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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:gd="http://schemas.google.com/g/2005" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" gd:etag="W/&quot;AkEBRHo7eCp7ImA9WhRRFEQ.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127</id><updated>2011-11-28T13:44:15.400-03:00</updated><category term="puratos" /><category term="chantypak" /><category term="ambiante" /><category term="cremas vegetales" /><title>Las Recetas de La Casa de la Repostera</title><subtitle type="html">"La Casa de la Repostera te ofrece todo lo necesario en materia prima, decoración y utensillos para desarrollar sus recetas. 
Aquí te brindamos un listado de recetas clásicas y originales para disfrutar."</subtitle><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://lacasadelarepostera.blogspot.com/" /><link rel="next" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default?start-index=26&amp;max-results=25&amp;redirect=false&amp;v=2" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>90</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/LasRecetasDeLaCasaDeLaRepostera" /><feedburner:info uri="lasrecetasdelacasadelarepostera" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><entry gd:etag="W/&quot;AkEBRHo9fSp7ImA9WhRRFEQ.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-4996665718126635171</id><published>2011-11-28T13:44:00.000-03:00</published><updated>2011-11-28T13:44:15.465-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-28T13:44:15.465-03:00</app:edited><title>Panettone</title><content type="html">&lt;!--[if !mso]&gt; &lt;style&gt;
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4So68x0fUGeCT/LgI3UmUzSoCGNZkqcFqrcl+s9RK2eK3XOnHyL5YpHx70QYf7zMvvP4fd+XWr5dX+oPQP2jAZ51hdi1/HCqMFDo8VLs8ru20a3273eOlNge16aGwVmSk80XSp0WS11WSy2W0LbLJXZzJVYCostFsts1qodRfWu4maP1Xrn5Ur7+RJLLlKPm6Izn2mxVf5IivLC+9yod/qowuYjXKBBp49h1Dcf+H70Y7DmR4HffOj15w8S9O+QgH4LxXGzhWE9oVrdQdens8xHYQ/w4Tdann0xnercF6I/GGEyg/BgJ5mxk/UESJOZTCthlh0faUNPNB4BapAibuLDvhqF3GUka7FSNPkIXWbinQnwN1T4XVa2NjNXZzrfkJdnOF9iuVBiycs0nMk1FeaZchA63AxdboYOG6k1k2+wUmG1XG45h7KeR7nMFrrx85yZmbacHIdZlMdsied85dOVBp+l2hcLNc9WmnzWW/032gLkXeGv+yD7ZOguCbrXFy/tBW60R7/uT31LK72klJ4MFxwP5Z8M52/jUtdawWutsUtNEattURvtgLnaAGlX9HpbxHJTqLQbpMDARJ0gSQ9srz99bzBjfzBbNYk6HC2YawGOF75cbIcejhUcDOecTBRe0IovGaVn1CIVpUA1UaiazD+bKjydKjwezz2dKjynF6soBaqpwgtmsYqWfzCZeUjJOqTkKqcKvh+v75pVcUyvOGGUXzlllJ0xSs/pxef/t/36frlO6agzVskZq0TNLFUzi88YqFNGoZqer6bnHlOQR+Opx+PJR+OJR2Ow41GQcjRWORKjHAEcjUQphyKPBiOVAxHK/rBDcoiyL+yQFPqaEPzePvEfXuODDjABrzEBe73+V/axAfv4oD1c4DbW//8hXqsdwaudwWudIWtdIetdoRvdoRvdYRs9YaKecNG7OVzUE7bRHXb1I1F3qPh/ESbuDhN/l6rvghXxnrgnQtwbJcFESzGxMixIjgPLcRAFHibHQeU4qAwLuaqSFBsjxcZIsQAJLkqCi5LgAFJ8tBQXI8XFSnFAKQ4sw0HkOIgcC5HjwHIcSI4DynCxclyMghCtwEfLsFEKYuwWCSzDgRR48BYJoiDESnGRckKkDB8qwQbL8GEyfIQEEyHFRCowUYquMEVnmOJVqKwlcLM1aKs5UNHgKyl/ul7yaLnQdSnPaS7LhpNsMgHSGAbcHQc+nIJqU6Ha5NCb+ICvJ2K1aGD9ofD7AyH3BkLvDYbfY8NNV4vceEgrfrb1MtpN0fh8r8NH0fJI0uS+0eCyXu8maX0i6/CWtnsrugJ2sWG7vWG73aHSBm9OptUIVHsEpNEXcRPr/9VQ2L2ZNDsp+vl66ZPZXOeJBMO+mDuD4LucDANBjiEjTXM88c5w3B16lvF8lbuwwo2PthNW2hOht9tDvp5FeUpqwujJHj2+xj3eZv0hTqNRHsPhbgR/28lYL5yfRdK932bo/CH57q9iPv85Uuu3gxGGtHjrHr8bfeF3eUhzKlxnFHaXnam/gLYS1bnImjwUzZ6bLV7brx5vtnmt1zoIUSb8HL3pdO3ZDIO1fJvNMq+NfDeC361W9y9RJn+udb1V76kR+dUHL//yk0T9G1F3vrb82X/Y/eKnYV//rcbDeDrDb77wOTPVcgyigQv7pjfoZpnTR11+um0vDeq8tGnJzwQ5j6YzbIW59jOZVtPppjOZFjMZ5lPQh4OR31Kg92YzjGazjJjw+8yku7T46/TE6zP5OvNoU2aWJjX9wVTqvZl8Y2GhKT1Fg5GswUnTZqVozuQYzuWbcDO1uZla80VGa+VW8ygbTqYNJ9N+OstxOsdZkO8qKHSfznfho1znyjwXKr1EjS92MWGv8ZGyTn/JK9/NnpDN3hB5d8gWNnILH7OJjd0jwl73wQ/JaceDGa9JqfvEFEkHeK4meLY6QFgTsNQUutwUOl32glf+QlDpzSt/OVPlu9QYsv4qar4+eK4uaLEhdLkxXNYNVfTGs0peYuMsx7M95uvC1ltjdnBJh+TUXWLSDh5+OIA4Gco+Gso8Gc9VUwpPJ/LPpgrVVJRqouCUUnROL1FRC5SUHCU194iaf0QtPJpCfRevUhWj/L1TRvkps+KUWX7GLFcz0WeM0jNG6Rmj5JReckovvqKiok6oqBMqSkVDqWjFKtrV85JTeomahVaz0GpWhZpVds5Cn7NKLpkll8ziU2quipKpoiBOJlOPJ5KPxuOV41DlGORoJFY5FK0cjj4aBCj7o5TkiENyqJIUcUgKPSCGvPeaFPSaFLTfF7RPCjokhijxIYf44NfYwHdwQa8JwfuEoJ3vrr128YG7hKBdQtAu8Yd3Xutd4RvdYRvdEaKecFFPpLg3QtwbKcFESjBREkyUuPdK5HeixD0Rku4ISU/4/+J7tZJ0R0h7IqU9kZLvvivBAKS4GBkOKMdBFHiIAg/ZJEDlOKgcB5bjwDIsSIYDynCxUixAggNI8VeiZYQYGT5WhgfJ8GAZHirHwxR4mAIfp8DDFHjoJgG2SYApCNBNImSLBNkkgrZJsG1S/NXzLSJMQQBKcZFSXLgEGyrDh22SIjdJADk+SoGLkfVESNoD5B1B8rYASaOPvNlX0ei92eAtLn8kzLblp5kJUs0WMm2Wc+znkJb8FFMhwpKbbDgF1eoPu0EI+oYC0mLGGY5Ha05Ea40BNIcj73OSTVeLXBfyHBaLnNbK3eUNz2QNTzbq3cVNHpIWr40mL3Hr881u/62eoK2e4JN+4Jtx+OU4/BgDmC9ynojT7Y+60/L4z2jrD3pffLmW66HuiNlpCFoq9mJnWFGSdCcSHrLSdThIHUbqQxpCYzJZk4Iw5BU7zVU+4pW60HOtugF3OsPujibY9Mdadfjo17g8LLG8mWfwVZ7BV82ueqQAu+lkP2b802qH6zkGHyI0fxPx8bXE2z8ZizGayXAeA+uxU00XCx0WCm3XK5wVTZ5XzdpqfbTd9ljR7CltcJU1OotqbOeLjGaz9fjp2gKE7my6kTDdnJtg2vn4y1q7j6tsP6t2ulFo8SVS/+9x9/8a9PkfnH/7K6Mf/cjs2jWbH10L+fiDeo8HjER7apwxPujbVy8/rXv0ecLD/wLd+XWq0VfA+x91h7quVwLnC59xEPbUJBNaop4w03w5z1qQZjidpDuHNFnIMhOk6dPi7lLjb9MTbrLS7iwUG8yhjJhIDXq6BiPt4UyuIT9LnxJ/j5bwYBqhx0nTEWQazOYYTSN1uQjtmVyDhUJTfo4ZPcWMkWbDzXTg5zjxsh15uQ6zRS6L5Z4LaLfZYsflKvftLn8lIXy720/U/FjU/ETc+ny96el6y3NJh5+sM1jRFSFuC91oDlV0xu5iYTsYmKwTuNQQwkM/55Q82WgN38SA2KVPCAlm/Sk27OLH89V+Kw2Bso6otaYgQdmzhWrftYag1frA9cbgtbqg+UrvubKX7AIvdsFjRQdwuws8U+bDKXy60RJ1TE5XDWWdjORcUIouqSj1VJGaUqSeKr6glZ5RUMeUgmNq/jGt4JhWeEwrOqaijqaKjqaKj6mlZ8yKf6JmVahZFWpGuZqJfp+wqzyd0ktUtOIT6rtsqWjF75+f0tBnzPIzZvnVbzhnVlywy96wyt6wys4ZRWe0/DNazik144SSfjyRcjQOV44lKEdhR8OgoyHg8WDs0UD0UX+Ukhx51BepJIUfEsMOSaGHpNADUuhBX8hBX9BrcvDrvuCjvtCTvvBjUpiSEHKIDz7AB78mBB8QQ14Tg/eJQXvEoP2r0yUxeI8Y/JoU8oN4iboBop5IcQ9A3Bt1dR0uxcRIsTHvZmyMBBMt6Y1+d1PeGyPBRInfNe5fRf1DT5SkN0qCAYgxADEGIMFGvzv94YAyPEROgCiIUAURKsNDZHiwDA+W4YBSXKwUFyvBASQ4gIwQLSVGSwkxUkKMjACUE8ByAlSOj7uiwMdvERK2iPFbxIRtUsL21UxO2CYnbJMStogJO8SELXz8FgG6RQBtk2I38RFSTKgcF64gAGR4gAQLEPdGi7vCxe3+4lc+yw2PZ8ucFyvc1qo95fXPJJWei/l2C9nWi9nWy7m2S9m2s+kWvCRjfqoxI157DHhvKOoWOeT6KODeFFBrIkaDCtZhxhlwEk3msuzmc+14CFN+lvlisf1mw1NZw6ONeg9J6xN5xwtZ+0tZu4+iK2CzO0jc5it75a8kRp8PQJXdEavlnvwMGzrcsMf303KbD7A+X0qKH132xMorX/AybNgIM36OxUyuuTDPVJhvNJ2pJ8gzZWeaUtJMWfnOC9U+sxXew8k2gwk2o3DHVj+dHItPEXp/rXC4Rwp2HAp3w/vZjEa6cRO9J2PdqGA3Osyt11ur0v5jlPkfmzy/WMjx2Kz230A/llY+FpW7LRc7yOo8N5u8NqqdVivs1irtNqodl8qs51Fmomo7ea2jCG0lKrFeLbBYzDadSTGcTtBnwYwxL76tc/i41fNWvevNHKOPyx3u5Jp+4/W7nxpfu2Z87ZrFtWuW1655/uIaQut/er3vDkdpDkbexwXdqvf6Nkn7fyJv/A6m8+3Tj3+Xaas3Bvcjx9r3R5uNQsymEoxnMyznMsxn04wXkeYLCAtBkhEPbjCdrM9J1mIk3qXCb7ERD+mpDyiJdxmpWqxUbU6aHiNJiwJ9wE7Snc+xFGaZzWaazmaaCDOMhdkmgiwjLkKPkarPSDVjpllxM204mTaMdPPpbOuVcndp/VNx7SNBgQ0312webStp9JK1PF6tdVmqclypcZ6vsBeUWPOKrYVlTuv1zyStfmuNfmv1/qKmoI2WEFFr2GpjkKDs6UzF80MS7Gw4hZbn1hbxgBBnMlvxYrs7Zqc7eq8neutV+GrNS0mjv6zRf77UU4jyWK98Lmv0F1V7s7IcaRmOsrbInU4gD/VkLM2Bi3oqbove7IXtEZNPhrMup4ouqcVqSvE5FX3BKDujlpxSi07ohSf0ohMa6ph65SpeJe+Cxag4Z1aeMyvVzMpzZuU5s0LNKFczyq7mM3rZGR19RUUtUVFLVNTSq8UpDX1KKz2llZ7Ry06v9m70yjNmhZpVec6qvGRVXrKuLuOKzxlFanquairreBJ5NJGmHE8+GoMfj8Yfj8SdDMOOhyDHg6CjAeAxOeaoH3DUF3XUF6EkRyj7w5X94Yf94YcDYYf9oScDEaoBwPFV4AihB4TQA0LoITHsgPTOa1LYQV/4677wA3LEYX/ED+Il7okR91xdh8dIMcD390pX638i6Y296tf3id/rBbwnwUSLvyPBxkiwsRJsrAQLlOJA78ulIELflQsPkuHfxUuKB0hwACkhRkqMlhFjpMRYOQEkJ0DkeNh38UpQ4BM28YlbhMRtInyHlLTTl7RDTtruS9olp2wT4Zv4hF0ifBsfv4mFbuPBe33gLUKUHBuxTYzeIsaIe6KWX0UIG4OEjf6LzT5LjS9mqr24JY7CCrf5MtdltOt8gf1ykcNqkeNqgcN8lhU/xWQabsRLMuGlGLOTdamJmlMwjYHw68TALwdDb45G3aWCtFhx+rMIK2mZ11qx83S6MS1Ji59tLG/wkDc+2mjw2mh+Km57Lmv3kXX4K7oCFJ2By3XP+MXOQrTbItp9odhVmO/ITbPgpJkyEvXHY++zEvRX8x02il3ZKUY0uP5snvVGpetameNioQU/U48Gf8jPNuNkWQ/CjEhQ05FU5+Fkj8EEr6GEx9goh9qneoW2N6rcNHkZYeeEcikaRgy0HAM4UcHuxEDj7hcavd4abY9vYP3vjQMNJyFG02k2AqStMMd+JstyDHp/KklzCW27VGojLDSbR1kso62W0dbCQrOZfGMR2kZaZreUa7JeZK2ocJGVOq9kWc+kmM6mWVNiDYj+D7pf3Ktx+irb6MM8078n3v+d239fM/+PazY/uebw02tP/vta9Ge/Qlt8ive9RwHqzWc4UiCm9V630gw/Ad3/e5zeHc+//h6geQvtZVbtpdUfbTsOtR2K1uPATWfTzYVpJkXZZkkAACAASURBVLNJJmyIHgOoSwfp0sG6zHhtbooOJ02Lk641jdSlJj6gQO9NQO9OxWsw4LosuB432WAu02Ih22op13Y+y2oGYcJHGHFS9GkJWjS4DjvdhIM0F+RaT2dbMhDGM/nW61Xu4hoPca3HYqndaoXjRrWzuM5VXO+6gLYWFlsKUWbsHP0phOZUuiYry3C22Hal2nO15ulS9dPlymdL1S8E6EfsAlceylPRGfmGnnNIglEy7AeTzPilT6RtoafkhIuRlPP++MPuCEnt843Kx/OFTlyExUy2rTDPdr7AYQ3tuVTqOY9+ImsJ3+2MWW8I4pc84xY/ni33ma8NWn8VI8ckHI/kvqGjz6noE0rx0STqnFV5wa48oaNU9BIVveSYijqmFh9Ti78fr3PGVbPeqzhnVpwzrhJWfkYve++UilZRS987paFPaeircqlo5Spa+Sm98pReccaoVjOrLljVF6yqc1almll+ziw9pReppvKOKdnKCaRyPO1oIvV0POV0PFk1lqQaTVSNJKiG406GwKohsGogVjUYczIYczIEOBkCHA9FnQxHnQxFqYajT4diTwailX2Rh8TwQ2L4ATH8gBRx2Bdx2BdxSI44IEce9kce9kcpB6KUA1E/iJcEA7oixgDfryUYkLgX+K9EvbHi3pirN60kGIAUGy3FRn93URUjwcRKsLGinmhRD0DUG73eCxBhYyS4WAkOJMVDpHionAiVk6AKElROhEgJECkBLCOAZASQjACUEoBSPFCKB0oJsVJ8tIwYKyfFykkgOQms6IMq+uI2iQmbxMQtUtJWX8p2X8oWMXmblLJDStkmpmyTkrdJSVuklO2+1N2+tP1+xGE/Yp+UvEuI3yfBDgfidomxCmzUJj5aho1Z74yW4eIV+OSFFgC3KoBe/Hwky2ksy34y24FX5M7NcRyP1+dl2ayUuAmzrfkI87kMy1mEGTNelwLRmITeG4fenoq7Nwa6Mxp7exL0gB6nzYHrM+P1ZhCWklJ3SbnbXJ4lK02Lm6ErqXOSNrjPVzgu1HisND4Rv3qp6AqUtPqKmn3mK724hY7MbBtWljUv146XZcNKNmalGM9kWi7mWC1kmU8n61LjHlDiHtCTtXnZprN5ZsI80/k8c3aqLh2uzc+wZqTb4gCGrQG6neFWuNhH9ExQf1xQR6gnJsKzwl2v1lNvEvaMnuxd53Y37eHvWjxv1rt+1eL1LSFAkxyqQwzWGIjQZCWZzWbaLRe4zObYrqCclgrt6MnayyW2+23PpDUu0hrn3ZZHu62PFPWuyyVWi0UWqwWWq3lWyzlWG4X2oiKHrXLP7XKvncqn2xUv5pFOc0gXKsQC43u/3v2rEuu/ZRr8PkXvwwTtvyRq/rXA4kaF/e02T43xKMuRMJ3+oLsLGc4zSI86zzsI4y+yrTQi7nxh+d//6faX3/p+9jvA9d+2vTAYgzhMgE15KdbzSOu5dLMZuDELqEcFaE8BdCajtSkgLXqCNidNj5umw07SokDvjsfeHo6+QYE84KQYCNJNZxDmC9m2c5lW81lW/DRTGkyLkaBDT9CehDygJWox03QZaTospB47Q5+TZcjK0ONmGwoLzRdLbVbK7DYqHaV1rrJ6N1G141KpjbDIfLbQmJujTU27R0docnMMpnOMZgqtFtHOwhKnmSKn+TIvYYkHv9BtqerFIQ54MpAwX/F0MNGEU+ix0RS03xN90R//dijxFBezUuLaD7jV4//pSOzd6TTjpXy7jRLn9RJnRc3T3dYARVvQThdgryfmkADd6oqdq/KeLnm+1Bgq7gKtd4J3+xGHo3nHk6iTqdJjKlrNrlYxyg8pKCW1+IRResaqOGGUH9FLTxjoU2b5Baf6glN9wa46Z1WeM6svWDWX7JpLds0Fq/KcVXnOqlAzK9TMcjWz/IxRfsYoP6WXndBKVTT0O3S0io4+paNPGeVqZvUZq/acVXvOqrtgN15y6t9wG95wG95w699w6i451WpWmZpRoqIXHVPzTqZyjqcyVRNI1US6aiL1dDxVNZZ8OgpXjSacDiecDEFVw+DTYfDJCPBkBHgyEqMcBiiHAEcDgKMBwFE/4LAv6rAvStkXeUCOPOiLUpKjlP3RygGAciBGOQhQDsYqB6OVg7E/jBcWfEV8BQO6IsIARRigCAN6pxco6gVu9MaK3m2+/tEsGS5WdnXiwwKlONBGT/RGT/RGb/RaD0CEi5XiwVI8VE6MkxPjN/uuxMlIECkBLMGDZESwjAiSEUEyIlBGBMqIICkBKCXEykkgRR94kwzdJEM3yXGb5IQtEnyLlLTdl7JDTruy3Ze6Q0rdIaZuE1O2SSm75PTtvrTdvvSDwYwDMnKPmLxHTHjdF3c4ELffB9nCx27iYhU4qAIH3yIiFpuhOLhnRaBJtte9bI+b1QHaTaF6I6nOzGyPQYgxA2nLz3Wkp5jQkgxYyQZMuB4FpjEBuz8Vf5+e/ICdrk1P0qQlatHjtblJBvw04ymIxiT4oQBptlxot4yyWURZrJZZy5tcRPUuwjL7hVqPjbYXknYfRUfgRpP3cu3TuQqPmWI3bp6DoNBxodhVWOA4m2M9k221kG+3Umi7kG3KStKYhN6mJz2kpWrQ07SYqVqCTIOFXPOFXMulfAcB0nEw1rQr2Agf4zyWEkRBwASo/F5AWKmHQ6mbOUzzkySdj3PNPs82+nOy5geZBr8hhWp2PP+mP0yTFmfOhFtOgg0mITrsFOOZTEthlhU9SVeQbbZSYrdaarPb/EjV46uodZPWOJ9h/dQ4/51mz5USy/lcE36qITtBlwHRGgq73vH4Q8yLj8ai7ggRlmt5zqx4E16K9XSyNR1mNhytRwrR6AvTHoWaDYJNBoGW3LQn7ERPFsyFA7Pr8vq81fVvdLDxTLp78+MHCKPP0k1vvfjkt8Y/u6b3H9dMf3zN9YNr+RZfjEEchNmeC1lO3EQjboLefKoZP8FkMuLhYNAdUsANUuA3A+HXqXEP6An3KOBbE8CbE8BbQ5Ffj8XeZifpziDNhBkWC9nWQqTlLNKck6Q/FnuXAnlIhWlMgO9OJdynpz5kIjU4mVpMpBYnU5eepsFI0xDkGS2iLOYLzPjZBrN5xgtF5vOFFgtFVvOFFrMFRvNFRnNFRvMo0wWUOTfLgJaqzUIaTueY8/Os+fl2i6UeG9UvRXW+ojqf9eoX3FzHKaSNEP1koeLZRp3PVmvgYVeosjNoqchhCHCjP/yrWaSJpNRZinbZrvbarvbaqXu63eQjavBZa/STtAarR1LPR5EbbeGCSt+NjthtUrIEm7jZh5CRELsjeaeMCjW7+oxdc8KsPGZWHDPLjxhlKlbFCaP8mIFWMctVzPJzdtUlt/qSW