDxb1HoG2\/j5oGhqEwugY5MTyoFq16YcMriL7\/GQZTdjaCtWu+VBeuQLG16yGiSWLoTJvXpxl4uGEXLtgxEboccugfvZJLnDJEobPgnsID8sSOcsu2kfCaAIG74tZ9wOz5uPrNFIyeBnW2WweW5xrcHQYnvLEc+L7N6N8R47vWq0GB7PLd\/aJdX9Aj1QCgUAgEAgEAoFwyhIoNjmR5cajMkw+ZsaUKYmys6evoSyUq5YUzACOW6UHOvDT2Qja0li+t8s51KbPaw\/g\/MU5g9BoNAtFBo2fuGcUSsWm2EpZWidjnQ91kHc+OADXfG0XfHV7v2rS8ZfyaBIFEykFEaC\/4vGr4Ucv3Qx\/c2ZXSuogIuUtV55p7H86RMrvdg7A+x885s82ycpGUSfAqjVoKZehs6RIkuEhWNLfB0uPHYWF\/f3QNjgETSOjUCiNQ26yHGeUZOnO1NWj4ZFwrDFHXJeYMFkApZXLYWzNaigtXgTljk6oFYsJc5BY\/eLMDkPU1Rpn2GnIsJgGb+kMD1gG2YP+YTZJwtG8DHHaumU63JqBCBaDdGEJcannh4PjTvkOTiILD\/XDmWcsgpbmPBpT\/vKdnoFRmLT1Z9Lyneu\/e+MnQnqkEggEAoFAIBAIhFMV+ShLRLwCEfqEgWRUlBCoCKIClCwS62ryr4g572aMrcLlN5GYbN8QnL16CRREgMlYLvOAmxcV4NIjVfhlxedaoiM7ZfErX5FeZxC\/yhNxmY8UlM1rsiOAF59RUDF+KFYPovZIodb4HFjyPs5CkbqzKW+0\/WgVPjkqjtfcBGlthyKAItegMCYwxIb3iHl\/te0Y3LxrGF530WK4aHVblCOh96ePJ0mUIMgZJAcLgoRE8cXgkkQJcmkQu7izCd5+7QZ43r4RePeP9sBX+sai9rxmbRdcsmGBG9grEoUFQd0L\/u7v7TADarmddkeKxkEIRdH+ojjvnDwP8ZfJ9qvMHKYHhOxTDg1ok0zBB\/iYFXntisXkVW0Sf3V\/ch4bI6PSGH19Uz4CjSueet+kS5TmiTwBDo5oLHMIKdRg3b96G30M5RaEtUf8HcDMNkaECzezU7hNmHDTeYdbx0gssXU\/qPIa6XQ1UVNnIMt3CsAK+ZT4PDIArFSFZz\/9\/JQzQg5ctvuOvMeTtczyHSmm81F6nBIIBAKBQCAQCIRTGbk\/ueoqFdTHv8AzRGZIMiD6L4jLFtYv7Qof7B3IiVWehNeLyQmAglhvYUdbFNwFlisJU\/uWsxYWAvjhYDUNRnVgyAL8RrUwlwaZEjUU8Fer8PpFBXjsiqa43cw8lg40dVt1cIkJlLf9fhR2V7kTJys2Ii7ZkOtrwqZQgJ01BjfuH4fh3jKcs7gF2orpMeKYWpM2AQ4y03XATfCIVwkdAmRJZxNce\/5S2NxchIFjJXjH09ZDe3POOAdrJ8axML780z3wjl\/vgsLkJDSVy9BcnoBmMS1fLZUKtFQr0CxexWoNcqJ\/JWmiM0GYQT0gMiRzvu+9p1xH9pUI6kNxftX2Npjs6ISJrgUw2dYOlZZmqBYLwFmQDIkAEQkMkxK4HSrbQzvqMKy1kwjGYtFXlrZNHkP0QTAwmBIP6jQjckG2tWs++IyME1LGyTBxRYCdshvuyUoxsmXwfrm3ozkmWuT0wAjw4YnkbbCkHVhL7MDD+4YhPDwGZ21eBhc\/cm1SvqMJKU3K6fKd3sGReuU719\/6ueu\/TI9TAoFAIBAIBAKBcCoj0UAJcWDkKeNBs64XrxFbTFZus\/voINRqqbtNVhnPOQtycEVzkOo3eEsmOCrjURkBuQCVWnDYkGNwTXeLse+Qh0YQiNuX6qPE69y6pww\/mgjrZ1FwW7w23e\/HeifgvG\/vg4\/\/qg9KkzV0nn5RWVxq02hJj8bTL1wC33zVBbCyK9awqIq+qdZq2c1WpT36NVaqwId+\/AAUxXROZpoAn9uRlcT4KLsiCKBWbIqIkvKCBTC+ZDEMrFwOg0uXwEjXQhhvnweTxWLs5IO0VziL98NUpkdiAmzogri6Ihxnc9hkgy2HgnVHanXGQ45ZZUHptiylWzC7g+t7zM7BxIptV82s5bZVD\/6ryIyURIzvEd4\/nhIrcm5na1ziMzgK4aERCMQ9eN0zLzRuu6h8xyMeK+3KuefeUFf3g\/QoJRAIBAKBQCAQCKc8gWKQC8iNJxaA5ammggrEtm7pHoodeVzCRQrJRoHWFGKy8vX05UUzAOXWL+w6oJRiskkMyeJsEFU68dI1LdBWYClZYjnscGVR7BOUHSnX4EP7yh6ihGdrYGASRS8Ss966cxCu\/sZe+M69gw2RKFPpomgipRFoIqUemSLxkW\/dB78bK0XECeNzQJ4oQi0iEaISnALUWpqh3NEB411d0L90KRxathx6Fy+Cgc5OGG5rhXGZXZLYHqekhx4JmixhumRFu\/oiMVjjTLTTDs4yQfvDJAvKn9JHS\/bLOPYSSgkK7fZj1LWhgcdRtgt3iBKbNDEaXqdTmWcuN6Z4wqOg+6dUBj6e3jtsfjHSkZGisrX9g9G8R5y\/GtrailOKxw6NTcCQ2J++R63ynZtv\/dz1D9CjlEAgEAgEAoFAIJzyBIpPZBUsFx4d+Md\/o3kfFq+az9J4x6FjDWWhbJyfg6taAiMANfUfVHZKJBzLzSwUgcc3BfC4Nc1GO6N98zgLZSpB2S\/cNwYPTlRQlgu2y+V+QsVlDBJsK9fgJb85Ci+7eS\/8sadUl0TBbQr59LNRpkum7DsyBtf\/fq8ZsisNE63boTNFWHJNOaoaQdcE8VxhLs4oqbS0QKljHgwt6IKexUvg8NKlcGTRIuidvwD62tthsKUZJsW6OUVISLIkZJAQJ850QoCEHu0SllgOc9sVCFISxiHjGHMzKLIEWcLQHPuYWAiCpDSI26QI54mlsUH6+EpyuKccx8utuK4+zLBNtjbTqw+NGW1nC9oARsch3NMfrZNry8NzrrnAGpN+8didh\/uc5wNa8330GCUQCAQCgUAgEAinDYGSxI0oCwXbAessEr3q1i3d0rL0i+AJtsZlFsrRwSmzUOSxnrGiaNq0Ju4hDO2aIfcdSMp4XtLdGqXPcA\/ZE59LaJEr6Xr7B6vw7t0DAGOj4iUCzeFhgHHxtzQeC9VWqvExw5pLohjlPiHYehc3D5Xhcd\/fD\/\/yg0NwbKzaEImiiZQsTJdIscmUd99yDxyoTtcghUVWwbVCHirFJii1tMBQezv0dnZC78KF0LtkKRxduAiOLVgA\/R2dMNTWBqUmcT3zOXCcYiLShCWkhy5zCT3THJj6l6tSHnAIEFN1haOMFM05hGnmiUOwpNkiHBN1mIao52qUz+l8FWQvjKYNK2GD9QCnZMcp7TGJEs8bwLop3Kby0PHD\/rF0ofT3lrbPu\/vj+0H8\/6hHnwmFAlO8Ic8Ujx0YGYfB8Yn0WObEnbd+7vqf0WOUQCAQCAQCgUAgnA7IY\/IjDsIYOPMMGVAe8wYA7xSvF0R6pSr80sKl9x86BqsXzRcBWpA4\/GDrGUmk5HI5OGNeAM\/vzMMXhmtIgwL\/VRGgzKiQ5QcReRHAC7uKcPaiYkLKYEHV5D0DY1lUyiM9ekQ7PrF9ALM+8bFrqg1R9oxFVmgR02hfOgsiQzZV9dmHDgzDl782Cm\/csABe9MhF0Cz7QpEotkNPfIj6Lj2aSImWI7eeqfCLu3vhc7uPqOyPmK6oiQNMikvPWUxsxOenyqO0mK\/uU0Mgw8pEsR1jsCaJszzOMAkiHRNI6k5CJsaHmg6Uu44ut2FJRody\/El2x0APQu1+45bfQDKWonWkkxBYbWKYqENlOCiDx87IiAk88CSu6AaG+m7QZ42WcnPasfDO2q\/FRxnXwaFRAMYnIvedJPtEjr3dfclY61jdAddcfZ4iOdPMMo7K9zTp+eCRfnRMborHcv7v9AglEAgEAoFAIBAIpwtMDRTwi8km2RtITHbrlu57xPIv2W4kcpuJShX29g40lIVy9aoiLGUeUU07klRBrQyyn3tGU9pOMDVP8HtdyoNdRX59oARfHCyn2S4ME0fI7cTQ\/FSWytXY+SfSZalMilcltlWeLKv31bid8iXWPyTe\/+3dR+FZX9oJP7h3cFrZKI1kpEyVlSLP+wO374PxtnaYnDcPyp3zoTR\/Pkx2dECtYx6E7e0AbW0ArS2xjXOxELkMxWVSqB+wY0ySYaHqfYwyGOR0k2i9mkSTJGx0NkrER0AsaJuT10oRGBxlj8TTWsdEZ22ESEA21R7BBIXmWZL5hqgrM8kziwPTY407zjhiDBsZNhYc4VjcjrRfmG6DoQXLPAQJIKKHp3SOIWALYGul8P4Rg1PhJTkudSlPE7z4+Zeoe9MkiWzx2L7hsUj7JEM89g9i6mZ6hBIIBAKBQCAQCITThkDB5EmWmCz+RTohQ+II\/9+MoAoFfjt6+qBaraWkTIYWyrw8h+cvKqZBKuemI4ou7YmCWg6vX5SHriYWZ5RYbTeCXq3TgUp5quL1sXuHjEDQigxTEoVz1\/QkIRE87imJCK7+pT5MSn9+OV6B6352EF79jd1w\/+FSXRJlOkTKVGTKl+7ogW+PTMbCp4ZltGnp651mrP5ypEdirmtl6HhIlCByAYKIOAlBl\/bEZEmISBGeZDwggVYeF\/kw5MKTuN\/YWVQcu+Lo43CjdIeDSXpEx6hZpVn4GuRyBnHBbR0V4719DG5QPNw5gDW+9LZc7wfdf4ZzDxqjcgz1jRtCs3qboKMIFz76LFi9bJ7qHiUe68k+kWSfdNXCY9sSj\/3nx25YzekRSiAQCAQCgUAgEE4bAgUsosSM6OtbGm\/d0r1NZqH4LI0nqlXY2dM\/ZRaKxBXL8nB+zrKbZWmZRjQttjmXhfDklfkk+wSLw+pME\/3SgrKYrPn2A6Pwi3LNozHB65MoRkURByxMakzjkidbyFTgi30luORbu+Bfv38ABserEYkyW0SKTaaMjFfgA7855CdAGiVJpiRRUuLBPQbanqWkgaZIdLZJPJ2SIZpEiV6K9MDZJVgLxb6MmoRJljFvTUzilJMQHGi7aAkmo+yxLUvJEqKMZRBw4JB0HHD5UfyXIYtjXPbDjVIfPIJYUibnMDt6XA6OxNkmdhJLSx6az1wCWy8908g+wZvjMXd4YMTNPknFY38DUfYJ8ScEAoFAIBAIBALhtCJQXPIkbNDSWGWh\/D\/xruYjXHYe6YPxiYqxTyPgV6RHjnF47ooijuTcwFQEji9eXoBCAAb50mgpz0CpCh\/fN54SHQy8JIcTCPsyUbDlspEtg+2YXfJAa4O8Z88gPPGLD8CNv+qFmuznWSZSJP77x\/tge3nSPD7zlZ1YRImPNJmKZAG7ZEdRIFh8NyEoUjFZXLITAiJO9ODk3CzqsmyKE0ceAKe0hSNx1\/RqpTon6TXWrjlozFWyS6NiAgUsks3j+gOA+gSPnzSbhCeZKLY8Li4B4ma5ko+0QNeBHx1x9gdNOQjOXAJXbV4D89oKagin1sV29kmlWou1T5Lrx23x2L+j7BMCgUAgEAgEAoFw2hEoMQliletYwqH2PCsLZYdY9ilfFkq1FsK9B3rrZqHov+cuyMGz24OUhLDEMZ\/YwuBRS\/NJm3T5TqOlPF+4dwT2hSjgdfQtYApSpAEShXlIFPARNQx2Vjn8n2298Nwv7IDbdwypvqhPpNjWx1lkyu7eEvz7A0c9AbZ1zlGZUWidRx2ihFnng7dHwbZR3uPZh6ZFNImSlunEr0BlqoQMLC0USPRMOEPUA8oAYj79HCU0mwi7cotMwk5QErUQ0zbmvVDIWdbEyCnIJ+jq0TZJs0mQegxLC3s4s8Ylt8rZ8DjEY7E0AXy0YlYUNecgWL8E1i3ugMduWeFkn0QkipV9IvWLSjaJlIrH\/viyDat\/ACmBSiAQCAQCgUAgEAinB4GCCQ\/8185CiQP8zCyUfxLvxjHhonGgfwj6h8eNferj2IKy164pwlpbM0MFh89d06T2ETrZJ1OV8uweqMB\/HysjTsOXjWE5m9gWtWDGxCZRAp7MFrxPX0lP3JgfjU3CM368H97wjd2w+9hEXSIFkynJNfGQKe\/\/yX6YCCEjmwTMNjFbuNen5RKm02CXMEEd8sVDoiRHSwtzQqVvIgdjTjnqmPbGiDjB9ASyN46tiy3qhFlZREmZEKSkh09LpFrzECEQWzRLLRluEWfcI+5qtNSXAWRbgIOl3WJfMw\/Jhdsstzncb2afFAJg3Usg11yAp11yBrrHs7NPSuUK7O0bQm0ws0\/E5JvpsUkgEAgEAoFAIBBOSwIlzuLQafoZeihTZ6EcFMvey7nryCNn3bXvSJKFEqqsEQxNpHTkAf50Wd4hH17SkYO1YqHxi7eP8LH2p9v86ftGkA2rL8CdCtw\/z8lO8Ti6JNszNxhO5gN8+ugYXPiNnfD+Hx6AkYlaw0SKTab89L5B+NShIXAzYKyAnEH2cougOO7yHrsf1XrSeUdmmwTc1EXRL4Z0QgwnHgBkW8y9WihgES0caZ5E2R8cjD5K3kaCxVXwioTI7BOeUQoFqeOOd5xMNapsMVpdUuRxAnK2rlaB7zgEvG8inV0MINiwFKCpAJd1L4EVi9sayj7Z0XMsKiszjp1mn9x42YbVv3GyvAgEAoFAIBAIBALhdCBQQueXcO7NQsGWxhlZKO8Rr56YpwgNMmZgrAT7egcbsjV+5KIcXN2SBpzS4vhpa4rRPkNF9iRZKA2U8vzy4AR8c6yKgmduRboZpTwOMeLLANAkSujfl6\/cx9ifXSIC8PYHB+EpX3gAvvLbo0kgW49IwWSKdD163y\/2ZxM\/nHusey3XnCxCpWGSBZEBtisOtokGQJbGaeFNlDiDynTSM0FlPsCsUh2ekCZKQQQcG2a1HXBzf7idUfmQtKa2yr+S4ppC3mRIeGhcTwaeUi\/d78xDgnDuGSdTkXHWOJ0oQ3jvQeBDZSP7JDhzMUBLEyxpbYIrH7k6zdZS2SdRppaVfTIwUoIjMlsMZcCg7JMJMfl3Se9Z2WkEAoFAIBAIBAKBcMoTKEkAFZpZJjPIQhkVy\/4OB4d43bv3H4HJSn1bY73\/69YUYSmLA9QXLy5AR4FFxI0mUeJ9mCSKbk9Cxojpci2Ez+wZNwNe5iFIHOKDuYEus0VDfet7tFMcfQywCAtbr0P01WQNXvnbI\/CSz90Dv9o5GJ87IlKyyJSb7jwMPxyZMIVjMYnhuAUB+HQ+MvvGW\/ZkL8eEDCoDctYFVKZjkjDcjNyN8hjGTaLCJ6rKUYkRd651es2YRbJEf6pV87w5yloqFBLhV9uJSbv+cC\/Z4SNWeLYzEriZVunQQtsMj0J49wGAUlWdp1p1fhNAe0t0cz\/7MWdCIRcY2ScpcQJIV4fDfQePIu2gdPyo9d9z2YbV+ynrhEAgEAgEAoFAIJy+BIrxS7JLnkwzC+V\/xOsOn6BsuVqDu1EpT7KdR1C2qwjwquUFuLDA4IpluZQ00fopoblviZratlarJfNv3TUOv52sZRjs1NOk4C7BYZMoTpDsIWaMrAxmBqYGIcHBl71y61gVtn7rfvi7r94PB\/omovPPIlOkLfKH7+p1y20YmAKvNpkxlXVxlo4JJkt8WilGpktW9gpP9+DJtMBWx5qk0A46idiqj9TRRIYSjuWGhgjUzSiKMlB811b+KeaRhAyrQ5NwvxaLY8CsBiMeExHJx8DRTTHGrfhzuA\/C+47ElsXG8BX9tKwz2ueVG5bC6qXt4t6oqSGgtE9CV\/tEZoiNTlaysk\/2icl\/S84t5FS+QyAQCAQCgUAgEE4\/AsXnXlMvC0VniiSzzCwUsYj\/HyRQYqy7r28Qjg2ZgrKZpTwLA7huWR7yKn7UBIldyoMjPUz69E+E8LGesocfCVGySM11lskiVDCJwrKCY2aV9HgCcZ9uik2k6HVy0pUogI8fGIStn9sG\/\/n9PTBRCQ0iRZMp\/\/XTA\/CAdk6pp3niFY7F0zbJYi13lvH62ig+UgaV24QMUEYJV848DDnvcEyfROtyW1uFpa4+ADgjBKxrpct40n1ywMKtYtogUMxz58UiOobFMiBRYe4dQ9b+GPinTbYEHM2TSO\/kAIR7Bzx0jTiDziJAeyucsaANHnfBSqd0x5d9IoVjH+ztr5d98sbLNqwuGVbnMA1PbQKBQCAQCAQCgUA4FQgUxTjEGSYeS2NMdoRoWa0WerNQnrxl\/W\/F2\/\/2ZaHIedv29ERZIpooySrlkcu6O3IwXJHr4NIc3pAeypd3jkFfsu8QDM9YLCaLbY2dDBPullwYNrJ2SU8IZkmPRZzYVsdYa8Pr4CKFS\/PReoeqNfiHP\/bAM2\/4PXznjwOqr+L+uL9nHN61q98lRTI1T8B1nsGlN04WCkxfC8XuI4PQMHVfQnCzTaLVNamhCQzmMynmiEBI+93JaFFtY4YzkseKWpNQngwLXow1UDhk2Fqz9FjMscTGJV7c9S\/2EW4MZfjIfY6NA\/\/jPuB9JbONuDnL5kNzLoBnPeYMyAXMLxyL7mN5z9yzvze+Df3OO7ddtnHNV5O+Dl2dIQKBQCAQCAQCgUA4LQgUDm5A1IgWig7gY+LE1FcQy\/9eTB2215cYmSjDvSJga6SUp1m0bmQyjIJrQCKxSRlLhh7KzoEKfGawAo6riZdE4Z5yE1v\/xN4Hn1oXBTB54CnZMfRI7NIOtG4uZ+zv1+MT8JKf7oZXfmUn3H0ozub50M8PpfoYxu7sY\/CU5PFor6TEQh0SxTffEUYFyLTdNQgoQA45gMgPbWscv+xezfa04SZJhNsdp1wkQrQJSWOQW+K4k5PWOaTTYVMTeDVyDKJNlxihNQwxWiS4gseXj4zgiHg5cgxqdx0APmESPBy1lXUUATra4OrzV8PCzuaGsk8O9g1DvxhTXJMnpvOOZGpebT8DKPuEQCAQCAQCgUAgnJ4Eig6MZpCFYpAsYZoVsnVL95CY9zqOSwHQ+juP9EP\/sFnKo\/djl\/IsawZ4cEgFjSESkdVaJx49lJv2lCDRljCyGsKMbJMM7ZKpxD99JIq3pCcjG8XeFw6w9XoBi8RLk2PIlwjyvzZQgiu+\/SC89us74fN948htxqcJgg\/PPOekjx+mBEtSqoOIBO7Rf7FrZZiH4cAuPN6SpTTjRBImOUV0hCwVmeVW850yHh\/lYVwn1ARM1uBrqvrWS85IIdaIzLLGhaFjAuAt22HWX6el4HfdkdMyI2bHPggfPOb2fYvZHrZiPly8qgseuXFxSpzUyT4ZL1dgx+G+hHxMSpDS7JN\/uWzjml0JNWpln3By4SEQCAQCgUAgEAinE4GiQiOLDOHTz0JxS3m+JN7e7C\/l4fC73T0iNkxLefQv4hq4lOeMeQHsHqkmy+rpodxxuALfL6OgNKxZJIWHRNFBqLckgVsirIhcwPvBYq2+kh4trGoTJ0b2AiJ6kDYHFItm26qVuKxJ7POmYyWTBHFIFFyaA26GBsMBvK8kB+\/DJk58ts0+W2QwHWZQFkogziFQxIkkPHQpjy7X0TROxCUhK2PjmNjyGLn0MJQHkjj5GNbK9nUT\/09WTCJEj+tiwWg\/N06Ou+MFTP1XnR3EDZKFgTcbSC8dGAa+bTeER8ecuzZYv8joY7agCdasXARPe8zauMTOFo5F2SeSfJT3jXTGqoahdT6gs0+2ian31ss+oRIeAoFAIBAIBAKBcFoRKEaANA1HHh+x4inl+UsxNWSTLhKjE2X4497DDZXyyP225xkMTNbXQylVQ\/hMz2ScteFoj1gkCiYKEtHXOiSKQxSAWdKDSYUsq2ND+4R7SAbwBNbiFYiIOZ832zZZRsRMCF5hUmYF644WipU1YjjrYCIFtcsnSOslWWyhWnzOKWkgs0tCZP8bi8jG1zcq7lEis5pYiY6iSRJd\/sNNIgPreHDDKYgbLTKvLYdAWhhHmU12OZJAc9HsEzujxOPs5JhFMztnhqNmo1bJNuw+ALW7DwIvV82hWGAQnLMi2hcfS8vUWtYuhudd3g15MfZ9pTsxyZgSlfuODsKAKt1JzzXJPqmKiZdetnFNNbmbKfuEQCAQCAQCgUAgnO4EShrK+bJQwoQkmWEWitRBeT3OQsH72XN0AA71DRvkjE2iaFtiaW3cM1aDyajKxNJDUSTKbfvKcG9VkSGSdADLVcQhUeySGje89pMoUEdctp4uCp\/CzjiL9FBZKHo7+SqXwcn0MAgeS6fF6wjjOSdcbmOTKIYILVglPfh8VFmOnVlj2xsnBBZPioekA0+gBmaSS8LieYynGik8CeTTY3Mj0wUMEolxDj6tEk3aREOmXHaud3J2zU0m0Ya1ZexSKEM819SH4VMNq5FRgO27IDw07IxA1l6A4Lw1AG0twA8MJBsHS1rhuY\/bBF0dTSlxUqd0Z3h8Iiqj87YpJkfeefmmtX+YKvuEMlAIBAKBQCAQCATCaUWgxDFwVhYKOARKVD6j1\/EQKzgLRZIgWzd3f1rMvSWOJUNjvxLb9hyG8YlJryuPrYeysYPBH\/oqeqFBovRNhPDxo5MqXg39ji9OJkgImXbF9UgUnHHCLethu6THJkiMDBZLf4VnObdA7MYjbY31MWTfVMqI4PAJvgJ4bYqdsiEwM2MMS2O7fdwoefHu26uVUkeAVmaWqBKdnMw2YdiRJ15Hz0uoL5WZojNR4sttOvbgdnDn2Nzhwliif2L5\/MhxJgkURLRFDkHGdXR5J4dAUttH2SNpnky8rFoFtucghNv3AR+vuG1c0gbsnNVRKRE\/2i\/WUckhAYNLLzkLzl47P72HIFs4tirm3RW57vCs7JPfi4l3YnFauZ8aj+\/7+Bhh4qpFIBAIBAKBQCAQCKcRgYKLGdwslKlKeRJiBdkacyT2qua9Qkwd1cEaPmZZBI6\/3Xkg0Tyx26GJFB0cXrQoB785WkmXqfW+tqcEkRpIWNNMjog6A49ILCIpuM8lh3uD7LokCnh0UYxlnv0YlTJ1rIcxMdHUbLZjYsLcP85uwaK29bRJDELFJlB883zLob69caZLDx57uJRHBf4JacJSu2OlmxKNI8bQnvQ2LCE4QJEsrtYsR\/PTzBVWnkTuNrqL1N6bm8Au\/PFK2GaKybpb6faygSGAbQ9CeGjI7deAQXDWYoD1K2MRW6lfsq8\/Wb6ouwue8YQNqZaQzMYKzdIdnH1y34FeGC9PJtfCyj4pi+1ffNnGNRWu9lWvdIcyUAgEAoFAIBAIBMJpRaCk8fbUWSj2tE2I1CnlkeTJKziyDcb7OTY6Dvfs642mdYZLlh5KWAvh\/IU5uG+oluih3DdQgS+PhmmArkVmZawaZJAoSSZKaC53Av7QG4AbRIWdjeGzOvYF1HYU7rjigCnuWlRZKHpf0qGlFlrlNJ6MGJuwMMpcPNN1yZA6ZEkmmCerxyRymJ31obRQdNmOzjZhjtuRvT+e0d8szfbQsimcG9uxiJAySZ5oUoyh2MKY+ckSBkZ2levMAwYxkpxTeRKC+\/dAeN8h4OUaGlZqeWsegs2rgS\/pSp2Deo5BXMcmhsOiZnjNn1+OSB9\/6Y4Wjj1wbAh6BkdUklaI+iAhWv7v5ZvW3tNI6Q5xJwQCgUAgEAgEAuH0I1CQiGtCekwzC8VHrHhKeW4Rc\/\/L58ojsfPIMTjUN2TsO0sPRQagq1sZ7B2Nf23\/yqGqKQarnEWi94GyAraDXi0Aa9sZO\/oWTBEyDWqIeHQvvLbINmGSRaKkqrzxwuamNBCXM0vj1naIGPKW4FgEjb2ccz9ZZG\/vkEGejBVbMBcL0loECFdOOqFPNwbSbJNEgsUpEbJcc3R2SiL4mhIXsVMPJNc+0UeZKKMrh8ZzU0El8FgCy5iIwWMJE2nOOIkJvuBQb5x10jdmjRd1OovbgG0+A3hbi74rI8IlPBDfI7n2Arz6FY+H1uZ84rqTkCie0p2R0iTcLy2L0T1nle7cKiY+ZJfu1M0+4SE9QQkEAoFAIBAIBMLpQ6CEqGTheLNQGijl+RsxtR1vk+4PImvj0dKEo4eCSRS9rDkQrxyH7x6swM+iX+8tW2JMoiSlPBkkCp6fbMOsQNhDgOB5dtkO3tYnMOtsY5EBWhDVtlCWYrJBkK46OeknL2zCAsCTlWIRFcwmhngDy9Ey+1jMwwppIoJZYrIc8ROIINHismb5DE8Il7RMyspiweUpuvuQew7HZIsa7zAxGe\/DzhxpbXYvPxoTPMuVyR4v0q65fxBg+w7ge48Cr4Yu+ZRnEGxYArBhNfB8zhxiMktLtJM1BfDCF10Cy5fOM3RPskp3JqtV2L63J7mHPKU7PWLOSy\/ftJZPJ\/skpDQUAoFAIBAIBAKBcDoRKDrwayQLRRMZ9QRl40Aus5RH1kg8T8wfA2sbiYoI9O584ED0N9k2NH\/lxnooi4oA69tZWkJhi7smZEGISnkySBSH3AgzAmE+vZKesFafZHFKgCC1tcVECnKNkVkocpFUAM7L\/ZcnrKCe1SE6fCU6tuNOPd0U2woZ6mue2MSKsT+\/zoq2LObKfSfnlPegzBGe6plwtF3qqMwtJx6LVVHISQceuzRFj+fWZqP8xwUzszpwH6j5wdgYBPfuAv7AQYBSxTMOxNv5zcDOPwP4koXuEQaGIewVt00hgGc865Fw7qZlCUFZr3RHZm3dtfcIjE9W\/KU7cXe\/5PKNa3op+4RAIBAIBAKBQCAQ6hAocaKHm4US\/VcLU6HY4yzlkftTpTz3idl\/kWVtPFyagN\/tPBQFhTWddeLRQ9EkSnc7g3euyJkkiiYkDEKDx6U8OMDFZIkR\/HuCbBww8iwSpZ4tMHdLaBzNE5x5goiUJHBXGzQ3py40crvxcZOgAUxugMd9JlTpHjq\/wy67wfNCyHbX8ZQrYV2RrD7i4BX1Tc2bY1JEisVG7jt6jp3IgrNJ1D4SrRSH+ELOPjaRJau8tCCv59x4a4t753CfTg53nJ9YuQzBrn3A\/7gH+HDJ4dwSTumMhcAfsQ54UxGc8h9JlOzqjcbvlU85Dx5z8VpH9ySrdGfHoT7oGytll+5w\/k+XbVz9wzS7JB3nU2WfUAIKgUAgEAgEAoFAOM0IlDQI1AHSXJTypFIeXJIoNyV6KB5r40ODw4mobJYeCiZRzpsfwNuW5tJg1hZUxaQKg7i8xycWq0kUmyxJSnFCmJbVMef+oDxTF4WjjBWOqAKPMGpLGtQ3S22YybKH9MEkjMPsZGST4OXWur4yHZuoMbJgmKdNqD\/BJJji6h4eO\/JAmk0SkSlijiRU5HL51+8JlB4jLd8JE1KBZV0vmcVSKrljRrWv1tKcTayhMq2IulH9LUurcnsOAtv+IPDeYfC6McnjtheBbVkHfMUS1c8evZqDR4BPVOGSqzbB1idsSO4zn+6J\/Buqe+5g3xDs7Rs0Ssas0p3vijnvcO5ry7Y4K\/uEXHgIBAKBQCAQCATCaUWg6FgtVIHRdAVlZ1LKo+a9Qcy5AxMvOCh74HAf7D3Sb+ih1CNRHrU4B29e7CFRuE2iMNM1hWeQKMDddbJIDy+J4gm4sTitrYuinVsY81ADdkYHj7JQamLdnBaTHRsziRA7G4J52lc3\/rW3Y9m6KphwwdkrWMgWr4\/7AREWHOmJyLOKyRI0HhlLhFt1uU68S5Zol6S9ZV+zEGytFo5OkI2V\/Ne0pZjsgzPItsNWBA2rVCC3rwfYth3ADw+oewZQxoj6K4ZqcMZi4OeemQjFmqSM2v14CcL9Q\/CoJ2yEa596brIPW\/dEEx+a7OgfHYd7Dx1L+sRTurNbTLzo8o1r+FSlO5R9QiAQCAQCgUAgEAjIhSerlEdFTGmJTqg1F3hDpTyaRJE2qrqUR+mhTIrVniXW6bH1ULgiO7btPQxHh0anJFGiv7UQLluWgzctDuqTKJnkh6dUB9scO7oPhujENIgUi6DhGe0xiBSrNEmRGbq0RJIM7TIDRQTvtlOMaVMMnmwTqD\/ty+TR+4\/aH5rn4rVFBnBKhAwuKiVndGlODpUOJWU8PNVHSQgLRDLp9xwRLolbkS4R0sdLtlVvx0vWNdDlO81Wt2iSghnjJSJODvRAsP0B4D19aqxmEGwLWoCd3w3h8kXZAsWqn8KdPXD+ZevhumdsUYfz655ERIoqyxktlWH73iPxeuAt3RkT\/1xz2cbV\/fZ9HFNN\/tIdJ\/uEdFAIBAKBQCAQCATC6USg6DIau5QnDelVcKXT+pP4LruUJ\/QQLDr4s\/RQesTsa8W8SZ+orMxsuXPHARiWGg51nHm0vbEkUS5floc3LJqCRLGzMeysgoQYAFcXxSjj0VkNrE5Jj4eoqSNmmgmGSAu9TUsLTORy6Tqjo1bJjpXtkgS9IdQViMXT9ZZ7yRmrPyM3JGiAJIKoNMdw20GuQVGBjBKVjTJTED2hbYg5+KyOcSkRs\/ow3kNO6p\/UVOkUB4Mo4u1tyXlxI2dFlf5MlCG\/9wAE2x4AfrBPDloPHaLeFQMIzloOfNM64MW81R+2ALBAz1HYvHk1vPBZFySlcPFlzNY9KU9W4He7DsFkRFjyhIy0SndeevmmNXeZ925jwrE4+4SyUAgEAoFAIBAIBMJpRaDgQKiuoOw0Snn0DnylPB49lDvF1MuyRGWlI88vH9gP4xOTCYnCsaWxh0R5wvL81OU8jpaJWz7RkC5Ksg0zj+dwKIhsybQKtmxtDZtfbroFIYFTppxoOqUbT6SLwTwEjt0mS0CWe0RuM5RGjHV5RnaK48KT0SZEvITi3EJmFOCkwq+KwAgiIiXVPGHJElM4mKF+TUtvPFkeArlSRvmOvB\/mtYGprZK66uR37YXgrh3AjwwY\/eBknsjLtmIB8C1nQbhoARhlWXZfqHEWiDZdtHYxvOjZFyYkSEwq1hzyROueVMU9IMmTksxEsnVP0uyTf7zi7LVfMcnNlDwJlXh0vdIdyj4hEAgEAoFAIBAIpyWBwsGTedKAoGxDpTzI9tjWQwl5qoeydXP3jWLlt2eJyo6XJ+EX9+2Nfl332Rv7SBRZzvPOlR53HuMV6h3EmQOhRxclq+yGWyU4mQQJIBKmThlQElQrx6Bk35bWhk3OtLRAOZ+LUomY3GZk2NRKMQRbDUYDjAjfF8wnTWTIOcckPVKGwJepgkkp7tpIe0RV5Xlwlmqg8Ijl44CNnDkSyeXqeMxjB801xeIQWma\/x\/onbnt4cwHCQpopIo+RHxiE\/P0PArtnF\/C+EXSK3CFmom0WtAJs6Yba2hUA4jqlLkXcbY5qf068nrxxGVz39M1pBkkd0Vid0fX7XYdgeKKc6p64pTs3iX\/ejq3IpyrdSe5Dq3RHZ5IRCAQCgUAgEAgEwulDoCQZJmmsVVdQtoFSnkb0UJJ9psTKP4o5X9CNsEVlR0Rg+Mv790UZKYm9cRiiLBeXRDmvKwcfO7MAawLmJz4MQkMRKLVqmkXj003JsjrGZTyYLOEeIiVLG0WXDnFLANawFTYJB\/mqtLcns+bLbIpqxSQpHNLGU9JjuOegtiYascwkX7idOVPHpcYhVpibXaOW8yTTJIyIkwCc8pO0ZAdbOSfitJBQLPGyGhiCusxzDUfH3K6V\/7THGjOsPAmFQ72Q334\/sAcPAB8et87T8QEC1lIA2LgKahvPgLC5ybgO3MheUu9VHxTE7BdfuAYe\/6g1BnlSTzRW3lfbdvdA\/9hE2iqOS+Ki9X8m3rzs8k1ruHnf1i\/dkfv2le4QeUIgEAgEAoFAIBBOQwIFR431BWWzSnk4yjSZiR6KEpWVbiB\/Jl4\/8YrKCgyMleCO+\/ZFFsmNkijLWxn8S3ceLigwN2OEW8Kxel6tEguyyv0YIqlWSU+WwKzj5lNLS3Dq6Z84pAIK+JPtEJmilzU1wVCxmG43MuLuD3wlNphkqaFzsl4y8yEiIhTZYhA6ZqmKo+lht8GQJDFLkmQGjawpy6kMilC57oB22YlIE5ZonWjNFI60V7hzPIvwQYRYRMCIMcPGzRIezlPh2cKuvZC\/64HIShhQBpSPAItUWJrywLqXQ+289RDO70TjQrfdLgfiSWJQe57Byy9dB49Y2xmPb0SeyKyT0Mq60uTJ9j2HoXdkPGm7R\/fkPnGPXXP5pjXl2SzdIRtjAoFAIBAIBAKBcFoRKAkZorNQplHKk6WHEpEYGXooNRykWaKyypnnmWLZXVkkyrHRcfjlfXujwLFREqWrmcGbuwtwZTMziRCwynjsQFtmo0giZXIyXe6423hKU\/R8VXKRipfWLFKBu+1wpEIQUcHMQhaDZJk3L9nf\/PFx1F7wEDaWSw4mQGy9Elss1iZFfJkkyTkBcr0BtwyJ4z6KiZAQtSO1MeZJSQ+o7BRJtpjhu6kNw5AWCcNkFurzyO1H2j9jm22OMkmODgD0DVnXXhNO1jnnA2Brl0Jt81lQkzon0fFCdCxAdsemJbKcXljMwasu74Yzl7an4xqRJ+ktiRyoxLx79vfC4aFRsMWCke5Jj\/jz5CvOXms47ugyoJiSa7B0B9LsE05WxgQCgUAgEAgEAuF0I1CM4GyapTyh5dKRluroAM\/VQ4m5Cr+orHLmERErPFXM251FohwdGYM77p8eidJWAHhNdwGe0x6AYyPiC5CxI4tcLm2Cy+WYTJHEipNlgjRLfA4+ifZFaBErAIZ2CiZFnLqS0NwfEk2FQh4Gm5sjYiHKnhgeguwMF09ZkZGpkSUWC37iJJNYsUpc7MwVBoZ9cY7HZTexZIomVFhS0pPSRympg114WDKtsksMMid0z0neALJ8xyCXYkrBXi\/hTLhFRuXFeFq1GMItG6C2bLHYIbOutzl2YzmZVK9FTp\/ZVoRXX7kels5vMsYzJk9sx52amHnPviNwoH8YsHgtN3V8BsWfrVdsWrM3RKSM4XTFY6LTW7oDYJbuhKHZHyQkSyAQCAQCgUAgEE4vAoUbAZMO1GdayjOVHopPVFYHi5qg2bq5+4CYepKYdTiLRDkyPAa\/uG9PQ+U80fHEegWxr5esy8NrFubigFoH+YnQbFjfBjjSSKnFJIq0vq1MoowTAG82iu3ykySAoBIgsDNZwO9o4yUr0P47OoAHQUQidMksFEUgpVk3dulOaB7XsSbOmMYkjN1Ox245TAkJ3G6rb+KSndh1J9TaJloLJSoxgaRUR4vMJpkdyT5SEVlma70kRFXc3UyOh74BYP2D6fjikOHNy90xIcVlVy2G2paNUFuxFHgu8DjToNIwhxCLpy9Y1A6veEI3zGvON0SecEUa3rOv1yVPjHuEl8Sfp1yxac1d+J6op3vilO4kjj+mfot9LxIIBAKBQCAQCATC6YDcJY++WMW1plOL+m0\/ms+SBQzF76ocI2CGpIWxXLM0StwzygqwMheSwwZByi2If9Yv7ep\/8Ej\/98Sb68Q6rfZ+5b\/jk1XoGxqDVQs7oxmBbhMz2xlpWqh5smZpfUcAZxcC+PVIDSblnCRZwlOCoo9mkxtRiU9NaaVUIRFGTaxoLfIBkw7AjD+mAw8iGGz9Dpgq6wNgQvzTUp6ISJSKDMRbWvzZIrZ2Cc8gHDzaIZnEAq\/TNkwgGVooaHTJkh2INVBwNok99oLoXZgsx5kmTGex4GaodgbVKhQHhqDQcwTy+w5CIKahUjVImDRpxBWGjfqguQCwagnU1q2EsKNdjassXRTrmlr9uHVdF1xz8arIdSe03KXCDPJErnfX3sNwaGDEaJ8pGgtSRfipV2xac7urP2TqntilO5gwsUkZXLqjs0+e\/JSn0lOUQCAQCAQCgUAgnB4EyqMvvtgINRlySmGMGQGuuRwScgWXSzAPScI1iaJENBkOhlHJgyRRkgA2JlF6HzzS\/2Px5vli0yYviSIC4N7BUVi5sDOar0kUVodEkf8ua2XwmPYcHBqpQU8tJoKiYJKBqWPCbcLBtqFlsQVylJki4tZqDXEd2PUFMsgHlkFqWOSJXeLjC9blOsUCFEoTkBPtaZmchPHWFnGVcxYHwT1Oxh7dE4O7qEfe+AgERBY4mQrWuWgiRGWeyPEUoCOyiDQJ1d+YJElJPkgIkGhcMZM4yYu+KPYNQPFgDxT2H4ZgcAiYsvplmNDxEByA3GZYWzPw1UuhtnYVhG0mKcU4upYOEeUKB7eIcf6iLSvg0o3\/n70zj7HkuO\/7r7rfOfe1N5czs7OS9uAuD5EybevYlciQEiXKTiQlsg7KkgHngHP5D8MBLBhw4sCA4\/zhGA4kR6JsKUEUIXIU2RoGkWLEsmxZIbNciqIozZBccndnd3bu653dlarqqu6q6up+7w13KcXz+xI9fVVXV\/d7+4D68Pf7\/iai1DaaRGJxBXHkhxV5QqNqO5HnCRjgQzONZV9C+r63vOH2WROMuH1PoigxyxjWrrrjSN1RIOWd70KAgkKhUCgUCoVCofYKQLnvvgSPEE+yAwJEi0JxnifECKSgMgIk+T\/yaYDhQeJ3oU\/IPE\/eTUCOFES5KiHKB7IgSr3VhoWVTTg8NgQ+m5x2C1EGSwTuH\/GhXaPw\/aYYSOKHkqp+o0+IQ+uY2pZpK+12lObD17KaigA0jggZN0iBxOOEdPEpWr4pjUIB+nZ2IuDQDqDZ35fBOWzPFRdEyEhpMXxiwP0+1Iu04Y0TqkQgQkWe6G\/E1\/xPxPdHG59K9VHbXhBAeX0dSos3oHR5AQrXbgDZ2IrglgQNxAV4bK8X6cECY4MQTh6C4MhBoH2V9JgVYklFvriicyjc1leGT9x\/FI4dHNBMYjvDkzY7\/9T8FbixmZRQpmnTWAFP3npi8isCkrgqY1G374lZdSfskLqT+KwgQEGhUCgUCoVCoVB7B6C8yUzhyUvliQEHWJVb+MpLokuII+JCBxemwadkBfkQ5UouRGHrZjuAqyubsH+4H0oFX0vngUyIwreLBQJ3j3hwkA3qr2rcq8KT5YshitwoFqWVR5BEK1A91SN9H82VN4EpjXqU7qMAiniP1J3eE5c8dnxincxbIRo3bbegxO5bYOudSiV6ljhNxTPhRtdyebGofvSqM\/q50A1WHM\/B\/U886WviCf+TKKVHRd\/wyBNPS+vxFDDZ3ITK0gqUFq4JaEJW18DbqYtoIKIBG5IFN+zPrVgAenAcgunbooo65ZJZucnhS0Ncr4mA4XFz3\/4h+MhP3gbD\/UXx3dM9T\/LgSaPVhu\/MXYb1WiMFT4TvjwVPdCPnBJ4kqTuR2Wza9ySVukPDVNUdGlfliUaCAAWFQqFQKBQKhULtGYDypvvuM1J1TCoCGjyBjn4oJMcPxY7+MNN+5HkJUeIO0hDl62znZ52eKGzdYpPpq8sbMNpfgWq5aMzv7bGIiBjuuyIn1tODHryp6sHlrRBu6NV3eP+80kqhEIEHI1rBmoy7TGCNskZhBFG4AW09muCL9J\/IwMUxE1fPb1fI0aELcQKJNpv0V7d3wGMT3nKrCfXBAa3P0Bx3\/HHSjGgS+5nBHI9eHUg3S6VdQBg5IRfeJ2ESaUIkUBHnqDpOocSepbqxAZWlJagsLIrUnMLqGsD2NpBm2ygVbNxO\/6xcfjdK7LNu3nkCwsF+AZ2IHTWkp1TF1X+0FBctIkat2NcKPnDHIXjwjgnwJbvqFp5s1ZvwnfnLsN1oxSAE0vCEuxm\/X8GTPNPYTr4nRuqOEaFipu4ov5V3PvII\/oqiUCgUCoVCoVCovQFQohQey+lERiioVJ4kHaZ3PxQbdOiIhuqMJAYheiPiSueZZTt\/h53qd0EUPjG9srIBfaUiDMmUCxuiKJhjQ52xCoE3jxXAawA8y1N6eNQJj0bh0Rs8vceTIMWTs+AwdPhc0BwT1mRSzY1S\/aANXrMJpNEAf6cGYaMpo1QUVPHAXYpYhzahBQGSSjo1Nu7+nW0RpbHDx10qOVKIMmCCsyKQBRtcH3RXomnvES16SUSgsHv2s\/fSt70N1ZU1qC7egOrVBShevwHe2gaQWg1Iq22MLe28I2EGzYFcVEcfbGd8GMLhwaRPVzUkzYeGyM+fan4semnl44Nl+Pj9t8PMgb4YbHQLT5a3duDJ+avQaAcGPLHKFdfYn0feemJy1lVK3AVPOvme6Kk78XkwU3fUMQQoKBQKhUKhUCgUaq+owCdSnkrpkJNrXr7U8\/xokkRAQpRQJlQQMRETnqshjU1gRT\/c5YTbK3DWICvYRl0TMaHzFHiIToGntVXn+bwv5gZqh+duiAuAlzh+5omL8z9NKfmfhNBJNRfXgQifoP6fF67Adr0BJ44eiO9F46wZot1PrmWbig\/woakCnFz24XevACzzqAY2kRfwgUMIKr1Syn50jKfoiEo81Dkpt0FBEuhBY1Cg0lKKrShChcMBj090eVSN70OzUGT39iOQw8dQKGq8hDgiYqT6q9DcqkCJ9TexsgpL3FCWeG4YkglMIO0F00mEJF4yKdBj3lt40bD3W2o0wa\/XwZOLMHoVqVRUe6cmkKKO8VIVEUM1KGKn6\/ASxPxzC2iqz3Bs2IguUX0QPfJIZCslFXAi7xYSA4bIPofCg0dH4YEz+8S\/Ghc8yStVfHl5Hb53+UbskeKCJ+w4r8H88LmTU98OHH4nWaaxbt8TK40nK3VHK3eOZYxRKBQKhUKhUCjUngIo+kQoSdVREyZFHECEi0h0IgGEgizRNJLICjuiuQQjPp9U8gmXF0oDWnPCZUAUIL1AlLknLs6\/mVLyBJuonnJBFD6w564uwWatCfccPwIF348gCtA4gsQFUfikmvun3DNO4N8OVuHfz9fhW9vNCKLwd1IsJVEnRE7GS8UoFYeDFGVWakdX0Ag0+SISIFrrrhxEAyqxdS+7X6UVQpVDFWpWdgl8D5p+gS3svXKgoqJjVLSMbLs+Pgb7rlwFL2hDdW0NaiMjEMdq6MCFWDDCBU2ckMUu\/WwdZ\/uFdhv62DMUuCdLowke21aRN4T7w4Q6xAgdKTYAzspDejutGk16LPxzYt\/V4UEIR4YgKJehdPE5E+XwtuUCBCLVSSthTGUUi1Gt2Cx3rKEcsX1btQA\/e+YgTO+vJtEferWceD8NT0L2PXqefW8vLa0lQEOHJ0lZ4QX296FzJ6eeseGJqrijZJvG2qk7\/N9y\/DuQAU+ondpDzedGoVAoFAqFQqFQqL\/xAIVSc3Io7ToVvRDEIvIzpRFE0SNPtKgUqwPxf+T5xM2XEQ8JkLFEovLBoRdFwvQAUS7LSJSvEELfkgVRLq9uwNZ3G\/ATb7gd+solUaVH\/B98LzJpDUMzMkKPRhkpAfzKiTJ89WUCn75eB+ApNvx9FXVTUUkeeH\/cbLRSjrxNREnjNpAgAJXkoSCID8oMlUpERcSjqfMeRGV741eqpQmp1JBiK2BLS+QxEQkSIs\/WyLeF8ufgz8rXvif8RQbXN6DFzrVVOpJKkVJRKbqhrQ4LlG+GBAAl1leRLbxPnxu1sgk4L5vMn9VrRc9M+LPzFJugnXyG0gg2hhIUkveoV\/XRU2VSkSsOaGOv1Uy\/UgI6OADByDC0eelh2Wfp2mICP+RYxPebR5+ACWWSist6OpB7HD5ry6NO3n5qQgQM9QpPmuwzffqlBZG6kwlPoj44\/XnnuZNTl9zwRHmk0AieAGTCE\/V+w1DzOtF8TxJgAkbqjl6VB4VCoVAoFAqFQqH2CECBGJDEVXA0iEKsVB0OH4gXlTOO8EkGRAlYOzZxFxAl9KIqPY4JF58A+qJ88K4gytoTF+cfpJR8nhD6viyIslZrwJ999wW4d+Y22D8yII53k9KjolHeM1mCu8eL8O9+uA3f46kl\/Ca8Oo\/yIwllrpJKXeFOodXIf4XyyJRmE0IeddEOROQJoWbFHV\/AEiIhizk3V8CE6GkskBiaqr6IZZLqtdsRpFFgRbYbX15OPisN2oDd1vJuIWGYhgvamIiCIS7zXPW0qm38fC6zWauscKqvMA0vVHv+uQ\/0Ax0agPbQoDDSje+p9ck9VPT4nzi9ZmIM4spI1vMSdU9ijydaZvpK8DNnD8Bt41UIOTQLoSd4sr5dF\/Bkp9nqBE++yXYfPXdycjWwKu24Ku7E30HowjQ2TPueqOgU\/fMIrUo8KBQKhUKhUCgUCrUX5N93773RBFEzYtW3k9LFEPuhkCTJRJtcpk1l8yrzWFNmWXZYGsvaBq\/5xrLB\/PWVL7GdMjv1ZuP+oPOcEC4vb4hJ4vhwfzJua0x6lR7dYHaoTOCBQyUYDQg8t96Apnh7fmzYaozPeDAvSvMpl4FWyhAUChBwYMMDWdjkVJTmBVm2V5bpJRoYUJEaagIv\/DZir42kKk\/cjoIRKZFcL9tpfil6iV8ADYQ4qtXEAMGKEiExiLAjM+xqNzTuP4YXKYPWdHlgE6JQszlf9VWAjo1A++B+aBw9DO1xtt3fB6Eo26w+Dhpve406+K8sSA6iRbew70RwYCIdYUKiSCtiwxqpfvb9fvexMfjbbzwEw32+7k\/SNTx5eXENnr50DZpB0AmefIHtvu\/cycktBU\/ClPeJaRqr4ElIQz39J9M0Nq9ksemvEq0fefe78VcUhUKhUCgUCoVC7QlFKTxJ3k0S+dClH0psKsv+hqEnIlWiyVsUTcIncDyFRDeVTXuUkq4jUShPExHgwohEocQjvzp7Ye77rKtPsxsUKXgWBIpMPr+\/sAQrWzW49\/gRKJeK4At0QVMpPVnRKA9PluHNh8vwmee34c\/rNWhUqho4saJR9Am\/Ai3cL6VYFIdqqqxxswmVZguKPPUlmu7GaTmia5qevBNt8k\/0yA8NZhArSCMqt2sCmaQ\/mo4usdqkGUkCSvi7JU7vEhOVUQOGZFcpSu4dGnCKVitA+6sQ9PdDi0ebEAJ6yhFRERMaPEoibSgUllbk7UKjtHG4byypUBT3oUr+EmscUX8\/dWAAHjo1AYPVQgJEcirtKOARHaei7Pb3XlmEq6ub0bvJhye\/xnb\/1bmTk7RbeKKMbvWKO2F8rLNprJ26Y6YBoYksCoVCoVAoFAqF2pMABdwQBdJ+KLkQxVWZhygoApkQRYGKbiCKuKuEKHwyp4xheQWgh+86\/rnZC3PzrNWXWKsDcdyFldKzuLkN33jmBXjjzBFnSo8+JgOoQOSNMlAk8I\/v6If3rIfwlSsN+HrgQ+zvIiMWoht76Qo5RN1Elikul4VvSp3t1xVQaTSh2GpDX7PJ7hcmgAPSITxEq\/qjQxEbZhDbS8RKkYnL8NKMKBBnag6NTYRteGOYwsZQRo96SVbE9ltRUQ6lItC+KoSVivAwaVUq8VPq0MiIgNHNcPVoGhUBs7yqmZ\/KNqUCBMNDyb3jz1C1C6PIKLn\/+v4SPHJyAm6fiOAZ\/z4CWFEnHeAJT9m5cGkBdhqtCOCEJrDS4Mk2W3\/s3OmpL\/F\/F73Ak8yKOxmmsQk7CzN9T8yvAAIUFAqFQqFQKBQKtYcAipoIGREnGX4oTlPZDpV58sob9wpRgoCC73sGROETVk95mLD\/Hjo7880nLs7fSyn5MiH03ixflHqrBd96\/hLMHBiD07cfEOk4CsZEHi+0YzTK9LAH\/2S4Co9uUvjjhTb8rwZNIJMetUA0MuMq56uTG+6tUipBi1fQ4fu83C43pWXrcrMFFV7Nhh8TaSUkrspjepnoUMMuq0ytiBaIP2FnWWOVRqTGTh3naLoiDmgREHo0CzXgnPxmFQsRLCmXIKyUoV2tQqNcFu9apQiRuNwzdQIbovWdPLrpl1JYZW+00UpF69CDE\/L7nGEUK3f3F314eGYM7pkaiivd0JCm4Uluyg7ACwvLMLe4En+\/nPAkOvcC6+e9505PfXe38KQX09gwNNNzdHgSpq5DeIJCoVAoFAqFQqH2HECRNWJiiEJTHiSxQSc1TWVdlXkURInjVxzljV8dRAkFRBHtecoLhyeeJ8cQCs8VWaHnLZSS3yOEftyGKKBtz11fgRsbO3DPzGEY6a+mqvTo47KjUWKQMkjgnw0U4R2rFP7kRhv+skm1YBFiVuyJ32kotwnExqjqhegkgJcm5guUocH+NhQP4BClFVX6qbbaUOamsex9+LwKDg1AKx+T+JoY1WWSijskI7okbRibPWk2fU2oyTj4vTgkKfhsKUBYKrKlBG221MplCLwEAPmakakCJ0QBEmng6mkUhoTUADPR4TA5r53wl1fSgKjoQ3t8VEIkV5lmgImiB++YGoH7p0fYo1ADntgpO3nwpNZsC6PY1e16\/Jnr8MSKXPka2\/\/wudNTKzcTnoQ0iXbJM42lIU2d09eU5vjVoFAoFAqFQqFQKNTfTIAC1gQ0ww8ljAxhkyiTBLCoyjxdlTfuAqI4PVGAJOckRFFgJqNCT52N9xOzF+b+nF3y++wmFZcvCr\/5eq0O\/\/vZF+F1B8fhxNH9ApB0ikbRQYon\/hA4O0bgzvEyXFwJ4KuLDpASQwligoq4iZbuoox79Wv0MsO8Tq6olQtQY0dqhICWoyEjV9qiGlKFLcWgLUoN85Qgj1dI4rCFVxTiT+l5MdQh6n3qUQjRwyYwBKLnFaiCr\/n3gb+LQrSmvg8B+3zahQI02XbTN8tXmyWbw8g4V03OeTqVBE5enDqSgJT4+dXYiGacC8YXybjWa7BnXds0vmzCB2X\/BBuv56gaRGG04MEDt4\/C\/dND7FUn8K3blB0FT\/i\/i5dvrMEPFpagHYSQ8jvR4UT05fok2\/9N7ndys+GJXXGnG9NY2\/cE4QkKhUKhUCgUCoXakwDFACF5fig5prIi3afb8sZdQBQlE6JE7VUzDlGEd0lOmWO+fviu44\/PXph7kp34Ipvun8jyRQnYwg1mr61twd3HDsPIQFV6o6SjUXSQYkejUC+EM6McppThqaUAvnqjDd9pOUAK6PtgTd51cALqpWvnSfry2HdFequIVKCiOMbjHeqp\/gFGlpahsroGa\/snoD44AOl0H+sDoW5IYc66IT251qNKFAjRokOSNJ0w9R0gxnfHUV5ZQR\/t3nqJ4viLfm3RgkJUlJtuK\/NYiGOxYKLow1sOD8NPzwxDuRBFRLmiTrJSdvTvyU69Bc9cugbLWzVQ6UcueCL7WWB\/P3zu1OQ3VPrTzYYneRV3OpnGmr8RmMaDQqFQKBQKhUKh9pb8e+6+O56jxwadhDjn98Q+oLY7lDd2TfilD21XJY5d7Y1JtlXmOK4rRCMvl+MHxhbnr688zo4eYKfvAWcfUSf1dgAvL61Bq9WG8cG+pAwzTSCInepkQyj1Kg\/1ETi3rwh3lgh4jRDm2xqUUlCEWA8bV+9xmMaaBiJuqEEsiKHOO15wvVqFSqMBfWvrsDXYH5VldhrCQsY4SPIcqWvsEsnROU+WMvY0bxOFL3ztiQlEbXTPFtVehy4maKEGoInbtVtQeOmyZpYrx3VkHwRDgzEsmq4U4D3HRuHvnt0HM\/uqkSmyHnWiVZ7plLLDo05euLYCT19agG1pFNuh0s6fsr8Pnzs1+awOT3RocrPgSTcVdxRg0T\/uMEw8ZdR93vPoe\/FXFIVCoVAoFAqFQu0NgPLGe+62QITpf5Ja50AUuEUQBXqAKGLsnmd6nrBzxw+MtV53aOwrc9dWn2OH38FaViHjGfk1K9t1uLy0Dv2lEvRXSvojWiyhM0jZVyHwpnEf3jrow1CLwneN1B4NRmSBk4RSZbwUGzlllAR2wJCd\/j7o39yEga0t2B4etOAHmCWHjdLD2kIAUtEr+vjEGENVpyiOKvGkaaunvSsdrKj3os6LCBWivQoNpsTb8f2Sc6WF60A2thN4wlUuQGv6NrF5drAM73v9GDx6ZgKODJfE9WHs9xGK6Co96iTUok4i0BFocCSElY0aPPXCVVGeOGIhOWaxlDbYn19m2\/\/03KnJbRFtpaUG\/ajgSRin89imseY+AhQUCoVCoVAoFAq1ZwAKj0AhWmSFTjh0sECB\/lhBFKNSkIoI8XRvEdkZ0ZgEW7\/u0Nizc9dWvsAO3MGumkkADAF7u8UmzpdX1tmEeAeG+ytQKvjCiyUVOdIVSCEwVAQ4M+LBu8YKcIQd32yGsJRKmSEmFCEEsv0mqE4T3C9LL+vrvB5gu78PBlfXhBFtra\/P+iCIBXc695eOgEmew1O7VIcopmGsOC73fW3iTrR72+3jNlZ5Zo89k\/\/iKzyExIjaKU0egvPT++CDpyfgbcdHYF9\/URYO0k1iwzjqJAYnAEbUSahFndSbLfjupWvw3NUlaLQCSEedpODJU+zPQ+dPTf3J5L5hUPCE\/ojgif5dVmuX70lcjpntPvpeBCgoFAqFQqFQKBRqjwCUu++6M4IeJA0SsmCKDVp+FBAFNKijwwvPsy7WIIqW0rM5f11AlBvs9NvYmZLrOZW22cT4pRtr0Gy2YaS\/IkspQ88gRcGUSgFgZtCDB\/cV4a4ygaGAwnMtcEeYxETCXogV8UHS25mQw7qR78NWXxWGF5dEtZxmuZSuyAPQ2TeUqIpD7jLAHmgRJtIhR33YBS3KhMg0H6JFt3iussoGWKGJh0qc8kOhdOUawMZ23LYy0Ad3nbwNfumR03DqcB8MlLwYnJhRJ9leJ8mxCEq0gwDmri7DhZevwUatoQGkTLPYNg3D32Drx952avJ6FKTy2sAT\/WtBaWh8T7oxjU3gSnT9o+\/9GfwVRaFQKBQKhUKhUHtChWQi5cWTJCKjBTpV5rHLG1M1cZREhGhGsrszlqXRlFuAkWTNDV99mRDiqtCjm8tSXnnG9yVsMUodU7b+vdkLc\/+d3e0PWA8PgjU115+T33t+cQVeWdmAE4cn4NjBMaNaT57RrNoGAMNwll98coSwpQjvaxN4cqkN314L4JtNC4hQy8NEvJfAhBqGl0po8pIUfrK8Sfh2uQSrhw7A2MI12Cqyr0W5DOlOXF4r4AYsFvAg1IRMnoIoNInIiBGblkKUqrxDIthgnrciT2RJYtJsAtxYAa9cgKPs83rHGyfh7PGJ6PMKqQEtdHCixqifyzKKvbq8Cc8vLEGt2dKeP9QgQ8rv5En25xfOn56+oNJkXkt4otKI7HLF+fAEzDZaxR4UCoVCoVAoFAqF2isin\/j5j2mwwJO+oCrKxIw6ic8BMSJRVOoML28crVW8iYxsEf1G2wIcaPtx37JPDiI81b\/qR5b0VRBCrX1VWldeA4RoYyXWOIjwRiHK8NaL7sn1xMV5fvQxdu632e44aH0ZICXaEKv+cglOHNkHRydGxH08rbwvsaJZ1HiVPM8z+vbkcyst1gAurgbw7XW2NMM0sYhNaCEjRYekK\/iAxUMMT4sE1gxtbELfjWW4Nnk0KV1spO5o96NZKT3JOKOIkui8D2baDdHKFwvTWDkpV9EnOhQhWvUY8ZUy\/EQk+tJMTo8UPJgOGzA9WoGfvONAnIamDFrzwIlgXJZJbHQsKU98fXUTfriwBBv1pgQV8YvNStmpsWO\/zrZ\/5\/ypqXaojUWvtKOv47LCPwJ4oo9DN401jwP8wWc+i7+iKBQKhUKhUCgUam8AlI9\/7DFzMi8nzTZESY7fGogSgQR5D18CErXvReMgxL14GngBC1r4si8dosTQQvatgMrshbkJduS32anHQOvLldajzg1WygKkHJkYFn3mgRQbpujvWh+TDVOeXmnDM5sh\/Fk90KAIGADBACX6eaNKjxXFYviTJMdH1tahvL4J148ejkKBDChilzq2o0800EGTmJ6o8k4SfeLFkSkaQNHLHat3FCYpQcQqYSyO8YgiuX+i4sOJ0Qqc2FeBqbGyWU2mS3DSKV1naX0Lnr+6DOu1ugZOXPDE6PdrbP0Pz5+aegk0EBI6oMRrBk86lCvuBp7wY\/\/hs4\/jrygKhUKhUCgUCoXaOwAla5L\/\/yNEEX1kRKPoQCMrGiUCKfNvZed+l+2e7RakDFcr8IbDE3A4B6QYsKSbqBQLpuy0CTy\/1oYfbIbw7a0A5gINKChoYkeimHQjozKPfZ7CyPomlDY3YfHI4fT1HSNPrNLDEpR4mjeJb8ASaSgbaiWKY7PZ0OozKVc8yt7NncNleN1oGV4\/UYahim\/AkF2BEwBnus7S+jb8cGEZVrZryXXaeHRIoUWdvMTa\/fL5U1P\/NbpHbyk7XIECKUEYP9OtgCdmu9D4PHXTWGpV50GAgkKhUCgUCoVCofYMQPn5xz7qKFnsGaayLoiSSo+5hRDFTOlxAxQBW3JSesT53qJRCuzIL7JT3OxzNDetRwMpQ5UyHD84Dkf3jYj72SCkU1SKC6bEY9RgCp+\/Xt0K4MUtCi9tB\/DMTgjPBTbYIA7QQfPNYLUKOqPrG1DcqcHiwQMOM1kLvljpNrrNsKqkQ3QDWDlZ98R5DaZo6TjGG2D7RwoEXj9QgtuHijA5XIKjoyXDADV5hFcHTgS4kLBhYWUTXri+GkecmFEnDq+T6ECdbf0WO\/Zb509N1fSoE\/2evcITvbTwrYIneRV3qKO08Wce\/xz+iqJQKBQKhUKhUKi9AVA+9tGPmADEAVGSCb4JJG4FRNGhzW58UVLRKMRxPicaxWgbgRQOTz7Jzv8jti6CIwrFBVKqxQJM7x+DYwdHoVQsJiBFwpRuolLscRswRetLaYVN2y9thnBpK4CXawF8rxnC1cAgI47KPC7IkmxziFJoNODGvgl3VR8rkoRYTaLIkwSWqIgST0vv8aieohNtT7BhTVcKcLjqC2AyNVqGsT7fmtS7ocmrASf8OK+q88riGry0tAo7zbYBDDpEnfAWn2c7\/+LcycnLqu88v5NuzGJvBTzR+8yCJy7TWGpV7Pns5\/4Qf0VRKBQKhUKhUCjU3gEoOrT4UUAUZ7seIMpuU3qMcevpSc60nrkZ1u432e4HXGk9WSClwPq9fWIEZg6OwUC1nIxNgx8umNILUMmEKmyuu1wPYWE7gGs1tq5TuNYI4ZVmCC+FDhji9E0BGN7ahmKtBkvj45AKX7H6iYBJaBSs1s1gC\/xcXFIa4IhP4GDJgwNlHw70+XCwvwAHBwowWvUtTmN6b8TQRBtDmKoa0xs4qTVa8PKNNbi0tAatIMgFJ46ok6+zrV85f2rqSeWhEmrjCzMjTrr3OzHu+2MAT7gQoKBQKBQKhUKhUKg9A1Ae4xEo2uQ9C6IQI31ldxDF9E6B2KDUy4ItDojC1Y0vimjnSOmxIUSnaBSHP8rd7Py\/ZrsP9QJSuCYG+mBy3yjcNjEEvu+b4GMXMCUPqOSCFaZ6m8JyLYTVeggrjQA2WhS22bLFjm8FFNZb7DhbvxCKOs3Q32hAdXsHlkZHHODFrKwzyCbch3wPhn0CA2zp5+sCW7NlpOzBaLXA1gTGqj4U3Y\/lBCYJ58mPNlEwohtwwiNCeEWdV5Y34MbmtgUr8kxi5TFK\/5r9\/dW3n57+RqhV7nFFnXRK2ekET1xQ5NXAk3S54mx4Yo9fvZHHEaCgUCgUCoVCoVCovQRQoom7CVFMIHBrIEp03oIoOWWORfscXxQbKHQTjSJAi+aN0gmkqOeZvTB\/Pzv\/612DFA2mlAoFODo2BFP7R2Gov2JGpXQBU\/KAin0uC6xkQhaHWmxCzhfOARpyct5oUyjI18rvIf1boeATKBpeLdQJRfKAiX2dHWmSAiLgjjbJAydb9Sa8vLgKV1Y3od5qp+CBDU50MCH3n2INf4Nt\/bfzp6ZoXtSJ\/nyvyixWgyLxWDR4YlbRufXwBBCgoFAoFAqFQqFQqD2kgkilIJEbBbEmn2ryHU2kvHjaFB2nWhVcIiZ0HIJQzaRU9MuOc+jAJ3TRdbIfCScoNwtlE35+vegHeJnb6K8cUTyh5H4mfIIp2nmRjwb38eQBKVSapvKJqg0NAnbOhwgqqOuofFbeNpB9enrFXj7hZQf4fUV3YTQGiVHg4btm\/oodfTgCKfSTrLN3Jq4e8tntdyn3m+02zC+uiGW0rwKHx4ZFVEpfuRSNI7TAgUfSmTMOGKHASR6ocIGXQL6HLPmEQyb+B6BPQh1aopkgJAg6f\/HygMluoIneh91OAYRGqw1XVzbEsrpTlx+HCV2oAUmc6Trf4uDk\/OnpWfUcBjzpYBSb\/HuCXfmd6PCEhjZseW3hCaUUf0FRKBQKhUKhUCjU3gEostzqawJRon5DN0QRjCCCJlkQhU0hJYhgR0MwIIq4l5f2OeX35NAgkGDFk9fxhp4GPARICGgCUvgjBBL6dAYp75q9MH+aEPrPWb8fZiMpUVVa2IIpOkjh4hN5vjx7+bqAKUfGh+E2tlTLxSSqJrRgij6L7QBVbGiSB1dutrLu5Zp4ZwETu30WNEmBE7ndbAewsLopoMnyVk37zlrgJNfnRHwbvsx2\/s3509Pf0qHCq4k6yUrZyYIneiSKC56Id2OBILvazm7gibHWjyNAQaFQKBQKhUKhUHtI5KMf\/pAiHUnajQZPbmY6DxhpOZ5RujivQo\/RZ1cpPdkGs1y6N0q0MtuKNhlpPfIxcjxS5g6yrV9ibf4BaOWPdRhlwyntQPz+R\/urcGBkEA6ODMDwQDUyZSVampNBSNIpP7n36aCs9KBe4UtWhIILlmQBk56giaQeGzt1WFzfhhvrW7C8XTMMWHsEJzts63G2\/p23n56etyMxeos6cafs7NYsdjfwpJNhrP0Z26axLnjyuT\/6PP6KolAoFAqFQqFQqL0BUD7yoZ+zAIcJUVwmpa8lRIn68jXAoYMEbWxalR4FM2yDWRuo6AaungU6XNV6egQp\/bzIEWvz99mhO3SQ0gtM4eIlkccH+wVMOcCWEtuHPKBigZU8uHKrRDtU6+kETHQQ0Ama8LLDi2tbcGN9G5a2dmCn0TJgSDY0yQQnL7KtT7P1p95+eno5E5zI5+om6kQ9T9cpO9DZLNaGJypl57WCJ3z7Dz\/\/BfwVRaFQKBQKhUKhUHsDoHz45z7oABw3B6KYVXeyIUoauEC6Qo9lLmuAjtwqPfnRKFkms\/Zz7xakcM1emH8Ta\/OLIEogw0DPMEUDKrzv4WoZxgaqYpkYHhDpPq5rO5nD6oDlVSmkHU67QUi3wMSGJs1WAMub27CyuQOr23VYr9UlINCv7xmccOryx2zrU2z9jbefng5TZXstcMKVVWEnuW\/nqJMUPHH4nfw4whO+\/NEX\/iP+iqJQKBQKhUKhUKi9A1B0uOCCKK7yxruFKHEfzggTd4WenlJ6rGgU4pnjssGIKxpFBykp2PKqQMrcINv7IGv3C2z3PjWunmGKBlS4+kpFkfIzPtAHQ\/1lsV0o+I5Luih13BM3yUjRyTyuTdJDmnuN6ptHl2zuNGCde8Vs1WB1uwZbIsIENA+OdLRJD+DkB2zzU2zrcw+cObYUhhS6ASdhBjDJjToBd5UdbSwd\/U5MIJIPT3Rj2VsBT7gQoKBQKBQKhUKhUKi9ooI9cVImp7qxLGjnqFaxJc9YVpm3xpNa6QUb9yF2IzCSW6HHMpdlM1ABXFTVHr1Kj20wy2\/uhyoaRVXd8YxKPXEVIgVSVJCAMpqlyTkuw2hWPlqe2ayCLfy\/h87ObBKP8AiHT81emDvBzryfEPohdp83KJhCLeBhg4UYgmjHdxpNsVxZ3TCgylClBIPVMgz3V8W6v1KEYqGQ+hIEN9EMVIckLlCSBVg4KNlptmF9uyaAyWa9ARu1hjhme5ykoQmAM9rE4CkGOHmFnf8i2\/xPD5yZflJBiSAIU4Agy+dEBw9ZFXbUua6MYqOLuvI7ie7trrTTCzzJM4yldtRQxjkUCoVCoVAoFAqF2isiH\/rg37OiSm5eJAqXp0dnuLxLQE+1yfdFifrrLqUn7j\/HG8W4xpXWE90oNeZuI1Li53ZEpejPPXth7gzb+wBr+362+wb9\/eVFp3Q6bjUSq3LBF3ClWixCX7kgSidXSgXhq1Ji5\/j5koxeUeOj4e4mzGqi3QoCaLQCkXrDSzjXmm0JfVpsO1rq7SAbsFBXek4amiST\/TQ0YbrCTv1ndv6\/sO1vP3Bmmipw4gQHOeCkm3Sd3USd2MfyUna6hSdJdEnv8IR2AU8wAgWFQqFQKBQKhULtFRXUxEiPyIgn5buIRFGRJyCLIifRHjLmhJc7Zu114CAmnXE0SdRX1I8qiUzEhJKDCRV5opc6phS6ikYRaTlhEo2iIEUSLZM8UyC3k4iUaMMDq50VkSLOBdo7zIpK8UhcfvmhszPPsP1n2OavzV6Yu5OdfQ8h9GG2fz\/r0FdAhWaAk6yIAAOsyDaNVlssq1DLYS0Eir4HJd+HAlt7EhoVvASKedq9lQ9IW6WrUB5R0oZmEEKrHWSm+nQLTJLhuz1STGhigJP\/y079KTv\/Nbb9lw+eORbqaTC54CSiJk5wYkMUPV0n+u7ke52o+8uLUik7XcGT0OrPMqJ9LeAJRqKgUCgUCoVCoVCoPQdQeoUoLuCgIEqUkhMaECWZaCUQJQIjYN0ngShRqo0ED51SekR\/Xtx\/QgLkroQcHKR4itGACVJcaT25IEWm9iRASY9KSeatdnpP1CYXpjzN9p9mm\/9y9sLcCDv7ANt+lwAqlB7SH45SakSodAtWckGLvK7ZD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class=\"header-logo\">\n <div class=\"header-title\">Bonos Corporativos<\/div>\n <div class=\"header-right\">\n <span id=\"fechaHdr\"><\/span>\n <\/div>\n<\/header>\n\n<div class=\"tabs-bar\" id=\"tabsBar\"><\/div>\n<div class=\"main\" id=\"mainPanels\"><\/div>\n\n<footer>Petrini Valores \u00b7 Modelo: Nelson & Siegel \u00b7 Generado con Python<\/footer>\n\n<script>\nconst PANELS = {\"hardusd\": {\"obs\": {\"x\": [0.0573, 0.1518, 0.1623, 0.1659, 0.1676, 0.1716, 0.1835, 0.1844, 0.1867, 0.2008, 0.2591, 0.2713, 0.2827, 0.3169, 0.3193, 0.3716, 0.3766, 0.3985, 0.4036, 0.4063, 0.4316, 0.4381, 0.4453, 0.4516, 0.4516, 0.497, 0.5262, 0.5406, 0.543, 0.5477, 0.6076, 0.6271, 0.6297, 0.6395, 0.6418, 0.6556, 0.6602, 0.6602, 0.6782, 0.682, 0.6831, 0.689, 0.7038, 0.76, 0.7799, 0.792, 0.7976, 0.7987, 0.811, 0.8219, 0.8369, 0.8413, 0.8455, 0.8548, 0.8727, 0.8953, 0.9132, 0.9691, 0.9803, 1.0008, 1.0084, 1.0231, 1.0505, 1.0565, 1.0629, 1.0801, 1.0965, 1.1, 1.1009, 1.1265, 1.1272, 1.1501, 1.1908, 1.2015, 1.2021, 1.2041, 1.2461, 1.2476, 1.2602, 1.2782, 1.2912, 1.4242, 1.465, 1.4937, 1.5668, 1.6619, 1.7502, 1.7581, 1.775, 1.8071, 1.8099, 1.814, 1.8148, 1.8236, 1.8527, 1.8613, 1.8945, 1.9158, 1.9992, 2.074, 2.0969, 2.0985, 2.1016, 2.1118, 2.1164, 2.1537, 2.1714, 2.1903, 2.2048, 2.2065, 2.2081, 2.2144, 2.2268, 2.2429, 2.2884, 2.3132, 2.3648, 2.4044, 2.4287, 2.5202, 2.5857, 2.6239, 2.6329, 2.7293, 2.7605, 2.8612, 2.863, 2.9409, 3.0673, 3.0819, 3.1451, 3.1555, 3.2929, 3.296, 3.3534, 3.3565, 3.3669, 3.4245, 3.6126, 3.7443, 4.0237, 4.1997, 4.4356], \"y\": [0.019797, 0.021818, 0.060591, 0.029718, -0.005093, 0.011935, 0.03053, 0.020201, -0.009079, 0.046836, 0.051958, 0.019696, 0.015762, 0.054113, 0.042543, 0.035306, 0.067192, 0.04919, 0.015157, 0.064611, 0.018586, 0.038972, 0.068226, 0.038871, 0.053292, -0.038129, 0.040298, 0.06193, 0.045711, 0.050728, 0.044893, 0.06358, 0.064714, 0.080768, 0.04612, 0.038667, 0.031342, 0.033984, 0.048576, 0.089623, 0.057812, 0.060282, -0.041461, 0.148219, 0.034594, 0.032561, 0.03938, 0.031646, 0.049805, 0.032256, 0.033069, 0.032764, 0.036324, 0.032662, 0.038667, 0.078794, 0.035713, 0.038259, 0.04919, 0.057092, 0.047655, 0.038361, 0.057298, 0.104601, 0.061003, 0.012539, 0.038972, 0.058429, 0.071846, 0.064405, 0.085764, 0.075058, 0.080768, 0.038667, 0.07195, 0.080456, 0.041216, 0.045302, 0.078378, 0.036222, 0.031636, 0.064095, 0.046018, 0.049805, 0.055448, 0.073089, 0.048269, 0.050523, 0.072674, 0.063373, 0.081704, 0.0536, 0.061106, 0.068949, 0.067192, 0.061209, 0.066263, 0.052881, 0.054318, 0.061827, 0.048986, 0.073607, 0.0536, 0.06616, 0.057915, 0.048166, 0.059973, 0.051958, 0.085764, 0.057915, 0.058327, 0.05083, 0.070604, 0.06523, 0.076406, 0.06327, 0.059561, 0.059253, 0.053292, 0.05206, 0.068226, 0.058429, 0.075888, 0.061106, 0.054524, 0.053497, 0.057709, 0.0536, 0.061621, 0.070397, 0.063683, 0.059458, 0.075369, 0.07454, 0.058841, 0.061827, 0.060385, 0.06358, 0.057092, 0.075576, 0.062755, 0.060179, 0.056784], \"tickers\": [\"BVCOO\", 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Mod.\", \"Paridad (%)\", \"Vencimiento\", \"Callable\", \"Outstanding\", \"Jurisdicci\u00f3n pago\", \"ISIN\"], \"rows\": [[\"Rizobacter\", \"RZ9BO\", \"7.50%\", \"95.96%\", \"97.77%\", \"1912.29%\", \"\u2014\", \"0.01\", \"96.03%\", \"28\/06\/2026\", \"No\", \"1.624.637\", \"Argentina\", \"AR0069851811\"], [\"Mastellone\", \"MTCGO\", \"10.95%\", \"103.14%\", \"105.70%\", \"-82.26%\", \"\u2014\", \"0.03\", \"103.07%\", \"30\/06\/2026\", \"S\u00ed\", \"110.866.412\", \"Estados Unidos\", \"USP6460MAK01\"], [\"BST\", \"BVCOO\", \"8.00%\", \"100.35%\", \"101.88%\", \"1.98%\", \"\u2014\", \"0.06\", \"100.34%\", \"15\/07\/2026\", \"No\", \"10.214.576\", \"Argentina\", \"AR0771037964\"], [\"B. Comafi\", \"AFCHO\", \"6.75%\", \"100.69%\", \"103.01%\", \"2.18%\", \"\u2014\", \"0.15\", \"100.68%\", \"19\/08\/2026\", \"No\", \"25.383.018\", \"Argentina\", \"AR0271987817\"], [\"BBVA Argentina\", \"BF37O\", \"6.00%\", \"100.00%\", \"102.00%\", \"6.06%\", \"\u2014\", \"0.16\", \"100.00%\", \"22\/08\/2026\", \"No\", \"43.355.132\", \"Argentina\", \"AR0042275856\"], [\"B. de C\u00f3rdoba\", \"COC2O\", \"6.75%\", \"100.63%\", \"101.24%\", \"2.97%\", \"\u2014\", \"0.17\", \"100.63%\", \"22\/08\/2026\", \"No\", \"13.294.312\", \"Argentina\", \"AR0470733053\"], [\"B. Hipotecario\", \"HBCAO\", \"7.00%\", \"101.26%\", \"103.60%\", \"-0.51%\", \"\u2014\", \"0.17\", \"101.23%\", \"22\/08\/2026\", \"No\", \"30.781.623\", \"Argentina\", \"AR0137295777\"], [\"B. Supervielle\", \"BPCSO\", \"6.75%\", \"100.95%\", \"103.14%\", \"1.19%\", \"\u2014\", \"0.17\", \"100.93%\", \"26\/08\/2026\", \"No\", \"16.340.401\", \"Argentina\", \"AR0982170596\"], [\"Cresud\", \"CS45O\", \"6.00%\", \"102.41%\", \"103.44%\", \"-8.02%\", \"\u2014\", \"0.17\", \"102.38%\", \"22\/08\/2026\", \"S\u00ed\", \"10.199.068\", \"Estados Unidos\", \"AR0529152206\"], [\"CMF\", \"BCCKO\", \"6.50%\", \"100.63%\", \"102.68%\", \"3.05%\", \"\u2014\", \"0.18\", \"100.62%\", \"29\/08\/2026\", \"No\", \"21.795.000\", \"Argentina\", \"AR0441084883\"], [\"B. Galicia\", \"BYCVO\", \"6.25%\", \"100.78%\", \"103.01%\", \"2.02%\", \"\u2014\", \"0.18\", \"100.76%\", \"31\/08\/2026\", \"No\", \"110.914.898\", \"Argentina\", \"AR0422946126\"], [\"Tarjeta Naranja\", \"T662O\", \"6.50%\", \"101.38%\", \"101.90%\", \"-0.91%\", \"\u2014\", \"0.19\", \"101.38%\", \"31\/08\/2026\", \"No\", \"90.094.898\", \"Argentina\", \"AR0124318731\"], [\"B. de Valores\", \"VBC2O\", \"7.75%\", \"100.62%\", \"102.98%\", \"4.68%\", \"\u2014\", \"0.20\", \"100.61%\", \"05\/09\/2026\", \"No\", \"15.000.000\", \"Argentina\", \"AR0188242348\"], [\"B. 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Comafi\", \"AFCIO\", \"6.50%\", \"101.11%\", \"101.97%\", \"3.53%\", \"\u2014\", \"0.37\", \"101.10%\", \"07\/11\/2026\", \"No\", \"38.006.268\", \"Argentina\", \"AR0736238632\"], [\"B. Patagonia\", \"BGC4O\", \"6.25%\", \"99.85%\", \"100.57%\", \"6.72%\", \"\u2014\", \"0.38\", \"99.86%\", \"13\/11\/2026\", \"No\", \"47.221.934\", \"Argentina\", \"AR0401371130\"], [\"B. Hipotecario\", \"HBCDO\", \"6.00%\", \"100.45%\", \"101.02%\", \"4.92%\", \"\u2014\", \"0.40\", \"100.45%\", \"20\/11\/2026\", \"S\u00ed\", \"34.407.562\", \"Argentina\", \"AR0151686091\"], [\"YPF Luz\", \"YFCKO\", \"5.25%\", \"101.53%\", \"102.00%\", \"1.52%\", \"\u2014\", \"0.40\", \"101.53%\", \"22\/11\/2026\", \"No\", \"49.018.232\", \"Argentina\", \"AR0015491712\"], [\"Edenor\", \"DNC3O\", \"9.75%\", \"101.37%\", \"102.25%\", \"6.46%\", \"\u2014\", \"0.41\", \"101.36%\", \"22\/11\/2026\", \"S\u00ed\", \"95.762.688\", \"Argentina\", \"AR0140482933\"], [\"B. Galicia\", \"BYCWO\", \"6.00%\", \"101.79%\", \"102.46%\", \"1.86%\", \"\u2014\", \"0.43\", \"101.78%\", \"30\/11\/2026\", \"No\", \"144.323.518\", \"Argentina\", \"AR0098652693\"], [\"B. 