3PJrXnDqbtywaq5YFefs6vO2ZXn7Mp3t2CsCjWr4pRRdkIvvWqWio5WMcpUjDIVHX3KrDjn1Ku59ZecpktO0xtu8xtu89vplrfTLW95LW95zW+mGy65NRfsyjNm2Smj5JSBOqHln0xmqSYzVJNI1QTiZDxNNZaiGktWjcBPhuNPhuNUo3GqMejJGORoFHQ4HPt6KPpgIOZwIFbZH6sciFUOAJUDQOUgUDkAPBoEHg+ClENA5SDoaBikHAYrh0HKYfA/xQtyRYqFSDAQMQZ8RYIBSzBgce87ol6QqBck7gVJekHS3lgp5h0ZFijDAqU4oBQPkmBBEhxY1HtVPeA6FijGgyUEqIQQJyMmyohwRR9cQU5UkBNkpDgpCSohgKVEyDskiJQEkRLBEgJIQgDLSVAFGbZJhm2R4zf7Ejf74Ft9SVuk5O2+tB0yYoeM2CUjtvvSdvpSt/tSt0mp232pu/1pW33JCkLSJj5pC5uowMC2sNBdPHSPAN7BAzdxoC08bJuQJO1Nnq0FvgI6gU2/8b75kfetj2Hm96oCHDqjPdiFkdJWuADlzy96xs5y5uc4zeQ7sBCmrHRjQY4lP9eMn2fMzzHgZOjRkjXpcB1qvNYkRGMSokEI+qrH95OpOK2FPOv1MgdFnbuiyV1S57hQbjVTardQ46noCpC1+0lb/eSvAsTNPuJmn8UKz+l8h/li12W0+1Kp6yraZa3Mdb3MZa3EbjHfjJOmRU+6z0HqsDN0WEhtNkJbkGkwgzQUZpjPImwoEPO2p/er3B52hTj3Rr6offmi5nnAQHzKYEIcRPOOy29+Eq/917onGp3+WoMxxlMJ5hNQfVzQt+TwOyOxGgy4MTPJkIc0nc0x52caM5K0R8G32el6i0VWKyXWa2jbxSILDlJbmG+81/rosOPZVqPbMspSmGXCSdAbDP62zeOPxaY/QWhcS757rdD4x61eH3Y++6je5fcdzz4ei3koSLcWZtgv5DjLyp+tlbhPZ1rxM+1nM9xm09w4MFvcsxs5mj+rsvg1HWQ0GmlYZvcZ7O5vfT/+T8ufXTP6j2u61645/PJa4Ec/KrX7fCredhX1WJhhS4m9T4m5N52oz4Bo9Qd+g33xafvjv7x6/CHW9+OR6G9HY78ZB34zCfpmCnprLOabSfAtbqrOTKbJbJYpD2EkQJrM51pxUg2GY26MRN+YBN2ZhNyhJz9kZ2izs7TYmVoTSXfGE26PJ9ymJN2jp2nOZBsxUjSZqVqcNB1+hsFMtslsjtlsjqkw13i52EyYZzCdqT1XYLpYZMnLNmYhDGZyLOfybfk5NkslbooG343KZ7wcR162o7DQfQH9WFjiJSz2WCl/LKl5pqh9tlX7RFzqspRrtZpvLS1xlJY6S0udNys8ZGVu4lLXtXJPIfoRB+UmKHvymhT3lpqjHEqW9kIU+MSD4ayjsbxjCmpzIHNrKPuIWnrCrFJz61XsmmNm1Qm79phVecKuOmVVnXFqzjg1J4wKNbvmnFN7zqm94Na+4dRfsusu2XUXrNoLTvU5u/qCU3XOrlKzrvpVqWZVnjLKTxllKvo7V/dcZ8zyU2aFmlOvZjdccJovOM2X3JbL6ZY3061vplvf8Nve8tve8JovefUX3Fo1u+qUWX7KLFPRUSdTeadTuSpKtmoy62QiQzWOUI0jVWOpJ6PJqlH46ViSagJ+MpFwNB53NAY7GIEoR2BHI7DjYdjxCOz4/WIYdjwMOx6CKoehRyOw46vPjMCORmA/iJcMC3tPgoFKf0jcC7kiee+76zAZBiTDgGRYkBwLluJAMjxYgoVI8FAxFizGQcR4qIgAlRBhUlKclJQoJyXL+1I2+1M2+5M3+5Pk5ERZX7yUBJP1xcn6YFISVEqCSkmw9zb74rfICZvkhO3+xO3+pG1yyhY5dYuctktG7JEz9sgZe/0Zu32Inf70bXLaNjltuy9li5wsJyZKsfHS3jgFJk7RC93GQHdx0K2eWHkXYLMXJOuBztVGDaQ/rQuxAJt+5fHJ/7h/+lmIhnbR08eD6YnMotT1pryzwRpxUyI969lYsj0vz32m0I2ZYc7OtpgvdpwrtuPnmzGR2mMJd8fi7nMQRux04wmo9kjswx6/L189+2gMrCHMtV4pdVTUe222eErqnddrnZaq3VYbnr3GR0hf+a7VPdvpCtlsD9zuClG0BaxUPlop91wqdVsscVqvdJXUecnrH8lr3TfKbHkZurSk+4x0TXaGDidTl5OhPZ2uw0nSoYAe9Ifc6Xpxq8Ty0yzDL8tdjDPM9J999OmTv31b5xvGyMmFG2kbX7uWbf3tSmX0WmWIqMp3Df2ElWY6CdMUZJpz0424acbcNMO5PPMllOVKifUiynKh0FxS5bTV6CGrddmosF8vt+Vn609n6kprnBQNruvltoso8/lcc2G6OR2kRQr4muD/JTn4Ot7/K0LAV8TgbzB+n7c++XPr4z8NRtwUZlgu59mvFTjJ0O6rhTbT6bqcFH12gjETakKLNWh2+lvi19fqbH7Nh5tjvW+gzP6Yqf9H0M3f+PztV2Hf/iH23p9SdP/Y4PX1GNCEl+4gzHLgJptQQPcnYu5Mxt4djrw+EPrlSNR1csgXhICP+0I+HYv5diz267GYzyeAX9DiblBhN1lJD/gIXR5Sj5uuS4m7x0jSmskyYSZrD0V/Mxz11TjwxgToJhV+n56uNZF0byrl4QT87iT87iT83lTyQ2qyBhuhT0l4IMg0nsk0nskymc+zXCqwXim0Xi+xkVY6LBWZ8ZA6/Ey9uTzTuXxzXoYJD2kqyDDnZ1rN5tgvF7kuFrrN57ksFnisFD9erXguRLmvlj+WN3hv1j4Tlbou5lgt5Viu5dss51hw4dp0qIYg3Xg533alwGG50HG5zHO5znup3nex3n8bB7mYzHzLLDij5ByMIA+GM67ebj2aKt4bLZCRszYIGfsTpUfM6teMqiN23RG75ohVo+LUqHl1F4KGc179Oa/+nFun5tSesa+Oew2XnMY33KZLTt0l9+pEWX3BqT5nVV1Rsyp/8N9JRsUZo1zNqlQzq9Sc+nN20zmn+ZzbcsFtuZxuvZxuveS1vhW0v51pf8tve8NvvuQ1nnPr1JwaNaf6jFmmoqFO6UUqav7ZVN4pJfeUkq2azD6dzFSNI08nEWoK4pSSrqKkHk8mH00mKccSj8fgx2PwkzH49xcnV4uRxKPRxJNR+PEYXDX2bv5hvPCw96Q46D/7bl/2DzjQ9+/1ZVfvXhGgcjxEgodK8VApHiohxkn74qV98bK+BDkZLienKMgIRT9yawC5NZi+PZiqGEiS9yfK+hPk/Yny/gQZOV5GjpeR42TkhCuKfvhmP3yrP2m7P3W7P3WbnL5NRmyTkbsDmXtX+jN2yYjdfsQOOW2HnLpLTtnuT97sg28SE7eIiXukpD1C4h4OtoMByzoAiq6Y7V6YsDqsPdoKbvVFyIM/eH7yK+P//k+T3/zR89ObMBPr1ogIDCSyOcQTB37aFWGH9rpV+/IOPtYAC9DAAu4NJ+pxcqwW0M7cPHMaUmciSWMsQZONNOMgraYSjCjxRgMADUzAt0NATQ7CfDbPVlTlLq5zW692lDZ4SFqeS1q9D/FR4paXC+WeiraAhXJPbr69vMVP0eyzUuGxUOq8hHbeqPXcbHm61+m93/5CUe+xiLLiZOjRUjWZCB1ejsFMruF0mjYzTnMy9j458Hbbo+s5en9OefBRia1BuoGO3Qe/0fnxL5z/9FHI7VtBN/8eo/HZaJL3CSHnsDd+vdqbhbTiZJjKax+d9gbKa9wFmcbTSP3lEktZreNe26OD9ic7zR7bTe77rV6v2x5vNbgp6lxWS63nC0zWy2zXy2wXi8yEecY8hD4vxZALNxyLukMBPmTE6c5mmq8XOytqHksqvITZ1hTIQxZcb7XAfiXXVpBqzIBqTIFujkV/ORDyOTnwG7L/jdGQB9hnX1Zb/hr//GM+3Ggk4kHvixs4P01coCE22GQQ6DAMsumP1OOn2a0WuM1m2nKSTKhQ7UnQ/bGYW6OA6yPR30yCb06narES71PANyjgG/S4uzTozUngVxPAL6iw61TYDXbSA166NjdNh56kOQ69Q4m/P5XwYAR0czD6mwnIrSnY3QnQrVHI7SHoPTLw9gRcm5qix0jX52QYz+ZbCQuseFlm9GTdFZT9UoGNIMOEjzQWZppvFNmJ0Q4itN16qfVivikTrkGNuzedrk9P1BwH3WMk6DIS9KegOpMgHW6y5QbqkbT02WKu23yh20KJ+0bVk+USF2GO1Vy2hRBpMoswWso2Wy+wmkk3ZCVoCxAmi/n2G6Ueksqn4jofeXv4PgG2T4Tt9yW+JsOPRxBnEzmnlPz9QeQmMW1/OFfNqDhjVM63x4+iAha7kg8ZNYes+gNW3QGr7pBVe8yuOeHWqvkNF4KmM26dmlN3zq1XcxsuOI0XnOZzdtM5u/GCU385XXvOqb6iZle9d8qs+L4zVuUZq/KMVaPm1J9zms45zRf/iFfbG96rt4KOtzMdbwXtbwRtl/yWC17TBa/xYrr+jFN9yio7ZZWeMUrO6KhTWpGaWnA2lX9Gyzuj5J7Rcs7p2WpatpqWpaJmHlGRR5NpxxOp/6uTiVTVRNrJRJpqIlVFST+bTFdNpp9Npv8gXnIi7IqCCJMRoP9EToBJ8ZAfuHon6z08VEaAyQkwOQEmxUMleKiUFC8nJyr64ZuDyZsDyZuDKZsDiM2BrK3BnJ2hnJ2RrO2R9K2hlM3BJMUgXD6YKB+EvzOQKCNfgSsGkjcHUnYG0nb7Ebv9iJ1+5M5Axs5A5u5A9t5Qzuuh7Nf9WXv9yL0BxG5/2m5/6u5A6s5A8s5g8t5A8v5AykF/yj4pYbM7dqMlbL05VNEJ3MEkslAB+e53nn7xc6cPf+z04S+NfvVfmj/5pc5Pfm36wW+ff/VF0K0v7f+Pn3t8+JOIWx+kW/ytwecBCWqOj9UdTjDh5DnNoT3lLf6rNV4LZU6zKHters1sgQsr3XYIqD8GNWGm2NLgVlS4BS/TYaHIVVT9aLncWVBgMVdqt17/eKXmkazVd6Xm0Vypm7jBezLVuDXgc36B3UbNo7lix+VyZ3Gdl6Ll2U77i/0un732l/KGJ5Jaz7UK5zmU9RzKehltt1BoQU+4Pxzx9VjE7fEIbZK/dpnlV+kaf0fq3oq+/oXNL3+p9dOfGP7yvyx+/fPwh5/T8oDqsboDbIa0JZpf6DGWaMDLtRJVua+W2fOz9JlpmiullooGp50Wl9evPPfbPOV1jhsV1vJah51GN3mNk6zaSVbtJKl0kFY5yqqdNsps5/OMWUkao4DrpODPOp7/eRhwcyz2Dg2uzc8wldc82mt6KSpzE2ZZrBTYiYqd+MkGgyFf9Tz5sNnlV7X2P29y/FWL0+/rbX/f7fnJWOhtStRNWswdBvgeO057CqhNg5hMpzjPIh/xEZ7sZIdJkM50ot50siEzQZcRr0sBa4xG3xkE3BiK/nYo+qtR0Nf0xDtU6HUK5DoNdpsOu0uD3qZBbtChN1iJd6mwmyz4AwFSfxphQE3UnErUHI9/0B9zgxD25WDMDTpci5moTYHcH4Nq9IO0yLFao/GGI3H64wkGzHSL2TxHQa4tI8VoAqa1mG+3Vuw8l2VBj9eaAj8UpBuJih0Wc825KdrsJC0K5C4nWVdU4jSXYTYSdWsw/OZA2K1RwIPRKA0KUJ+XbDWPcOTCLZkp5sICB2G+HSVeazT29nSq3izCiJOoyUvRWS+wlpQ4ikqcxWj3tRIPUcVTcfXLlaqXq3WBWz3AbQxY0QMWtUVttMdsYROPhrL2yMi1DthKO2x/KO+EUipoiCVnPFl4BT9jNx5zW/aZDQesxiNu48l00wm3QcVrVPObTjn1Z9z68+nGC17z5XTrBbdFzW4+YzWecxsupuvOuTXn0zVqTrWa+84Zu+qUVfl9Z5yqM3bVGafmnNtwzmk653x/2/Xqktf+ht/5VtDxdqb9jeDVJb/tgtdywWu+4Dee8+rOuFVnnAo1u+KMXaFmlqkZJWp6yTkddU4rumAUXjKLzplFF8yiM0bBCT3nmJZ9PJV5QkH+q1MK8oyacTqVcUbNOKNmqmmZV/MP4qUgxr0n/y5D3yfDQ38AB5VhwTIsWI6DyHEQGR4qJ8BkBJiMAJPioWICVE5OVAwkbQ4m74ykbQ2nbA6nbg9lbg/m7Azl7Y3k7o3m7I5k7owgtodTtwaTFINwxSBcMZikGEzaHEiW9yfJ+5Pk/cmbA2lbA4idAeTOAHJ3IGNvMHN3IGt3IHtvMGd/OOf1UPbrgaz9gcz9IcTeQNreQPruYMp2P3xrCL47AN/rh++REjYxoLWmEAH62VyVj6glcgeTxCuLyHd/4Pznnxn8/JrpL3+q94tfPPjxL+5f+9GNa9ceXLvm+IefPv77b6H6n9X76A8lugmK/dfrI1aqAyWNobudMYq2iL1uwNarYHHT8wW0+0Kpl7jGl5/jQYrUJwOM2Gmu00h3WpIdB+HEz3FeKHabLXLg51vPlzlLmp4vV3ktV3kJS12ExS7yJh8awvRV4OezRY6yxufLFa5rNe7iBk95y5PNtifb7c922l9utfgoml7KG55vVHuKqj0k1R5zueaDEV91Pf3TK7c/dD/+DP/y/itPzSKTG8Av/+z6y5/q/eia3n/+3Onj3yNcTenFicqB2jf0lpPBooWKIBrSQVDost3qu4R2oKZojMFucDO199rcDzo8ZHU2swU6zPS7zLS7s3m64kobSaXdSrGFqNxus85VWuW4Ve/2uvXxXrPXdp2rtNx+OlUbF/DXHt+/zGabSqtcV0rt2QjDmRwLee3j9TLXhQK7hRwrGkSj/dGfSs1+VmL8oyrLnzY5/Jrw9JMB72+7PT/BP/9yKuoBA3SPGnt9POpzKvBbGvguN8GQn2TFhJiORmiPAzRHwr8dC/9iEnCDCrxPg2nTYHoTEK1h4IOBmJt9kZ+TAZ8OAb8YAnxGgVynx92nQ+7TIfeZkLucxIczabrsRE1WojY7RZ+WqDsKfjAMvk+OvdMHuD0Qc3cSpk1P1BuNuTcYdYeaYMJIdaSlOnEzXJkIR26GszDfU5jnzkixHAXp9Efd56SabpS6iopdplMNGfFa8xlmklLnxVwrboo+E65Dj9OYQZisFTosZlqNRt5u8fhT+6O/TUZrUWN1yQG3CD43qDEG7DgzapwhB2E+AdMkhX8zDLjBTdbhJeswofc58Rr8FD1+quFspoUw24adbslC2LKzHFnZLrziJyv1wYu1gct1wWsNERutMWtNMcuNgLVW8FILaK4+erEZstqeKKiJ4VVH7w2i3s73XixgTwSdx7w2JbdRyW044jaoeE3nsy1qXuMZr0HNbTzjNqk5zWpOyznn1cV06+V008V0/cV03cV03Tm39j01p+aMXa1mV599R82pUXNq1Jzaq3hdcFsuuM1XB8ZLXvslr/0Nv+OS137Jf3XBb7vgt17wWt/Fi1+n5tWoeTXq6erz6epzTuUFu0LNKr9goi9Z6Et26RsO+pKLvuCgzznFKlahilVwQs9T0XJU/yd19xXVD7IGpQAAIABJREFU1pkv/N+JM8lkJjOTzCSTZNIT9xJX3Ctu2HRM77333psNxvSOkASod7rpokqIDkIF0YRQ7wVwF0LvBbbjeOac867z/m/+a33Xc7Gl68/6Pc/eWxrNe7vno3kvRvO1YwXasYKXYwXasQLteOHmeKF2vPB3eEk7krd7W7HfOPt3116/0yNuTRC/JZeoPUnQlsh/lCjpTpf2Zsp676kHsmX996X92fK+fHlvkbyvWDlQpBooVA3kK/ofyvuyZL2Z0t4MaW+GlJgpJWZKifckPa+SEbPlxIfbKYl5qp48VU++qidf3Vuo6SvQ9Oav9eZpiLma3hxNb7aa+AovOTFN0ZOq6ExWdiSKG6OXoL4zpfb0Chc2JECETxop8L53e5/xZ+9deH/HpT/sOPuHHWc+3mH57d+CTuyKu3wQ7H2dmOnKAIRJcKlSbJIEG6duSFxvSlbVxykJsSJEmBARLEIFCFHerEo7eomNEBbArw0Yv2dFTjahpJr3RBq2h17sizMkJV0bvXdr6qERo9RsGWzDg7qs1NivgB3YYDtOjcN6Y+BSlTUp/bwQ7rbeFChCufLgDpw6Gy7MToC0E6EdJBg3KcpbjPCWonwFUDcxzFUKc1ksMSaGHYBa/LX08vulFz+sMvyi5s7+8quHQr//1OLDHZc/2HH6wx2hlw/SIHl6WufWZP1zEuRJb5kAGb0K8Vc3hEvRXiKY4zLAZCbvwlzZFSnSUgQx5gKvU3NPDKfuH047SMs/u1hqOHXfoCdyd0/k7un7Z5bKbiyX3eBU3uYBTFbLbwsAJkvF10hxB4diD9IeXhLV2ciQjhygFav0jhjmvFRmNvvgWn/kUfjdv5df21l57Y/ou18QfXaPh5+cjro4GX5pJvbabNL1ybizw5EH+0N/Gor4mRKzZyblBD394mTc2ZGIU4PBxwaCDlEiDpDD9kwnnqClX5pIujCaeImccKE/5hQx5mhv9MGB+IODiQf7Y/dNpJ2YSjszFmcwEX9qLPbEWIIB7d7l2fuGU+lXSAnn+mNODyVeJCVdIkaf6Y09P5h4mZR0pT/2XGvAYWLEGXaFpxybKkMlq3GpMkScFBopqgtdqfCkPrCiJN8YjL84mnJ5pdRSAnJcKTGdz72xUnRnPvcWPfsaK/cW9d6VqbTz02kXhyKPD0Uc6ws5grL+Emv3zUTcJVLISYzVtxjL78ajrtBSb5NizoynX2oP3t8WtHsk8eRczmVWzuW5rEtLudeY2VcmU89PZVyezro5mX2bVmTNLHNklDkugryW6/ynihxnSpxXICESfNwqPIIO8GeBQ7joBA4yfq42klETtQBLEDVmv6DU6JgN2oWWLU7n5mrn0znCOhWxTkU8o6M3WfjndMSzWfjzWcQLKuLlDPLlNOrlDEZLRetmkbpZmG4WtkmFblKh2hmIdmZ7hbycrnun7euv8UJuziA3Z9E6GkY3i9XNYjepWO0M5iUV/ZKKfklDvg6upcM2GdBNOlRLg2zS6rTU2u2HNjangboZkG4GqKeC9LNg3SxIS61+MVP1fKri+WTJi4mid3o5UfRyvEg7UaSdKN6cKN6cLNmcKNlef4eXrCP57aTtb0qStCVJ3jarLVHSliRufzWLbcsl3gauI1nUkSJsTxa0p0i678mIWfK+bNXgQ8XgQ/lgnmKgWN5fphgsVw5VqIbKVEMlioEieX++tO+hrPfBdtLeHNlv5Sr68hS9+aq+QlVfoaK3UEksUvUUq4klmr5STV/pWm+Jhlio7snXEHPVxBxlz31V731Vb5amL0tNzFR0Jis7khWPEviY4DmQK73SmV7pSs6+W+d5Ivr037x3fxx+4l8JF3dl3DpQ4Xy+KcGaWhXBRiQoW7Mfdz2U4hPYdUF8RCgHEiBChaoaYiWYCAEiZBUSsArxF6MDVQ2hMlzQap2nEOGvwkWJYSErAB9ann1//PXe2CuDiVdH0m9Sc02YJRYLlZYLAEtmuTmryoILdZYTvMVoz7WWICHchVp0exXqKMV5iTEeApQzB2rHQzjwkPYcmN0K1IENceHCPQUobynOT90YqKn3l8Dd6Lm3Wnx3A00+yz33YfqvOzOP/CXj18/9v/jQ+qMdjl//MfjMD3350Xpqp36mbYvaoh1FatoK5c0ZmkcpyoYICcZbhfdW4z2XACYz+Vdm8i/Riy8tVxpyQbeWK67P5Jybybkwm3NxIOZQs+/3XWG7x9JO0h5enCu4MvPgfFf4brTrPwjuX3YG/TwUc3g8xWA0xYCWc3Wx1Hix1Gw048JCidl4xqWe8MOP/HbhXb5p8/l5IPTwcNSxsSiD2fiL0zEXyIEGtMTr7Gzz6YSLQ6EHh8L2jcUepqWdpqefHY443OO7ixx2mBx+mOj380jkgfG4w4zMc6wsw/HEM4ORx4mhR7pCDvZGHSYnnRhNNaAkHRuMOzSecmIq9fRonMFo/GlK7Imh6GOUxNOjaZfG0q4NJV0dy7zDrvQQQYOWq7zmil2mc2zJqbeJsVc6ws6NZZquNd3XUxCbvTXPu6vWm/Jk2HQ+NHoJ4D9X4jKTa0XNM2cVWfKr7UVgh9Vyy5USk+VCo8W8W5xiU9o9w/6II7QsQ06p5VjyhZH4c9T068NRp4fCTpBCTrY6/1Jz428o868oYWdmkq8PRZ+azLjUE364L/rX2ayL7OKbK6W3VkpvCgBmfID5aoU5v9qGD3KUwL3UhFA5NoRT47kAcGdVeQxnmQ9kGNNKnVchgYtAXxbAZ7kuWIyNl+BTVxBxy7A4LjZd3pr3ggR6MQZ9RsVu8Xv18pEtEfnFCnF97pGG0fB4rn6NhnpKQ72gobR0lI6O1dEx2lnEixmodhaue90mFbZJhW1S4S9nYS+pMO0M7CUVqp2BvqRCtW83A9POIDapSB31NV40jI6G2ZzFbFLRL6mol1SUdvZNSC0NsUmH62jwzVnY5izs1Yg3Xaudrt2cqdNRIVuz0K1ZiG4WoqVuD31g7XS1brpyc7pic+b3TZdrp8q0U2W6qTLt9G/r7/CSd6T8x2TtydsvTota4kUt8eLWBMmjRGl7sqQjaXva2pZL0pEi6UiRdKaJO9NFnenirnuS7mxZz0NZX658MF85VKQaKlEOlSuHAGoyUE0GqsnVKlKVcrBCPlAm6y+R9hZKewulvQWyvkJ5f5G8v0gxUKwYKFYOFCkHitZJFWtDFYq+UlVfhYpYqemvXhsAavqrNX1Vqu4yFbFYTSxQdOfKux5oiA/X+3MfD+SqezLFrQmS5nh5a7y4PmIZ5jtZYt2faQRy3V1o9lWV7S5C4PnRLEdasQ+7NvRxx73H3ZnyxnhlU6wQHyptiJA1hK8ifHlIXwHaX4oPkTeESQnhIkwwD+HPQ/gJ0H58lLeiPkSKDVwCuSwAnNkgd16d9yrIg1VmN/Hgdk/M6cHk89Rco5VqG36tA7fWjl1jswS2FmHd1S3+HKgDH+ksxrgt19pyoI