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ICBC\", \"ICC4O\", \"25.55%\", \"99.96%\", \"101.87%\", \"27.94%\", \"3.51%\", \"0.39\", \"99.96%\", \"28\/11\/2026\", \"No\", \"48.759.644.000\", \"Argentina\", \"AR0245082422\"], [\"Tarjeta Naranja\", \"T661O\", \"26.58%\", \"101.43%\", \"103.56%\", \"24.78%\", \"0.86%\", \"0.40\", \"101.40%\", \"30\/11\/2026\", \"No\", \"81.764.468.679\", \"Argentina\", \"AR0771688576\"], [\"Telecom Argentina\", \"TLCKO\", \"0.00%\", \"145371.48%\", \"145371.48%\", \"2.81%\", \"\u2014\", \"0.40\", \"98.90%\", \"17\/11\/2026\", \"No\", \"65.479.784\", \"Argentina\", \"AR0849737462\"], [\"Rizobacter\", \"RZAAO\", \"7.00%\", \"143738.01%\", \"144499.14%\", \"12.86%\", \"\u2014\", \"0.42\", \"97.80%\", \"28\/11\/2026\", \"No\", \"242.920\", \"Argentina\", \"AR0340557484\"], [\"Volkswagen FS\", \"VWCDO\", \"26.39%\", \"100.38%\", \"101.32%\", \"27.98%\", \"3.55%\", \"0.42\", \"100.37%\", \"11\/12\/2026\", \"No\", \"21.142.300.000\", \"Argentina\", \"AR0040916600\"], [\"Edemsa\", \"OZC7O\", \"28.38%\", \"101.92%\", \"102.38%\", \"26.31%\", \"2.15%\", \"0.44\", \"101.91%\", \"18\/12\/2026\", \"S\u00ed\", \"22.400.096.000\", \"Argentina\", \"AR0275664305\"], [\"B. Hipotecario\", \"HBCEO\", \"25.58%\", \"99.93%\", \"102.20%\", \"27.96%\", \"3.53%\", \"0.59\", \"99.93%\", \"23\/02\/2027\", \"S\u00ed\", \"25.388.592.852\", \"Argentina\", \"AR0258941928\"], [\"Mercado Pago\", \"SXC3O\", \"25.58%\", \"100.77%\", \"103.03%\", \"26.30%\", \"2.14%\", \"0.59\", \"100.75%\", \"23\/02\/2027\", \"No\", \"61.241.075.513\", \"Argentina\", \"AR0844003837\"], [\"GEMSA-CTR\", \"MRCWO\", \"0.00%\", \"122263.23%\", \"122263.23%\", \"100.99%\", \"\u2014\", \"0.59\", \"61.17%\", \"08\/03\/2027\", \"S\u00ed\", \"6.037.123\", \"Argentina\", \"AR0397934974\"], [\"GEMSA\", \"GMCJO\", \"0.25%\", \"53991.40%\", \"32487.25%\", \"276.91%\", \"\u2014\", \"0.60\", \"27.03%\", \"28\/11\/2028\", \"S\u00ed\", \"14.925.833\", \"Argentina\", \"ARGEME5600K4\"], [\"Arcor\", \"RC4CO\", \"25.49%\", \"102.63%\", \"104.74%\", \"22.68%\", \"-0.93%\", \"0.60\", \"102.57%\", \"25\/02\/2027\", \"No\", \"79.070.450.614\", \"Argentina\", \"AR0328747875\"], [\"BBVA Argentina\", \"BF41O\", \"25.46%\", \"100.17%\", \"101.58%\", \"27.53%\", \"3.17%\", \"0.61\", \"100.17%\", \"04\/03\/2027\", \"No\", \"45.457.222.222\", \"Argentina\", \"AR0275916358\"], [\"B. ICBC\", \"ICC5O\", \"25.40%\", \"100.15%\", \"101.05%\", \"27.60%\", \"3.23%\", \"0.63\", \"100.15%\", \"11\/03\/2027\", \"No\", \"68.543.835.100\", \"Argentina\", \"AR0092791067\"], [\"Toyota Financiera\", \"TY38O\", \"2.70%\", \"104.14%\", \"117.17%\", \"30.91%\", \"\u2014\", \"0.66\", \"103.66%\", \"06\/03\/2027\", \"No\", \"6.105.128.204\", \"Argentina\", \"AR0076726451\"], [\"Toyota Financiera\", \"TY36O\", \"10.00%\", \"214143.20%\", \"215731.26%\", \"-0.56%\", \"\u2014\", \"0.66\", \"107.08%\", \"26\/05\/2027\", \"No\", \"1.361.442\", \"Argentina\", \"AR0104488967\"], [\"B. Comafi\", \"AFCNO\", \"26.23%\", \"100.18%\", \"105.09%\", \"27.85%\", \"3.44%\", \"0.69\", \"100.17%\", \"17\/04\/2027\", \"No\", \"58.439.748.065\", \"Argentina\", \"AR0996626666\"], [\"Telecom Argentina\", \"TLCDO\", \"1.00%\", \"145349.28%\", \"145409.69%\", \"2.63%\", \"\u2014\", \"0.70\", \"98.88%\", \"09\/03\/2027\", \"No\", \"97.722.400\", \"Argentina\", \"ARTECO5600E0\"], [\"B. Santander\", \"BNCXO\", \"25.56%\", \"99.58%\", \"103.60%\", \"28.25%\", \"3.77%\", \"0.71\", \"99.60%\", \"28\/04\/2027\", \"No\", \"157.000.000.000\", \"Argentina\", \"AR0945841937\"], [\"GEMSA-CTR\", \"MRCTO\", \"5.00%\", \"191200.98%\", \"193199.75%\", \"11.17%\", \"\u2014\", \"0.76\", \"95.70%\", \"12\/04\/2027\", \"No\", \"31.820.983\", \"Argentina\", \"AR0624965247\"], [\"Toyota Financiera\", \"TY37O\", \"26.49%\", \"100.01%\", \"103.60%\", \"28.71%\", \"4.15%\", \"0.91\", \"100.01%\", \"06\/11\/2027\", \"No\", \"8.894.871.796\", \"Argentina\", \"AR0889128986\"], [\"Plaza Logistica\", \"PZCEO\", \"2.49%\", \"193471.45%\", \"193706.47%\", \"6.10%\", \"\u2014\", \"0.93\", \"96.80%\", \"07\/06\/2027\", \"S\u00ed\", \"5.215.101\", \"Argentina\", \"AR0500841934\"], [\"Volkswagen FS\", \"VWCFO\", \"9.00%\", \"209441.86%\", \"210208.25%\", \"4.48%\", \"\u2014\", \"1.04\", \"87.64%\", \"11\/12\/2027\", \"No\", \"3.341.676\", \"Argentina\", \"AR0280206019\"], [\"GEMSA\", \"GMCGO\", \"6.75%\", \"193901.66%\", \"39937.89%\", \"9.95%\", \"\u2014\", \"1.09\", \"97.03%\", \"28\/01\/2028\", \"S\u00ed\", \"36.621.305\", \"Argentina\", \"ARGEME5600F4\"], [\"Telecom Argentina\", \"TLCJO\", \"1.00%\", \"196524.34%\", \"196732.43%\", \"2.24%\", \"\u2014\", \"1.38\", \"98.32%\", \"17\/11\/2027\", \"No\", \"74.560.247\", \"Argentina\", \"AR0041103448\"], [\"Telecom Argentina\", \"TLCFO\", \"1.00%\", \"143081.60%\", \"143262.82%\", \"2.70%\", \"\u2014\", \"1.61\", \"97.34%\", \"10\/02\/2028\", \"No\", \"62.390.111\", \"Argentina\", \"ARTECO5600G5\"], [\"Aluar\", \"LMS6O\", \"0.00%\", \"142054.76%\", \"142054.76%\", \"1.87%\", \"\u2014\", \"1.84\", \"96.64%\", \"27\/04\/2028\", \"S\u00ed\", \"100.000.000\", \"Argentina\", \"ARALUA560047\"], [\"Rizobacter\", \"RZ8BO\", \"9.00%\", \"145018.38%\", \"89468.40%\", \"9.89%\", \"\u2014\", \"2.02\", \"98.69%\", \"03\/09\/2029\", \"S\u00ed\", \"5.071.823\", \"Argentina\", \"ARRIAR5600G7\"], [\"Plaza Logistica\", \"ZPC4O\", \"7.90%\", \"197710.72%\", \"198575.94%\", \"8.62%\", \"\u2014\", \"2.40\", \"98.92%\", \"04\/03\/2029\", \"No\", \"9.594.062\", \"Argentina\", \"AR0912205223\"], [\"AA 2000\", \"AER5O\", \"5.50%\", \"138147.91%\", \"138900.99%\", \"7.85%\", \"\u2014\", \"2.87\", \"94.01%\", \"21\/02\/2032\", \"No\", \"137.989.000\", \"Argentina\", \"ARAEAR560090\"]], \"y_label\": \"TEA Real (CER)\"}};\nconst TABS_CFG = [{\"key\": \"hardusd\", \"label\": \"Hard USD\", \"pill_label\": \"USD \u00b7 Denom. USD\", \"info\": \"\", \"y_label\": \"TEA USD\", \"y_fmt\": \".1%\", \"y_range\": [0, 0.2]}, {\"key\": \"tamar\", \"label\": \"Tamar\", \"pill_label\": \"ARS \u00b7 Margen TNA\", \"info\": \"<strong>ONs Tamar<\/strong> \u2014 Tasa flotante referenciada a <strong>TAMAR<\/strong>. Eje Y: spread sobre tasa base. La l\u00ednea punteada en 0% marca la tasa de referencia.\", \"y_label\": \"Margen TNA s\/ Tamar\", \"y_fmt\": \".2%\", \"y_range\": [-0.02, 0.3]}, {\"key\": \"dl\", \"label\": \"D\u00f3lar Linked\", \"pill_label\": \"ARS \u00b7 Denom. USD\", \"info\": \"<strong>ONs D\u00f3lar Linked<\/strong> \u2014 Pagaderos en pesos, ajustados por tipo de cambio oficial. Rendimiento real sobre la evoluci\u00f3n del TC.\", \"y_label\": \"TEA s\/ TC Oficial\", \"y_fmt\": \".2%\", \"y_range\": [-0.05, 0.08]}, {\"key\": \"uva\", \"label\": \"UVA\", \"pill_label\": \"ARS \u00b7 Tasa Real\", \"info\": \"<strong>ONs UVA<\/strong> \u2014 Ajustables por <strong>UVA\/CER<\/strong>, que sigue la inflaci\u00f3n. Rendimiento expresado como tasa real sobre CPI.\", \"y_label\": \"TEA Real (CER)\", \"y_fmt\": \".2%\", \"y_range\": [-0.02, 0.15]}];\nconst COLORES = {\"ONs Agro\": \"#5F7C53\", \"ONs Bancos\": \"#1A5995\", \"ONs Energeticas\": \"#1C1D5A\", \"ONs Otros\": \"#B7C8D2\"};\n\ndocument.getElementById('fechaHdr').textContent =\n new Date().toLocaleDateString('es-AR',{day:'2-digit',month:'short',year:'numeric'}).toUpperCase();\n\nconst instances = {};\n\n\/\/ \u2500\u2500 Sectores disponibles \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nconst SECTOR_LABELS = {\n 'ONs Agro' : 'AGRO',\n 'ONs Bancos' : 'BANCOS',\n 'ONs Energeticas' : 'ENERGETICAS',\n 'ONs Otros' : 'OTRAS',\n};\n\n\/\/ Estado de filtros por pesta\u00f1a\nconst filterState = {};\n\n\/\/ \u2500\u2500 CURVA LOGAR\u00cdTMICA (formato est\u00e1ndar de mercado): y = a*ln(x) + b \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction fitNS(xs,ys){\n \/\/ Requiere x>0 para ln(x)\n const pts = xs.map((x,i)=>[x,ys[i]]).filter(p=>p[0]>0);\n if(pts.length<3) return null;\n const n = pts.length;\n let sumLx=0,sumY=0,sumLxLx=0,sumLxY=0;\n pts.forEach(([x,y])=>{\n const lx=Math.log(x);\n sumLx+=lx; sumY+=y; sumLxLx+=lx*lx; sumLxY+=lx*y;\n });\n const denom = n*sumLxLx - sumLx*sumLx;\n if(Math.abs(denom)<1e-14) return null;\n const a = (n*sumLxY - sumLx*sumY)\/denom;\n const b = (sumY - a*sumLx)\/n;\n return {a,b};\n}\nfunction calcFit(params,xMin,xMax){\n if(!params||xMin>=xMax)return{x:[],y:[]};\n const xs=[],ys=[];\n const xStart=Math.max(xMin,1e-3);\n for(let i=0;i<300;i++){\n const t=xStart+(xMax-xStart)*i\/299;\n xs.push(t); ys.push(params.a*Math.log(t)+params.b);\n }\n return{x:xs,y:ys};\n}\n\n\/\/ \u2500\u2500 Tabs \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nconst tabsBar = document.getElementById('tabsBar');\nconst mainDiv = document.getElementById('mainPanels');\n\nTABS_CFG.forEach((cfg,idx) => {\n const pd = PANELS[cfg.key];\n const n = pd ? (pd.n_total||0) : 0;\n const btn = document.createElement('button');\n btn.className = 'tab-btn'+(idx===0?' active':'');\n btn.innerHTML = `${cfg.label} <span class=\"tab-pill\">${n}<\/span>`;\n btn.onclick = () => showTab(cfg.key, btn);\n tabsBar.appendChild(btn);\n const div = document.createElement('div');\n div.id = 'panel-'+cfg.key;\n div.className = 'panel'+(idx===0?' active':'');\n mainDiv.appendChild(div);\n});\n\n\/\/ \u2500\u2500 Build panel \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction buildPanel(cfg) {\n const key = cfg.key;\n const pd = PANELS[key];\n const td = TABLES[key];\n const panel = document.getElementById('panel-'+key);\n if(!pd||!pd.obs.x.length) {\n panel.innerHTML='<p style=\"padding:40px;color:#aaa\">Sin datos.<\/p>';\n return;\n }\n\n \/\/ Sectores disponibles\n const sectoresDisponibles = [...new Set(pd.obs.sectores)];\n\n \/\/ Vencimientos disponibles (desde tabla)\n let allVto = [];\n if(td && td.rows.length) {\n const vtoIdx = td.cols.indexOf('Vencimiento');\n if(vtoIdx >= 0) {\n allVto = td.rows\n .map(r => { const v=r[vtoIdx]; if(!v||v==='\u2014') return null; const p=v.split('\/'); return p.length===3?new Date(p[2],p[1]-1,p[0]):null; })\n .filter(Boolean)\n .map(d=>d.getTime());\n }\n }\n const vtoMin = allVto.length ? Math.min(...allVto) : Date.now();\n const vtoMax = allVto.length ? Math.max(...allVto) : Date.now()+1e10;\n const fmtDate = ts => new Date(ts).toLocaleDateString('es-AR',{day:'2-digit',month:'2-digit',year:'2-digit'});\n\n \/\/ Dur. Mod. rango disponible\n const durMin = Math.min(...pd.obs.x);\n const durMax = Math.max(...pd.obs.x);\n\n \/\/ Emisores disponibles\n const emisoresDisponibles = [...new Set(pd.obs.emisores||[])].filter(e=>e&&e!=='\u2014').sort();\n const emisorOpts = ['Todos', ...emisoresDisponibles].map(e=>`<option value=\"${e}\">${e}<\/option>`).join('');\n\n \/\/ Estado inicial filtros\n filterState[key] = {\n sectores: new Set(sectoresDisponibles),\n vtoFrom: vtoMin,\n vtoTo: vtoMax,\n durFrom: durMin,\n durTo: durMax,\n emisor: 'Todos',\n jurisdiccion: 'Todas',\n };\n\n \/\/ Leyenda\n const legendHtml = sectoresDisponibles.map(s =>\n `<div class=\"leg-item\">\n <div class=\"leg-dot\" style=\"background:${COLORES[s]||'#888'}\"><\/div>\n ${SECTOR_LABELS[s]||s.replace('ONs ','')}\n <\/div>`).join('');\n\n \/\/ Sidebar checkboxes\nconst checkHtml = sectoresDisponibles.map(s => `\n <div class=\"sb-check checked\" id=\"sbchk-${key}-${s.replace(\/ \/g,'_')}\"\n role=\"checkbox\" aria-checked=\"true\" tabindex=\"0\"\n onclick=\"toggleSector('${key}','${s}',this)\"\n onkeydown=\"if(event.key==='Enter'||event.key===' '){event.preventDefault();toggleSector('${key}','${s}',this);}\">\n <div class=\"sb-check-box\"><\/div>\n <div class=\"sb-check-dot\" style=\"background:${COLORES[s]||'#888'}\"><\/div>\n ${SECTOR_LABELS[s]||s.replace('ONs ','')}\n <\/div>`).join('');\n\n \/\/ Jurisdicciones disponibles\n let juris = ['Todas'];\n if(td && td.cols.includes('Jurisdicci\u00f3n pago')) {\n const jIdx = td.cols.indexOf('Jurisdicci\u00f3n pago');\n const js = [...new Set(td.rows.map(r=>r[jIdx]).filter(v=>v&&v!=='\u2014'))].sort();\n juris = ['Todas', ...js];\n }\n const monedaOpts = juris.map(m=>`<option value=\"${m}\">${m}<\/option>`).join('');\n\n \/\/ Tabla HTML\n let tblBodyHtml = '';\n if(td && td.rows.length) {\n tblBodyHtml = td.rows.map(r => `<tr>${\n r.map(v => `<td>${v}<\/td>`).join('')\n }<\/tr>`).join('');\n }\n const tblHtml = td && td.rows.length ? `\n <div class=\"table-wrap\" id=\"tbl-wrap-${key}\">\n <div class=\"tbl-scroll\"><table id=\"tbl-${key}\">\n <thead><tr>${td.cols.map((c,i)=>`<th data-col=\"${c}\" onclick=\"sortTable('${key}', ${i}, this)\">${c}<\/th>`).join('')}<\/tr><\/thead>\n <tbody id=\"tbl-body-${key}\">${tblBodyHtml}<\/tbody>\n <\/table><\/div>\n <\/div>` : '';\n\n panel.innerHTML = `\n <div class=\"panel-layout\">\n \n <div class=\"sidebar\">\n <div class=\"sb-section\">\n <div class=\"sb-label\">Sector<\/div>\n <div class=\"sb-check-list\">${checkHtml}<\/div>\n <\/div>\n <div class=\"sb-section\">\n <div class=\"sb-label\">Emisor<\/div>\n <select class=\"sb-select\" onchange=\"onEmisorChange('${key}',this.value)\">${emisorOpts}<\/select>\n <\/div>\n <div class=\"sb-section\">\n <div class=\"sb-label\">Vto.<\/div>\n <div class=\"vto-range-labels\">\n <span id=\"vto-from-lbl-${key}\">${fmtDate(vtoMin)}<\/span>\n <span id=\"vto-to-lbl-${key}\">${fmtDate(vtoMax)}<\/span>\n <\/div>\n <div class=\"range-track\" style=\"margin:14px 0 8px\">\n <div class=\"range-fill\" id=\"rfill-${key}\" style=\"left:0%;right:0%\"><\/div>\n <input type=\"range\" class=\"vto-slider\" id=\"vslider-from-${key}\"\n min=\"${vtoMin}\" max=\"${vtoMax}\" value=\"${vtoMin}\" step=\"86400000\"\n oninput=\"onVtoSlide('${key}','from',this.value,${vtoMin},${vtoMax})\">\n <input type=\"range\" class=\"vto-slider\" id=\"vslider-to-${key}\"\n min=\"${vtoMin}\" max=\"${vtoMax}\" value=\"${vtoMax}\" step=\"86400000\"\n oninput=\"onVtoSlide('${key}','to',this.value,${vtoMin},${vtoMax})\">\n <div class=\"range-thumb\" id=\"rthumb-from-${key}\" style=\"left:0%\"><\/div>\n <div class=\"range-thumb\" id=\"rthumb-to-${key}\" style=\"left:100%\"><\/div>\n <\/div>\n <\/div>\n <div class=\"sb-section\">\n <div class=\"sb-label\">Dur. Mod.<\/div>\n <div class=\"vto-range-labels\">\n <span id=\"dur-from-lbl-${key}\">${durMin.toFixed(2)}<\/span>\n <span id=\"dur-to-lbl-${key}\">${durMax.toFixed(2)}<\/span>\n <\/div>\n <div class=\"range-track\" style=\"margin:14px 0 8px\">\n <div class=\"range-fill\" id=\"dfill-${key}\" style=\"left:0%;right:0%\"><\/div>\n <input type=\"range\" class=\"vto-slider\" id=\"dslider-from-${key}\"\n min=\"${durMin}\" max=\"${durMax}\" value=\"${durMin}\" step=\"0.01\"\n oninput=\"onDurSlide('${key}','from',this.value,${durMin},${durMax})\">\n <input type=\"range\" class=\"vto-slider\" id=\"dslider-to-${key}\"\n min=\"${durMin}\" max=\"${durMax}\" value=\"${durMax}\" step=\"0.01\"\n oninput=\"onDurSlide('${key}','to',this.value,${durMin},${durMax})\">\n <div class=\"range-thumb\" id=\"dthumb-from-${key}\" style=\"left:0%\"><\/div>\n <div class=\"range-thumb\" id=\"dthumb-to-${key}\" style=\"left:100%\"><\/div>\n <\/div>\n <\/div>\n <div class=\"sb-section\">\n <div class=\"sb-label\">Jurisdicci\u00f3n pago<\/div>\n <select class=\"sb-select\" onchange=\"onJurisChange('${key}',this.value)\">${monedaOpts}<\/select>\n <\/div>\n <\/div>\n \n <div class=\"chart-area\">\n <div class=\"chart-card\">\n <div class=\"chart-header\">\n <div class=\"chart-title\">Curva de rendimiento de bonos<\/div>\n <\/div>\n <div class=\"sector-legend\">${legendHtml}<\/div>\n <div id=\"plot-${key}\" style=\"height:460px;width:100%;\"><\/div>\n <p style=\"margin-top:6px;font-size:9px;font-weight:400;color:#94A3B8;letter-spacing:.2px;\">\n * TEA para ONs hard d\u00f3lar, d\u00f3lar linked y UVA, Margen sobre Tamar para ONs Tamar.\n <\/p>\n <\/div>\n <\/div>\n <\/div>\n ${tblHtml}\n `;\n\n renderPlotly(key, cfg, pd);\n\n \/\/ Igualar alto del sidebar con el chart-card\n requestAnimationFrame(() => {\n const card = panel.querySelector('.chart-card');\n const sb = panel.querySelector('.sidebar');\n if(card && sb) sb.style.minHeight = card.offsetHeight + 'px';\n });\n}\n\n\/\/ \u2500\u2500 Render Plotly \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction getFiltered(key, pd, td) {\n const fs = filterState[key];\n const filtX=[], filtY=[], filtT=[], filtS=[], filtE=[], filtV=[];\n\n pd.obs.x.forEach((x,i) => {\n const sect = pd.obs.sectores[i];\n if(!fs.sectores.has(sect)) return;\n if(x<fs.durFrom || x>fs.durTo) return;\n if(fs.emisor!=='Todos' && (pd.obs.emisores||[])[i]!==fs.emisor) return;\n\n const vtoStr = (pd.obs.vencimientos||[])[i];\n if(vtoStr && vtoStr!=='\u2014') {\n const p = vtoStr.split('\/');\n if(p.length===3) {\n const d = new Date(p[2],p[1]-1,p[0]).getTime();\n if(d<fs.vtoFrom||d>fs.vtoTo) return;\n }\n }\n\n if(fs.jurisdiccion!=='Todas') {\n const jur = (pd.obs.jurisdicciones||[])[i];\n if(jur!==fs.jurisdiccion) return;\n }\n\n filtX.push(x); filtY.push(pd.obs.y[i]);\n filtT.push(pd.obs.tickers[i]); filtS.push(sect);\n filtE.push((pd.obs.emisores||[])[i]||'\u2014');\n filtV.push((pd.obs.vencimientos||[])[i]||'\u2014');\n });\n return {filtX,filtY,filtT,filtS,filtE,filtV};\n}\n\nfunction renderPlotly(key, cfg, pd) {\n const td = TABLES[key];\n const {filtX,filtY,filtT,filtS,filtE,filtV} = getFiltered(key, pd, td);\n\n \/\/ NS recalc\n let fitX=pd.fit_x, fitY=pd.fit_y;\n if(filtX.length>=3) {\n const params=fitNS(filtX,filtY);\n if(params) {\n const line=calcFit(params,Math.min(...filtX),Math.max(...filtX));\n fitX=line.x; fitY=line.y;\n }\n }\n\n const traces = [{\n x:fitX, y:fitY, mode:'lines', name:'Curva',\n line:{color:'#1C1D5A',width:2.5}, hoverinfo:'skip',\n }];\n\n const sectUnicos = [...new Set(filtS)];\n sectUnicos.forEach(sect => {\n const col = COLORES[sect]||'#888';\n const idx = filtS.map((s,i)=>s===sect?i:-1).filter(i=>i>=0);\n traces.push({\n x: idx.map(i=>filtX[i]),\n y: idx.map(i=>filtY[i]),\n mode:'markers+text',\n name: SECTOR_LABELS[sect]||sect,\n text: idx.map(i=>filtT[i]),\n textposition:'top center',\n textfont:{family:'Montserrat',size:8,color:col},\n cliponaxis:false,\n customdata: idx.map(i=>{\n const yPct=(filtY[i]*100).toFixed(2)+'%';\n const dur=filtX[i].toFixed(2);\n return [filtT[i], dur, yPct, (SECTOR_LABELS[sect]||sect), filtE[i], filtV[i]];\n }),\n hovertemplate:\n '<b>%{customdata[0]}<\/b><br>' +\n 'Sector: %{customdata[3]}<br>' +\n 'Emisor: %{customdata[4]}<br>' +\n 'Dur. Mod.: %{customdata[1]}<br>' +\n 'TIR \/ Spread: %{customdata[2]}<br>' +\n 'Vencimiento: %{customdata[5]}<extra><\/extra>',\n marker:{ color:col, size:9, line:{color:'white',width:1.5} },\n showlegend:false,\n });\n });\n\n const layout = {\n paper_bgcolor:'white', plot_bgcolor:'white',\n margin:{t:10,b:55,l:80,r:16},\n hovermode:'closest',\n xaxis:{\n title:{text:'Dur Modificada',font:{family:'Montserrat',size:11,color:'#1C1D5A'}},\n tickformat:'.2f', gridcolor:'#EEF2F8', zeroline:false,\n },\n yaxis:{\n title:{text:'TIR \/ Spread*',font:{family:'Montserrat',size:11,color:'#1C1D5A'},standoff:12},\n tickformat:cfg.y_fmt, gridcolor:'#EEF2F8',\n zeroline:true, zerolinecolor:'#CBD5E1', zerolinewidth:1,\n },\n font:{family:'Montserrat,Arial,sans-serif',color:'#1E293B'},\n };\n\nconst config = {\n displayModeBar:false,\n scrollZoom:true, responsive:true,\n };\n\n if(instances[key]) Plotly.newPlot('plot-'+key, traces, layout, config);\n else { Plotly.newPlot('plot-'+key, traces, layout, config); instances[key]=true; }\n\n updateTable(key, pd, td);\n}\n\nfunction updateTable(key, pd, td) {\n if(!td||!td.rows.length) return;\n const fs = filterState[key];\n const vtoIdx = td.cols.indexOf('Vencimiento');\n const jurisIdx = td.cols.indexOf('Jurisdicci\u00f3n pago');\n const durIdx = td.cols.indexOf('Dur. Mod.');\n const emisorIdx = td.cols.indexOf('Emisor');\n const sectMap = {};\n pd.obs.tickers.forEach((t,i)=>sectMap[t]=pd.obs.sectores[i]);\n\n \/\/ Filtrar filas (mismo criterio que el gr\u00e1fico)\n const filtRows = td.rows.filter((r,i) => {\n const ticker = r[td.cols.indexOf('Ticker')]||r[1];\n const sect = sectMap[ticker];\n if(sect && !fs.sectores.has(sect)) return false;\n if(durIdx>=0) {\n const d=parseFloat(r[durIdx]);\n const EPS=0.006; \/\/ tolerancia por diferencia de redondeo (4 vs 2 decimales)\n if(!isNaN(d) && (d<fs.durFrom-EPS || d>fs.durTo+EPS)) return false;\n }\n if(fs.emisor!=='Todos' && emisorIdx>=0 && r[emisorIdx]!==fs.emisor) return false;\n if(vtoIdx>=0) {\n const v=r[vtoIdx]; if(v&&v!=='\u2014') {\n const p=v.split('\/');\n if(p.length===3) {\n const d=new Date(p[2],p[1]-1,p[0]).getTime();\n if(d<fs.vtoFrom||d>fs.vtoTo) return false;\n }\n }\n }\n if(fs.jurisdiccion!=='Todas'&&jurisIdx>=0&&r[jurisIdx]!==fs.jurisdiccion) return false;\n return true;\n });\n\n const body = document.getElementById('tbl-body-'+key);\n if(body) body.innerHTML = filtRows.map(r=>`<tr>${\n r.map((v,i)=>`<td data-col=\"${td.cols[i]}\">${v}<\/td>`).join('')\n }<\/tr>`).join('');\n}\n\n\/\/ \u2500\u2500 Filtro sector \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction toggleSector(key, sect, el) {\n const fs = filterState[key];\n const checked = el.classList.contains('checked');\n if(checked && fs.sectores.size<=1) return; \/\/ m\u00ednimo 1 activo\n if(checked) { fs.sectores.delete(sect); el.classList.remove('checked'); el.setAttribute('aria-checked','false'); }\n else { fs.sectores.add(sect); el.classList.add('checked'); el.setAttribute('aria-checked','true'); }\n const cfg = TABS_CFG.find(c=>c.key===key);\n renderPlotly(key, cfg, PANELS[key]);\n}\n\n\/\/ \u2500\u2500 Filtro vencimiento \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction onVtoSlide(key, which, val, min, max) {\n const fs = filterState[key];\n val = parseInt(val);\n if(which==='from') {\n if(val>=fs.vtoTo) return;\n fs.vtoFrom=val;\n } else {\n if(val<=fs.vtoFrom) return;\n fs.vtoTo=val;\n }\n const pctFrom = (fs.vtoFrom-min)\/(max-min)*100;\n const pctTo = (fs.vtoTo-min)\/(max-min)*100;\n const fmtDate = ts => new Date(ts).toLocaleDateString('es-AR',{day:'2-digit',month:'2-digit',year:'2-digit'});\n document.getElementById(`vto-from-lbl-${key}`).textContent = fmtDate(fs.vtoFrom);\n document.getElementById(`vto-to-lbl-${key}`).textContent = fmtDate(fs.vtoTo);\n document.getElementById(`rfill-${key}`).style.left = pctFrom+'%';\n document.getElementById(`rfill-${key}`).style.right = (100-pctTo)+'%';\n document.getElementById(`rthumb-from-${key}`).style.left = pctFrom+'%';\n document.getElementById(`rthumb-to-${key}`).style.left = pctTo+'%';\n const cfg = TABS_CFG.find(c=>c.key===key);\n renderPlotly(key, cfg, PANELS[key]);\n}\n\n\/\/ \u2500\u2500 Filtro Dur. Mod. \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction onDurSlide(key, which, val, min, max) {\n const fs = filterState[key];\n val = parseFloat(val);\n if(which==='from') {\n if(val>=fs.durTo) return;\n fs.durFrom=val;\n } else {\n if(val<=fs.durFrom) return;\n fs.durTo=val;\n }\n const pctFrom = (fs.durFrom-min)\/(max-min)*100;\n const pctTo = (fs.durTo-min)\/(max-min)*100;\n document.getElementById(`dur-from-lbl-${key}`).textContent = fs.durFrom.toFixed(2);\n document.getElementById(`dur-to-lbl-${key}`).textContent = fs.durTo.toFixed(2);\n document.getElementById(`dfill-${key}`).style.left = pctFrom+'%';\n document.getElementById(`dfill-${key}`).style.right = (100-pctTo)+'%';\n document.getElementById(`dthumb-from-${key}`).style.left = pctFrom+'%';\n document.getElementById(`dthumb-to-${key}`).style.left = pctTo+'%';\n const cfg = TABS_CFG.find(c=>c.key===key);\n renderPlotly(key, cfg, PANELS[key]);\n}\n\n\/\/ \u2500\u2500 Filtro Emisor \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction onEmisorChange(key, val) {\n filterState[key].emisor = val;\n const cfg = TABS_CFG.find(c=>c.key===key);\n renderPlotly(key, cfg, PANELS[key]);\n}\n\n\/\/ \u2500\u2500 Filtro moneda \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction onJurisChange(key, val) {\n filterState[key].jurisdiccion = val;\n const cfg = TABS_CFG.find(c=>c.key===key);\n renderPlotly(key, cfg, PANELS[key]);\n}\n\n\/\/ \u2500\u2500 Show tab \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction showTab(key, btn) {\n document.querySelectorAll('.panel').forEach(p=>p.classList.remove('active'));\n document.querySelectorAll('.tab-btn').forEach(b=>b.classList.remove('active'));\n document.getElementById('panel-'+key).classList.add('active');\n btn.classList.add('active');\n if(!instances[key]) { const cfg=TABS_CFG.find(c=>c.key===key); buildPanel(cfg); }\n else setTimeout(()=>Plotly.Plots.resize(document.getElementById('plot-'+key)),30);\n}\n\nbuildPanel(TABS_CFG[0]);\n\/\/ \u2500\u2500 Ordenamiento de tabla \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction sortTable(key, colIdx, th) {\n const tbody = document.getElementById('tbl-body-'+key);\n if(!tbody) return;\n const rows = Array.from(tbody.querySelectorAll('tr'));\n const header = th.closest('thead').querySelectorAll('th');\n\n \/\/ Detectar direcci\u00f3n\n const asc = !th.classList.contains('sort-asc');\n header.forEach(h => h.classList.remove('sort-asc','sort-desc'));\n th.classList.add(asc ? 'sort-asc' : 'sort-desc');\n\n rows.sort((a,b) => {\n const va = a.cells[colIdx]?.textContent.trim() || '';\n const vb = b.cells[colIdx]?.textContent.trim() || '';\n \/\/ Detectar fecha DD\/MM\/YYYY y convertir a timestamp para comparar\n const dateRe = \/^(\\d{2})\\\/(\\d{2})\\\/(\\d{2,4})$\/;\n const da = va.match(dateRe), db = vb.match(dateRe);\n if(da && db) {\n const ta = new Date(da[3],da[2]-1,da[1]).getTime();\n const tb = new Date(db[3],db[2]-1,db[1]).getTime();\n return asc ? ta-tb : tb-ta;\n }\n \/\/ Intentar comparar como n\u00famero (saca %, $, letras)\n const na = parseFloat(va.replace(\/[^0-9.,-]\/g,'').replace(',','.'));\n const nb = parseFloat(vb.replace(\/[^0-9.,-]\/g,'').replace(',','.'));\n if(!isNaN(na) && !isNaN(nb)) return asc ? na-nb : nb-na;\n \/\/ Si no es n\u00famero, comparar como texto\n return asc ? va.localeCompare(vb,'es') : vb.localeCompare(va,'es');});\n rows.forEach(r => tbody.appendChild(r));\n}\n<\/script>\n<\/body>\n<\/html>\n","protected":false},"excerpt":{"rendered":"<p>Curvas de Rendimiento ONs \u2014 Petrini Valores Bonos Corporativos Petrini Valores \u00b7 Modelo: Nelson & Siegel \u00b7 Generado con Python<\/p>","protected":false},"author":5,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-28662","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/pages\/28662","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/users\/5"}],"replies":[{"embeddable":true,"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/comments?post=28662"}],"version-history":[{"count":4,"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/pages\/28662\/revisions"}],"predecessor-version":[{"id":28666,"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/pages\/28662\/revisions\/28666"}],"wp:attachment":[{"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/media?parent=28662"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}