5cuBMP4cKBO7Gh9kK0mwDjxoE7riBc2CgPNtJtrs5eiPdRNgfJCH7qhiAFzp8HdhtOvg6325Nz7tP4ve+Hf7fD9+87nP60I3DXJ+ggU0ljuX6iSTfZoqXgX1KQL8i1mu58aWOClBD6vCtmoyWYDbKer7JYqLJklhsvVRnP5l+cL7k+X3xrLP3c5L1LrII7tAfXZ+5fpuVcmck6P5lxeib7/FjG6Xrf7wAWH8PsPuvw39MfdqTNe1d/2JHxpAu0rJuT6VfrPX+ZundtsdBsMPZkb/hhUuyJ6fSLY4mn2/12dXj/wky/uvrQdDLm3EzCpen4S71+h9rdfml3/7kv4OB4tAE59HC7xw/dPj8NBO3tDfi5x/+HwbC9lLjDk8knJ1NOD8ce7Q3Z1xm4uzNod3/EgdFEg9HEk0PRh4eiD48lnphOOzeedGos8dRIkgEpwaA/9kR//GlK6vWZHKuVar/HjWlbvQU6YvGLjjwxMp5a5E7OtBpINZ4udJI3Zj8h1qk7axRtlYqWElVrgaLpPhcRvVTjt1DlyqlxE8E8hHUuy2UWC0V3pDV2Gyj3x0h3LcF/Ic+oO/QQI/c2F2A3df/GRNp1RrbJ/ANTVubtDve9SJPPAZc/rL31lzb3XWNx56iZhnO5tybSL85kXV4qMWKXGbHLb61UGvGAJjywqQhyVwp3EMGc5CgPBdpHCPVcqnJklDksVLkxSh0pWSbUfGtmicPYfdPRB+aMCtcFoA+7NmQOEMgEhnIQSdLm3OdDoK0pxNZ8o57XqxeO6uVMnYK1xhmRMDvkzGYVA/90jqBlYHV0jJ6F35rDahmwF7M1WhpUN4vYbnMWsTmL3JxFamkoLQ21OYvS0pCbswgtbfsjxCYNvkmDaalwLRX+6sosSkdDvw6jo6E3Z1Gbs6jNWfRbobRUxCYVvjmD2KQitDNw7Qz85TTs5TRMOwPfpCJ+H1I3i9iaheqptVvUmq1Z0O+iAjdnqjdnALppwOZMlW6manv9v8VL2pYkeWuT+C5e7a/wknamijvTxZ3p4p770p4H0p5ceW++vL9AMVisGipVkcqVpCrlEED1Ci+gigRQDlUpBiulfWWS3mJJb7Gsr1jeXyLvL1YMlGynHCxRDpWuk6vWSFWqgUrVQJW6H7g2ULsxWKvpA2l6Aet9lev9FWu9RSpinpqYt9abt0bMWeu5L2tP4TfE8HCRPFzYCtyPUe0ymH2nM/lKQ8Tp/rSbC5XuUlTEekPSWkOiujH2SWfik65EzaMYeWPYEsR1CeIiJgSqWiPEOH8hxleM85fVB8vqQ8W4YD7Sn4v04SK8WSD7BaD9EtiJVWU3WWA29tCEXmqzWOXIKLYazrjaEXm0O+b4aObFhTLTVaD1Kthmtc6OB3eU4D0VDT4rEDsOxF6AdOYhnIRYNzbMYR5svVhru4p0kTb4Sut9BBh3IcFb2BjIwXqxUa6SRn8xwXcF7irD+683Rz5piVGiw+cKnFp8zxcbfpvy65/jdn8U8cMfQvZ8iPC9ImvI1w5Cnw/BXw6jnw3WqTqKZa335S0J6+2xWmKcBO0+U2Q0U3R7pcZBBHeVI50XSm4y8w0XCo1mswyp96/SHlwbTz8/lXGOnn1xKtNgKPZgT/ie7oi9j4J2dYUcGE0+N5NydTD0BMHxxxb33YMRp6gZN4khJyqN/tofdWYDHTCbfbPJ+2e86zdt/rtbvH/s9N8zmXCGm2/GzTMfCj76yPVn7N2v0Jb/RFl8gbb8J97mX02O3za7fNvm8WOP367egF96/H7oDfyFHHWIEndkJOHYWNKJsaQTpJjD/RH7e8P2DkUfGk0wIEUfGYg4NBJ3YjLl7GTq2eHYY+TYY5TEU8PJZwfjTvfHn5u4b8Ku9JQho9cb0560ZWt7CjeJxTJ8MrPCZzLfcbLAfhHkJ23M0vSAnpCQT0iwZ4O12sHq533F8sZkLiKYjwhQ4IPY1bbLlRZzhUYLxUZquNMLgq8K4iyusmXmGA0nXxrNuE5Ju9EXd6kj9Ex36NmhyMv9QaeJvifgpl9VX/8z3OzzvqAjM2lXFgtMlsvMWYW3VyrNhLVWPJApu+rWSrURB3SHDbzDqTFbAZmxyowXqyx4tQ5CqLsQ5i3HhcowoXyI/3ylExvgulLtyiiyoZfYLoM8F6q95oH+TEDAHDBkCRYnINxTdZY8H63TMvDahfYtzoheuah/InguZymWBqXMNvVc4zqT8JyO26TjdHSMloZ8ToNoGXWbdNhbeCE3Z1Hbcr0OqaUh3rQ5i9jG67VciLfk+l2/xwutoyI3qa92mtppxJte7T1nUG/avgOwNQvfmq3bmq3botZuUWt0vwuso4J0VLCOCnzT/xIvaVuSrCNF2pEsaY8XdySIOxIknYmSjmRpZ6qkK0PSlSElZsuIOYrePFV/gXKgWDVUriFXaIar1GSAilStGgaph0HqYaCaXL2Nl6y/XNpXIu0rkfeXyvtLFQMlysHS7dTkchW5Yo0CWBsGqEnVahJQMwReH6p7TKpdHwCvDwCeDFY9GarY6C/e6C/cGMhf68tRdWaImxIE9dF8QhQPH7GMCGCC3GbK7anl9sxqlwWQh4wQ9awj/Xln5pO2tI2WFAUhWoQLkRBCJIQQaUOIAOsnwvtJGwJkDUFchAcH5rYCdeWjvMW4QCEmgIfy4yJ8ODCPeZDDPMh+scZxpc6NXeOyWO3EqrSnFVlO5twZz745lXNz/P7VyeyrjMJbtIIb9KKbc+V3loCWXKiDkuAjxXrwYI4rtbbLtTYClAsbaj8PvsuBO4kJXorWQEmDDw/rLqr3ETb4c3HeonpfVVuotMGfi3QXor3l+EAVIexJU+wGIU4ACh5PsyW4n6249Uv6iU8TTvwJ43eWC4t70lH0klyrn8Y9GwAIsKmryEghJkTeEKppDFyutprMMaQW3OLVOUoRbgq4C7fKfKXMZKXYeCLlbH/kYUrC8ZmMs4ycC/Tss5NpR3sjfmnx+bo98Ke+yMPUjKusB8ZTiVfJYWf7gw1IEWeHYy6Mxl9pct9XcfOvgzEX5HXelPjz9W4/wqw/b/T4sdX7577Qg8xMQ1bmzV6/Q8Drfyq/tLP80vtw008xVl9grf/Z6PgNwe5LgsNXjzx+6PT5udvv58HQfWNxx6ZTTo0lnRiOOzKScGwy7dREqsFo4vHhuCOU+GOjCSdJ0UeGon4dSzQYTThJij5KDDkwEHFkLPHsQNSptsBfO8NOTtw35gC9ZKhwNSFO1ZD4pD3jScc9GSGWAwlcBPmwa3yFmFBV671npBr9bL1+BqsbrX1KLJQ3pS5DApgAZx7ca60hhA24ywFY8YBW4lobeZ3dapnJ7H1DSvyFwZgL5OQbvXGGLSHnGwPOQewP1Vjta/E+h7LeX3Xtn0jLHx55HqLEXKCmX1suMueDbFeB1ivVFgKItRhuK4BasYG3WRXXFypvsCpvsKqM5iqMZotuMkqNl4E2HLAjG+zCg3gL4L4iRCAP4iOE+0lQASKkvwIfqmmIluEjFY0JquZUWUuGqClT2HBP0Jgt6SxSkkDqSdzzxcEtKUv/TKR/zH0mnlItERX0JvkURjOFfj6L19LwL2no5zTYCzpkkwZ9I9F/wusdyJC/TWGzCB0NuU3VFh3zpje7yN+aReuoqO3e8ettvF7duHx1+xKho0F0tLrtNmdr36Sj1elotTparY5W83qt+X/BK1nakShpj5N0xkk6E6VdSdLOFFlXqqQrQ9qdKe/NkffmKvvz1YPF6qEyDblynQJYHwFqhoEqcrWKDNRQwBoKSDP8ZviqkA+UyQfKFANlysFy5WCpaqhMNVSmJpVrKFXqkWrNSPUaBagZBq0N16yRazfItY9JtRtD4Cck4HNy9VNS+eOB4qdDRY8H8zXd9+WPkri4iFVMqKgpStIUw8UELdR5zdd4CLDBypaYtUcJjztS1ttS1lpS1I0JUlykGBcmxAWuIny4SG8xIUDZEqppi5A1BorxPlykBx/lyUd5SQkBsvpgIcafh/DlwDxX4R4cmBsb4rJQ47AIclypdeXDPXlQD1aFDTXfZOrhrdH7V4ZSzvQnHh/JODubd41edJNVYbwIMFusNBOjXJUEbwHCeQlsvVhzV4hxE2DcOAgnPsZNiPcQ4j15WHcB3kPS5Ces9+fhfaRNAYqWYFljgLTBX4z3E6K8RAg/JT5MjY+SoyJ4wKDRdBuM66n75/6ecOIDiMu++UrvFz35+nGwfgamJVVI8YkcaNAKxGsZ5LQMsmWWmiwBrPh1jlKkJ7vKhnr/Gin2BCnm+NyD64t5Rszsq4zsC/Ssc8wH52hZBtR7J8hxexs9/4lz+qLJ48fekON9QSe7fY422u+tufVFf/DZqWSjhRxr+j1zYvCZ4dgrA1Hnh6LOkqLPtPntb/XZ0+6/ty/08Ej0qf7AI0jzzwGGHyHM/o6x/meT07+anb9tdv6my+eXds8fW92/b/f+qcP7R2LA7skEg7nsqzNpZ0nRh4mhe/rC91Hij00kG4wnG4wmHh+JPz6acHK7ieTT5JgjfWGHBiOPjMSfGku40Bt6oiv4+Fjq9aUyBw7AbanShQ30ECNDVI0x8oZoKT5cggvlwv04UG8RNljRkvyYWPRiqPJxX9FGT66iOYWLDKFXOc2W310C2a/W2LNKjBdL7/CrLYQgq8Wi6xNpp8dSLpDiLg3GGw6nGzeHXCi1+CX94heh+3bGH/mkM9iIHG1afPEfrZ7HWQ8s5/MsWPmmK5VWQqjDCtiKDTZfrbPgQi1FKGsuxJRZeW22/Cq94tpyjdkq3GalzmYV6shHugrgbiu1zmywqwjhp2kIV+FDZZhAGdZfgvGT40MU9eHS+ghlS4KmI13Zfk/aliVvz5G250q6i2SD1apJ3BNW/9PlSa14YWuNo99Y0imoT1b6NPRmzUz9E2r9c2q9lkHYnMM+p8G0NLiOhnwdSkdDb9L/+5Cbs8jXcqHeZut12Lfb9mvr3/zaJuz1xd/Y2prFbM1itmiILRpMNwvV0SA6GkQ3+wqyLTpEz4DqGTA9A6pnQvQMmJ4J0TMh/xu8JI8SZW3Jso5kWWeitCNO0hm7/dahpDtV2pMm7c6Udmcqeh8q+vIVA4XKoVI1qWJtGLAxAtwYBa9RwOphkHoYtDZSszZSox4GqV4NXxWKwfLtg3zlUIWaVK4mlWvIFerhirXRas0YWDUKUlPAayM165TaDUrdBqVunQTeIAGfDYOfD1c/HizZ6C94Mli43vtQ+iiVh49YxQRz0EFcbLAQF8rHBPKxgSJCiLI1WvUoRt4YKWuIVDTFrLcnr7UmijChXKQ/F+mzAvfgoryEOF9Jvb+0wV+I9ZIQvCUEX1mDvxjvIyX4C7E+HLgHH+4lQPkIMT48lMcq0pUNdVqssV8E2XMgLkKkFx/iulBhxSgxnSszn867QSu8wSq7Q8u/Tiu4xiwxWqgwmSu9vQK2EiNchAgXLsSBA7HnoZyFGDchzl2I9+Bj3XhYdx7WjY9zFzX4ihsCRAQ/SX2ApN5f0uCvag1RtgTL6v0V9SHrLVGaxmgJMkwMC10B+E9m2TcGnK+y+g7ns48NcNkcyNkaKtjsydEPFm60pYkxoRJM4EK1Pa3ElFZiJoC6KjB+/Fr34ZSrzV77sQ7f4xy+I0ca0DINZ9IuTCSdHEv8dSr16Ez6MUb2adq9U12BP6Fs/lFn+ln1rc9yT/8h59jOB0c/uHdoJ85m30jMTXrG3dUit9kMC7T97qpbn1PiLi/l3x2JuzQQYdAdcLgv6MhwxJn+gKNdXgf6A46MR5+hRJwg+u3pC9jTH7R3IGRvX9AuYsDu3sC9Xb67un13T8SdYtwznEw+MxB5oCPwp86gnwejDo0lnJpMOT2edGok/sQ2W2OJZ0biDYghB3qC9w9FHR2OPTkUeXog7PRY4tWlIptVgAu9wGLs/q2ZfLPFaic+wkeA8hNhA8T44FWkNwfhIcQFKB/FrnXdk7WmSpoT1zpS19qSxPjQpVrXBaAdo8xsOu/6QpnxXOGNpRKjxWIjata5mawL4xlX+qLPtwYZ4HyOlVr8FHH8Y7fvd3h+tyP+2N9g9icpiVbE0Kvk2OusXEtWoelc0W1G8a0VkDmz4tZcldEC6M4S2ISHsOIhLdkQ4yWIMRtiJsTYCbCOyxAbNsSOi3QRYbyEKC8x0keND37cFK4hBMmxfkpCoKI+UI4P2miLfUZMed5/7/ngg7WeLEVnlqonV9adK+4pFPZVycdwT+eHNhZG19kzT/h0rZy5pWbolTNbvOEXi31P6W1PphtfMpq2Fhq1TJyWjtqkI/9TqN+ZRcO86q2LOgZmuy0mdouJ3WLg3k5Hx263RcNszaK3e8evN6K9+cKrr9EQOjpcR4fr6LDtNmmQTRpER4fqmfBXzcFerXOw399tbE/+b9r2azvpG7y64qVd8bLuRFl3orQnRdqTJiNmyHqy5L0PFX358v4ixWCZilSpIVevD4M2Rmu38dqWa22kRkMBvz75qtxmS0WqVJEqNeSKteHKteFKzTBAPQpSjYEVI0AlBaQerdWM1q1T6taHa9ZI1eskwFNK9TNy5Xp/kYb4UN2TLW9PE9THLCMCV9GBq+igJZjPEtRzFeUnawrXtMcpW6OljeEifLAIFyqpD5c1RUrrIwXo4FWEDx/tI2sMUjQHS+r9JAQfWZOfrMFX1uArxntJCN5CjLsA48mBu86D7Nm1ThyICw/pvgx1WoY4LkMdV+EuQpSHCO3Fh7vxoS5ipNtqjd1ilcVCpdkK0JIDsuTVWM2X3aYX3FgqN1mqMF2uMuOArAVQRzHcmQ9z4sIdeEhnAc5dgHPnYd34eA9hvScP58HFePKw3kKcr7QhUNYYJGsMkDcFKpoClc1B0voAKSFIUR8mQYdI0BF8WDAPEsKDBE/nWfQnnRnLurYKdhXD/GXIEB0xS0vMUuAjOHUe1GKryXxzatHdFbC7GBEghAbMZFv2hZ0fDL/Q43+yJ+BEm8+vrZ57uwIP9ITsHY47Mhx3eDBq/1jScVLUr33Bv3b7H0VYfp919IOiU5+ADL9N3/tR1ZWvAde+hlvspqdbC0p9mt2PQS1/avc93uZ7pNFt71DkmRaPvSirr7u8DpFDTk9EXxyPPkcJP0mJONYfuG84/MBozOHhqAODYXv6Q/YOR/46EHKw228PJerkTMrl6bTzY0knSbGHh6IPDccdnUg+M5lydjThJDnm2Ej8iZF4A3LM8cHII12Be3uC9w9E/EoMOdjhc3A46jzzvgm72IZVYDF+7/pIpiGt2JQNdhQgPUUYHwneX9EUrGgJUbaGqVojpI0RfHyYsD5C3ZGw0ZWoaongo7wXQfaL1TbzlRYLFWZylOtKpcl80S122Z2lopuMHMPJTMPuyFOVFl8ln/kg8tgOv33v+e75IPnc3yss9qFdDShJZswcG1q2CTPPmFl8a77s5jzgFr3McCz37HTxZXrs+lVVAAAgAElEQVTlNSbgxjzQiA0xFmCspPX2IryDEOfARdmywBaLtTZcpIsQ4ylEeojhniKYO7/OlVfnyIO6SNBeIrQHB+bCRXrJmsJUHfFrvelrfffW+x8+JhdtkEsUA6XcnnL5KFa7NKxdpT5dpSkXxxVLlA3umE42o5dO6XkT2sXBp/TOZ4y2l6yWTVaDlondZKB0/6HfbNIxMG8k0tGx/4EtJnaLidUzcXomfrt3IPt3v7YJe8esrVm0nrY9vqG3GEgdA/6asN8g22Igthiwd/rPz3m9k6wzRdaZ8vYTXtKOZHlnirwrSdYdJ+uJk3XHy3uSpD0pMmK6lJgh682WEXPkvXny/iLFQKlqsEpDAq4Ng9YptWuUOg2ldn0Usj4KWR+tWxupUVNAquFqJRmgIgFUJICaXKUmV2mGAWuU6rWRKs1ItWoUJB8DSyjVMgpQNVqjGQGvj9RoyCDNUPU6CbAxVPF4sGS9v0DVkyVpTRHUx/LwEavoYD4mmI8J5qL9uWh/AS5I3hypbouVNoaJ60MkDaGShjAhPpiD8uUg/PjYQCEuQNYQpGwJFhN8VxGuPKSLGO8pxnuuIpx4KBcBxo2PdBZi3ARIt0WQ7QLQZq7KarHGbg5ozQLZLNTarUCcJFgvKcaLC3FaqbHl1TkIYU5iuJMI5iBHu4oRjtwaSzbAdKXKnFttKayxWQFYzJfdWQZaCKAOQoQzH+7ER7nw0C4rCIdluMMqxkXY4CWs9+aiPVbg7gK0jwjjK8b5CXHefIynCO8jbwpUPwoX4f0l+GAxNliMDV2B+HKggWtNCWKU/2TujUfhB1tDDw+nGbIrnV92pOr7cp62pvKgwWO5NqT7ZuQsS2Li7fbo6z1xxm2h19r9L/YGX613OkZwPNLkdvyR18kWryN1Fl+3+R0ghh7GOn3d5rtnKOIk/Z4xr8RlMtEYY7UPabwHdmt38enPy89/VXn1X8CbPxD9ryzluJIirlOibpAirkItvq24/hew8WdlVz4CXPsz2vJfnR6HhkPPtrntIdj+q9Pr517/XcTAn0gRe4ej9g+E7iYG76bEHqPEnOwPPTISfXYq8fJ44tnJlDPTaWcnU85MJJ+eTDkznnR6KOpof/jhwcgjAxG/bu8We4IP9IYeGow82hmwt9Vz91TSZU6RFafYivnw9kzODUbhnWWQzSrEiQ93E6A8BFhvSX2AqjVc/ShS1hC6DPWgVtouwTwULRF8jA8b6sKuc2LXOrBrbHl1DlKkqwrruVJpTs26wsy7wS65M5ZyluD5U7XFP1JOfRB99L2sa38uMP26xvXAo8jL5HQTSrrxYNwlavat8YwL5JTjEw9OjWYdncw7OV1wfizvzHTxxdmyK/QKQ0bl1UXwLQHaUoyz5aOsRVgHCd5ZhHFRNPiomwNUjQHsGnty+vnB5NMDKafHH1xdBN4VodwkWE8hxp2P8xQ1BgkagkUtUbKORHl3urL3vrLvoWqoXDoEVk3Uv1ggPV+efMFlbKxQNSuTmtWxjdVRrZCqF9H1vGntEuUZs+cp/dGLuWYtE69lYrbbZKB1DNQW/e1enWfp6FgdHaej43V07L/L9cqsOcIbvF5H0DMJW4x3d5HbtyB/f6cS/c72U8dAv5H09TCI2GQgNunITQb8nf6/wUvekyDvSZIRU2XEdFlv5jZeMmKerK9Qvo3XEFBDBq8N12ootZqRd/FSDgOUZICaXK0mV/8mF6V6fRSwNgrcxktErpIOA1SjYNUIWDNSoyYDNSTAOqlSM1CyPlC0MVCg6sriEmLYqFAePkKEj+CiAldRAeL6UHlT5DZVIkKIuD5E3hyhaImUN0dIGkJ5WH8+NkBICJQ2BqtaQoQ471WUGx/jJsJ5CLHuqwinxVobDtyRA3dYAFkt19pwIA5LYNuVOqeVOsfFGrs5oA0X6SZr8JfifcQYDz7cRQB3FiKcRTBnMdyJC767ArRcAVouVpqyAaYL5beXy4zni41WARarAIv5kttzpbeXABartbYrtbarMHse0pmLcl5FOfOwrgKCBx/nsYp056O8+UjvxRpHJsCGCbReqLUXYLwUzUGq1jAB1kdMCBRiA8X4EC4qgA3zFWCChGhfdq0D5f6VR2FH28NPTGaZrOFi9d05KnzSeK4LJvBSjYcB3OdCseXBlItf37v6Q+6NXwoMfyy/8XPhpe9gVsfb/W62+V5H2B7NOvNXyN1d9R6/gsy/bvU5TI65TMu0EJR60tKs8DaHQVe+rzjzZeGxTyvOfwW48l2V4XeYu4dGo41HY25PxN/p9DmFtd/d7La/w+cw+u6/Kq58VH3tk3bX/SPh5xodfoIa/7XZ5Zu+oF3d/j+QIvZSoveRIvb2huwaiTs+kXiWHGlAjjwzFH6qL+zIcOzx6bSz02nnJlPOTKWenUw5S4o+Rgw58Kb+8MNdgfs6A/Z1Be5r9fq5L/TX+QdG/PK7ywXG9Ic3GAVGS5UWq3X2XJgTH+UuxvvIGgPlTSGaR9Hr7fGqlmgxPmgZ6sZBuItwfkyA9QLYVor1VRL8xQg3DtCOX+vAqbRaKDIeSTk7FHdyOuNSe+C+khsfFV77Y9mdT+Guu3riLxCTL5Hv35zMN6XcuzacfomSdm4g/ig5+chUtgE5dX9/8u6h9P2zxRdo5VeY5YaMCkNW1TUW4PpK7R0+wmIVZsmBWAhR9hKsswTrqqz30TT5K+t9+TAnetGd0fsXe5NODKWdmSm6xaq2WIbYrSKd+Hh3QYMfG+PDrQ+WtsfLulLkXWnynixZX7G4D6AYwa1Ndyqnep8tz2yKWDr5glbKfCqY2RQz9dIlvWhez599sUh+TOt4xmx+OUd4Cy+MjoH+n/F67dcrueZwv+G13e/wqtcz8O/g9frlIdR/Ldd2/+7X6/47vNpTtpN1pL6dvDPt35N1pMq7U5R9yfK+JFlvspT4avKS9WbK+x5IenNkffnKgRI1qUJFAqjIwLXhmsej0MdjsPVxqGYcqhmDaEbr1ihgzevUFKCaAtQMA95OTQGsT0LUk3XyEZBsuFpBqVaNgTQjYM1w9ZNR4NMRwPpQyRNSiZqYI2xKYmMilhDBHHSopD5ShA8TYEMk9RHypmgRPoyLDhARQkSEEHlzhLQ5TNIcqmiLlD+KULRFqDuiFC0hPJT7MsSBDXPkIl24SOelOhtGtSkDYDJXbbYCsV2utVmqsWbX2bFr7bgwFz7CjQt34cFdxRgvVWPQWnOQguAjw3iocF6ael8Zyk1QZyeC2C+Wm1BzDal5hqxiI0b+deqDS9Tsi5P3L8wXG82X3J5+eHW28MZ8pckCwIxde5cDs+dj3EQETz7OjYdz4+LceBgPEdqXj/BiAKzJD66Tsq/NllssQ5wEOG8h3lfUECBuCOKi/YT4IGlLJB8XJMAFCnEBq3D3JZDTdK4ZwnV3nd3PXHCwvq90CRDWGm0O9b2eZ3Uy19Ig8dIu5+8/cv7mQ68fPvb5dmfoz3+M2f9Z5qkfKm+fhNpcrTIxiNr/13SDz5OOfRG6ayfe7ehokmlf2NXhmFsDoYZQ418qz3+FvLUbY7wfeOW78gtfoywONjkbtLmf6fI5+8j