{"id":28662,"date":"2026-06-24T17:37:01","date_gmt":"2026-06-24T17:37:01","guid":{"rendered":"https:\/\/www.petrini.com.ar\/?page_id=28662"},"modified":"2026-06-24T17:37:02","modified_gmt":"2026-06-24T17:37:02","slug":"informe-bonos","status":"publish","type":"page","link":"https:\/\/www.petrini.com.ar\/en\/informe-bonos\/","title":{"rendered":"Infome de Bonos"},"content":{"rendered":"\n\n\n\n\n\nCurvas de Rendimiento ONs \u2014 Petrini Valores<\/title>\n<link href=\"https:\/\/fonts.googleapis.com\/css2?family=Montserrat:wght@300;400;600;700&display=swap\" rel=\"stylesheet\">\n<script src=\"https:\/\/cdn.plot.ly\/plotly-2.35.2.min.js\"><\/script>\n<style>\n :root { --navy:#1C1D5A; --mid:#1A5995; --blue:#0075AA; --light:#E8EDF2; --white:#fff; }\n * { box-sizing:border-box; margin:0; padding:0; }\n body { font-family:'Montserrat',sans-serif; background:#f0f4f8; color:var(--navy); min-height:100vh; }\n\n \/* HEADER *\/\n header {\n background:linear-gradient(135deg,var(--navy) 0%,var(--mid) 100%);\n padding:0 32px; height:64px;\n display:flex; align-items:center; justify-content:space-between;\n position:sticky; top:0; z-index:100;\n box-shadow:0 2px 16px rgba(28,29,90,.35);\n }\n .header-logo { height:36px; }\n .header-title { font-size:15px; font-weight:700; color:#fff; letter-spacing:.5px; }\n .header-right { font-size:11px; font-weight:300; color:rgba(255,255,255,.65); text-align:right; }\n\n \/* TABS *\/\n .tabs-bar {\n background:var(--white); border-bottom:2px solid var(--light);\n display:flex; padding:0 32px; overflow-x:auto;\n position:sticky; top:64px; z-index:99;\n box-shadow:0 1px 4px rgba(0,0,0,.04);\n }\n .tab-btn {\n padding:13px 18px; font-family:'Montserrat',sans-serif;\n font-size:11px; font-weight:700; color:#94A3B8;\n border:none; background:none; cursor:pointer;\n border-bottom:3px solid transparent; margin-bottom:-2px;\n transition:all .2s; letter-spacing:.6px; text-transform:uppercase; white-space:nowrap;\n display:flex; align-items:center; gap:5px;\n }\n .tab-btn:hover { color:var(--mid); }\n .tab-btn.active { color:var(--navy); border-bottom-color:var(--blue); }\n .tab-pill {\n font-size:9px; font-weight:700; padding:1px 6px;\n border-radius:10px; background:#EEF2F8; color:#64748B;\n }\n .tab-btn.active .tab-pill { background:var(--blue); color:#fff; }\n\n \/* MAIN LAYOUT *\/\n .main { padding:24px 32px 60px; }\n .panel { display:none; }\n .panel.active { display:block; animation:fadeUp .2s ease; }\n @keyframes fadeUp { from{opacity:0;transform:translateY(6px)} to{opacity:1;transform:translateY(0)} }\n\n \/* LAYOUT: sidebar + chart *\/\n .panel-layout {\n display:flex; gap:20px; align-items:stretch;\n }\n\n \/* SIDEBAR *\/\n .sidebar {\n width:200px; flex-shrink:0;\n background:var(--navy); border-radius:14px;\n padding:20px 16px; color:#fff;\n box-shadow:0 2px 24px rgba(28,29,90,.07);\n display:flex; flex-direction:column;\n }\n .sb-section { margin-bottom:18px; }\n .sb-section:last-child { margin-bottom:0; }\n .sb-label {\n font-size:9px; font-weight:700; letter-spacing:1.5px;\n text-transform:uppercase; color:rgba(255,255,255,.85);\n margin-bottom:10px;\n background:rgba(255,255,255,.10);\n border-radius:5px;\n padding:5px 8px;\n }\n .sb-select {\n width:100%; font-family:'Montserrat',sans-serif;\n font-size:11px; font-weight:600; color:#fff;\n background:rgba(255,255,255,.12); border:1px solid rgba(255,255,255,.2);\n border-radius:6px; padding:7px 10px; cursor:pointer;\n appearance:none; -webkit-appearance:none;\n background-image:url(\"data:image\/svg+xml,%3Csvg xmlns='http:\/\/www.w3.org\/2000\/svg' width='10' height='6'%3E%3Cpath d='M0 0l5 6 5-6z' fill='rgba(255,255,255,.5)'\/%3E%3C\/svg%3E\");\n background-repeat:no-repeat; background-position:right 10px center;\n }\n .sb-select option {\n color:var(--navy); background:#fff; font-weight:600;\n }\n .sb-check-list { display:flex; flex-direction:column; gap:8px; }\n .sb-check {\n display:flex; align-items:center; gap:8px;\n font-size:11px; font-weight:600; cursor:pointer; color:#fff;\n }\n .sb-check input[type=checkbox] { display:none; }\n .sb-check-box {\n width:16px; height:16px; border-radius:4px;\n border:2px solid rgba(255,255,255,.4); flex-shrink:0;\n display:flex; align-items:center; justify-content:center;\n transition:all .15s;\n }\n .sb-check.checked .sb-check-box {\n border-color:#fff; background:#fff;\n }\n .sb-check.checked .sb-check-box::after {\n content:'\u2713'; font-size:10px; color:var(--navy); font-weight:700; line-height:1;\n }\n .sb-check-dot { width:8px; height:8px; border-radius:50%; flex-shrink:0; }\n\n \/* Slider Vencimiento *\/\n .vto-range-labels {\n display:flex; justify-content:space-between;\n font-size:10px; font-weight:600; color:rgba(255,255,255,.8);\n margin-bottom:8px;\n }\n .vto-range-labels span { background:rgba(255,255,255,.12); padding:2px 6px; border-radius:4px; }\n .range-track {\n position:relative; height:4px; background:rgba(255,255,255,.2);\n border-radius:2px; margin:10px 0;\n }\n .range-fill {\n position:absolute; height:100%; background:#fff; border-radius:2px;\n }\ninput[type=range].vto-slider {\n position:absolute; width:100%; height:100%; top:0; left:0;\n opacity:0; cursor:pointer; margin:0;\n pointer-events:none;\n }\n input[type=range].vto-slider::-webkit-slider-thumb { pointer-events:all; }\n input[type=range].vto-slider::-moz-range-thumb { pointer-events:all; }\n .range-thumb {\n position:absolute; width:14px; height:14px; border-radius:50%;\n background:#fff; border:2px solid var(--mid);\n top:50%; transform:translate(-50%,-50%);\n pointer-events:none;\n }\n\n \/* CHART AREA *\/\n .chart-area { flex:1; min-width:0; }\n .chart-card {\n background:var(--white); border-radius:14px;\n box-shadow:0 2px 24px rgba(28,29,90,.07);\n padding:20px 20px 12px;\n border-top:4px solid var(--navy);\n margin-bottom:24px;\n }\n .chart-header { display:flex; align-items:flex-start; justify-content:space-between; margin-bottom:10px; }\n .chart-title { font-size:14px; font-weight:700; color:var(--navy); }\n\n \/* Leyenda sectores *\/\n .sector-legend { display:flex; gap:14px; flex-wrap:wrap; margin-bottom:10px; }\n .leg-item { display:flex; align-items:center; gap:5px; font-size:10px; font-weight:700; color:var(--navy); }\n .leg-dot { width:10px; height:10px; border-radius:50%; flex-shrink:0; }\n\n \/* TABLA *\/\n .table-wrap {\n background:var(--white); border-radius:12px;\n overflow:hidden; box-shadow:0 1px 12px rgba(28,29,90,.06);\n margin-top:24px;\n }\n .tbl-scroll { overflow-x:auto; }\n table { width:100%; border-collapse:collapse; font-size:11px; }\n thead th {\n background:var(--navy); color:#fff; font-weight:700; font-size:9px;\n letter-spacing:.5px; text-transform:uppercase; padding:9px 12px;\n text-align:center; white-space:nowrap; border-bottom:2px solid var(--light);\n } \n thead th:hover { background:#2a3a7a; }\n thead th::after { content:' \u21c5'; opacity:.25; font-size:8px; }\n thead th.sort-asc::after { content:' \u2191'; opacity:.8; font-size:8px; }\n thead th.sort-desc::after { content:' \u2193'; opacity:.8; font-size:8px; }\n thead th[data-col=\"Margen TNA (%)\"] { \n width:70px; min-width:70px; max-width:70px; \n white-space:normal; text-align:center; line-height:1.3;\n }\n tbody td[data-col=\"Margen TNA (%)\"] { \n width:70px; min-width:70px; max-width:70px; text-align:center;\n }\n }\n tbody tr { border-bottom:1px solid #f0f3f7; transition:background .12s; }\n tbody tr:hover { background:#f5f8fc; }\n tbody td { padding:8px 12px; color:#334; white-space:nowrap; font-size:11px; text-align:center; }\n tbody td:first-child { font-weight:700; color:var(--navy); }\n tbody td:nth-child(2) { font-weight:700; color:var(--blue); }\n\n footer {\n text-align:center; padding:20px; font-size:10px; font-weight:300;\n color:#aab; border-top:1px solid var(--light); margin-top:28px;\n }\n<\/style>\n<\/head>\n<body>\n\n<header>\n <img decoding=\"async\" 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\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class=\"header-logo\">\n <div class=\"header-title\">Bonos Corporativos<\/div>\n <div class=\"header-right\">\n <span id=\"fechaHdr\"><\/span>\n <\/div>\n<\/header>\n\n<div class=\"tabs-bar\" id=\"tabsBar\"><\/div>\n<div class=\"main\" id=\"mainPanels\"><\/div>\n\n<footer>Petrini Valores \u00b7 Modelo: Nelson & Siegel \u00b7 Generado con Python<\/footer>\n\n<script>\nconst PANELS = {\"hardusd\": {\"obs\": {\"x\": [0.0573, 0.1518, 0.1623, 0.1659, 0.1676, 0.1716, 0.1835, 0.1844, 0.1867, 0.2008, 0.2591, 0.2713, 0.2827, 0.3169, 0.3193, 0.3716, 0.3766, 0.3985, 0.4036, 0.4063, 0.4316, 0.4381, 0.4453, 0.4516, 0.4516, 0.497, 0.5262, 0.5406, 0.543, 0.5477, 0.6076, 0.6271, 0.6297, 0.6395, 0.6418, 0.6556, 0.6602, 0.6602, 0.6782, 0.682, 0.6831, 0.689, 0.7038, 0.76, 0.7799, 0.792, 0.7976, 0.7987, 0.811, 0.8219, 0.8369, 0.8413, 0.8455, 0.8548, 0.8727, 0.8953, 0.9132, 0.9691, 0.9803, 1.0008, 1.0084, 1.0231, 1.0505, 1.0565, 1.0629, 1.0801, 1.0965, 1.1, 1.1009, 1.1265, 1.1272, 1.1501, 1.1908, 1.2015, 1.2021, 1.2041, 1.2461, 1.2476, 1.2602, 1.2782, 1.2912, 1.4242, 1.465, 1.4937, 1.5668, 1.6619, 1.7502, 1.7581, 1.775, 1.8071, 1.8099, 1.814, 1.8148, 1.8236, 1.8527, 1.8613, 1.8945, 1.9158, 1.9992, 2.074, 2.0969, 2.0985, 2.1016, 2.1118, 2.1164, 2.1537, 2.1714, 2.1903, 2.2048, 2.2065, 2.2081, 2.2144, 2.2268, 2.2429, 2.2884, 2.3132, 2.3648, 2.4044, 2.4287, 2.5202, 2.5857, 2.6239, 2.6329, 2.7293, 2.7605, 2.8612, 2.863, 2.9409, 3.0673, 3.0819, 3.1451, 3.1555, 3.2929, 3.296, 3.3534, 3.3565, 3.3669, 3.4245, 3.6126, 3.7443, 4.0237, 4.1997, 4.4356], \"y\": [0.019797, 0.021818, 0.060591, 0.029718, -0.005093, 0.011935, 0.03053, 0.020201, -0.009079, 0.046836, 0.051958, 0.019696, 0.015762, 0.054113, 0.042543, 0.035306, 0.067192, 0.04919, 0.015157, 0.064611, 0.018586, 0.038972, 0.068226, 0.038871, 0.053292, -0.038129, 0.040298, 0.06193, 0.045711, 0.050728, 0.044893, 0.06358, 0.064714, 0.080768, 0.04612, 0.038667, 0.031342, 0.033984, 0.048576, 0.089623, 0.057812, 0.060282, -0.041461, 0.148219, 0.034594, 0.032561, 0.03938, 0.031646, 0.049805, 0.032256, 0.033069, 0.032764, 0.036324, 0.032662, 0.038667, 0.078794, 0.035713, 0.038259, 0.04919, 0.057092, 0.047655, 0.038361, 0.057298, 0.104601, 0.061003, 0.012539, 0.038972, 0.058429, 0.071846, 0.064405, 0.085764, 0.075058, 0.080768, 0.038667, 0.07195, 0.080456, 0.041216, 0.045302, 0.078378, 0.036222, 0.031636, 0.064095, 0.046018, 0.049805, 0.055448, 0.073089, 0.048269, 0.050523, 0.072674, 0.063373, 0.081704, 0.0536, 0.061106, 0.068949, 0.067192, 0.061209, 0.066263, 0.052881, 0.054318, 0.061827, 0.048986, 0.073607, 0.0536, 0.06616, 0.057915, 0.048166, 0.059973, 0.051958, 0.085764, 0.057915, 0.058327, 0.05083, 0.070604, 0.06523, 0.076406, 0.06327, 0.059561, 0.059253, 0.053292, 0.05206, 0.068226, 0.058429, 0.075888, 0.061106, 0.054524, 0.053497, 0.057709, 0.0536, 0.061621, 0.070397, 0.063683, 0.059458, 0.075369, 0.07454, 0.058841, 0.061827, 0.060385, 0.06358, 0.057092, 0.075576, 0.062755, 0.060179, 0.056784], \"tickers\": [\"BVCOO\", 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Mod.\", \"Paridad (%)\", \"Vencimiento\", \"Callable\", \"Outstanding\", \"Jurisdicci\u00f3n pago\", \"ISIN\"], \"rows\": [[\"Rizobacter\", \"RZ9BO\", \"7.50%\", \"95.96%\", \"97.77%\", \"1912.29%\", \"\u2014\", \"0.01\", \"96.03%\", \"28\/06\/2026\", \"No\", \"1.624.637\", \"Argentina\", \"AR0069851811\"], [\"Mastellone\", \"MTCGO\", \"10.95%\", \"103.14%\", \"105.70%\", \"-82.26%\", \"\u2014\", \"0.03\", \"103.07%\", \"30\/06\/2026\", \"S\u00ed\", \"110.866.412\", \"Estados Unidos\", \"USP6460MAK01\"], [\"BST\", \"BVCOO\", \"8.00%\", \"100.35%\", \"101.88%\", \"1.98%\", \"\u2014\", \"0.06\", \"100.34%\", \"15\/07\/2026\", \"No\", \"10.214.576\", \"Argentina\", \"AR0771037964\"], [\"B. Comafi\", \"AFCHO\", \"6.75%\", \"100.69%\", \"103.01%\", \"2.18%\", \"\u2014\", \"0.15\", \"100.68%\", \"19\/08\/2026\", \"No\", \"25.383.018\", \"Argentina\", \"AR0271987817\"], [\"BBVA Argentina\", \"BF37O\", \"6.00%\", \"100.00%\", \"102.00%\", \"6.06%\", \"\u2014\", \"0.16\", \"100.00%\", \"22\/08\/2026\", \"No\", \"43.355.132\", \"Argentina\", \"AR0042275856\"], [\"B. de C\u00f3rdoba\", \"COC2O\", \"6.75%\", \"100.63%\", \"101.24%\", \"2.97%\", \"\u2014\", \"0.17\", \"100.63%\", \"22\/08\/2026\", \"No\", \"13.294.312\", \"Argentina\", \"AR0470733053\"], [\"B. Hipotecario\", \"HBCAO\", \"7.00%\", \"101.26%\", \"103.60%\", \"-0.51%\", \"\u2014\", \"0.17\", \"101.23%\", \"22\/08\/2026\", \"No\", \"30.781.623\", \"Argentina\", \"AR0137295777\"], [\"B. Supervielle\", \"BPCSO\", \"6.75%\", \"100.95%\", \"103.14%\", \"1.19%\", \"\u2014\", \"0.17\", \"100.93%\", \"26\/08\/2026\", \"No\", \"16.340.401\", \"Argentina\", \"AR0982170596\"], [\"Cresud\", \"CS45O\", \"6.00%\", \"102.41%\", \"103.44%\", \"-8.02%\", \"\u2014\", \"0.17\", \"102.38%\", \"22\/08\/2026\", \"S\u00ed\", \"10.199.068\", \"Estados Unidos\", \"AR0529152206\"], [\"CMF\", \"BCCKO\", \"6.50%\", \"100.63%\", \"102.68%\", \"3.05%\", \"\u2014\", \"0.18\", \"100.62%\", \"29\/08\/2026\", \"No\", \"21.795.000\", \"Argentina\", \"AR0441084883\"], [\"B. Galicia\", \"BYCVO\", \"6.25%\", \"100.78%\", \"103.01%\", \"2.02%\", \"\u2014\", \"0.18\", \"100.76%\", \"31\/08\/2026\", \"No\", \"110.914.898\", \"Argentina\", \"AR0422946126\"], [\"Tarjeta Naranja\", \"T662O\", \"6.50%\", \"101.38%\", \"101.90%\", \"-0.91%\", \"\u2014\", \"0.19\", \"101.38%\", \"31\/08\/2026\", \"No\", \"90.094.898\", \"Argentina\", \"AR0124318731\"], [\"B. de Valores\", \"VBC2O\", \"7.75%\", \"100.62%\", \"102.98%\", \"4.68%\", \"\u2014\", \"0.20\", \"100.61%\", \"05\/09\/2026\", \"No\", \"15.000.000\", \"Argentina\", \"AR0188242348\"], [\"B. 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Comafi\", \"AFCIO\", \"6.50%\", \"101.11%\", \"101.97%\", \"3.53%\", \"\u2014\", \"0.37\", \"101.10%\", \"07\/11\/2026\", \"No\", \"38.006.268\", \"Argentina\", \"AR0736238632\"], [\"B. Patagonia\", \"BGC4O\", \"6.25%\", \"99.85%\", \"100.57%\", \"6.72%\", \"\u2014\", \"0.38\", \"99.86%\", \"13\/11\/2026\", \"No\", \"47.221.934\", \"Argentina\", \"AR0401371130\"], [\"B. Hipotecario\", \"HBCDO\", \"6.00%\", \"100.45%\", \"101.02%\", \"4.92%\", \"\u2014\", \"0.40\", \"100.45%\", \"20\/11\/2026\", \"S\u00ed\", \"34.407.562\", \"Argentina\", \"AR0151686091\"], [\"YPF Luz\", \"YFCKO\", \"5.25%\", \"101.53%\", \"102.00%\", \"1.52%\", \"\u2014\", \"0.40\", \"101.53%\", \"22\/11\/2026\", \"No\", \"49.018.232\", \"Argentina\", \"AR0015491712\"], [\"Edenor\", \"DNC3O\", \"9.75%\", \"101.37%\", \"102.25%\", \"6.46%\", \"\u2014\", \"0.41\", \"101.36%\", \"22\/11\/2026\", \"S\u00ed\", \"95.762.688\", \"Argentina\", \"AR0140482933\"], [\"B. Galicia\", \"BYCWO\", \"6.00%\", \"101.79%\", \"102.46%\", \"1.86%\", \"\u2014\", \"0.43\", \"101.78%\", \"30\/11\/2026\", \"No\", \"144.323.518\", \"Argentina\", \"AR0098652693\"], [\"B. 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ICBC\", \"ICC4O\", \"25.55%\", \"99.96%\", \"101.87%\", \"27.94%\", \"3.51%\", \"0.39\", \"99.96%\", \"28\/11\/2026\", \"No\", \"48.759.644.000\", \"Argentina\", \"AR0245082422\"], [\"Tarjeta Naranja\", \"T661O\", \"26.58%\", \"101.43%\", \"103.56%\", \"24.78%\", \"0.86%\", \"0.40\", \"101.40%\", \"30\/11\/2026\", \"No\", \"81.764.468.679\", \"Argentina\", \"AR0771688576\"], [\"Telecom Argentina\", \"TLCKO\", \"0.00%\", \"145371.48%\", \"145371.48%\", \"2.81%\", \"\u2014\", \"0.40\", \"98.90%\", \"17\/11\/2026\", \"No\", \"65.479.784\", \"Argentina\", \"AR0849737462\"], [\"Rizobacter\", \"RZAAO\", \"7.00%\", \"143738.01%\", \"144499.14%\", \"12.86%\", \"\u2014\", \"0.42\", \"97.80%\", \"28\/11\/2026\", \"No\", \"242.920\", \"Argentina\", \"AR0340557484\"], [\"Volkswagen FS\", \"VWCDO\", \"26.39%\", \"100.38%\", \"101.32%\", \"27.98%\", \"3.55%\", \"0.42\", \"100.37%\", \"11\/12\/2026\", \"No\", \"21.142.300.000\", \"Argentina\", \"AR0040916600\"], [\"Edemsa\", \"OZC7O\", \"28.38%\", \"101.92%\", \"102.38%\", \"26.31%\", \"2.15%\", \"0.44\", \"101.91%\", \"18\/12\/2026\", \"S\u00ed\", \"22.400.096.000\", \"Argentina\", \"AR0275664305\"], [\"B. Hipotecario\", \"HBCEO\", \"25.58%\", \"99.93%\", \"102.20%\", \"27.96%\", \"3.53%\", \"0.59\", \"99.93%\", \"23\/02\/2027\", \"S\u00ed\", \"25.388.592.852\", \"Argentina\", \"AR0258941928\"], [\"Mercado Pago\", \"SXC3O\", \"25.58%\", \"100.77%\", \"103.03%\", \"26.30%\", \"2.14%\", \"0.59\", \"100.75%\", \"23\/02\/2027\", \"No\", \"61.241.075.513\", \"Argentina\", \"AR0844003837\"], [\"GEMSA-CTR\", \"MRCWO\", \"0.00%\", \"122263.23%\", \"122263.23%\", \"100.99%\", \"\u2014\", \"0.59\", \"61.17%\", \"08\/03\/2027\", \"S\u00ed\", \"6.037.123\", \"Argentina\", \"AR0397934974\"], [\"GEMSA\", \"GMCJO\", \"0.25%\", \"53991.40%\", \"32487.25%\", \"276.91%\", \"\u2014\", \"0.60\", \"27.03%\", \"28\/11\/2028\", \"S\u00ed\", \"14.925.833\", \"Argentina\", \"ARGEME5600K4\"], [\"Arcor\", \"RC4CO\", \"25.49%\", \"102.63%\", \"104.74%\", \"22.68%\", \"-0.93%\", \"0.60\", \"102.57%\", \"25\/02\/2027\", \"No\", \"79.070.450.614\", \"Argentina\", \"AR0328747875\"], [\"BBVA Argentina\", \"BF41O\", \"25.46%\", \"100.17%\", \"101.58%\", \"27.53%\", \"3.17%\", \"0.61\", \"100.17%\", \"04\/03\/2027\", \"No\", \"45.457.222.222\", \"Argentina\", \"AR0275916358\"], [\"B. ICBC\", \"ICC5O\", \"25.40%\", \"100.15%\", \"101.05%\", \"27.60%\", \"3.23%\", \"0.63\", \"100.15%\", \"11\/03\/2027\", \"No\", \"68.543.835.100\", \"Argentina\", \"AR0092791067\"], [\"Toyota Financiera\", \"TY38O\", \"2.70%\", \"104.14%\", \"117.17%\", \"30.91%\", \"\u2014\", \"0.66\", \"103.66%\", \"06\/03\/2027\", \"No\", \"6.105.128.204\", \"Argentina\", \"AR0076726451\"], [\"Toyota Financiera\", \"TY36O\", \"10.00%\", \"214143.20%\", \"215731.26%\", \"-0.56%\", \"\u2014\", \"0.66\", \"107.08%\", \"26\/05\/2027\", \"No\", \"1.361.442\", \"Argentina\", \"AR0104488967\"], [\"B. Comafi\", \"AFCNO\", \"26.23%\", \"100.18%\", \"105.09%\", \"27.85%\", \"3.44%\", \"0.69\", \"100.17%\", \"17\/04\/2027\", \"No\", \"58.439.748.065\", \"Argentina\", \"AR0996626666\"], [\"Telecom Argentina\", \"TLCDO\", \"1.00%\", \"145349.28%\", \"145409.69%\", \"2.63%\", \"\u2014\", \"0.70\", \"98.88%\", \"09\/03\/2027\", \"No\", \"97.722.400\", \"Argentina\", \"ARTECO5600E0\"], [\"B. Santander\", \"BNCXO\", \"25.56%\", \"99.58%\", \"103.60%\", \"28.25%\", \"3.77%\", \"0.71\", \"99.60%\", \"28\/04\/2027\", \"No\", \"157.000.000.000\", \"Argentina\", \"AR0945841937\"], [\"GEMSA-CTR\", \"MRCTO\", \"5.00%\", \"191200.98%\", \"193199.75%\", \"11.17%\", \"\u2014\", \"0.76\", \"95.70%\", \"12\/04\/2027\", \"No\", \"31.820.983\", \"Argentina\", \"AR0624965247\"], [\"Toyota Financiera\", \"TY37O\", \"26.49%\", \"100.01%\", \"103.60%\", \"28.71%\", \"4.15%\", \"0.91\", \"100.01%\", \"06\/11\/2027\", \"No\", \"8.894.871.796\", \"Argentina\", \"AR0889128986\"], [\"Plaza Logistica\", \"PZCEO\", \"2.49%\", \"193471.45%\", \"193706.47%\", \"6.10%\", \"\u2014\", \"0.93\", \"96.80%\", \"07\/06\/2027\", \"S\u00ed\", \"5.215.101\", \"Argentina\", \"AR0500841934\"], [\"Volkswagen FS\", \"VWCFO\", \"9.00%\", \"209441.86%\", \"210208.25%\", \"4.48%\", \"\u2014\", \"1.04\", \"87.64%\", \"11\/12\/2027\", \"No\", \"3.341.676\", \"Argentina\", \"AR0280206019\"], [\"GEMSA\", \"GMCGO\", \"6.75%\", \"193901.66%\", \"39937.89%\", \"9.95%\", \"\u2014\", \"1.09\", \"97.03%\", \"28\/01\/2028\", \"S\u00ed\", \"36.621.305\", \"Argentina\", \"ARGEME5600F4\"], [\"Telecom Argentina\", \"TLCJO\", \"1.00%\", \"196524.34%\", \"196732.43%\", \"2.24%\", \"\u2014\", \"1.38\", \"98.32%\", \"17\/11\/2027\", \"No\", \"74.560.247\", \"Argentina\", \"AR0041103448\"], [\"Telecom Argentina\", \"TLCFO\", \"1.00%\", \"143081.60%\", \"143262.82%\", \"2.70%\", \"\u2014\", \"1.61\", \"97.34%\", \"10\/02\/2028\", \"No\", \"62.390.111\", \"Argentina\", \"ARTECO5600G5\"], [\"Aluar\", \"LMS6O\", \"0.00%\", \"142054.76%\", \"142054.76%\", \"1.87%\", \"\u2014\", \"1.84\", \"96.64%\", \"27\/04\/2028\", \"S\u00ed\", \"100.000.000\", \"Argentina\", \"ARALUA560047\"], [\"Rizobacter\", \"RZ8BO\", \"9.00%\", \"145018.38%\", \"89468.40%\", \"9.89%\", \"\u2014\", \"2.02\", \"98.69%\", \"03\/09\/2029\", \"S\u00ed\", \"5.071.823\", \"Argentina\", \"ARRIAR5600G7\"], [\"Plaza Logistica\", \"ZPC4O\", \"7.90%\", \"197710.72%\", \"198575.94%\", \"8.62%\", \"\u2014\", \"2.40\", \"98.92%\", \"04\/03\/2029\", \"No\", \"9.594.062\", \"Argentina\", \"AR0912205223\"], [\"AA 2000\", \"AER5O\", \"5.50%\", \"138147.91%\", \"138900.99%\", \"7.85%\", \"\u2014\", \"2.87\", \"94.01%\", \"21\/02\/2032\", \"No\", \"137.989.000\", \"Argentina\", \"ARAEAR560090\"]], \"y_label\": \"TEA Real (CER)\"}};\nconst TABS_CFG = [{\"key\": \"hardusd\", \"label\": \"Hard USD\", \"pill_label\": \"USD \u00b7 Denom. USD\", \"info\": \"\", \"y_label\": \"TEA USD\", \"y_fmt\": \".1%\", \"y_range\": [0, 0.2]}, {\"key\": \"tamar\", \"label\": \"Tamar\", \"pill_label\": \"ARS \u00b7 Margen TNA\", \"info\": \"<strong>ONs Tamar<\/strong> \u2014 Tasa flotante referenciada a <strong>TAMAR<\/strong>. Eje Y: spread sobre tasa base. La l\u00ednea punteada en 0% marca la tasa de referencia.\", \"y_label\": \"Margen TNA s\/ Tamar\", \"y_fmt\": \".2%\", \"y_range\": [-0.02, 0.3]}, {\"key\": \"dl\", \"label\": \"D\u00f3lar Linked\", \"pill_label\": \"ARS \u00b7 Denom. USD\", \"info\": \"<strong>ONs D\u00f3lar Linked<\/strong> \u2014 Pagaderos en pesos, ajustados por tipo de cambio oficial. Rendimiento real sobre la evoluci\u00f3n del TC.\", \"y_label\": \"TEA s\/ TC Oficial\", \"y_fmt\": \".2%\", \"y_range\": [-0.05, 0.08]}, {\"key\": \"uva\", \"label\": \"UVA\", \"pill_label\": \"ARS \u00b7 Tasa Real\", \"info\": \"<strong>ONs UVA<\/strong> \u2014 Ajustables por <strong>UVA\/CER<\/strong>, que sigue la inflaci\u00f3n. Rendimiento expresado como tasa real sobre CPI.\", \"y_label\": \"TEA Real (CER)\", \"y_fmt\": \".2%\", \"y_range\": [-0.02, 0.15]}];\nconst COLORES = {\"ONs Agro\": \"#5F7C53\", \"ONs Bancos\": \"#1A5995\", \"ONs Energeticas\": \"#1C1D5A\", \"ONs Otros\": \"#B7C8D2\"};\n\ndocument.getElementById('fechaHdr').textContent =\n new Date().toLocaleDateString('es-AR',{day:'2-digit',month:'short',year:'numeric'}).toUpperCase();\n\nconst instances = {};\n\n\/\/ \u2500\u2500 Sectores disponibles \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nconst SECTOR_LABELS = {\n 'ONs Agro' : 'AGRO',\n 'ONs Bancos' : 'BANCOS',\n 'ONs Energeticas' : 'ENERGETICAS',\n 'ONs Otros' : 'OTRAS',\n};\n\n\/\/ Estado de filtros por pesta\u00f1a\nconst filterState = {};\n\n\/\/ \u2500\u2500 CURVA LOGAR\u00cdTMICA (formato est\u00e1ndar de mercado): y = a*ln(x) + b \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction fitNS(xs,ys){\n \/\/ Requiere x>0 para ln(x)\n const pts = xs.map((x,i)=>[x,ys[i]]).filter(p=>p[0]>0);\n if(pts.length<3) return null;\n const n = pts.length;\n let sumLx=0,sumY=0,sumLxLx=0,sumLxY=0;\n pts.forEach(([x,y])=>{\n const lx=Math.log(x);\n sumLx+=lx; sumY+=y; sumLxLx+=lx*lx; sumLxY+=lx*y;\n });\n const denom = n*sumLxLx - sumLx*sumLx;\n if(Math.abs(denom)<1e-14) return null;\n const a = (n*sumLxY - sumLx*sumY)\/denom;\n const b = (sumY - a*sumLx)\/n;\n return {a,b};\n}\nfunction calcFit(params,xMin,xMax){\n if(!params||xMin>=xMax)return{x:[],y:[]};\n const xs=[],ys=[];\n const xStart=Math.max(xMin,1e-3);\n for(let i=0;i<300;i++){\n const t=xStart+(xMax-xStart)*i\/299;\n xs.push(t); ys.push(params.a*Math.log(t)+params.b);\n }\n return{x:xs,y:ys};\n}\n\n\/\/ \u2500\u2500 Tabs \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nconst tabsBar = document.getElementById('tabsBar');\nconst mainDiv = document.getElementById('mainPanels');\n\nTABS_CFG.forEach((cfg,idx) => {\n const pd = PANELS[cfg.key];\n const n = pd ? (pd.n_total||0) : 0;\n const btn = document.createElement('button');\n btn.className = 'tab-btn'+(idx===0?' active':'');\n btn.innerHTML = `${cfg.label} <span class=\"tab-pill\">${n}<\/span>`;\n btn.onclick = () => showTab(cfg.key, btn);\n tabsBar.appendChild(btn);\n const div = document.createElement('div');\n div.id = 'panel-'+cfg.key;\n div.className = 'panel'+(idx===0?' active':'');\n mainDiv.appendChild(div);\n});\n\n\/\/ \u2500\u2500 Build panel \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction buildPanel(cfg) {\n const key = cfg.key;\n const pd = PANELS[key];\n const td = TABLES[key];\n const panel = document.getElementById('panel-'+key);\n if(!pd||!pd.obs.x.length) {\n panel.innerHTML='<p style=\"padding:40px;color:#aaa\">Sin datos.<\/p>';\n return;\n }\n\n \/\/ Sectores disponibles\n const sectoresDisponibles = [...new Set(pd.obs.sectores)];\n\n \/\/ Vencimientos disponibles (desde tabla)\n let allVto = [];\n if(td && td.rows.length) {\n const vtoIdx = td.cols.indexOf('Vencimiento');\n if(vtoIdx >= 0) {\n allVto = td.rows\n .map(r => { const v=r[vtoIdx]; if(!v||v==='\u2014') return null; const p=v.split('\/'); return p.length===3?new Date(p[2],p[1]-1,p[0]):null; })\n .filter(Boolean)\n .map(d=>d.getTime());\n }\n }\n const vtoMin = allVto.length ? Math.min(...allVto) : Date.now();\n const vtoMax = allVto.length ? Math.max(...allVto) : Date.now()+1e10;\n const fmtDate = ts => new Date(ts).toLocaleDateString('es-AR',{day:'2-digit',month:'2-digit',year:'2-digit'});\n\n \/\/ Dur. Mod. rango disponible\n const durMin = Math.min(...pd.obs.x);\n const durMax = Math.max(...pd.obs.x);\n\n \/\/ Emisores disponibles\n const emisoresDisponibles = [...new Set(pd.obs.emisores||[])].filter(e=>e&&e!=='\u2014').sort();\n const emisorOpts = ['Todos', ...emisoresDisponibles].map(e=>`<option value=\"${e}\">${e}<\/option>`).join('');\n\n \/\/ Estado inicial filtros\n filterState[key] = {\n sectores: new Set(sectoresDisponibles),\n vtoFrom: vtoMin,\n vtoTo: vtoMax,\n durFrom: durMin,\n durTo: durMax,\n emisor: 'Todos',\n jurisdiccion: 'Todas',\n };\n\n \/\/ Leyenda\n const legendHtml = sectoresDisponibles.map(s =>\n `<div class=\"leg-item\">\n <div class=\"leg-dot\" style=\"background:${COLORES[s]||'#888'}\"><\/div>\n ${SECTOR_LABELS[s]||s.replace('ONs ','')}\n <\/div>`).join('');\n\n \/\/ Sidebar checkboxes\nconst checkHtml = sectoresDisponibles.map(s => `\n <div class=\"sb-check checked\" id=\"sbchk-${key}-${s.replace(\/ \/g,'_')}\"\n role=\"checkbox\" aria-checked=\"true\" tabindex=\"0\"\n onclick=\"toggleSector('${key}','${s}',this)\"\n onkeydown=\"if(event.key==='Enter'||event.key===' '){event.preventDefault();toggleSector('${key}','${s}',this);}\">\n <div class=\"sb-check-box\"><\/div>\n <div class=\"sb-check-dot\" style=\"background:${COLORES[s]||'#888'}\"><\/div>\n ${SECTOR_LABELS[s]||s.replace('ONs ','')}\n <\/div>`).join('');\n\n \/\/ Jurisdicciones disponibles\n let juris = ['Todas'];\n if(td && td.cols.includes('Jurisdicci\u00f3n pago')) {\n const jIdx = td.cols.indexOf('Jurisdicci\u00f3n pago');\n const js = [...new Set(td.rows.map(r=>r[jIdx]).filter(v=>v&&v!=='\u2014'))].sort();\n juris = ['Todas', ...js];\n }\n const monedaOpts = juris.map(m=>`<option value=\"${m}\">${m}<\/option>`).join('');\n\n \/\/ Tabla HTML\n let tblBodyHtml = '';\n if(td && td.rows.length) {\n tblBodyHtml = td.rows.map(r => `<tr>${\n r.map(v => `<td>${v}<\/td>`).join('')\n }<\/tr>`).join('');\n }\n const tblHtml = td && td.rows.length ? `\n <div class=\"table-wrap\" id=\"tbl-wrap-${key}\">\n <div class=\"tbl-scroll\"><table id=\"tbl-${key}\">\n <thead><tr>${td.cols.map((c,i)=>`<th data-col=\"${c}\" onclick=\"sortTable('${key}', ${i}, this)\">${c}<\/th>`).join('')}<\/tr><\/thead>\n <tbody id=\"tbl-body-${key}\">${tblBodyHtml}<\/tbody>\n <\/table><\/div>\n <\/div>` : '';\n\n panel.innerHTML = `\n <div class=\"panel-layout\">\n \n <div class=\"sidebar\">\n <div class=\"sb-section\">\n <div class=\"sb-label\">Sector<\/div>\n <div class=\"sb-check-list\">${checkHtml}<\/div>\n <\/div>\n <div class=\"sb-section\">\n <div class=\"sb-label\">Emisor<\/div>\n <select class=\"sb-select\" onchange=\"onEmisorChange('${key}',this.value)\">${emisorOpts}<\/select>\n <\/div>\n <div class=\"sb-section\">\n <div class=\"sb-label\">Vto.