9eF/QuYGQc5SoS+SwM2irfwGv/wlm/Pkjh93kYIN2j71Q4780O/+rP3h3X/AvQxF7KbEHByL2dAX8SIr6dSzxNDn6NDn67EC4QV/YkYGIw/3hh/rCDg5E/EqJOzmacGo49kRf2CFiyMH+8F+36wrc1+z5Y4Pbd12B+6bTLnBLzbllFouFd9hlZstVFguV5nMV5ss1dmKcr6olXNEUJsIFi3DB24eeInyQEOcnQHutwt1pFVaLQDtVfZCmMViMcGcD7DhAey7AbrHYfDLjCiXpzGjKBWLEUYzj952Bx8bSr1MfmsyX29DLzCfybkwVXKMWXJ1+eGEm5zzt4Tla7pmFkouL5ZdY5ReZZRcXqq4xK64xS6/OVVxbBhpxIWY8iNlqrelqnbkEZSfHOkvRTnKMqxLnpcB6StEecoynoM5xudqKDby7DLLk1Nmw66zZUNuFOmsO2kXY5CdrC9f0Jm4MZmj6MpXd6arebGVfiaQXoCSh18Zb5aPtmlmSlkvTKxb0ygWddGFTuqhX8vRSjl4wv8WlPpvvW6M2vZhr0rLw2jmcdg6rY2L0LLyOjtbOwDapcN0sQjeL3CZmk4bR0XFaBl7LwG4xcK/M2mbrXbMI+rmG32I16ufq9QzcO20jpWdg3wr9pi3m7zakb4XZYqK3e3uT+x/wekeubbwUXenv4tWZJu9JVfalvMLr9YGXvC9L0Z8j7c2R9ReohkrVpEoVqUpNBq5RajfGoI/Hf4/X65MvDQWsGQFpRkDbM9ebNCPVaxO1mok65ShYQalWUKpVFICGUr1OAWxQqp6OVD4fqVB2P5hHhM9Bg/kN8aKGeB4uUtIUq2pL1LQlKZpjJfVR0oZIWWOUsjVa3RarehQtqA8S1PvLHoXKHoXI2kJUHeGypkAeyoOHcuOj3VYRziyQ1XSp0WjB1anSm4xKY1a12RzAnFVtMV9txQJYLoJs2bUOAqS7EOUhQnsq6wM0jYEKvLcM6ynHeEhRrkKYvRBqL4LYrwAstv8adr7YaL7w1mTm2dFUg8GEY7RcQ1axETXXkFlixAZZcqF2IpSTEOUsQLuK8Z5igqeo3lOI9xDivKT4ADk+SELw5yE9V6Cuy3UuDMBdaoX5MtRFRPCXNoUICQHChmBpS4SwIUTcGMrF+C/UunGgXvMVjmj3A4U3vpi4Z6drL2GWRpRZn4k5vyvw+A/u+760+Ocfb3y04/oHO4w+2GH7tx1+3//J7/u/uv/zj77f/T35+P7E47vtP/vY4e87/b//IHzPRy1+V+fzvVt8zjV5nOj0O1dx+fMSg7813z3S5XQaZbyn8uJXdbd+hBn/iLTYjbTcBTb6Cmb+Lc7u5+Hwc+MxF/E238BMPm1x+mXI/+R07OVun/3gW39EWf6tzf3b/pBdI7GHSFEH+sP2dAX8PBT160TyuZG4c5TY8+Tos+QYA1L0sf7wQz3B+/vCDpGij5Fjjg9E/NoTvL8rcF9X4L7uoP1dgftwTl/D7n7W6Pb9SLwBPfvKYsGtlXJTXrUVH2zLBduugO0Wqm2W61ykhGBVS5S0IUyEC1E0Ra+1Jckbo1cRPmyYGw/lzkd6smudVutclPhATUOIDOUjhLrLkN5qjL8C5rVSfpf24CY16/po8kVKwuWlPGtBlRsP6MKtcWCWm07kXZ7Ou0AvvsQovsAqvsAuvbxYdIFTdU1QYyysNeHVGM9XGLLKbyxWGa2ATARQKzHCWgiz4tVZ8iGWEqStBGEvgNqK4Y4ylIsc7a5AuWsIPnK0hwzlpsJ7KwleinpPEdaVj3Fmw+2X4Q4crLuwKUjUGs5rDFvBhXHro1Td99cHylQDoGfj9To68clUt3qq5wlr+CVv+oWQtqVY1snZeoVwS8bX8hdecmaeLpKezndrF9teshpfshpezuG1TOwWC7/FQG/OwjffevhLR0Nv0jE6OlbLwP7/AK//auBSdKW/3Vt4pSn70uR9KTJiqrQnRdqbLuvNVPRnKwceyvpzFQOFKlKZmlylJldrhoFrFPDGWN3jcehveI1B1KN16pHat/F6hzDNSLV6DKQeA6vHwOoRkIpcrSRVqkmVG8OAdVK5ZqhY01/AISSMV3hRQb7CxgRFW5q4MU7SnKBqT1nrTJO3Jkqb4zUdqU97M5/0pj0mpijbY4SEQB7WZxXtsQR3ZKOchA1ekgZfIdZbiPUU4714KNeFGuvZcuOZkptMgMlSjRWzyoRRaToHMJ+vtlwC26zWOYmQHmKUFx/uIUJ6yrE+UrSnEO4sgjuL4M5csDW7ypxdaTb78OrE/QuM/OvU7MtTmZfoDw1HUw0mMs6Mpp9mFlxbLDNeKDNeBVrxILardTY8mD271nqp9i4H4chHuQowbpJ6b3mDnxTnp6gP1rSEqRqDJXj/FajrVLHpYLYhJe82rcpmCebGxfgICAECvD8fH8AnBK5iA5bhPotgDz7Erz/++v2zn8DsjnABsbSiqPgL+65/svPOZx9e+/MH59/bYfiH9w3f33Hrgx22n/7B7V9/sv3sD2Z/3GH1yR89vvna+cu/G+183+iDHa5f7cw8+81kputT/L3xZMvuwAvDkYZIsx+Blz+vt9hDMN+NuP09yPBL0LUvq699jrL4CWX+Y9XVv+Wc2PnQ4P1W113ksBP1Nl8T7n7Z7rqr1/swJeTUI+cfwTf+CDP9hGD/eY//TyMxh4ZjDg9FHuwO2k2KPjqVemEs6eJw7LmhqFPkmJPkmOOk6GODkUcGI48MRBzpCzvcGbC3zXdXh/+eFq+fWzx/afXehXf6ptHth6HIE7P3rs4+uEJ9cHmx3EQIdeDW2C9V2y2DnOarnfhIf3Vr7JPOlI32lI325BfEe9q+7I2OZDE+eBXmzoW5rEJdBUgvJSH4WVvs80cxSmygEOLBA7uyK+1YRRZT2TfG0y/Tcm4sF1twShwkVV7CSnd2uf1iuSW92IhadJVRdnW+wnCx8ioPdFNWZ8wH3BKATCWQuzKYnQRmJ4RZb//lEq/OUgiz5tZaLAOMFytuswGmvBqrVZDlCsCCU225Cr4rqLUV1toKIY4imJMC46Eh+KrqvZWN3rIGT3mjj6zJV9zozUa7LaM8VzB+goYIdVfa88Ec3WjZ1kSdbgqzRWvdonZuMvp17HHtPFm7OvmCT3siYDwWLTwVcbRS3qZ45QWX9mJ1VMcjb630aBcevZxv1s41apn4rTncFgO9/Ws2r955pMF1NOQmHaVjYLRMjJaB3WTiNpk43Rx+uy0WYTvdXP12W6yGV8036Ocb9XMNeka9nlGvpxP0dMLvFXuXLT0TqWeg/hNev7H1Ll5MxH/G650h6x28XhHWlSbrTpX3psmIqTJiqrQnTUrMkPfdVw7kqAbyFIMFqqFiNblcM/wWXqO16+OQtXHodpoxiHoMohmtfTV8/Vd4UQCa0er10Zr1EZCaXKUcLFMPlm2QKzaGy1R9+cLWjEVUNL02eAkVqWjPWO9+oOpIl7YkCepj+YRYcVOiojVlrStjvTtD0ZaoeBQnbgoXNQSJ6v04aFdWnfUizFZAcJU2egswnkt19iyQ1WyFKbXChFZhMldlugi2ZFaZUEtvMQFmSzXWyzW2HIgDG2y/VG3LqrRmld9lV9svAWzoxca0AqO5UmNWqQkt/8ZsniE979p45rmR1FNT9y5MZ5yfzrzEyr3JyL3GLjdeKru9CjBbLDdhFN5kld5mld2hF9+cB5jNA8yYVcZLtdZcpDMf7SJEu4qxXlKcj5wQIMP58+DuXISHCOvLRXgs1joxgfZMoD0dYMuqdVqEubJqnZbh7ksITzbafwUZyKp2l6PD5/Ltcy789d6pvzX73moOtg4/sevUjh2X/rDjwgfvXXp/550//fnmzp23d77n8MVfrD/98ObOHaYff2jz2WfWn3564w8fXHtvh+nHO+z/sSP/+p65PF8NLGG5wJ2Wbk5PNR4Ju9jneazNdi/qzjewW1/Bbn1Vc+Nz8I1/1N35ouzSx9nH3k/Zu+PBiR2PXH+iRBzv9Pi51enbbo9dfT4Huj32os0+Axp+ADP9C8b67x3eP5LCDw1GHCLHHOkNPTgYeXQy9cJk6qXRxAukmNP94UcGIn4djj1Bjjk+EHGkJ/hAZ8DeDv89nQF7iSEHOgP2Nbn9VO/yfaPbj6QoA8b9G9Ppl0bTzk49uLpUaSGoc+HUuLBrPDgQXwE6dK016QXxvm7g4Qti1tqjZGVzrKIpRt4QIasPluH9hCiPlTpnMdpH0xj2pDVqrT50FexCzTUZvXdtMPn8UNK50cyLMw+vL1dayCCuMrCnpMqLU+I4V2jJKjNfqrZYhd3lwy35UFN+rbEUaq5C2IhrLUTguwKwNRdkzQFZLwJMOWArNtBiEWDKBlosVhkzim/Qi26wym4vV5mxAebsSrPlSrMVgCUPdHelynypwoxXYy9FuAqgjsugu5w6OwHGVdnsv9YRqmwLFjcGaNpj1G2x8uaYjc507UCenlKmn6zTT6E3RzDaiWY9a0A/T9YvjehWxl7yqU9FrKcS9oaQ80wm0CkEWvGCVjCl41O2Vgd0S13ahUcv5pq1rPqtOYKegdXRULrf8ILp6IhNOlLHQL06Gvu/x4vVoJ9v1LNe47Xt1/+AF0rPRP6/4dWV9nby7vTtFD0Zb/fmurwnTd6bISOmy4jpMmLG9tilGMxVDRUqh4rUpFLNcMXaSJWGAtAMA9ZGgOtjtRvj0LUJ+No4bG0c8nr4qlWP1qhHa/59/tKMVGtGqlXkSjWlan0EuDFSrSFXqAZL1IPF66TStcEiWeeD1fqkJXTMCjZO1Jy2Rsx93F+g6swWt6RxcHGrhHhZW8ZaZ9Za931VR5qkKU7UEMnHBQkJgdKmQFG9Nx/nysM5rWIcOAjHpVp7epXlTJnJVPFtaulteoXJHMBsEXx3DmA+BzDjQBwESBchwk2M8litc2JV3qUXW1DzTGce3hlIOtsadqA75uhI5vmpB1ensi7P5FyeK7jBLjNhFxszHlxjZF2de3CDlXdTALYWQW05QHMx1HYVZEHNuzqTZ8gsMVoEmEnQLmKUM6vKhFlhzIXZywieYrQbH+EqQntKcb5ijA8X5iZC+a41R2haI1XN4VJCMA/lywI5z4Gc5kCOTKDjCtxrGebJALsywR5cmL8CFTafb1dj+l32qb+W39yTavCdz67Pr3644/If3ru48/0r7++8+cEfbu54787O992+/sL67x/f+eg9hy8/d/32G/O/fHxpx45r7+8I2PVpxtnv0a7nqPcdJpJNZlNvz2eYUmMNZ2Ov0mOukLyPdrsdarL5GW/5Hdzky3qbH+tuf1Z09r08gx3A65+0e+yaiT8zE3dqJOxwv9/uXu9f+nz3dbj+iDD5S7XhTpjpX/B2/+zx3z0UfpgYtI8Sd3I49uRg1PHRxDPjqRdGks6TYw2IIYd6gg9sD1zdQfvb/XZ3Buztj/i1P/zIYMSxgYhjrV67cI7fEJy/G4k7s/DwznjaJVLSubkSy2WA4zLQlQvxl2CixNi4jfb7T7sePifmavvznnRlSghRKzCfxVq3BbDTIthBgHSXE/zEGC853k+I8uLC3FbrXObK7o5l3RjJvDJ6/wo1/yYbYCGE2Ivh9kKIHa/KjlfuxC61nS+zWqq25sHsJThnAcp2ucaEVXGDUXx1rvg6s+j6Qumd+TITZokxvdRkquAGvcyYWmw0lX99pujmTP61qVxDWvGthUrTFZAVt8Z6pdpiqcqUA7Tg1dxlV5kyio0Wyy1WQbYLVRa0MuN5gCUb6sBDuXKQzqwaWybIVkIIVrXEyAjRUnyMjBCvbExVP8p50VetH8Xoxxv0M5161oB+bkC/OrYlZ+kU7E2N8LFU+EQm0ipFOvnKloKhl07q+WT9Sv/mYtfLuVbtXJOOWa9n4PV0tG4WoZuF6mYhOhpER4dtMuA6JkLLRL383+DVqGc26pkNema9nlmvZxK2GIRXj1C8ggm9xURvzSHfpGdu7ygxv3Pt9wPaFgPxpv+M1288vcZLScx8hzBFT4a85y25Xo9dyqECNblIRSrWDJetjVSsjwLWfo/X+gRifQL+ZvjSjNVt4/Xq4a9R8FsB10aAanKFhlS+MVy1QalcI5dphko0A0VrQyXSzgcrhKRlbPxqfaL0UaaiI0vdnaPueShrzxK33pO23dd05z4dLHzaV/CY+HC9J0vdlaFsTRDXh4nqg8QN/uJ6b3GDBx/rsFhnyQCY0irNWSCbxVp7FvAuo8KMXm7CqDRdAFnNAy0XQFYrdfYrdfacWkce1IVT67gEsJ0vs6HmmlHSDVuCD2G9fmoPPziYeHI4+fRg/PHeqEOUZIPlotuCSsv5hzeZ2ddp966OJJ1aLDNeqjSeK7kphNhIEQ5csCWv1kYMdxQjnFQETwnKmVVhTC28Ti8zWgZb8eFOAoQLF+bER7iLMT4SjK+CEKxqCBVh/XlIby7CR4AJWIV7L9e5z4NdFmvdhNhAHtpvstxmuMBsEezGB3tQ7xmjrH8qPv9ZyZXvw3Z97PbNx8af7Lz0/o7LO9+/+t77hjt2mH/0oceXXwTu+sHxy0/NPvnI5dsvnb75p+mfPzD95D2Xb/9UYnK0PfROf8zt0USjwbAz5JCTs7EXpsJPT4UaTIWfIvsdngg7NeB7qN1lF8H6m6Ggo52ee4i+B3r99k/FnxaVWHBybo2EHSQH7xsLP9zl8X2j3Rftrt812P6zzuiPKKvP2tx/JEccoUSf6Av5dSzxzGjC6cGoY+SEU+NpF8iJp3vCDnUE7N0Gq8N/T2fAvu2BixR9jBxzcjDiRFfAgWaPnxtcf6h3+b4/9Mh06uWR5Itj929x67zZNd4LQF8RKna9NWut9cFLYunL3pKXvUXPenLVj1Ik9RE8lC8b5jIPsp4tM1kE2UhxPiK0pxDlsQS2ZwGsF4F2iwCbJYD1EuAuG2jDqbnLh9pKUQ5iuM0y0GS5wowLsF0F2q6A7di1tmyYLQdluwSxmAPeoZVem3h4furhpZm8K3Nlt1mV5ktgGy7CmQ1x4MCc5qotqeUmzEpzZqXpXKXZfLUlu8aGB3PgwxyWQVZL1WY8iLUIYcers16oNJ0vM+fVOKyA7ZbBNosg6wWQ9TzYerbKYrTAiJh5ifzgNrXYdgnkza0N4oCDVmvCuNA4ATJt7VHZ406grLlyYwCjne3UcSiPlynPxSytSvhMKXmikL5QCDcVK3oVUy+f0gtH9Fzy5nKvdr5dO9esYzbomXg9A71Fg+lmIa/xguroMC0ToWUiXs6hNuew/2941euZ9f8TXqj/PV7vmPVm5lISM9/u93ht/0TqPSnxnrwvWzWYqyYXaYaLNcOl6yPlG2OV66OVayNVa5SqtYoiI1sAACAASURBVNHq9bGajQnI+gR8fQKxNg5fG4f9j3itjwDXSBXrQ6XrQ2UbpLINcvkGqXR9sHhtoFDSdm8ZG7eMiRW2pK335q/15Ck7Hqi7cpUdObL2B2t9Rc+Gyp8Olq515yk7shRtGYq2VHVbkqIlSt4UKm7wE+LcuGjHJYgFC3ibXmVMr7JYrHFkQ52Y1VYzxbenCm9RS2+zqi2WaqxXIHYciMNKrR37//Bxl19tpuv78Jm9x2c6U5u6UG8pFWip41bc3d2LFFqKlOLuLkETYkAS3AlJCF4oEMXdQhQoBZL7eUFn9uz57ue31rHuP+Gzjuu8zusuMKbnGlCy9MjpuiMJWj1hSsT3su1+jzv9nxCDnzd7i6LshaHmJ8HGRzEOF3sDH8+kaMyn6cymao2Fy+N9xfvCng3Fy3yMk57K01qDmG7ALblVdkyE1WSuNjlddSRZcTRFeSztZW+0JCH86cdEBXqe3nSxyVyZ5TLMYRXutI50W0e6LUAcZ0vsFiDO65Veq0iP2TJHar4FrcByEea6WvnqU45xS5gsLlzuU6xqj78kWPN02otDWfLnwx+dcrtyWPfw93LffqP084+qP/+gf+gX2z+OegifcxY+p/vbL/L//rfmoR+1fv1W69A3HrdPxqmKllo+afKRb/F61v7qAdHzQbv9daLz7UEPsR4XUaLzLYLzTaKrKN5FpM3hRqXBSaybaM/rB9QwOXKozHiUwkKy+qdAiXrr0022Z7s9bzbZnoXp/FpjfqrW/EyZ+q9w/eNtzjcG/J/2BzzHeop3+Ung/R5ife53vXvU/+EF3v9hvduNGocrNXaX6hyv1jtda3EXafUQaXYTaX91F+st1uJ2p9LiQqXFBYzNlQrzCxjrK63udwnvXpDTTBbLPWdKXi1B37HRMV9aMvY78gX4IgBfuN+ZxaqJWES8noO6TJaaj5cYTpXp00Dak4WGMyVmtDz9CZARLU+PmqtPzdUfzzeYLzNfAJutwCyWoMZzpXqrUMM1mMF8ieZiid4axHQFaroMM5uHGk9C9Ccg+lMwgxmoITVffSRdaSxdeTRdiZKrTi3QmgIbLiCt5mBWC3DbqTLLGYjlSoXjaqU9A+3MQDuvIGyXYNaLUPOpIoO5EsM1pOV6heUq3HwZYr4Otd2AOSyWWS5BrMdBRuRsXWqBAb3QeDRbvzdRvS9eqy9GayDOoCdCBx+kSQjR6422GMvwmC1+P1sSTsoKnIYmACMNfHrn1jhhc2F0c23mC4fxmcP8wlzaZUztrg3vLnULlnqBhd79CewepXGPXMMfQwlIFQAJCoyUHjyN5o8W8ceK+WPFe+SyPXLpLhnyv/CqFFAq/xdeKICKBihogIwGyKi/4/V1l/X/hdc/wCoHSBCAVP5nDvAqO8j/Cy9GSyijJYzRErbRGs74Mxut4YzW0PXWr3KttYSuNoeutISttkYy2mOZ2HgWIYVDTON0pfO6M3m9ObzeHG5PDqc7m9OTze3L5/UXcftLuf1l3P4DvIrYvYX/P3jlc3ryuD25HHwmB5d6kC18+hYhldeZwmlPXG+Imq96PwV/N1cZvF4fxWiIZjbGbrYlspvjGE0x7NYkVnPCRkPsen30anXYYmXwYmXAOjpgHe3HqPZZR7suwq3phTp9iS/w0Q8HkuXGsvRoeSZTxeb0AkNqri45R3ssS52SqzFZpDdXZjJTbDxTbDJdYETJ0CKlaVEz9MZSdPvCVfrDlPpD5UdjVIYi5KudrxUbHIGanWx5dYvgLzYQ/GwqWX0112ghXZccofAxRHIoWno0WWEoXmYyV3MFbLJWbsFEWK9CzOhZGp8S5PsjpT4lKNAy1IcSFLojnhEjXgylqEyAjGZLLRbANpOFZlOF5gtgh6Vyp+Vy50WI8zLMYxn+ar7cfaLInpZvPQdxYdW8mQY7tIfLNwc+634v3en1qMLwYrHq6TKNq6kyF/1vHzf/43udw9/qHf3Z4tSRQDGRtzcvW/z2i+4PP7z81zeKQkL6v31veuJHD5ET+cbPEU5yhSa3UY73Ov2e4V8/aHe9iTI4VqN/rM3yfL3RiXqTk52OlxsszrbYCGNdbmBMT9Vancd5iAy+kxj0f9DjLdrpdq3e+lSV0e+15sc6nC8025wp1/ypXPNXhN7RIpWfoLrHmx1vEn2fEv2eYj0f4F8/7nr3DP/2Cf7tI9zbh20+d+vdbtQ6Xa22u9Tgcr3R5UaLu0iT6616pxstbqKNziJo68uVlsLVttcwNtfK9E5Bjc63uouPxGhNFzjPl/nOgf23G5I3a1O26tIFuGIBruhzcwa7NnoW4jMNdpmD2X/KUR9Ikx0v0ZyB6M+UGE2A9MeyNCaLjGZKTGZKTaeKTOYg5gsQiwWwKRNlw8bYrFWastHm3GrzjQpDBtJwA2GyDDVYqTBZrjKbghvQwDozcONVjN08wmy8SG8cpDtZpLeMsFhFWS9VWMzBzReRdmso90WEyyzMaRbmNAt1Ytb4fmkN2mn259V6b1S5LEGtV+DWjEq7ObDROEh7tsSIAbWfLzSfyjdZhTkugG2oeYa0PCNagQkpx5iSaz5b7LxQ5rEG9aVm2Ne9kkvXuBL4+FiYzIUKF8X2d6ZQB5UKTz1qaRSvr2pvkrC3Stpcpn3hrO5vM/mbawLeAp9J5a8PA6vDwOLQ7iRhh9q6S27YG8MIDsrXJzAwXAx8KhKMFPFHi/dJxXvk0l1y6Q4ZskeG75ERfDJyn4Lkk5F8asUBVf8LLzRAxQCUaoCEAchogFT1ZyoBUsXXRfz/hZeAVC4gQYEx2N9SDoxBANJ/8vdV+/8+NjaHrrWErbWErbeEr7eEMVojGa1RjNZIRmvkelvkelvkemvkWkvEekvYWmvYWkvYWlvYelvEWmvkWnsUoz12vSNhA5vExKUx8WmcrmwuMYfbncvtzuV053C6s7k92dzeXE5fPquvgNUHYvUVsnoLWb2FrL5Cdm8hu7eQ21PI7Sn8Kld3HpuYy+7KYROzWPhMFi6djU/jdqV/7s7Y6UrjtiWu1katVkdv1CWuVcetomLYDcm85uTt9qQvnUns5nBGwwdWU+RmWxynOWazLYnblLheHb2MDF2vCl2vCpovfzVRZDWWrduXKI0Nv98ZcZ+UpbZQZj9fYrcAtl2EWM2Vmk4V608X60wWaU6XaM2X6tLz1KdAOrOF+pO5OvRsHXqWLi1NdyBSueu99ECEwmSm/nS2QVfws3r3m8SgJ1NpmrRElZFI2flMneVcg5kUTXKU/HC45MdY6eEE2cF42eEkBVLaS1KqylSe7nyR0WSWFilBeSRanhyvPJOjtwK2WC23HE1X709QnCm1mINY0QqMRjN1RjK1xwvNluEuGyivJZjHdLHLDNhjqtSdVuhCLXSeKX+1Vv1uFfOGArLridHEBcl1vZMfCFTGeUhXGd4pULycLHkxUOSI1+VDr6+fjJe8BzZSjXwsqv/tv3T/JaT9jZD+t0KOp34KEjuTonyr4ZUaLkCr3FIU43R/LEZjIESm1v4yTP9IqfoP5Vo/oYyO1JqebLI+izE53mB9Fu9+o9HmbJ316R6f26PvHw35i2GdhGvMjtdZnsA6XcQ5C+NdLnc6XqnQO1ak9FOZ+uEyzSNI4wu1trea3cQ7vJ+0eT1q93lCDJTpCpBqe/2oweNejYtIrfOtGufrVbbCKNtLNQ5XG5xvYOwuY2yvNDjeqnMQQVldq3e43e4hUWl+Hax/odb+PilSl1HmswYPni4NWoBFcGrSGajk9Yr4nebMvbYMdnXoPNRjBmq3iLSZLTcezlYYy1OegxtNlGpTQRrTZfqLUBNGle1ahfU82HSmxHgRYrFYZr4EMV1DmG9UWLDRlmyU2SpMb7ZEZQWmt4o0ngPrzUIMpiAG5CLtkTwNWpH+LMxyHm4zB7WaKjZdQdiyq11ZGCcm2mG90n4ebLUMcxnJsehKNqvyV813eFr9Rm0kzXEyz3Wx2H2lzG2m0HamxIaWb0yIlmkNedgTJU1O0cYGPEe7io6l6M4V2UyBrGg5Zh+T9bqitfoSDD8mmeHCdNoDNfAhel2hhq3+mvlG4v7iR4uNHvWFWOVrP/C/fzRe5TYm0PxTeczuFB7g0oGdxf3Nhb3NxV3ePMCdF7BmPq/QNxdJnOkB3jhxm9axNVK7+wkFkFDACELwsUwwVAKMlApGS/hk8C65bIcC/kKD7VIQuxQkn4Lco3797lMq+NRKPqWST6niU6oEVLSAigao1QC1BqDVANQagFwDUKoBcjVAqQYo1QAVDVBQAKUSICEBMhwgQwEyDKBADiIglwNkmICMEJAQAAkuGIMLxv4a2Jd/DRnCJ31tXvzRfyyptoSvtYSvtYSvt0Yw2iIZbdEb7bEb7bHrrTFrbTHrbTFrbdFrbZFrbRGrrRFrrRFrbRHr7dGMjhhGR/xGR+I6NonRmbrRmb7Rmc7pyuN25XO78rgH94bdOdyeHG5vNrs3m9mXw+zLZfblMfvymb0FrD4Qu7eQ8w+8iLnsrhwWIYvVlckh5rC7sliEdB4x/XNv+mdiKqs5dr4iZKkyarMpa7Mpm9eQ/aUt90t75peOFD4haas9gtUYtN0eDnQl73Yk7bSmbDWlsTFJa4iYNUTkKjx0utCLnGXVH6feFijR/O52b+yTyQK9yTwzSobxZK7pRJ7BdKH+bLHOHERnplRjGaa3UKZFzpSlZilRM5RHkhRGk5TJKWoj8SrdH6Q73j3pCZOZyjZYA9tMZxuQE1XoaRoTqRpDEbK9wc9mMnWW8wxm0rWo8UoDYc+JIQ+7QiV6Ip8Sw5/2xkj2x8mQ09WncnUn0jWpiaqkaIVPEXKkBJXFYjN2pdNYhgYuXHIcZDpZbD6arT2Wq03J158sNV9COC0j3GbBrrQCx6lST3qhBznfhVrsPlnutVDxhtMUxm0Iny5yG4ozHIrWpyWaDgaqI/RuQNSuVJtIQFRvJ0mcjrp3CvRSAmOlmfD8jumP31r//G/Xo7/4XTgSJXa+QOVOkY5ok7vsaLRR+2vpFq9nozGaPYEy1fZXEaanirR/huj/3Oxyiegt2uZ8GWl0GGFwqNXhfIvDuTanC32+t4f973d73mixPYM2/r3O7Fin40WcozDW/lKr9WW45vES5cNQzVMw/XMYqxv1DncbncWb3CUaPSQaXz3G+klj/aRbvJ+2eD9p8pCoc7mHcbyFdriGsb+Ksbta63ijyvpShcXFWvtb9Y53amxEWt0e4l9LoSzvVJqLYr1kZ9PstyrD2OjYOWj4ckUcpy6diUnaqIrl1ESxMMGrSM/pUvPxIu3JUs3xYjVSnuJUqdY6ymoRYTxeojUD0V+vtGSi7VaR1ovlFmsIO2al8zrcllVhvwa1ZFZYMZDm7EqzZYj2TKHKKsJwtdJsvtxwqlSfVqRLAemQQXpUkMFkqflKhfN6ldt8me1MieUSxG4RbDNXbDaVb9wTIY9wuptjcSfH5kWg8i3z64e8Hp5J1riXpHy1zPh+d5D2SLwJOc18MFGnPUSy7f3j7gipj9HKLa8lUM63xzOMmQiPZYjrGtx7Beo1UeA8U+o5mm6PdJPKNbmTa3wnXfcGyFysK8y0O9TiY7jtWmEQ4a1hka54vMJV55s/e78Qrkv2mulFsma6gc+z/M9L+1tLwDZjj7f2ZYvxmbfCXqaxZ4Z440T2SOPWEIY/ggJGqwTDUMEQBBiFCEbL+BToDgW8RYV8ocO/UOBfqMhdCvLPL+ILBbFPRfKplXxqFZ+CElAxAioGoNUCtFqAWgdQ6wBK7ddQawFqHUCrBWgYgIYCyJUABQmQ4QIKDCBDAQoUIEMFFJiA/PVYKiAj+WMIwdg/7hzLBWQIn/x14PVPvL72qZbwP+WK2WiP3WiPYxykI47REcvoiGZ0RDE6otbbI9fbo9bbYxgdMYz2BCY2aQObzMSmMXGZG52ZHEIuh5DPJf4Hr4OTI6v3T7l685m9+ayeAnYv6O/Ni9tdwO3+E6+uTFZXJouQycans/Gp3K5kXlfSJj6e2RK9XB2+gonmNKRut+TutoP2OvJ4jYkrlUHTYM+xfLv+VJP+ZDNchEGVp2KxzfMSG+liS7kiCxmkk0qjnx4+xGQg2nww1rAvUo0YKtsbKTOSpEZO0xlJ1hiKfzmcpDScJDeaKkvLU54qVFso0ZopVKNnK5IzFIbipQghj4gfng5GyfVGyPaEyRFDZHrD5EYT1CayDCYz9alJGqR4lU9RCsSgpz3Bz8ZT1KfTtMixSsNh0v0hT3pDHnSH3O8KudcReAcbfA8X+qAvVnI0SZGUrExJUh6Jlul9/xQXINEdLklKV8dHvmgIeDCWqUfNNSLl6M2Umq0g7NYrnReh9uMFFuMFtvQCxzmIN63AlZTrOFHiPgX2mCn33KgJ3mqKZGHer8FezxY4T6RZ9LxTBKmcLFE53eUq22bzPF/6QqTIodh7p3Jl7kbcveD4+7eeJ34LvnI69enNcq0naDNJkPp1qInoSIT+WJQ+wV8O/0YK6/24w1usyfUGyup0i/vl0bBnEzFyvW/uQfUPFal9W299ptXpYrP9uSbbM43WpxutT2FdLrU5Xmi2Odtic6HR4my92bk6o/MIzZMQ1T8gaidLVP9AGF+qt7/b4ChW63i/1lm8wf1xq6dkm5dUm5dkh49026vnGJu7lVY3mtzE2j0f1jvcbnQWrXcSqTAXxthcr7UXqbYVaXv1qM3zCcbuXrWDGM5Pjp5izYC82UAGLyECF2HvGJiQRZgfE/WOjX6zALGfBBlPFesPp8n3JT4byZQfy1Ki5KqsIi14tc4LUPNFqBWn2oOFdl9HODOrPLZrfbeqXzMr3LYwXrv1Pjt1HpwqWxbSYgNpsg432Kg0ZVSZM6os1qsslhHmC3CLlUo7BtqZVeO+1eT7ufkNp9qLnm84nm9EydbrjZbvDJaE2dwIl/rV4+73LvePmF37Xf34vywu/uR67Vfnc0LRj463eiiSY81pqVZjKSaDsepjyRrkVA1autZIggolRWuzymO3/u0q1JWDfrPXHMqpDtqqC92oDJgEuX9Msmp+pwZ1fAqxf9IZajCe7z1fGrgGD1+BhM2AAnuinRN1Hrk+uvBWTTzOSRua+I7e27DPWwB2N3Y/M3Z3WQCwLdjjbLFmOUtjvJl+Dr1ji9y4S6rhk1H8McTeaDmfDN0ng/co4M/k0i0KeIcK/UyCfiHBvoYMP8geGc7/OvyqAqhogIoGqBiAWv1VK0qd4CDUWoB2gFcNQMMIyCg+tVJAqeBTEQIygk+B88lwPgXOJyP4ZASfguBTDhRDCMgIgAQXkKAAGQaQv1YwYKxcMAr558xrrS10rS10vTXyb3jFbbTHM7EJTGwCszOe2RnH7IxldsYwO2M2sNEb2JgNbCyjI56JTWRik1jYZHZnKhOXycRncQh5HEIeh5jD/Wtdvjub3ZPN6v1P52L2FrB6vsr1N7xA/8BrA5vC7kzlEVK5hCQWNobRGr7WFL7WFL3eEM+sT+I1Z2635vAaU5crQz9lOdQHKJY5iKUZXIlROf/6wc/mZ4V0DwuZnBAyOiake0jI8PD3tueOvL13Jk3lOsrxRX+4HjXZgpZiOpKg3R0u3x8t9ynpZU+UZGvA/Trf6+3Bd3qiH5PT5SdyVOaLdCdzNUYS5HvDnvVHSn2MkeuLVBiKUxuMUhmMejkQqTQQqfgpVmUwXOFjhMJo7MvhKAVqovpkqtZYlCLR/wnhjUT3O/HBELHB0LuD4fcJ70U7gm63B4niQ8X6op+S05UmstRpaark5JcD0TKdIU97YmVxUVKdETJTRZYT+RaUbMO5MktGpSOj0nkebEvPM5/Mt5krdVtD+FFy7EbSLGZKXBfA7rNg10W4z1rVu3VUALc6iAHznsq27A6Uz1c5Cnp5DOvyhOAsCVW7mvHoRMSNX8Ou/h5w/te3Z34Jv3Hu/bUzCRJXwBoSSOPHOcoXwQY3aXGmC9n2xAB5jN3tJtd7n8LlB98/b3K9Qnxzhx4rQ4uQ7nsjhjA8XKT2HdriZI3V6QrDw+WaPyH1f2+wOTcW/JQSKtXv+wDvKtpqd73B/FKdkXCl9lmIyslSpeOFioch2mfQ5tdrrEXqHe43uz1u9ZTsfK1A9FfBvVZudJHCWEmU6VyHGd5odXvS5Svd6irR5Hy/2eVetc3Natub9Y63G1zuNbqJwSwvl5kJo53uEgLlKSkmC4WODIT3KvLVPMRhodxustCUgbRfg1mRM1WHkxVI6SptQQ9qfW71x8rNFBouQ8yZFfZbtd5stA8b5cvFvJ0vdZ0rclmDeTHhPuuQV2ykF6PchQVz3kK57da4fkbZb6Ost1AWXLQFF2O9VWe3VWfPQtswUHabDR5fWl/zGr1Z1R5MjDsb82oBbLMEtSdn61V73wOZns3Tu5CpfS1K8ardzd+VfhNS+lVI87dvrU99H/bgBFjnXp+/7mSC3USqzWS6NT3FZDbbdDJDZypXdyJbayZfj1vlzKpyWSq3XYW78Kp9ubX+TPQbbk3gVkPoOvztKtR3tfzNIthvsfztdJnfaL4npfjtUlXsel0qp71ouaFooDAaHfk6ztEg2FqvrjiDs0jlf17b22XtCTgCAVewx9rbXNphTm6vjPBmiLzxtm1a3Q4N/ZmC/Ewu36XCdqngXRr4M7n0MwX8hVr+eQyyM1p+kN0x6F/ZJyEOrh0BShVAQQEUFHAw86LWAJQ6AaVeQKkXUOsEtFrBQSmj1Qio1QIqmk9B7VMr+ZTKPSpyn4rkU5ACCpJPRfwZOJ+CEFDgAAkGfMULdlDBgDEoMAoVjEL+e2DfFrbeFrbRHsloj2B2RG20RzM7YpkdcWxsIhuXxMYnsvEJbHw8CxfDwsWycLHMzpgNbOxGRyITm8TEJrE6Uzj4VBYui4PP5hByOYRcTlfOQbjEXA4xh9OdzerJZfbmMXsLmD0FzB4Qq6eQ3VvE6Sni9BRxe4r+iRchk4PP5OLTebh0Hj6VjU1Yb41cagxdagxfa45jNCcxGlI2GlLXqhPn4GHT4IDRXNe2D5oVr14UWt5N0bz07vEht1s/ud/81V/smPuVn82OCBn+KqQiJKQgJKTznZDbhR/ipM5CTe/j36iMxukPxal/jFUZTdYaiFbqDH7a8Ppuk99dbPCDwVhpctrLOZD+eJYGKUl5LEmRlqFKS1P7lKDyKUG9N1yhL0KxN0yeECzZHy7/MVLpU8xLSqIGLUlzNstoIkXnY6gc9rVEu7d4h5dox6tLhNeXBoJEhsLFPsY8Hoh91hf9pDvi8adEeXKaKjVdc7bAeAZkOpqhO5pjOJJjOJimRwfZjGWaDqXoThSaLUHtl6H2c6W2M8W2M0UOq1AvLjqAnmM3nGQ0mW87W2Q/V2I/B3afLns1UeQyW+Y2BbKlZRh9jFRBWFyGGJzrcH3Q7y3TbPEArSOa8/h0zNVfgk9/H3Lh1xiRswGXjkbeO5uncAukeqNM92bXm5cbxR4csFdfsHKJ3hmE2aXRSKXhUGm0zdk6x/N471t4z1uD/hJN9sLF6j+W6x6qMDpWaXQcoXukwvB4o/2VySjl2QSN0WDZvtdPCW4Pmq1vVeleKFc+CVY6CVE9DVE/DdM5V2F0CWN5q8VVostXruvNy94ArcH3Bp3e6gjTJyC126kyF3OVhNEWYl2vFbt85RscH9bY3WlwvNfgfLfeSbTB5Q7C8lKezlGozWX8exlSqv5skc0K2ImJdFsstZorMVkGG6+CDVkI04UiraFYycEoqU8xysRgGWKw/Hia2XqpMxPqtlLiOAtyni3yIaU54z7oY17J4YJ1huLMByIMBsJ0hqN0iAGy3QEvplI0l7K1lrPU1nJUeRC9z1UWO9V2X2odt2sceRiHrTp3fuubzw2vmehXvDrfZZjTdIn1EtSFV+03X+pQ4Xb33SOht/d+jJA8U+GmCXHRe/30luLP38gICdmc/Ffs01PFatfr7Z4TfJTxvgpd/grd72SHQ5WIgY8JHySI4Y8H46VmS/QXwKYrcOsFiPUSzGEF6bIIdZkotB0H2c8UuTAQvkzkmzWY71ZdxE5L3HC2MzbBaqkxeWsQvjdWL6DhgNmB3amh6a7GTkTRp/ba1YmR/a11gM8RCLgCPhfYYwNfNgSbi18YVN58P3sKy51o3KRXc8hIHhm6Q4F9oZbv0aC7FMg+tZxPg+6MgndGIQfZGy3fGy3fG4XujUL5JLiAjBRQDh4MVQGUqj8VqxGQ6/jk+j/9qhVQa/nUWgGtlk+t4VMx+1TMHg29T0Pv0ir3qJX71AoBDSmgwQXUg8D4FLiAAhNQYAAFfoAXQIYJSFCABBOMwQRjsP/Ci9EexmgP2+iI2MBGMDuimB3RLGwsCxvHxv0DrzgWLpaFi2N2xm1g45mdiQdysXFpHHwaF5fFxWf/xdZfeHGJ2VxiNrvn4MAIYvWAWD2FrJ5iTm/xnz+ZKOb2FB3gxSXmcrpy2IRMLj5zE5+1iU1jtyWuN8cs1UcsNkSsNMdutCczO9LZ7dk8bD6zMWMOEbkAD12pCJ0Dv50u9prIdRmKN231V8F4SNe4y7X7aTW4v6y0flGsey9R+kqExNXwB9fCHwqHPTgRKnYo8tGxVMVrubripeZiGLeHLX6SXe8VByLVh+M0RxI0BqOVhuKUxpJUPsUrjCYq0jJeTuaq0zJUPiUqDcYo4d+/IIZKE95LNvmIdfg/GYhUHIlTJcWpURM1p9MMqPGaH8MU8f7P2n0etrjfanE812R3rM72WNuri93B9/ojHuOCH9R73UK7Xqt9dQf/XnosWW+2yH4Z7rWG8Z9BePWnm3XF6LYEK7UEy49mmazAXdeRHjMldhMg69kix2Xwqw2471SeAyXddDzHfCLbdCLHbLrIcaLYhZxrS8mzJmWZ0HNMJ7JNmn0lEJaXm5zvEb2eYx2fdNo8hSleThE5FHLyXwF//Pv9sbg6PwAAIABJREFUpd+DrxzOkLpWriNeonmr0UlyNddtHxXELfcZCFHNVjmcofgr1luC+PYx1Pg4xPD3atszWPfr5DCpLu87YO1fwVqHqkxONtgKN9lfqbW+2Ox4gxSqQI9SGw6U738jQ/SWbLK9i9QRhrw8C1E6U6Z8GqJ2BqF3AWV2rdbmbpv7U4KvQpevCsFXo91TvcJMKlNBJP7ZlTCxs+Hif+S+vNboJIf3UcXYSMBNbzU4PWh0vo+yuY6wEC7S+wNsdrYnTHYJbLsKd1qBOa1CHReLLSezdKZzNSczledylVeLNFZA6hOpSrR41clkQwbIjVvyZiHDtS9QB+engvdXw73TI4baoDy0QKbPis2etvrpYv314BYSIK2rKbJ/5L48VmUm3GB7udHmbLPN6aE3NxeTpGdTleaytDYgltso580ql8USy6l802mQ1TLUda/lA6/af7LYYbLIcR3us10XTMm0BJnefCt22PnytzAnDXJeWGeEd4SSxOv7Z5MULhdoXM9VOlusdQltfb/W8QHC/Hq54bkGx5uN7tfrfK62BIj0xT+fKtZegpkuwsynS42ny0wnikynSqw/pup0RauOpBvPljjTs62HE4ym852+1IUvw99+ynNf78jcIWF2qc079E7B0sjeCh3YXAG4y5uLE6x5+vbGgmCPBexzBDscYIsFbG8IeEv7zMndddLnpf7Pc7ityUYWqZJLgn+mIL9Q4AIqXECGAhQYQIXvjoK/jIJ3R8G7o2D+KIQ/Ws4fhfJHof958EhGAuQKgFIJUCoBCgqgYATkGj65jk+p51Pq/sJrn1azT6/dp2P2aZg9OmafhtmlofeoqD16FZ9+gBfsb/lqGUCB/40whICMEJDg/4XXRkf4Rkf4RkcEExvJ7IhmYWPYnXHszvgDvFi4BCYunomL+wsvVmc8C5vI6kxidSazcSkcfBoHn8bFZ3Lx2RxCDofwD7+yOcQcdk8+688DI6unkP0PvLqLud0gLvFveOGytnE52x1ZnJbktbqYOUz4bHX4clM8E5vJIeTz8KAtXOFGU+YMPHIa/GEZFr6OjOCgQrkVAWyEHxP6ernYfS7XeSbLiZJoNRJh2vVWA+ej2vdOB+etWu8gi7J8kad88+3VH41+FFISEjI9JuR7+4d3YkeS5IURtg+6gtRG443JyUZjSdofoxUGomSG4qVJKXK0TAVSmtxgrEx/lFxPhMxAjEJXiGSNu0i9553eMJmRuJcjcSqUJPXJND16sjY5Xn3gg1xXwHOCr3jv6zsdzhcqjH5DWZ5ocrva5iVa7Xi9SPePbNXDhXrna9weE0N1pkCe222pe4MgTmfaePnb3iTLaj95mNsjXKTGHMR1A+03Vew4kmlGz7WjZtvSs23Hs2xn8u3nCu1nC6wmc81mih3nwO6Txc4ThQ7UPKupQtvZYjtCqHyJmXCh3plquzu4V5IDXooYHZEMsUPhZ4X8/xAKvvRz1N0T+Uq3EAYP4Yb3CK+VOSVeAOb9aoEz0V+hQONkwotvK8wvtb26Bzc9WW54pNb+fPdr0ZH3jzs9blQYH6ky+aPK9ATG4nS9nXCd7aU6myvtbvewHhJNjvdrrG+jrUSRRtfBGhfAL88Xyp3MfnG4QP4oXO9inY1one39OvsHtfaP6l2kah3lSvUex7+4/uH+hfd3hANFLgTePp0odQ2k/aBYTzxb5WqexmWMrXiD80OUrQjU7CLE5FyLj/h4uu5auf1skcV4juFMnulqsfV6seVynsGniGdDHx7MZygxi3SXs3SW0o2m443Ho80/BZs0OsgXaYjmq4mU6IlV2Mg1eumXWciWmkmjnVVbvXVrnBRTZc/7XRXyFRZKfPJDkfKRbOl/g+T/1WB2asj79pCvaJ31+Vr7a72B0tR4jf5QhTLTq2mqJ9BuD0ZSTBdKvRhIf0ZV0CTIYxrk+aUxdq85YTLfGxtkXGwhjfYxIuV9WKnMXCiPHU50/Rhl/jFUt8XtCcLsRoPLQ/xbGaTFtWLtY01O1wY+PBlOkhpKk6YXqM2U6S5ADelFOpOlhnNQi3mY9QzYmppv2h2n1hmqNJig2xOpVev9ouW1zMcIvTmQ5woyZBwSvNSUKaC3AKsfd2b6tudHvjAmdzZm93kru9zlLebC7ta6YIfJ5zL5TAbAXhewlgHmHMCZBTao/KXB3Wkcl1K3RcbsUTB7pEqAXCkYhQGjUGAMzh8t3yNB98eg+2NQPgnKH4Pzx2B8Elzw9WH2n3j9zS8BGcOn1PLJtXxytYBaK6BWA5RaPq1aQK8R0Kv5tOp9OoZPQ+/R0fs0NJ9exacjARoMoEEBGhSgwQRU6F9+AQehIAAyHCAhgINLyf+LFxMbycRGsrDR7M7YA7xYnQlfx17YeCY2jomNY3bGMTvjWNgEdmcyG5vMxqUc4MUlpPMIWTxCFhef/X/7F7srh0PMY/eAvr4H6inkdv9HLl53Ma+7iEcE8Yj5XGIupyubRcjk4bL28AV72HxuY+oSJmamKnwaFbFQn8DoyGLj8xlt2Us1qTPIWHpZ6ERxyHRxyFzJ+xXwO0a5NwPixkF4MqEeK0VOozE6dS7iRbrnSnQvQfSvV5mLg/VEM2QvpElfTJe5miZ9NfrJxXf3T7+5e8Lz2hGLY/82PiTkeuHfsZJnEFYPej9okRL1h2JUBmPkhuKlRlNlaNmypHSp4USZT0lKn5JeDicq9UbKtPk/wAU9Hk14SUvTIKeq0zO0pjJ0pjP1aCmafaHSBP9H+NdiXd73cB63MeZnG+2utLnebnISrbEWKdU6l698OlP+ZJ7mdZSzAjnTZ7erDKDXA9S6z71la5jogVR7tJ9ia6jmeIkbq+79SsWbyRJ3UrbdcJrlSKolOcNmqsBpvtRlBey2WOI4BbKlFdhOFDrMgN1nylxnylxmSl0Gk/Qhdrdz9S60eEmSYwwp4fp15mIFUseT73wfclHo/dUf4h6ein34R/zjowUvL3a8kplMMFvIsB0KUe/0kqyxvQtSP1lhdgXr9bDW4SrG9mK7x41u39vDQQ+JPiKtzsIdbleqrU5VmZ2os71YZ3e53v5qs6top/fjZmdxqMFFkPppkNrZPMWTebJ/ZEodSXj8Y7rUoRKNM0iTa3Dj61DjGxAjkQqbx0grqSQ5EXfhw3YnDtmfOOp8+g+va2djpO5FvLjhJ3o84N6RRNlzEOO7dc6PaxzFEJbXmtzvk2PVxpN16al6Y4kaowkaM1kmrBKnpUzTfv/n1dYX0JanyOGS80mq1FC5yWjNwTeKSIPb6VJn4h+fTJO+nKlwM1n2Wrba3XztB+kvb0NMXyCt5HLV7oD1H5bq3I99fDLp2VGozvUG6/tt9vd7vZ6Mf1CiBEh32F+HaZ9AGAhD9YXzVP5Ilj70QezbeJk/Ot4qjyZaVzhLoTzkZop8F8sCmRXRu00ZXxrTuZjEjYpYSvYbXLRL4we7pjDrkRwfNjpqEx28UeY+n2PZG6LYF6o0GqfV6i3R7C7aF/CInqw4X6o7U6Y9XaI9WaRFL9SkgLSmyoznYJbLSPs1tOsK0nW80Go4xXAgXq8nSrsjUAnj/AhsItr6Whkfog92kKoOMCZBYxj96M+0ToBJ22XQd5hTwJd1wQ4D2GPt8lb5m8x9NnNvfZ3P3NhbW/qyNL2/NgOsTgDLY/y5wR0adpfaLKA17pMwgjH0/kf43mA5fxjOH4Pvk/8KYp+M3Cch+eRKAekgFYK//jNBQQLUCoBSJaBgBORqAblaQMYAlOqD5S8BFQPQqgF6NUCrFtBRAhqKT6sSUKsEtEoBHSGglwNfAwVoMID2J140BEBDABQkQPnbXw//jhcTG8HERjCxkazOqL9qFweXwMYlsTqTWJ2JrM5EZkcioz1+oyOW0RG70RHPxiazsckcXAoXn8YjZPAI6TxCJo+QycFlcfFZHEL2X/2L25XLIeZxukGcHhC7B8TuAXH+iVfRZm8Rr7uAS8zlduXwiNk8YvZWV/YuLvtzSwarNmEJHbWAjlxtSOTicja7QZtdBeyO7JmqmAlo+Hp1Krs2baMycRUavQYJZsJeLxRYL4FslkC2i3nWpDitWuc7mS9/T5P/LeHFL6myf2QqXoh9durdrUMhd0/mqUmg7bXLLdSSFMVDHgl7XPnF4piQzndCuj8IOZ4TylA9W+/xqPuD7MdY+U9JMuQMGUqm5FDyo6GkF8NJCkMJCsOJikMJCv2xMsPx8rQMjfEsLXqGBi1Ng5qiSk9VIyW+JAY/aXolUu1wBWV1odr6UoXJObTFJbTp5QqDi2jjm9Umd4oUL4SJ/OAt/H3wwzM1rw03GgoEpCbBFA4Yb+K1ZtJK3gxluw3nuixUBu50Jm22xq7XhE2UelPy3eiFnpRct5F0G3K23XypxyLYnZpl/jFJfyTddLrMdb3KfxnuN1Xq+THNCuMjW+n+YjTJklH2mhRrUmVxt1znSpnK2ag73769LBQlfiRW4miMxG/FGpc6PWUGAlTxr2VbXJ/0+ysPBLystbvf7Pyg+80LrJd4p/d9ot/9Ts9rw0HiHwPu9/je7vW70+5+pcnxIt5btMtXrMtXfDhEZj7daDxet8lZDGIoDNa/VKh+Ll/5VK7CyaQXh5Je/JKpcASkcQakdR6kc6nE4DbS+jncSi786TWTw9+p/0tI5/sfDX8/bH/p/HtJCT/x605XjvjcPhb29GyG6jWoyZ1KK9FKy5sE3+dredYbhfYTSfqkWI2ZDOPxBP12j8cVxpdL1P9Ik/yuWPV3wiuxXq8HbfY3+3yejgS9RBreiBT/4cPdH5Mlz2co3kiQvpKicD1J/nKCrDDY5GmlrSzCQnLog814ojvxrX6r+8sef92xCFN6tDklwqjTQ6rK9Dbc4BpC7wpc93KZ5oWkZ79GiH+Xr3qeGKCxi4lcLHrt/+Cw6alvopVEkS5K5EzvjYq47fpMAFe0goiufWeUYyPr/fycxikh5/uH6t+prsF8uBU+2yjfpWKH8RzLqQKbTwla9BSdpTyjmWytKZDObJnBdIn+bJnxbLnJEtJ6DmY5UWq6gLBn1/vwGvwZKB8W6i0D+YaSZUfNtp/KdcEHapeZi0VKn3C+JuR+56fQlzeL3bV7QWFLeASXjP08NwTw5oCdVeDzKvBlQ7DN3Oex97ncfRZra2GBNzu1Mz+5P0cTLNKABZJgsm+fjtsnt+yTGvbHanc+Vm4PwD8PIQ7m6wfhU9H7VNQ+BbNPweyT0ftkNJ+C5lNQAipaQEMJaFUADQXQUAJatYBaI6BUC6gYAQX9de2eghZQ0AJaFUBFAfQqgIYW0KsAWqWAVgHQ4cA4DKCXC+jlAjpUQIMJaH+yRUMCNCRAqQAoSIB8sOxa8c/m9Rde7M5YDi6Bg0vi4JK5+FQuIY2NS2XjUpjYJEZ7AqM9br0tltEWx+pIYmOTubjUTUL6VlfmJiGD15XBJaSzO9M5uAzOwfyLkMMl5vKI+bxu0Ncrxa8p+nvn2uou2u4t2uwp4HRlc/HZ2905O715e/15m62JzJooRnUUoy52rTZmoylxpyt3E5+93py00hBPLQ+glAbwWjM/t2RxMKnriNgVcPA8yIWeZjSRZkRL0huLUR+LUcf6PikzulBmeLFY71KyzB+RT46GiB/xu/V7sNj5RLn7qSoSkTK3Xa/+bnlK6NWNQ0EPTgXcP+V57fhrkSNJCsfhNjc7A5/3RkkNJUqNpkn2J4h3Rd0hRj3Ehz3qCn8ylCg3kqI4nCQ/nCg3mqw4lqw0lqQ4mqQ4HC83FCPdH/4M63+32lW40u48yla4ykoYYXa+TOdknsKhrBc/FkgfhqpczHx0NFj4G7tfhexOfgeyUFjA5PAp7cA0EZjsWK5J7kpyIhX6TsMDmc3xW51pC5iwmYrg+aoP88gP69Wxs7Dg7gQbQozJp0x7Sp4jPdeGnm0+kmY8Uei4gQ5moEIWYEHUwtfdCbbN7/XHstwY8OCheHOErRjG8UGdo3iy9G/+14TiHx9DmT3qcJfr9lPuf6fS5SPX+Uoa7yVDCtMbCtZodJRod3/a7vGo/dWDnrdPO73uoCyONTudaXE+1+EuTPC5SfQVwXpeHwp5TI6S6X4jTnz7aCJBcyRcGWV9rVTvTLmRMMzoOszoJljnSrbyyWSZ39IVjxRonQPpXsrVvgzSFy01fZqv/8JH9Kzub9/p/PqrzdlLDldFXETv+jyW8BAXeXXvive9cz53jrx/dDRZ7nSp7pVW18ejoapL6eYbeXbT8QbkcHVSmAbS+FqsxHclmhcbbB/C9a602j/odHrYYHmz1uwy1uXuYopht69khsLvqXLHyozu1bi8rHJQhpi/AFs8Lbd6Vuuh0uSt1R9qM5f7jhBoDreWhVnJlppIRktefy9x3vvGYZuTQvZnhEIeHM5/KQxSPF1ncQ/rJllr86DDU56eYMOvjVks8vnw4qT+kW8M//jW+eb3IdJnUrTvVnvrUHP9P6Z65lhL+kies733m9n1Y873D0epnYY6ixMj1QcT9LoitbrjjT6mmQ+nmU3kWDIhjkvFFpN5RvNgi9kS83mw1QrSgYFyXUQ4zEBslqvc1jE+Gxi/DfRbRpU/ExXErQnbqo3goiMYiA+dIQZpWtdjFC743PvF6fq/fR8eT9AWL3HTznfXh31wm+msAjgzwNaKYGcd2GMDu9t725u7bPbO+vrnpcXt2andmfH9Ger+5CgwO8af/bhLxfPHcXuU1u2xuq1RzGcShj/ZsDdRy5+o3xuvF0w27Y837I03fqE1fKE27FLq96j1e7TaPXrtPr12n16zT68W0KsBeu2f6xEHtQsFUFAAuYo/iuSTEAClEqBXAXQ0MI4C6BUAFSGgwQR0mIAO59NgfBqMT4PzaQgBFSmgIgFaBUCrAKiVAsrffhz2fwb24X+eGeM4uEQuPmUTn8YjpHHwqRx8GhuXysQmM7HJGx2J620JjLZENjaZ05nyd7y4hHQuIZ3dmcbBpXNwmX/Dq4BHLPg/fv3ZuXqKtnuLN7sLeMQ8HjFni5i9Sczc7s7a68vhtcQuI98twN6uYT6sVoev1ISv1UXNVQZTIb6jJa+GQa7kUp+Fyg/M2vgNTDyjKmYV9n4m34GUqPcxSrUvVKErSKorULLh1X2oxeViwwtIG9EC3evBDw85XvjG+pSQx83DAY8uBz0TDpW+HKN8M1XzDtJRoSfMkpLsNBhuTAhSH403GE3U+ZSg+jFO4VOy/FCKJC7yXnvoHUKkRGeoRGfIA3zYo67wx30xLz4lyZHSFMlpSqRURUr6S2qGMilFvj/iSavfrRbfG4RgceL7p4SAJx2+4vVON+CGZ0tVjhbJHMp/dij+1r8Czwk5HhJ6c/NotY/+WmMBn96+P4XdIzcwGjJ7kpybwk2oYH9Wa+JqfTSpzI8M9l+pT9jE5e/3lbFbMweyvBpCjRpDDJo/6PYnGpPSTT+lGE8VujIqgpjVkVvNqfu4fHZd8miOL7XAbx4SMJhkVeX2tObV47pXjzLU/gh/+H2h2tXu16q0KJPRUL0Od0mUmWiT/SOsmxTBS67Z8QnK/E6Dw0OMlWi1rUiL2/0mlxsIo9+qzA5XmR1psD9N9Ls1FPxwIOgBLVZ6Kkm5y+9eq8et3ndPWt1Ei7SPgTSOIc0u1drfq7V/CDG8lq5wNEH6ULrSsQId4RKjGwV6NzM1bmRo3k1Quu909Q/d338yP3PW7ZaYm+hDB5H7FteuO90Rcb9/3enmCetz37kI/yv6yZFSnas9fgqrGdaUUPXhAKW5OCNSsHq1iUjqs99yFc81O8rC9O5lSp8vUrqS+eJU5ovDJaon6m1E5pL1FzNM8H6SLT7SfeEmnxJc2wOtyp3UIC6qKF+99nDbhiALtK9BhadusPRlw1NCKj8Jaf8m9PI7IbUfhLR//rfp8V88bx1NkL9abfO821MW5/qM4Cn16b0GJdpwLsthF/NhIssxU+dyvsmthrcqDe80Sm2fRSqej1e7hvJSI8Q5t0U51ITZNse7DYACBnJ90H4q+eZ3Kl9Jlto/zLd5iA7QavigT4iz+JhsQU23WixyWihx5FX7sqo815Eey3DXRZjzAsxppcJtCenBrnvHqgtahHvPlnkuw/25NZGbdbHrFeGbdUl8bPYGJuZjumu5s2yuqQTUUR7lrp6l98Tuys96Z79LsdaY76gCWDPA/gawz97/zNrkMLaY6/tc9pf1lc8Ls1/mprbGx7bIg3vTo8AyBVgaEywM7E7gdic79qc79uY6BEv43ekW/ix2fwbLn8XtTXfuTnXuTGK/THR+Ge/8Mt6xM96yTW/cotZuUmo2KZgdMoZPqeaTawTkagEFA1D/DAXFH0XyxxAAuQKgVgK0SoBaCVCQAAUOUBEC+l+B86kIPhUpoCIF1AqAWgVQq/6GFwogo/73qgQLG8PBxfMIKQck8Q5IwmewcenszjQWNo2JTd7oSGZ2pLCxqZzOVB4+fZOQsdWVsUlI5+HTuLhUNi6VjUvl4NK5+CweIWezK2+rC7TZBeJ1g7i9/wmvp5DXU7jZXbjVU7jdV8gj5vII2dvduds92byu9K2ujC89abzWyDmY52SJ6wLCl1Edst0Wv92eMAt9Qyl2JRU7fQLZD+fZD+fYT0L8lqpCVyojl2CBU3n2xFCl5tePW988bfF7jHa5VW4tjLS/VmZxudz2dpq28Gvxn2wv/+R063CA5OV0I6nGILOp4rdrFR8Wy9+tI4I4VSEM2NvZfGd6huU8yHYm33w8S4+aoUnOUu9NkGoOvtsR9mAgWbY3ToYY9YIY9aI3RpKc8XK2SHcJbLBYZjhfordYqr8GMWLCzVbAhpM5qjP5GmvlxjMgnYlszclMdXqyymi4zEf/p0RXsUbjqyUyRxLv/ex34bs0+av9sfbrtalcYtk6sXi1NWe9JnEG8h4fbzMFD2K1JjCa4uaqIxbr4zYJIGAYCYyh+YPIKWRsW6w98q0OzOdlXYByR7DSQKz+ItiHhQqdLw+cg75n1SYxahLpxYHTpUHzsOChNJsaP9mO9y/bAuSztM+kK51CmNzFvpLrf6fa90a5xekJykS02e4RzlW63Umy0vgO0uh2k/1jpPHNIs3TJbqna2yvtLlda3Q4V2F6tMr8aIfHlYEAscEA8dHQp59Cn7W4XW90udLhKVplcRak8StY948K0wu1diI19vcKtM7GPPs++tkPaYrHC3Uvg83ugPRFk5WuxivdilcW9xK9aHzymPm5c7aXb1lfFjG/IqJ6/IThhTPml09qH/1W42ch54vfFmhew/sojH3QHI/QoYRozMUYT0cY1preKX15vs7icbmuWNyj0+6nhGx/E3I5KuT8u1DwtX/nK5/5GKyymmc7mWrcHfIS914D+94I46WbZSIfofUs1FD6ndaTBOuXpW8tayI9UMEOgUp3DIV/UT/yo8PNw95ix98/u5j48jbEUrbWXavRQ6PLV3UiShfnLlGuf67GVhTvJzWTZcWB+/RHa1W5SUwUOAhwCQAuCejK+NyasFr5fg4atIJO2MKWAEM1/E81AKUJINevoeP74+1RPqqxGrfeygpH6T/KdVKBeuugfLXq/dRa/FW6I7SXSt2XIe5rcK81hNd0qSMl35JaYDVV5rJc5bdU9Xa23GcR5s9Ah7OqoxhVkSxMPLM6caMmabe/FKBW7vSCVhsTJ8qCBhJcB6NdWryNo6RFvMQuxhgojiLyNycGge3l3c/re/ucz5uMTcbSHnttf32ZO0Hh0Ec/T45t0T/uTg/zFz7xFwe/zBL3F7uA1W6AOSBgf9pf7gHWBgSrg4KVIf7yx73Fj1/mB/bmB/fmB3bn+nemiVuTnbyJNg6tmU1r4FFrP5Nrd0i1X8g1u+TqfUrNPqV6n1ItoKL3xir2SX9dTVYAlAqAjADIMICKFNAqBLRKAa1SQKvgUyv41Eo+tUJArQSoqIMcvJ08yH8vqf75MIjZEcvBJfEIaVtdmdvEnE1CNhefycFlcXBZHFwGuzOD3ZnBwmawsemcznQu7kCuzAO8uLhUTmfK3/DK5BFyN7vyt7oK/hdeIF4PaLO7YKu3YLuvYLM7h0vI3OrO2u7J4nWlbRHTtgiJa7UBU2UuE8XOSwhfVvWH3Y6knZb4iSL3/iSTgVTjj5lmpAL7aYjXHMJ/GhZEKX7bn2SLD9Wo836CcRNDudyp9XwAs7sGtbta6Xa30k28wV+uzFEiz/pRqati1Tuj7kx/Vlsx0A/bxaZvNkYzqt4vQHymCpzHc2xJaWbUDBNqmiElXX8kSfNjoupQihohRq71w7P+ZOU5iMVcmfnBg+35UtMNpA0H5cCqsGHALVfLTRdLDZZLDXhV1rwq61Ww4Uy+xmyB5hLYYL5YZ7FYd63UcKPYkJFvsJisSQ6WHvJ9QXR7VG1xuy9Ik1MRutWSymhNm29MpMPeL8FCmOioieLXy1UhzOYYVnsCsz1pvTVls7uIP4QUDFcB1KbNHhgFHNkY5VAVaNASqtsWrNwdpTNX4rkE9f+YYtcWatAZadab6DCW/Wos022i0Iea69Iba0RKtxqKNyo1v5Wjfh6sd6PK4m6D4yO8lwzxtTzOXQrvJtPnozLyTg/nplRr/bTVWQplfj9b6USy9E9I04vdfhI4T9Fa6/Nwg8Noi5Ptbtdxr252+Yh2+d5tcb3a6S3a4SkKMzhWqv1bhckZhNGZcoMzJfpnUuR+jngoFPv8x0zlE4U6l0uNRPO0RBLkr4Q/vxImedvztrDJqeOmp89YXrhsffmW7ukLasePmlw6a3Lud+XvhfR+E4qXPYv3U52MM5uM0Z+I1J2JMSAHqjZbiZepXAApnQNri4aLn7D8Xcjyt29sj37jfvqbwBs/l+vd63mjMZNm3ReqDra8DbEVq/VVhburJelLhqk981d77qz4yE5e3E9XJs5BL9PdJNVe663SPV/ZmyFKt2Fumh3vrfDBFq2RcZ/hAAAgAElEQVQ+2tjXuoS3BgQ/zb63LydidPreSDU43Gl1f4jzezadZcpGvOqPUWsNlOLUvQV6E3j1Qdut4XvE5D1c4lZL3Oe2bH5/xX4XYgmdMY9I2u0qB/oQlKw3uWaSoS/vOj04b3L7lJ3EFX9lcbiPUZ7Fcx+xn2IVT1c5P673luqJ1KFkWX9KN+uK0W4PV+lLNRkvc5soe7WKCtrDpe12pHMbExnVsSuVsRMlHyilIewu0B4dtUNB8sdRAKmS15K9DIlaLY6ezwmv9TCLePkkSOVpRbjP8mDz3ubiNm9+b3Nph7XAWxrfmBjlzVD2lye+zFF49MGNUQKH1rU5QWCSWzj05i/zWID7CdiZ4LMpwOYEsDkBcCYB7jSfNcXfmOAzJvgMOp9B210d21ke2v7/KLur6KiyvW30aeimDbqbNqAbGnd3CAGCBkgIJCHEQ0Lc3UPcvZKKlMTd3bW84p6UpDzu5V7rXNC73733+d7zjTPGczmvf2POueb/WYtDvHk8j4nh0xACUreI1CUidQpJ7WJCm5jQIiY0S2YbJbMNspk6xWytfPafUaFKYKYSmK1WEGv/K3LCv6pZ/294Ra51RW30xGz1xbORKTx0mgCbKcTCeGgIB5XJQWVxUFkcVCYbmcVGZrKRWRxkBheVzkNn8DHpn/H6vO1iI1K2kSn/hRcPDedisrm4bC4ezsXD/j08PIyHhwnxMCEeykGncTFpAlwaH5vCx6aw+6JZ1Z6EbCtSji27MVTWmSxsjV8o9MFH6vUGvsJFanUHvewLf0PKdSTmuU/leI5APLpC9Bs9njS7qbR43C/9eK7W4Xqj2x1EiBoqUqPZ99lA0oepHLehLNeWSLPqENOWRJepysS1zqylhmhygcdAstkwyHQk2XAgVnso7u0k6N1Mqu4sWG8S9G489R0J/oGcaz4FNaIXWa/VOC2V2yyXWW1W223X2rPr7beqrZeLTVl5+gy4DilDYyZVbT5fZ6PMaKvCeLVYb6lAhwJ5SQA/IUOeLxZobRTrruZq01LVpsJURgPujvjfGw5QJSXorhe5rlT4LlQHzdeFkAvcqTnOrHxXZqErrciFXu7BrPFbag5faIlZ7QFzcfl8fKmc0AEQOjnI4umiKCzYfRLuOgwy7g3VwMfqjaSYIsK1Wv3UWn1ftvtr4CL1USHas6lWSwUeM8lmozEGw5H6ba6P8nROQV8dKtI+3mh+tc/pPsLpQbfN3R5rlRHvN4tJdrPBxq3m95vM7lYbXU5V3Rt+fUfu632N5qc77S60WZ4u1vo5X3N3jdGBNstjXXan+pzO9jqeGfa/g/O4Vvn+t7J3PzeYHqrS25//Zi/89d70p9+BVL/NfP4z7NUfkJcHM9WOpD07nvLkTPjdY/5Xj9sdO2C071ezQ399PHrS/PgZvT8OGh0+oH/oV629OzW/U/K++FuflzozzZIWr0+KeD0d9GLq0wu868Me6zsdFrfTVfd5HlNyOvq14U+7bA5+5Xzsq+Cre6vNVCYijfEBbys/Xk969UeQyl74hzuN/oYwSw3/ZzddHly3Vb31/tY5vbsXTe9ftlK9YqFyzuTawbd/fW127seIF2fbfHVnUhzGoz80WanUGF/tcXgwEfx2C2qzCDJAutzscb4+GPhoJOI5HWqwVWlPyTak5BhJ+oIk6MjtRu+VGreFSuelKndua5gUkbXVlCrszKaXxjb7mcxmBihwVSPJnklv7pS7msLtTRwe3NA+dVD7xH6QqUbqexXLozucT+yMfvhL4rP9pR9vYMO1x0Am42DT4VTDiSxzUr79fJX3WlOIqC9FhsncbI5lVoTQi8PJ+WHM2uRtfDELnT3emsjE50pITeKRysUa0HCCx0ScN68avlaZ1RrskGiilh9gSULWCBcnFWwawGXyWJPrxIEt0jBnbkRIn+SSBlZGu1fHOub7a0k9hRRE/uJAqZCJVAgoChELkK0AsjVAvApINgDROiBYA/irAH8F4C0rOPNyNl3GpsjYZBmbIF2bFM8PSlkDEgZeTEeLqH2CuR4hqVNIbJOS2qTEZhmxSUpokM/WyWf+aQGrB4gNCsI/qf8n/5w6/5Hrv/Fa64pa747e7I3b7kviIEFcFJiHzhJgoDw0hIP6J1AuCsZFQ7loKBcN4aGy+JgMPiZdgM34jBcbkbLdl/z55dc2IpWNBHNQWVw0lIeGcdFwLg7G+0+5uHgYDw/l4SACHEQ0AOGgU7kYkAAH4mOT+Nikze7wuRLnvhjtJt8XZJirvCNN0pw8D/cZDDfBh+oOR+lV2d0B6Rwts7/fHW5EyA9aqAONQXzQEUadvhrdAZr1zqoNTqrtPi8H4kym0u2nslyms70bg41SLR590roWavAg95NlM8ivF+zTG2fdE/kBm2DZ4q9Zbq9c63KvyUMFG67OgFsuF9uvlDmvVLpzmgK5rSFLNT5L1d7zJY60vI/UbDNG/kdW4Udmgfl8/gdmriEd/n4h34AG055IejaR9GQsXnU8UXU07sF4/H0y+CkR/JiQ8Zie82qlRHu5WIsJV2dkvhz4dLPD4Uy7/blmu4utTrc6vR/1x+hScl0WCt3ms+1Wi5z4jf7L5a5z+TZT2ZbEEjdaXfB8a8J6H2wDUSAarAGm24HJts3eQlpt8kJdDKXQHRmt0x74sidMAxnxeiBeZyxZfzBaqz9Ms8NdFfvpNT3DlphkPhZuOBCo2+n0rOjd2di7u9Of/FpneqnbTrnl440G4yudFsqj3lrMWOsRz3c1729U6l0v1j4be3tP+PWvsjUOVOgd7bC5gnC8WaX3V676j2U6v7dZnOh1uNDndB7pcnEs8N6A5/Vq/X1lOj/XG/5Rp7+/1ujPGuO/SnUPlLz7s0jrUM7Lg6kPf4u5tTfq5u9Rt/4KufaX++k/zPf9ZLj3h49//WVx9Ljpob/09+/T+vn7JzuV3v+6K/LBsV7Pt1sFXssQ66mQl7OhL8b8VXFud3scblboncx4+lvw5S8jb/9cZPygylY9/P6hxOeHq63u9Pg87/V5mqqxP/DOrvhXhzINrjX7G7SEWMcbqFndPKt98tDzg7/e++Wb54f3GF09Evj2fprl6yRDVdfbf3re2Z+hexUR+G4yzhQXoFFndrXT9vZE4Eta7PuNTAti1Js+59so97tjYc9JKToMuDEjx4iWa7RV78xr89pq8livc9to9FyudlmocF6u9Jov8ZvOdJ2FeJNyghrc3zW4vVuvSWPmxyZr3vdQvgK1+1gTHpxiY+H6RNnl/kWHK38a7VdyOPKF78WvQ27vKTC6jAvXoeY6btT589rCtluC+T2RGy0hzGrfxbqQ9daY9ZZoWvkncmEwoSBssiiS3gGhIXNGW1MnOjNZ+JI1XOlmTyE5P34C9Gm+MFnUXSrH1zEasrrBfrjiBPZkN7BJBHg0YIMkX5xikwbWprH8uUEeEceeQXKne1cH6+b7iqgdkNHymPEWCG9lSi5dBQA2AHABGRdQ8AG5AJDxASkPkHABCQeQbAGSdUC6AkiXAMmiQsCQbxLkm7PytWnZyphkaVg0jxczMGI6UkxFSChdMnKnhNQinW2SEhrkfw91NwLE5n+iIDT+k79fWvx/4LXZG7vZG7vVl7Ddl8xGgLgoMBeZyUNBuEgoBwnlomBcFIyLyuahs3loOA8D52NgAjREhMkUYDP+By9k0lZfwnZf0nZf8v8JLzivH8rth3wOD/8/EeKhAnwmG5HCx6YK8ak8TCIXE7fRFTZX6t7g9yr61ZEck7sDkdZkkCch3mUyym4o1GQw1KDb93W57f2OwPekvE8brbCV5hxsik+Ns1bhx8d1zq9rHV7lGas0u2sPxjkxC6MXKpNHs4IK3QwCXt82vPqXw4vbhRGeA+XQoYIUZLwXNs5tKMWjK9ikxPphgfnNSru72Ajt