<\/div>\n <div class=\"vto-range-labels\">\n <span id=\"vto-from-lbl-${key}\">${fmtDate(vtoMin)}<\/span>\n <span id=\"vto-to-lbl-${key}\">${fmtDate(vtoMax)}<\/span>\n <\/div>\n <div class=\"range-track\" style=\"margin:14px 0 8px\">\n <div class=\"range-fill\" id=\"rfill-${key}\" style=\"left:0%;right:0%\"><\/div>\n <input type=\"range\" class=\"vto-slider\" id=\"vslider-from-${key}\"\n min=\"${vtoMin}\" max=\"${vtoMax}\" value=\"${vtoMin}\" step=\"86400000\"\n oninput=\"onVtoSlide('${key}','from',this.value,${vtoMin},${vtoMax})\">\n <input type=\"range\" class=\"vto-slider\" id=\"vslider-to-${key}\"\n min=\"${vtoMin}\" max=\"${vtoMax}\" value=\"${vtoMax}\" step=\"86400000\"\n oninput=\"onVtoSlide('${key}','to',this.value,${vtoMin},${vtoMax})\">\n <div class=\"range-thumb\" id=\"rthumb-from-${key}\" style=\"left:0%\"><\/div>\n <div class=\"range-thumb\" id=\"rthumb-to-${key}\" style=\"left:100%\"><\/div>\n <\/div>\n <\/div>\n <div class=\"sb-section\">\n <div class=\"sb-label\">Dur. Mod.<\/div>\n <div class=\"vto-range-labels\">\n <span id=\"dur-from-lbl-${key}\">${durMin.toFixed(2)}<\/span>\n <span id=\"dur-to-lbl-${key}\">${durMax.toFixed(2)}<\/span>\n <\/div>\n <div class=\"range-track\" style=\"margin:14px 0 8px\">\n <div class=\"range-fill\" id=\"dfill-${key}\" style=\"left:0%;right:0%\"><\/div>\n <input type=\"range\" class=\"vto-slider\" id=\"dslider-from-${key}\"\n min=\"${durMin}\" max=\"${durMax}\" value=\"${durMin}\" step=\"0.01\"\n oninput=\"onDurSlide('${key}','from',this.value,${durMin},${durMax})\">\n <input type=\"range\" class=\"vto-slider\" id=\"dslider-to-${key}\"\n min=\"${durMin}\" max=\"${durMax}\" value=\"${durMax}\" step=\"0.01\"\n oninput=\"onDurSlide('${key}','to',this.value,${durMin},${durMax})\">\n <div class=\"range-thumb\" id=\"dthumb-from-${key}\" style=\"left:0%\"><\/div>\n <div class=\"range-thumb\" id=\"dthumb-to-${key}\" style=\"left:100%\"><\/div>\n <\/div>\n <\/div>\n <div class=\"sb-section\">\n <div class=\"sb-label\">Jurisdicci\u00f3n pago<\/div>\n <select class=\"sb-select\" onchange=\"onJurisChange('${key}',this.value)\">${monedaOpts}<\/select>\n <\/div>\n <\/div>\n \n <div class=\"chart-area\">\n <div class=\"chart-card\">\n <div class=\"chart-header\">\n <div class=\"chart-title\">Curva de rendimiento de bonos<\/div>\n <\/div>\n <div class=\"sector-legend\">${legendHtml}<\/div>\n <div id=\"plot-${key}\" style=\"height:460px;width:100%;\"><\/div>\n <p style=\"margin-top:6px;font-size:9px;font-weight:400;color:#94A3B8;letter-spacing:.2px;\">\n * TEA para ONs hard d\u00f3lar, d\u00f3lar linked y UVA, Margen sobre Tamar para ONs Tamar.\n <\/p>\n <\/div>\n <\/div>\n <\/div>\n ${tblHtml}\n `;\n\n renderPlotly(key, cfg, pd);\n\n \/\/ Igualar alto del sidebar con el chart-card\n requestAnimationFrame(() => {\n const card = panel.querySelector('.chart-card');\n const sb = panel.querySelector('.sidebar');\n if(card && sb) sb.style.minHeight = card.offsetHeight + 'px';\n });\n}\n\n\/\/ \u2500\u2500 Render Plotly \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction getFiltered(key, pd, td) {\n const fs = filterState[key];\n const filtX=[], filtY=[], filtT=[], filtS=[], filtE=[], filtV=[];\n\n pd.obs.x.forEach((x,i) => {\n const sect = pd.obs.sectores[i];\n if(!fs.sectores.has(sect)) return;\n if(x<fs.durFrom || x>fs.durTo) return;\n if(fs.emisor!=='Todos' && (pd.obs.emisores||[])[i]!==fs.emisor) return;\n\n const vtoStr = (pd.obs.vencimientos||[])[i];\n if(vtoStr && vtoStr!=='\u2014') {\n const p = vtoStr.split('\/');\n if(p.length===3) {\n const d = new Date(p[2],p[1]-1,p[0]).getTime();\n if(d<fs.vtoFrom||d>fs.vtoTo) return;\n }\n }\n\n if(fs.jurisdiccion!=='Todas') {\n const jur = (pd.obs.jurisdicciones||[])[i];\n if(jur!==fs.jurisdiccion) return;\n }\n\n filtX.push(x); filtY.push(pd.obs.y[i]);\n filtT.push(pd.obs.tickers[i]); filtS.push(sect);\n filtE.push((pd.obs.emisores||[])[i]||'\u2014');\n filtV.push((pd.obs.vencimientos||[])[i]||'\u2014');\n });\n return {filtX,filtY,filtT,filtS,filtE,filtV};\n}\n\nfunction renderPlotly(key, cfg, pd) {\n const td = TABLES[key];\n const {filtX,filtY,filtT,filtS,filtE,filtV} = getFiltered(key, pd, td);\n\n \/\/ NS recalc\n let fitX=pd.fit_x, fitY=pd.fit_y;\n if(filtX.length>=3) {\n const params=fitNS(filtX,filtY);\n if(params) {\n const line=calcFit(params,Math.min(...filtX),Math.max(...filtX));\n fitX=line.x; fitY=line.y;\n }\n }\n\n const traces = [{\n x:fitX, y:fitY, mode:'lines', name:'Curva',\n line:{color:'#1C1D5A',width:2.5}, hoverinfo:'skip',\n }];\n\n const sectUnicos = [...new Set(filtS)];\n sectUnicos.forEach(sect => {\n const col = COLORES[sect]||'#888';\n const idx = filtS.map((s,i)=>s===sect?i:-1).filter(i=>i>=0);\n traces.push({\n x: idx.map(i=>filtX[i]),\n y: idx.map(i=>filtY[i]),\n mode:'markers+text',\n name: SECTOR_LABELS[sect]||sect,\n text: idx.map(i=>filtT[i]),\n textposition:'top center',\n textfont:{family:'Montserrat',size:8,color:col},\n cliponaxis:false,\n customdata: idx.map(i=>{\n const yPct=(filtY[i]*100).toFixed(2)+'%';\n const dur=filtX[i].toFixed(2);\n return [filtT[i], dur, yPct, (SECTOR_LABELS[sect]||sect), filtE[i], filtV[i]];\n }),\n hovertemplate:\n '<b>%{customdata[0]}<\/b><br>' +\n 'Sector: %{customdata[3]}<br>' +\n 'Emisor: %{customdata[4]}<br>' +\n 'Dur. Mod.: %{customdata[1]}<br>' +\n 'TIR \/ Spread: %{customdata[2]}<br>' +\n 'Vencimiento: %{customdata[5]}<extra><\/extra>',\n marker:{ color:col, size:9, line:{color:'white',width:1.5} },\n showlegend:false,\n });\n });\n\n const layout = {\n paper_bgcolor:'white', plot_bgcolor:'white',\n margin:{t:10,b:55,l:80,r:16},\n hovermode:'closest',\n xaxis:{\n title:{text:'Dur Modificada',font:{family:'Montserrat',size:11,color:'#1C1D5A'}},\n tickformat:'.2f', gridcolor:'#EEF2F8', zeroline:false,\n },\n yaxis:{\n title:{text:'TIR \/ Spread*',font:{family:'Montserrat',size:11,color:'#1C1D5A'},standoff:12},\n tickformat:cfg.y_fmt, gridcolor:'#EEF2F8',\n zeroline:true, zerolinecolor:'#CBD5E1', zerolinewidth:1,\n },\n font:{family:'Montserrat,Arial,sans-serif',color:'#1E293B'},\n };\n\nconst config = {\n displayModeBar:false,\n scrollZoom:true, responsive:true,\n };\n\n if(instances[key]) Plotly.newPlot('plot-'+key, traces, layout, config);\n else { Plotly.newPlot('plot-'+key, traces, layout, config); instances[key]=true; }\n\n updateTable(key, pd, td);\n}\n\nfunction updateTable(key, pd, td) {\n if(!td||!td.rows.length) return;\n const fs = filterState[key];\n const vtoIdx = td.cols.indexOf('Vencimiento');\n const jurisIdx = td.cols.indexOf('Jurisdicci\u00f3n pago');\n const durIdx = td.cols.indexOf('Dur. Mod.');\n const emisorIdx = td.cols.indexOf('Emisor');\n const sectMap = {};\n pd.obs.tickers.forEach((t,i)=>sectMap[t]=pd.obs.sectores[i]);\n\n \/\/ Filtrar filas (mismo criterio que el gr\u00e1fico)\n const filtRows = td.rows.filter((r,i) => {\n const ticker = r[td.cols.indexOf('Ticker')]||r[1];\n const sect = sectMap[ticker];\n if(sect && !fs.sectores.has(sect)) return false;\n if(durIdx>=0) {\n const d=parseFloat(r[durIdx]);\n const EPS=0.006; \/\/ tolerancia por diferencia de redondeo (4 vs 2 decimales)\n if(!isNaN(d) && (d<fs.durFrom-EPS || d>fs.durTo+EPS)) return false;\n }\n if(fs.emisor!=='Todos' && emisorIdx>=0 && r[emisorIdx]!==fs.emisor) return false;\n if(vtoIdx>=0) {\n const v=r[vtoIdx]; if(v&&v!=='\u2014') {\n const p=v.split('\/');\n if(p.length===3) {\n const d=new Date(p[2],p[1]-1,p[0]).getTime();\n if(d<fs.vtoFrom||d>fs.vtoTo) return false;\n }\n }\n }\n if(fs.jurisdiccion!=='Todas'&&jurisIdx>=0&&r[jurisIdx]!==fs.jurisdiccion) return false;\n return true;\n });\n\n const body = document.getElementById('tbl-body-'+key);\n if(body) body.innerHTML = filtRows.map(r=>`<tr>${\n r.map((v,i)=>`<td data-col=\"${td.cols[i]}\">${v}<\/td>`).join('')\n }<\/tr>`).join('');\n}\n\n\/\/ \u2500\u2500 Filtro sector \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction toggleSector(key, sect, el) {\n const fs = filterState[key];\n const checked = el.classList.contains('checked');\n if(checked && fs.sectores.size<=1) return; \/\/ m\u00ednimo 1 activo\n if(checked) { fs.sectores.delete(sect); el.classList.remove('checked'); el.setAttribute('aria-checked','false'); }\n else { fs.sectores.add(sect); el.classList.add('checked'); el.setAttribute('aria-checked','true'); }\n const cfg = TABS_CFG.find(c=>c.key===key);\n renderPlotly(key, cfg, PANELS[key]);\n}\n\n\/\/ \u2500\u2500 Filtro vencimiento \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction onVtoSlide(key, which, val, min, max) {\n const fs = filterState[key];\n val = parseInt(val);\n if(which==='from') {\n if(val>=fs.vtoTo) return;\n fs.vtoFrom=val;\n } else {\n if(val<=fs.vtoFrom) return;\n fs.vtoTo=val;\n }\n const pctFrom = (fs.vtoFrom-min)\/(max-min)*100;\n const pctTo = (fs.vtoTo-min)\/(max-min)*100;\n const fmtDate = ts => new Date(ts).toLocaleDateString('es-AR',{day:'2-digit',month:'2-digit',year:'2-digit'});\n document.getElementById(`vto-from-lbl-${key}`).textContent = fmtDate(fs.vtoFrom);\n document.getElementById(`vto-to-lbl-${key}`).textContent = fmtDate(fs.vtoTo);\n document.getElementById(`rfill-${key}`).style.left = pctFrom+'%';\n document.getElementById(`rfill-${key}`).style.right = (100-pctTo)+'%';\n document.getElementById(`rthumb-from-${key}`).style.left = pctFrom+'%';\n document.getElementById(`rthumb-to-${key}`).style.left = pctTo+'%';\n const cfg = TABS_CFG.find(c=>c.key===key);\n renderPlotly(key, cfg, PANELS[key]);\n}\n\n\/\/ \u2500\u2500 Filtro Dur. Mod. \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction onDurSlide(key, which, val, min, max) {\n const fs = filterState[key];\n val = parseFloat(val);\n if(which==='from') {\n if(val>=fs.durTo) return;\n fs.durFrom=val;\n } else {\n if(val<=fs.durFrom) return;\n fs.durTo=val;\n }\n const pctFrom = (fs.durFrom-min)\/(max-min)*100;\n const pctTo = (fs.durTo-min)\/(max-min)*100;\n document.getElementById(`dur-from-lbl-${key}`).textContent = fs.durFrom.toFixed(2);\n document.getElementById(`dur-to-lbl-${key}`).textContent = fs.durTo.toFixed(2);\n document.getElementById(`dfill-${key}`).style.left = pctFrom+'%';\n document.getElementById(`dfill-${key}`).style.right = (100-pctTo)+'%';\n document.getElementById(`dthumb-from-${key}`).style.left = pctFrom+'%';\n document.getElementById(`dthumb-to-${key}`).style.left = pctTo+'%';\n const cfg = TABS_CFG.find(c=>c.key===key);\n renderPlotly(key, cfg, PANELS[key]);\n}\n\n\/\/ \u2500\u2500 Filtro Emisor \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction onEmisorChange(key, val) {\n filterState[key].emisor = val;\n const cfg = TABS_CFG.find(c=>c.key===key);\n renderPlotly(key, cfg, PANELS[key]);\n}\n\n\/\/ \u2500\u2500 Filtro moneda \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction onJurisChange(key, val) {\n filterState[key].jurisdiccion = val;\n const cfg = TABS_CFG.find(c=>c.key===key);\n renderPlotly(key, cfg, PANELS[key]);\n}\n\n\/\/ \u2500\u2500 Show tab \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction showTab(key, btn) {\n document.querySelectorAll('.panel').forEach(p=>p.classList.remove('active'));\n document.querySelectorAll('.tab-btn').forEach(b=>b.classList.remove('active'));\n document.getElementById('panel-'+key).classList.add('active');\n btn.classList.add('active');\n if(!instances[key]) { const cfg=TABS_CFG.find(c=>c.key===key); buildPanel(cfg); }\n else setTimeout(()=>Plotly.Plots.resize(document.getElementById('plot-'+key)),30);\n}\n\nbuildPanel(TABS_CFG[0]);\n\/\/ \u2500\u2500 Ordenamiento de tabla \u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\u2500\nfunction sortTable(key, colIdx, th) {\n const tbody = document.getElementById('tbl-body-'+key);\n if(!tbody) return;\n const rows = Array.from(tbody.querySelectorAll('tr'));\n const header = th.closest('thead').querySelectorAll('th');\n\n \/\/ Detectar direcci\u00f3n\n const asc = !th.classList.contains('sort-asc');\n header.forEach(h => h.classList.remove('sort-asc','sort-desc'));\n th.classList.add(asc ? 'sort-asc' : 'sort-desc');\n\n rows.sort((a,b) => {\n const va = a.cells[colIdx]?.textContent.trim() || '';\n const vb = b.cells[colIdx]?.textContent.trim() || '';\n \/\/ Detectar fecha DD\/MM\/YYYY y convertir a timestamp para comparar\n const dateRe = \/^(\\d{2})\\\/(\\d{2})\\\/(\\d{2,4})$\/;\n const da = va.match(dateRe), db = vb.match(dateRe);\n if(da && db) {\n const ta = new Date(da[3],da[2]-1,da[1]).getTime();\n const tb = new Date(db[3],db[2]-1,db[1]).getTime();\n return asc ? ta-tb : tb-ta;\n }\n \/\/ Intentar comparar como n\u00famero (saca %, $, letras)\n const na = parseFloat(va.replace(\/[^0-9.,-]\/g,'').replace(',','.'));\n const nb = parseFloat(vb.replace(\/[^0-9.,-]\/g,'').replace(',','.'));\n if(!isNaN(na) && !isNaN(nb)) return asc ? na-nb : nb-na;\n \/\/ Si no es n\u00famero, comparar como texto\n return asc ? va.localeCompare(vb,'es') : vb.localeCompare(va,'es');});\n rows.forEach(r => tbody.appendChild(r));\n}\n<\/script>\n<\/body>\n<\/html>\n","protected":false},"excerpt":{"rendered":"<p>Curvas de Rendimiento ONs \u2014 Petrini Valores Bonos Corporativos Petrini Valores \u00b7 Modelo: Nelson & Siegel \u00b7 Generado con Python<\/p>","protected":false},"author":5,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-28662","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/pages\/28662","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/users\/5"}],"replies":[{"embeddable":true,"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/comments?post=28662"}],"version-history":[{"count":4,"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/pages\/28662\/revisions"}],"predecessor-version":[{"id":28666,"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/pages\/28662\/revisions\/28666"}],"wp:attachment":[{"href":"https:\/\/www.petrini.com.ar\/en\/wp-json\/wp\/v2\/media?parent=28662"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}