9TJPQWOQqCV0uz5wozZwpTqAWuRJznejFzrPFzlQsy1IUFNCptEMWJ8KM2Fkm5Ay3jGyDebzjSgQrbmsN5PJzyeSnkwmPZlJekQBP5tLfzaVcn8sSXk6/SEB+pQMV2PmvV7M06GCNcejniK973a63Eb4PB6K1KFDbBfgtpMxbwmJOvPZ5ktFNswi2+E0A2yq4WiOI6kiaLEtdaMvn4Mpk440AFNtAnzVRnfOVlf6WlPUeKZ1b8SbvojX6GiNyVRdGsyUnK43l6qH8H5Qb3EF7fF0KlyfleJAiPzYYqma8/p4wLmdyfd/qjO92G51q8n0Srv5rX6XF6NeWkMe2p0fH1fpXK81vF2qczHjyR8w9UPl+qerDc+2W19DON9r+HC2VPtgtf6RDstzvXaX+uwvol2ujPkp412vVr/7vUhjT43u783Gf3VYHG/8cLji/R9Veoer9U+Ua5+EPPoz/NLuwNPfex/b43P6d5sDP+jt3qX9zVcGe/ca79+v/9uvb3Z/9XSHkv6v32RpKROTXfmlIeswh5FPz5o/nu6wPot0vtLw4WT+2/2xd3clqu5tsFaeh3vKejJlKMhyuf9Wrd96pTMt23g0SaPC/lzym99zzK9mmd5K0L3p/eSc9om9T//c8/iP3ff27Hz8/Q6Hq7+C9e93h1oQYf4TqS5Nbq9b3V8NRxoRQRbTcUYDQRoIz8cjQerDgWrtttcQLirjIRpDAc+7nW93ud7pD3k+maRFzHi/UmYt7vCXIkK4bd6rtS5LVc4LFc5LVe4LZW4kqC0yVHcw4SO7PmE+L2go2oYA8q530DE9uPf+DiXDM8djTIyTrS1cn6rontyntX+HyR9fmO9Tstyv5Hv565IPNwei9Og5TtuNn6S9sXJMogQVx++LXWz8xKr9xOtLFiLTtruSt7ozF1oyJ6sSSG2Q1aGaxaHqhf5q/ky3nIza6K0YhkYh4ryXG7IVs92CwSp6SwaxIWWkMGakMH4TXy9nDAIr03LWqGx+TEAb5hPQIjJWNIsUTffwRxolY41cTPEgLKAjK3CBiBWL1xQAFwAECoUAAMQAIAUAKSCXADIRIBcCci4g3wYUmwrFmkK+CkiWAMECwGcBXIaCTZFvEWXr04rVCcXyiJSFkzCQUmqfeK5TQmqXklpl5FY5uVVOapUTWxWEVoDQCsy2Kv71Lv/fCPt8/f9/wmurL+GzXNt9KWxEKgcJ5iDSucisz3suLupvv/jobD4mm4/9By+oAJslwGbwMen/gxcicbsv+d/u7CE8NJyLhnP+59j4H4Tx+6HCARgPk7nZlyzApov60zmoRDYybqMrgl7uXefxwurk7vd7dzqf+Cns1om0Z1fhmreytW5UmKmiAo1nwF5L5UlrjTBsWijE1sjh9nmdfd9+OPKD6+WDTuf3GR/8Bm7ybBjkv9GUTyxOrQ91+6T9+O3ZPy59t0Pt1F+Zvq6zrbUTpdnFTqa5Fm97w5wGE9zQERbocGNUuN5shvV6hQ+3/hOvKXip3JuS70zIcZiA2k9C7an5TkulbvOFDrQca2KW2TTYiAIzo8JMp5LfElJ1qBBdEliTmqVNznxDg2kvFuivFRutFRpsFBswsjWmUh9OpKmMge8PJt8bSXlIzNKgwXTpUD0KWG8OpM/MsiAkmeA+ve5yf5j77mDyk++Snn7X6nadmK4/lKCNiHg9kGI6BnWiV0XwUfni/krpUJ10pJ6NKd9AFLB7Idut8cRsZ3T0O0S4Rl+I2mj8GxrEgJT6lpqmMxPzqs/1VovVlfoPV7Ae6lMhxnjPt1WGV6Nufp2j+Vfjx6uV+qdKdI40m13p93iOcnjSZqbSZHSnXv9Wo/HdSr2r1YbX2qyUa42uFGqdKNM93WR2tdb4XIXesVqTk01mp+uNj1frH26zPDvkozLgfqfR4EjZm19rdfe3mhxtMj5c8GYvTG13qdaBZpOzXR9vlL89HXflh6CT3wSd2Rt2+S/Xo7+Y//q9/p5d2t99qbFrx1MlJZ0fdtod+7HQ+Ak901tQGUZN/tBidaHk/e/tNqfwXjebLU+UG/7VZHe52/shMeMjpy5YgUoFxvKBYRiATwHwcbwuP3abB7/Lh1FqNZNrQS50afykHa17xfXhUavbh7xe3YgxfRH44mLIg4P1js9woQaTCR9pWY4MiO14jP5soiEFZEJOMSDE69LTjBjpxnSQAc73Yan+sVqTc1jPx81WV3M0D1Sbnu7zUml3u13veAUfoUbLMVsqs1urcWE3+241+ixVuS1UuFLz7Qdi36OCtVo8Xo4nWDOg3jNJjrOJzhUf1exO/qT1y1f2Ny94PX+oe/bYg73fPd77leGJPRbHv7E9ssPhyI7Yx392er+eTrWZy3FhlXmtNnzaagtfbw3d7o7h9CZy+0BSPFw+mC8fKVNMN4mn25dwlaSegvmB2rWpDjYRKab2K5gjUiJ2sa96rDRtDVUBkBGi6RZiC7ghwSHHWbvC3aAv1m2+ESKb7lIw+sWEXv54q5yMkBJ7Nvurme1waj2YgyqWDVWyapKGimPmhtpE/EWFbFuh4MnkQgUgUQAKGQDIFHKZQiaTi+VygUzOkcm25JINuWRVIVkFRGuAcAUQ/KMYHeBQgK1ZydKweKFfxMAIaQgBpVc41yOm9EqoPRJyl4TULiV1SIkdcmK7jNgmn235F2GNwGwjMPuPXDWK2f98KsFBpn4OFwXmotK5qHQOKv3z58LP4WEgPAyEj4HwcVA+HibAwYWYbBE6W4iCCVCZXFQaBwnioJLZyCQ2KpmNSuagQVwMmIPJ5GCgHAycg4FzMDkc3OfpaxgHB+H0Z7HxEA4OysXD+AO5HAxssy9d1A8X4bM2exK3exO2e2KZFV5Flrc//PHVSyUl3W+/9D5zLE7lku+F3y3277Q59J3fzSMxr26D3r8I03zy/tTRO7t3X/zii+tKSspKSg++VHr63Q7Lc791hNtTKjPW+2provydXqmqnf3r4t5dZ77feffPX43u3U53dsx3c7C+cEz/zz3ZZq8nMz8RoP4kuPdcrsdiqe9mnf9CmdtylRe9zJVUYD+TazMOscanGE2AzWYzzJdK3bbr/OeLXUhwSzL8IxVmNpmoNRbzmgDSJoHe0jLeUbN0qFBtWrYOPfs9Haq3mGc0k/psNEllJusJEfZ8OPk+LkZlNPnFNFhnNPH1cKw6EWzAhFuhPr2ssrzR5fm42vJS6stfAq8qwd7uG4vUoIJNiCATZrYDOcuemuu13ZLM6YbxMEWS0TrJRNMmpmStI229NmKx1I8MdRiONxiNf0+HmDEhJrPxGpMxT8fDVamJr2ej1Yve/ZV0//sWqzuzMSZYH4187RMVxhfabG9VGJ2oMDjWYnmxzepKs/nVTqu7bea3m4xuNhjeKNI4Valzsdv6YaPprXzNM/maZ9qs7nbY326yvNhifaHa5Fix7p/5b/c3WVyaCNEY9Xve+fFSpc6fZZq/Vmvvr9Q9mPfmd9jLvSVaf7abXUBa36rTOZN+95e4Kz/F3/gTrHo+/OZR52M/m/z6le4epVdfKT1XUnI/u6/TVWs1z59XFcCCmHW6XM7V+r7WbP/Ip1u9LhdK9Q8gvJTncy2FXSGKgSQeKnKxyW+rN1I2nsXujRBgYte7Q1c6g9l9kZtdoeKhNC4ygYMErXclM6oiFpuSNvvgjMbkBj+tErOrA6GaIxFviUl6U7FvJmPVJ6JeTEQ9H4t8MhOnNhqqOhn5bCbmxWTE88GAhwjX273Ot9ttr1UYnkh5+F3yg28K3x8q0jtcaX56KPIVFWI6m6a3UGjLrvNeq/VcqHChFdnj4t5V2d5rcnoK176Y9vJEuvqpAv2bHS6addZqqRqXI5+eL7bVqfG2CFS78f7Ur+9O7DW7sM/20i/hqn/m6V8bS7TiNMRxmxNWasPma4IXG8LWWqNWmiM2OxK4vRkiTJ5sqEIyWCWf7gBoePFcP4eEY8/hBawxySpBsDTFYY0Jl6f5rNGF8c7pntKlwSYZFatYGFwdrisMMLe7fiDw3tFy29eoKLsJaOBaa6YYXyIdqZRP1kpHKzmYPGpd4gDUZ7oolI8pkAxVUJszZnvLBGsEQLamkKzLpBwFIJEBAE8m48tlAoVcIJWIpSKFXAjIeYBkCxCuynnLEvaShL0o3lqQcuYVHJaCywKEi4CALt+clW9MydYnpStjosUhHgvPoWLYc0g2uYc918GldAnmukWUTim5XUZslROaFYQmgPC5F6wBINQBxDqAUK0gVv8XXuDP+SzXv/BK/zzxw0Vn8DCZPEwmH5PJw2bxcBAB9t/xyuKiwBwkiIMEsZFJbHQiB53MQadyMWAOJp2DzfrbL2wOB5vLweZwcDAODsruh7D7IWw8lI2H8fpzubicLSSEj8sW4mBsBIiLSNnsjKaUuKbpntb5Uentrq/0du/2On0q8s4Fm4O7Nb9Uer1LSefnnW9/2aX6zZc3du68pPTFhS++Oq/01eUvdj747hvLKyfSPmjgwYGUytTaUKcs14+ums+enjl65cDei7//cPPgbzf3/3x59/fPDh4yOXfy5Z5v1L7dkazzYBoSzCqNWSgLoxV4LVX4M4pd6MVOSzWea42+600Bi7XeM7k2fTFa3aHq6Mg3rCIXQVvYVkPAQrkbLd9+Dmo5nqA7FqVJSNQmJL6dS9UhgbWImW8n09THkl5Mg95Sst6PJj4eileeBKvOQp5Npj+fyXhNhhnMwU2m0t6PJr4ZSXiDDnuRb3o21/DMcLTuVIJ+t8fDcuOzudp/lemdSlP9KUnlh5L350dC9ebhnmvlYRsNidvdWduovIUu2FIPbLsrndMcw2+K2Kjwp0BsyOnmLKjFPMSUmKQ5Hf9sIkZ1LOw+Ie7lUPDTcuNTJQan2xzuDwa97w/QLjW8VKB7stvtHtr7YY/r7YGAxxjPh71OKigX1W47lTqjS7Anv+e/PNRhdrPt461KvcuN5rfxvmpID5Vej9tVH45B3/ycqfFzge7RFtu7CLdnCOenzWY3yt6dyFX/LU/jl5L3h4t1j+W/PVSqfbhO72SL4blKzWOZ935JuPZT5KW9Mbf+DL1x0P/yfofjuy0OfWV3fHfQ7b/qbF/MJlpTM6wYMHMm9P1k3EP8p8vDIVf7/a9UGh8o1v9jPEaT1xwADKcqxkCbmMiV3mAeOkaAS9jsjVnrjR3MdaqJ0KqPeteZZDxb5rPUGsHtS1AMZAFjuUJ0OqUqBJVqXeZ8v8b2KtpPtddTGeWn3Od1De1/sz/odn/gTYzvlaHg23j/a2jvq31ulzodz3c5XuxyvNxqfbHZ8mKn/TXIi9+DLynF3NmRqfZTn7vKAtRiq9iZBjVfKrBbLXdZqnBdqnRbrvaYy7XrDdTEh+gVG930vfS157md+XpXx6PN+0OMKy0flVg8nkj13KhNI+dHd8e4gi3Uc5zf98U5IEIM0CG688UBADYbGMjn9qYvNUUzGyK2u1N4fWkiNJSPgrOR+QJ8tWi4WTaLVNDHpIxp2TJZsUEDOCxAuCznL4i3acItCm+duEDErFFwktVpHgXPI2EkFNxYeVrA0wvGf+74pHyo0OJZo7dub4T5fGUkuyuNUhFCrQpb7wRtdoNHsr1qP+lNFQQKcQUrvTnkniIBcxAQLwCydUDBkQNCESDlKeR8ABAAgEAhE8vECpkAkHAB4SbAXVFsLUi2FsRbC+INlnSLJdtmyNgMgD+v4NFlW0TFFhHYJgLbRNnmjHh1gj8/xmEMbtGQG9TujbnObXInn9IlpnTJ5jqlhFbZzOdSwwbFbO3f3dOEKjmh6v+C1z+E/TtePEwmH5vFx0L4WJgQA/83vNI/f2pkI5M46GQOOuW/8OJi4Fxc7t8zjHg4Fw/jDEA5A1BOP4yDh3Fw2bz+XDYaxsXARDi4EJshQIPW2yNm8hyD1Q4826X0ateXL77coffjbu+Lh/2u/elyeq/NsT0fDn6t8YPSHSWlK0pKF5WU7n63y/D82WhD3YoAl9Gc2NX2bMVE83wLLFz3se65w/f/+O3iT7tP7f7m/M+7r//xy+W93x/5Qun8ri/vfbfrhpLS+z9/aflkvdUC3WgALVVG0gu9p7KshkCGM9CPM/CPtFLH1Qa/9ebAxVpvQq7tNMSCBLfeqAvktYZt1AcsVnrQChzIcCtylhkTYs6CmtMyjWhZ+nOQd9QcPRLs3USaxkSK5kzqm9HEx0Pxd/vjbw0n3Z/JUGfmmyyV2K5WOK1XOW9UuWzVujHyrdp9VSttb8wkGc1nWqO8ntWZXip9d6b6/UXw/d+9Dyl5/PlF2KXd+doXh8NNVsrCJL2ZzOrIiYKA+ZZ4MSZTgU1TIBL4zSGrZe7zeXaLudYbJbarhWZMiM5Srh4zS4cGfsctd2FCLVudVMrNbnS6q0/FWFab38vQONLieA/tr9br9WgiWocQbzAYqI71foZ2f9huc71S72itwVGEw1Wc291+L9XRILXBQFWkxw2E961K82Opr34Aa/xeYHC22Ohq2ovjsDcXqs3uVX64mf3mWPabvwr1TuVoHcvWPFz45nDZ26PV2icqNI9lPz4AuvtrxJUfgq/+9OnaL0E39wXd3h/9+Giu0e3eQJ3ZNLu5TBtCmiEVasDI1mXBNZdyNangJ/iAK20Op/uDVDdKHfmtn4SIGD42bgMTze1P3O6JW2oMY9SGI9PtQFYqvq9PhOpe+PTmZIGbGqHEd7bQcxLuxKoNolT44TJsehNNEbG6o3E6IxGvkH4PEH53kb63cEF38cG3sYHX8Z9ujEbcm4pRHQtXQXtd63A422Z/ut3ubIP5yS6H62PBLzCeD1qsrlSbnKw2PTUa+nKz0EFQ6U4CG00lvx9L1h1P05/MMqIX27ObghaLPZcKfPrD9VNeHop6+Eut7T1KhgM53XEk9uN4ku14qtMsxGetAcTpzqVWJ1GqE7c6M1eqwpj5Xry2BGAwHxgplA/mb/eBVzoSRTi4dChPMVoiHizh4koFw43CsXbuSBdvBi+mTckW54ANBrC9IGcvKAZqHW0AACAASURBVLiLgHBFLlgSblA3GOPCVQLApnGpQ1wSXrEyK55FI1P8QLoqZse/i1K/XOKkEat1qcrr7WpT4lJj3EyBH7M2kt0DJpcGl3ioF7m8oNdEc3DFhPbs5fF2xSYJkK0BAFuh4IlkArFCKgYAEQCIAZlUIVbIBICIreCuybYWpOsMyQZTvM4UrtLE6zTxxpx4Y07Opii2yQr2HLBNBLYIwDYRYM8ptucUmyT5+qxwaYjDRG9Re7fnevjUPgmtT0btlZA6JIQWGaFZTmj6XASmINRJCTVSwn8fG/9XvP59/8XHZn2OAAMRoeEiNPz/hFfK/+CFzeBgs7hYGBeb/b/hxcbD2Fg4rz+Xg4HzsHBxP0wyABVi09Y7Isdz7Xyf/v74W6VHXyq93fuNx5UzZVba6FCbGgfNJI3LYY9OBT087Xn3uOHxH+59o3T/+50+aveG8pKFIy0AoYONKmDUpyBSPD9eO3J9544TX3xx6ssvj3+548jOHae+3Xlhz1fnv/tS+dcf1Pb/qHv45yyz12uNMHFfIasimlb8iZznjonT60/UoxY60IsdNhp9BZ3hm82fFqu9KQUOixXeqzX+G41BK/WBC9XezHJ3Uq7tDMScmWfDrnTfLHNcKbRcyP8wB9Oj5OqT8/Rnoe9mM95NgV4PxT1Ehl5t8z/VG3p1Mu0VM//DWoUTp96HXe+1XecuavMXtwcQMk06fB9PJRlt5bsRIg167VXzXx3PfnIYrno4+PiXHr8p2exRcvz9i5SHh3s8XhPA9sxi3+2WaH53vAybAgyAZD1RvMbArRovRo7leMLb8XgNAkiTnP6GAdNdzDWkZeot51kLav15tcEMqCsmUG8mwaHQ4Hb0w33FJtdanB/1+r6aiDeeTvwwGKI9EqI1Fak9GqQ26Hd/xO/OZLDydOh9UuRTYvRznM91lNfV/k/3kL53q6wuVlreyNa7BNG5Fq92Dvr+XpOrdp7xvbCHfyS8PFxofLVQ/1Ke1qlSnTNVumfr9M7XvT9XoXWmQONk+tPDMSr7wu/8GvPoYNa78/UuzwZjjOg5TqxC19Uy99UyR0a+8Sz4FRX6artCf73oHSnl2Wzii/UKewUyWtwRKkLECDBxy12h6z0xnO5UekXEMMyvJsgk6v0dO5W/rO/8oXVkl82t36r8tbujTXtjjCilvqutUcz6EHpt0GyeIy5SExn4GBP0ZDz+NQH0lgjSnE5+MZnwZDT6/mikynTso/EIlaGgu3i/Wxjv672ul6tNj7bbXZmO0JhPM2bn2S6mmxJjteczTXmlLqIaT0qG8UjsW2zEq6F4rVHQe3KOBa81mN0YslkdtFrmg4vQ6fR+3hegPpZgTARbLxR4UbJdx1PtprPc5goDeUg4MF0rwOYxayJYFQEbTZHAaD4wXSobzgUmS2RjhaLBHPl0GTBdAUxXyydrRKO10pkuOQElmEZxpnB88piESZQv0xTrLOkaXc5eBETrct6yZIsl3WYKV+eEywTZKlm+TJLPTwPzE5JZ5FpHQUekU5mnfk+8Q1OIWbbts954y61O8GpLMrE4cK01YaszpTVcP9teFZ/hON+WNo8sXh5qki2MAgIWIFkDZFsyGU+uEMsBhRSQywCpQiFWSHlywYZ0e0m0yhCuUMRrNNEqVbhEFi2ThMuzwpVpyfqMdH1asUUANgnAxiywSQC2yQCbCnDoAI+m2JqVro4JFwb5TJyQiZeycDIGSkzpFZM7ZeROOblNTm5TkFvkpCY5qUlObvjf7rzS/j2fJ344aDAHDeZh03nYDB42g4/L+IyXEAX73/DiYv7Gi4uD/H/j9XnnxcVls9EwPi5bMgAX90OE2NTNnpiJElfvlweVdyk93f1lwpunRHgSD1MrRhRRYIETIDdaQehcfjA5PxSd6JT4/n6U1gNcVtg6okg8XsMbKCRVhHfH2hQ6aRuf/P3mF0pXlL649e33l7/++uyXShe//eLyt1+c3qF06audmn/tTf+gTisDbXfkMiri6KXhyzURc/kecwWu67X+wq6I1WrPtVqvlWovSr49pdCRVeo2X+ZJL3anl3lQyz2YVV7zVZ7EPNtZ+Mf5YvuNCufVYtvlAovFAnMyTG8a+m4Coj2e8XYmXWc86dVQ3EN02I3uoEsDCfep2XqM3A/ELNP5QgdOg6+wPVCBDJcjwhgFVtgojcHItxPh70hRxqN+2mnKv0ed/Tbj9p8Fj06VPr9Y+vxKtuqZjAeH0lT3QzUPD0RoyTpCpV0hzEKb6QzD4fi3QzGaUym6AxEvGhwu1tqc7nC73O52rtnpDBGkQQJpT8W9XcqxlzVFAj0Z/Jr4sRibRLWTVke/dD77Xdrbs+U2j5rdX2NCjMaiPzLSnRYy7UaDX/V735kOUVlIer6Y/Gwm5PZY4I1B/6v9fjfGwh/jg56gA191+WhCdG/Gv7rqe+dEsOpFsN6TMLXLdld+CVA9Umb1tMnxeanB1Qq9K1X6FyvfnanQPlmufapc93ye1unUF4eytE7WOKoMxLynZNutlrvzmv1FncEyZCS31YtRZETJfrNSosuuNFzKe0sBv5gDa66V2Yjbg3itwYqRdNlYxnJHCKMhiFIciktybwuzxYD8a4Ls7ZTPPN/31cM9SibnfkkyUil2Vm8N0aeU+fMQKey+pK3ehOWGT9PppmOJ72bTDanwD1SoISFNeyr51WTis6mEx8OR90YjVMYj7xPinswlqs1EP8b63OxyvIT3VZmN1iBEv2GCDBgp+vQUfVGF21ahHSXNgAB6Pxip3uV7HxejMZNlSMmzWKv1XKn2Xq7y4rWGzpe4MvId5+A2czBrVoHzWqXvXLb9LNRurS50uy1uuytJMVrAx0BGoA6TUDtaufdGVwKrOXK82JvaGLWOyOD1ZytINQC5DphrBqgdCnI3QEYrqAMy6rCINCokTYgpM0LqrIBJFC/SAO4aIOPIeWuiTZaCtyLZYIpWKABvSb5BZ5OGRbRRYHUWmMNIZ3rWUOWrXQV8bPlMcURTiOkY1IfXk7nanMCqDl9vjScW+fbEmuDA1vSG2G18xcZQg5SKATYJAJ8FiNcA8ZZCypUpRHJAAgASQCECJFwZb020MS9YpgiXSZI1sniVJFycES5O8+cneKwx4eKEcGFUOD8iXR4H1meADQKwQQLWScDmHMClA2wKsEVUrE/LViaky6OSxUERCyeko4W0PhGtV0zrltC6pJQOKaVNTmmVU1r+f+GVxsWAP+czYQJMlhANFaIhAhSEj8zgINPYiBQ2MnkbkfgvudJ42HTu33j9Pdv4eSSIi4dz+6GcAchnvLj9cF5/LgebzcHA+f1wcT9UiAcLsck8TCK5PsDj5Z+3vlZyuXeBWAQCqIOy4WZWedx0ls9SRQyAzFOg86XI3LVGUF+sAyrRXTZSpyC1yicrJUMFC03xg2C3Mmcdx8tHn327U/mLHbd3fHltx46bX3/xdP/uFwd/Uv3te43DvwW8UsalBYlQFastEHJxxGJd7GZLwlJt8HZL+Hqd/3ZT4FKFx1qN13KlOynbmgi3puQ70ItcKYWu1BJ3SpkbrdKdXuVGLrRhlNitVjkvFFpT4cY0mOFCviktz5iYozcFezeRpT0O0hyIfjIU9xAfpYyNujuV/oqWYzSerDMYp03PtWPX+201eG01erBbPJerHBfLHObz7MYidAb9XrdZqgSc+NLv4E6I8uH6N7c69R/0W2tMur8bdn1d+vZkzusDdZbnh8KeksA6I7Ev+wJUGh2vNNpfRvio9HjebrA73+FyGed/F+F1rdnuZLvT+U6XazXmZ4oNTnQ43SelWitakrg1MdW2T4z2ffVsh5LdmT0RT47DDR+ggixGox0GQ8xQnpo1xpeq9I7gnC+vJL3kQbXocffHP10ZDriMcr/Ybn++0ux0nd2dartHUH3l2FfXLU7/qn94j/21Ix73TzsqHwl6cbHMXr3e/nneu4t5b88Uvj2Zr3E4+8UB6PN9MPWDkNeHct6f7PJ9RoFbC1uDpH3h8t5gAB8FDMUB2MiNBqflio+CDmcZwm2zzGAy4f5ghPJIzBMqRH+xyI5R7CBCxAjQcYxar5l8N0y8Q1eofVOAHT4tojnM2+rGuVcHfrS6djrF8GWZm0FXhBUhL5DXl64YgvMQSUvNIfM1PvMlrvQ8O1qe9Rz0w2y63mya9kza68kktf4w5f7Q20MRyhMxqsSEp8T4J5OR99FeV/tcr2C9lUeCnowGPyXGvpmOeNXvpzoW+qLH9Xa703V80NP+0Odd3sro8OdjIB0CxIhRbEMusKKW2K/UeVML7RnFjvOlLnO51pPpJnM51rMwizGwCbXIhVHhvVgbyO6OZ9WHzBQ60yu811pC19qjCRV+WJgjsSZ0tRe8jYNJJ8skE+XyqTqA0gkw0AAVL50bEFNGpdQpEWmSMz3MnhnhkKfY1BnBEk3B2wDEbCl7Wby1KGcvSzcXxBsM6SqdzyKwKaM86pB8dUrGHFKQUdLpToDUC5C6NxAFjKrYtaYkQW/WRmvickMUvSwAmWCKBX2cqwzZROWv48qF0+0K1gCwNgNwGQBvScpdkQg3ZFKOQs4H5HxAzJZzV0UbTMEyRbRCkq+TpSsE0cKkcGGCxxzl0oeErGE+Y0DAHBAyB8Xzo9LFccXiFLA0C6wSgTUSsDEHbFKAzTlgkyRfnxavjAkWB/ksPI+J4dCRPHofn9ojpHSLKJ2SuXbpXPt/4MVFpH4OD/mfeKFS/ybsP/HiY7KEaIgQDRGgsvjIdA4ylY1I2UYkbiMSuRgQF5P2eeW/8ILxsNk8fA6vP5fXn8vrz+YNwLiDUO4gjDsA5w5kf76w5+KyeXiYEJfJw6SIcEmSIRCjJThY98SHq3tbwm2B0VYuthaX4tXgazAM9tpsAnM7s5YbUphVsYTCkM5oW2Sy+3p37mI3lIvLU4yWCNFwVnlUo6eB17Xjr7/d+WznF492KKnuUtL49Vun22cS9NXgdoYd0b7k8oytriIxtpLTl7fUmLJQG7NQE7bZHLXVHL5RH7BU6blQ7r5c4bFY5sYocKTnO9DyHaj5TrRit/kqb0aFO7XchVbpTCmyZpbarFbas/LNKFA9Uro2PceAnmdIztGbgupMZGlNpmn1Rz/Fx6j2BF1v9TmPCL07nKCOCH6OCX09B7XZqPZer/HYavQQdfsLuwMEHf7C1k/rJe5jUe/KDC7Y/qb08TulhCt7i56erH1ztdfs4Zjba3LQe0Lwm6nQV3g/5Sab470elwjx6lTQu4mwl0OBT0Y+PcN6q2C87o4HPyFGqRGj1QhRT/A+N9GeNzpsL2Q+/yn86i6Y+qHBUO3N8gAa1CXx1WntH5X0flOyOflt4subbe7mNZbvou+dDrz4c+yNn+GP93eYnJv1e7AUp7aapkZLeDAZeqvP7VyJ4f5s3T/yjc6UWd4ttHhQaP0iw+RxlNatQLXz7g+Pf7i81+La3ri3F7L1r0PenIK8Pprz5kih9tEinaOF2ocL9Y6Vmpzt8nlEhVts1XnJe0PkiCBRp4e421uCCOK0eDGLzVfKLCTtbtI2l8Wcd2OxDwbClIdjnjBzjBYLraYyDCh5FhOZhj2RLzuCNZERFshIl+5wzxofe5CRjsWlM053r+U5WPSnRtGK05Zrwey2DF5v+nZX4lpbBLPGl1bhsV4fsFUfsFrtySqyn8v+MAcznE7V7I96iAm9MxrzcCJOdTL20USUykjYnbHwO2OhyoOB9xDuN5qtz7bYXcD5KuO87/Y4X+92vtlie7HD5Xp/yNPZFB1Suh45y3AyVWc2w4BZYkMutmbVuq00+7CqXearXBcqXKYhpsgo9Z4wNVSs5lCKPi5JFxmnM5RhOga3nM63my2wZ1Z5crpj+CgQB5m60QsSjuRLRos4+GzRUBEXn7+FyuUOVoqnO2UEtIjYL6GOKxizYuLY5hh2e2qQR5pYnx1ZmBzYpM5IOSuAlCPnrQGCdTl7mb9Eka4z5JssDnN6jTjAX5xQrM9uTfUw+spZfSVb/bWKiWYBsmC1EcRuTxX0gIW9IEqRV43Ps1zb2/h0Gw4ym4srFQzXSWa7JFS0bGFUsTkn32ZK2PNS/iog2QZkbEC8KeetiDeZojWaeHVOsUGWrc6IF8ZFrFE+Y4hHwwvo/XwaXjI/LKL3c8kY3hxOTBtWsCaBxWnF/JRiiQisUoB1CrBFU7Cp8i2SZH1KsDLKnh/YZGC26SgODcmjIQTUXsFct2iu+z/w4iFSP4f/X3h93pGhUrn/jVemEJ0lRGcJUJl8JPjvwaC/8Ur9T7yyeDgoDwf/F145/4lXNncgh9efy+/PFfTncHEQHjqNi04U4xIVI2lLHaHZrg/gjqqE4rDFxnRskke9r0l3lP1iDUiMLNrugCw2ps6Vx47mBiNSPfGQT3O1aYTKBEZTCq02dqE2jpwXXOfyLkj5rN+1M7FPlGOf3Y9VU455dafUUY+QF7fVUSIfbJOPtAmwVQJs2VpH1mJzynxt9EpTNKczXtAVt90UQi9youc7kqBWs1kfyXBrVpHzQokbvdCJVea+Vue3UOlOK7NnVTkyyqxphR8WS8xWSsyWCo0ZsPeMXH0KXHciTQMb+wgd83gS/G4s+Q0hS3so8WlX4HVUmMpsht4c5ONYouFksik9x26p3FnQESBHBgu7/CQ9QXJEuKwrlN/gPxmvF3R9t/WvSp9OKyXe+iHl5o9pd3+APfq12/J6v4cK0uV6s+XxIr29JQY/t1iewLrdGfB8MOD5AOuq3Gd/fdDrPjlKgxL9ihLzgpGgPup/Zzrk4WTQw3rj48l3v0pS+brg/eEeH1VyuvlAlG6GznmrIzu1flDyuX601EwH+uap9b4f9b9S8j60K0v5QKveRZzNDYzN+RGfy/OgZ2uwtzOxjwaCVdCBD7AhL0YT9KfBVuQc9+WaCGKBf3ukaarpbdMLu17uU7I8/1XU031QnRO5eifhWodK9I82Wl/q81AeDFGbTtKdz7fmNPps1rlzmt05TU7L5R9Wys3YDa6rlY7U7A9UqAEh5c1M7Ivp2OdjkY+mE9Qo6drMbENGjvFosmZ/3Kt6t6v5H08UmF8Ca1+JUbtcaq8PN38Xrv7E7OwJ5zvXCxytxzKTJJgmYLBB0puz1hBHLvSilnsxqn2opW4LFd6b9YHrtb5LFa70Qitqrtl0uvZA7JPxpOcUiBYx7cVs8rPJuIejEXcnIpWnoh4MflLuc7+G8rqF81ceDXk8HvJ0OOjRTIz6VNTLsfBngyGPJ2LVaVmGC3kfyVkGjOwPK1WO89VO6+3+C02erFrXpTr3zVa/tXqv+XJnZqkDrcieXuxAyrMez/owBjUfyjCZyrGayrFCJ75DJ+kjk41nS7yX2+IE/TnS0WLJSLFisko2WsHFFrKxZYLhZt5o5/ZYH392UEadEs4OLeI6yb1NZEQbYwgxP4FfJ08I1+gy7iogWFfw1+ScZen2In+Zwp4nijdoonXKJnN0mzHCZY1tTPfhSpKbEr3matIUw7VbnVBGWbiwKw3AQxerP9X7Pks3OdcWpr3cEM9F5AhxZbKpFhmpWzKHki+MSldmRGtz0m0mIFwBJBuAaEPOW5Zuz0s2GbINCrBBVqzOShbGxKwRAb2fR8XxaTgeBSuk4oVUvIiCF5CxAnK/iDIopY/K6OMAa1axRFasUIBNBiBYBMRLCj5DyiZxVsbWGfhNJm6bieUwsHw6WkhDi6jI/8QLCeIjU/moND4qlYsEcfpSPtfdsBGgz28geOg0Hgb8OVxMGg8N5iPBPEQary/182I2IoWNTOEgU9goEAed+vmkycFmcHFZ/H4YHw/n/d0kAeNgIdu4rG18JrsfwumH8wZz+QN5PHwOH5/Nw0PYyGQOKlY2mAyMgDY6wzCppjiw1XSuz1C6e0+07UCqL70cJOgrE2OrFpqyyFXJc7VgaiNkviNvA1mxja1Z7CxY6shZbMucq4hpD/1Y6vi2wk6ny8d6OMZvKvnTaIJXu7/pYIqHEFUCjLfKB5s5yIqN3gIOunC1M2uxOXm1JXGjNZ7dlSDsSdhqDKEXOZPg1kOJ+oMJetMZ5rQ8R0aBMxluTS+wX6/1Wqv1WKp2XK6xYxSbEqA6czCtxXy9hZz3ZPBrIlhjKuXVWJIaKkIFEa5KhBhR4KYkqN5g/LNW78vV9qfbve4ORmvNgszocAcqzIaRZ7Ve7cxuchd3+wPocBkydKvZm98RIGgJ6Pv0tPTDuXzdI9mvD+RqHMh59VvG491JKrtAD3elPv4i4+UuyOtvwWo7cl7tKX69D/bkR4jqHrDKnvQHP3VbX14CGWxCjFlJmrT4F9OhKvSEF7S4Fzj36y3mx9ttzjVanWxzvjQU/pwMNhmN029weJr88orT6Z+dj/9m/9d+g+++Mvteye33L1Ku/FytfqJJ+0S78fEBrxsL6W82cgzIyS/JII15mP5KoflaifVKmd1WvbuoK3iz2Y9V6TYB/Vjr+zTjw5Vci6t1rncRgc+GIjUQvvdR3soz8RrzECMWzGSp0Gql1GG92oVRZLVYarlSabVY8vmfr1az6UYj0W/RvqpVJify3+4r1N5foP1b1Ycj2IB7hJTXRPDbmVTNyWT1BudztXanO9zuJakdcTr9ve2p31yuHPZ9cFn34C9aB/b6P7pT6vQBneBHK4rnNIJpBQGDyR+noQ7UUk9yoTO1xG2pypdV6kYvcpiFmk5m6E+maY8lq8+ma85BtGZBL2eSn03FP5yMfTAZrTIZdX8s7MFA0L2h4AeDn1T6A+5hfe5ife5MRjwbCVHtdLxYa3m80e58t/etkZiXs6naNKjhfIkVpcCKUuZALLadzbciF9ku1biv1HpvNvmLuyME7aFrdb6LVe60YsfZHKspuMVckR21xHE006QnSrPW/2lvovFkgddCY9x6N3izN4uPztvuy+YgCoT91dLRNsFYF3u4d2sUxZ8ZkMyN8CkjK2NIErJpDtvBGEMtE4f5K3PidQZ7mcJbo8n5izLu0vYicXuJIBcuA9IN9ipxlToiWZ+TLE0O18FzA6zKgqyIFUmc3tyl2oTlmih+VwqnLZaQ44hLMprItGGVBzMrwre7soCxamCmWTzTIaNhpPPDPNaIeHUW4LEAwTIgXJGx56XbLBmbKV0jy1dm5MtTssVx6cKoiDkooOMFVCyPghFScSJ6v5jWL5zD8YlYPhEnoQ7LGRPAIkmxOKdYpQJbLIC3AIiWAcmyQsgSc8j89Rnu2jh3aZg7P8hnDQgZ/QIq5v+FFypVgE7jo1K5iBR2b9Lnuq7PhP2rtAvMx4B5mDQOOpWLBHERKdy+FHZvMrs36e9iQgSIi0r992JoDiaDi8vi4aH8fjj/b7yyuXgYpx/KGYBwB6DcgRzeYK5gMJ/fn8PDQfn9EFE/WNifKMLHinEx6y2B41kfRzMtpmCOM9le0/BAaknSRmuhAFkrwNWv9ZYtdBZuYmp5w+3SGYSCiJFOI7bxzfyBFslI00pnNi7dB5/mTSmIXa1MYxbEr5YnrlZEj6Y6Egv8RZg8Ma5sq7toq7eYjS5iowu2EdlbvVlCNIzbA2J3Jmw0RSxV+tELXcjZtqMpRqMpJiSYDbPQlVnowsi3Z+bbMPItqXnm9CLzxYqPjEKD2Sz1yZQnRNAzKvjVdOzj0YgHQxEPJxJfTqe+mQbrkqFmEyA9ZNjjVp9rlbbH07V+inv6HUj99wYH5bE4g5lUYxrcjFVgwSw036p3FnX4b7Z4zJVakorNNpvd2U0e1BwTZNDDbq/bFLDuepE1FaSF9L5db3myxe4U2v/mcMTDyZhntJT35CitOsMzGap7gs8pufyplHh3d5fdZRZIdyldlwnSWIPqsPP112C61MQX0+GqcwkvGCB1KkidlaGzUWC1lGPDhNiPx1jUWr5MenTB8rfvNZWUPnyn5H7gi+Qre0qe/lGlfqBB70iH3SWEx+1e95utjheRvrcp4LerhSYbpWZLxYYrpUasIn1ytg69wHClynqpwpZeZEHNNSdkGREz9RkwI1rW+wWYwXbJx80SczpUj5CuS4IY0nLNSTAjRoHZUqklq8CImK41FKPe4/ukx121xepmgcbBTNUfk+/s+nRGKVH56173m1Swzhz47SxIYyLuWafbBazfreno13WWd6JU/rA6/JXuz0rvfv9O/YcdD75UerHnO70Dv1mf+b3GSXs2w3skybY/zmwW4rha9Wmh3GepxnezKXi5yptZ6jKVaTIGejeZ9m4c9GYiRX0q5dVUstp0yrOJ2Afj0SpjUfcmou6NRz8cClXpdb/SbHOywfJY3cejjZbHu50vttufLdHfD3/zI0xrL1R7b5XlcWTA3ckE9Tmo0QzUZBL2YSbbYibbYi7fbr7MdS7XlphtRS9yWqvx4TQHrdf7MUpdSLm2xDybmWyLaZgZvdSRkGM9lGY6nGk9DHGazvelVoTP18Wvt6QxKxNY1aDlFthGT9k2pokz1MMbx4qIgwBrAtikAls0AXN8nYCnj/ZSR/u2WFPSLeb2MmlrichdI3NX5/jrc1IeCxCvALItPpu1ypjaok+Kl2Y4tOHJprzqKJc+sB8XXSwbKttqT1lrjF2pDV2tC95uiWC3RC6UBxDgbku1UQJUtmSoVDxeJyF0iMh9HDJCMD+s2J4DeCyAvyDbZsq2mXIOS7xKkixPyZcnFMuT8qWJv/2i4QRUrJQ1IGb0CylYPhHDI2AEJJyEMiynTyjmiYpFMrBKBTaZwDZDsc2Q81kyIVMuYCpELBmPKt0iilanBAtjfOYQl4r/v+DF7kvmIFI4iBT2f+GFTuOiUrnIVC4imdOXtN2TsN2TsNmTuNWb9Fm6LUTKNjKFjUzloMBsdAYHm8nDQ3l4GBcH4+DgPHw2fyCbPwTnDcF4g3DuQA4bB+fgsgUDuVuo9LXeJMlgumggaa3Tf73db7nGcyrDbDLDv3UAEgAAIABJREFUjJhjxyjxW6yKXW2EcLsruYh6Hq5ZONwhHu+WTqPE02gJASeYxvAmkKJJrIyAF451rKHLVnoLNhFFjDrwVF5YP8idlBdIKwkYSLMkl/lK+nPEg2WbyKItVDEbU7jeC1vpzFjvSuejoPxe8FZ7wlJNyFKlP6vEk1XsQcmxp+Y6LZZ6r1cHrFb6bFR6LhXbE7MMRlM0x9NeE+E6lBxtYtariUTViRiV2fjH4+H3cf63kL43sZ8ekDP0mXlWzHzH4US9niDVNt9bbV5X6xzPZesdTHnxc+T93clq+yotLmBCnk6l6Myk6TByP6xVOFKKPhJKzYjlZvN1NnJM0FKlVaPnpSKLv5DBd0kZ2iv5xpI6B0GNnaDOXt7iJmtxBTp9FS3+okrPxUyLqSjtXrdHGS8Pe51VCrv9Zbvz1fHo58QU9ZVcvY0iAxbkDSvrzf9D2V1+xYFgf4Onfbqnu6ddk3RnuuPuCYRAgEAIISEe4p5AEgiE4O4uhZfgBHf3cveCKqSgvIpyV6T2xTzPb3f27Nk9e879Gz7n3u+L71XV3VLU+Ovqbmtqb+rq7pibn/FLb1JSfOhp18XloaysgGK3bY+/cQj4wSHmb4f8wx83en8/8Wjb0MMdkAt/5Lp8n3Tki8TDn4Mu/o6OcWUDLgtB18Q1VwWQiwtlnsxi9/lybw7kMhdynQPx51Xf4dbemau4TC/wWijzldffltfd4lT4sQC+tPzz85U3BfVPONX3eTUPhHX32RVXyFmeiFj3iVDX3keHWq7uqPX6o/7MpurTv+Yf/ud7v81zOZcVtU+EIP/ZAh9k1JHuh5vGXmyDBx/uvLu32GNjocfmNzu+vP69w7WfPjz7pYOLg8P1Hz9PcdvV//YKIvEOPP46JsWfVvBQVB+m7IhV98brh1PVffHSzgh29TNWxe0F0B1W2XVans8M4DwT4DML8KZlu+ISj6DjDqJi92PijqBij4y/2d337K+BF1uGA7cNvtgy+nL74PMtbXd+b7n9W+vdDZDL31Rd/bb96ebJiEP4NM/p0hvMyrss0KNZ8CN21XPh+zfsque04rvTZQ8FjcG6wQTDYKKsK3K5PVzQEkIvv4/OuUQvvcOufs59HyJojZqvj5iti+a2pMj6CvSjlZrBcvVgpbi3gtNZyemrW4b1aMkw0yzWuIA28Qh21YLdKFjTLCkWcLPY4UUqVCOc1i3P6pZntWKWQTa/ouXYTUK7SbRqkFj1Eu0yW8WhG/gMu2JhlUsSQluXBsBqRJOV2GpBQtQjhfzWOFFbrGYwRd4dzwK+oJc8Wap7J+vPMqPAVnKTkdquoXRrmSOGRcSqjG7XLq5ruStqzqqGt6bhWRXzqzLWupy5Lp+xS6fXlulWEcksIFi4OJuAYOHhTGyMYR6pn0MZ59CmeZyFTVzhTq+L59YlC6tS9op8wSKdMyvmbZrFFT3PbpPYbRK7RbSmX1qRz5rFDCOf8v+Blw5aoP9/w6tQB83XTuVqJnPUE9n/wes/y5oa9n9W4vxf8dJhQFo0SI8FGQkgIxFkIIIMeJAOB1GjgEp4hRFXpUGWiUYyjJgCMy5X0B+y1BbIrnnKBj0VNQby3weKWiM0QwUmaKN+qlMH7zViR0zEcTN10sSA6WlwwzRaQ4VrKDD7Em1tHq+jjupoA+aZYRO9b6ajAFYaRgRFSQbyeF0J8IJb1JpXJjxobbpTg22Ww2oVsCrZJFA2Vr48XCQbLpAN5Mj7M0Xt8ZK2OF5jGK/+7WL1a05tiLg5QtwcyasL5lW94EIezVX400v8CLme6EwXQrYzKeckIe04KfkEJdkJH3d8KvRA3/OdfS/2zgL8la3vNN2J7KqXpPyr0ITTk3GO2FR3ZNzp0ZATVVc357t/W3z2W+ClH2v8N7Q/207OOi+uf86ueyTse6lHRethEeu4RFHr4/53ewv8Ps8888H7hxvnin0lNbdMPa8MPS+XG++qWh/Lmx7Nl17lgx9a+6LtUxmr4+k8yLO6e7tSXL9qebYdluBML/QR19/iVV1ZKPWR1t9aGwxaGwiytj3V193mA85zCs/DQ/dXnPsZfH4D4u1pesr14edO769ua7+1s/XmXw1+P3bf/Q0Ttqf34Zb4A1+92PDRo58dHv3oEL3n09prW8feHCcmnV4s9uWU+yyWeHAqvHhAn8Xy83OF56fzzs0U+bKrrsxWnCdln5op9OCDLnIrfGg5rvgMF1L2mQXgjeXm54L6x0ug2+zyayyALy3rLCH5HDbKu+nKjhKnH/IPfF1+9KfqUxtr3DciXrmKKx6r6gM0719wK65Bww7VXvq2xuerBp8fmv02N1zcWue3q9J3V4HXzrgTf0Q7/pnjva/z5UVs8hNcykNMoj88+hI28Rop7Sar8JG8JVLRFSvvipa2hy+3h/HqA5dqnvBqHy+C78yVXp0vvzxd4E3N8cCnnkTEHEDE7IdF7cXEHSYmOxESHLExR0mJTpRkZ3TkYeS7gxPBu/ue/HvyzR587InxN3vbH21qebixO+Dv4dAD+HRvZsktTtXTBdBjOuA2q+zhbPkjZtnDBeBzTvUrQeMbWXuEsjtG1hm5WBdIAvijcy5hcy4xyu4u1QYtd8RLu9Ok3dny3jxVP8A6AbEj39vx7WZki3igeqEbIpho01GnLAs4zRxCzpzSLGLNyzN2PW9FtSiZxS5SpyRsgpJH04mZJumcSTavlzBNstl1g2DVuPyfZN0qWzIJmVYefYVLWefgV9lIDa6D318iGSzST5XLB7KErbGi1mgW8AUm8yo+5war8oWwNdoELzbjIGo0RIauU9O71TPDVgHerppdVc6vqBZXNdwVNdemZK8r5teV8+vKebuCtS6fWVumrYipViHJwsdbBQQrj2BcwmhnkRomXMtCGhewVh7VvjxnE84YeTSzeMYonjGImRbpnFk+v6rl2M0i+4rUbpPYTcI1DWdFsfB/w6vQiCgyIQFGRJEeVqCdytNB8/WwAh2sQAcv1MELDUiAEVVsRBUbkAA9olCPKNBB87RTOZrJbPVElmoyVw39X8XQ/1NGqEeU6dDl//tsBBlwYD0WrMNVGvCVBjxQTwDqCWA9vlqHhagQlUZclZVUI5/K1SFyLPhc0WDodO19WumtBeBjWfNLSWuguOOdcihbP1mrg3aZsCMW0oSROGZhwGyzGCsLa53FaWlQDXlihYk2kseMjDG7EKum9nOn6qjtRcLxKh2q3j7ToZ4qgBfeQZU+FA5n6/ENGsx7BbxWjajRImt08Cr5WImwN5vXliJoT1pqjGTXhrHArxcgwQtVQdy6MOH7CE7d25nyZ/SiO6ySW3PAO7Pgm8QC74nE42OxByZj90Fj9iEiD4y/2dX3fFv3k21dj/dMvD21VP5U2hgpqI9mlAaQCm4jUr3GYxxhcSfh0c6ICBdszBlUhOvoq0Md9/+u9P0Wcu0XbIIHD/SIV/9MMRS6gkuykzLslGwTIknQ+mI04liu52fAKz9OvDtMSHWlZnpQMk9jUo7j0pxQyccZhec03a/XpxJWYKmmiVTraAqz8kHtkx3twQdhKe4zFVe59bc4VdeFNf6yxgeKpsecsquUxNPk2JPw0H3s3HP0JJc8509jdzmAz/2r7/EuTITrTPoFeto5ePixodc7YJG70XH7Wh9sfrfzH7e+drj1lcOtrx1e/OYQt+/zCu8NIy+PzOf5CSouc8q8+RU+vMoLvIpLvPJriyXXZkv8ZkEX54C+c2XeXLCvqOaypPbKQpk3KesUKduDAbjABt9mg2+zSi7PFJ5nFvow886RU71ZmdfHnjlB3Dbk7v5nwe5/lR35BXTqj6lA99nsW8KqF6vjSarGF5Rkr47bm+t9fmw+/1v/9d2j909Uef3deOVw3fUT5RcPNdx3I2e9EkDi2cVvmNlPZ7IfzOben87wJyRcYmT68yAv+Q3B7OqAxeoAQWOQoPEVv+4Fv/YJG3Rnofz6bOklSvYZXPopTLIjKv4ILvkYLvk4JeMkK//MbL7ndObpmSw3VrYHMcERF30UFX5wImgnPubYbPYZRro7IuLwaPCugVfb+15uHw05TEw5t1R2l1P5aDr/BjXnGiPff77s0XzZ4+nihzNlD5eqA4VNoYs1gcQif3jGRXzBNXrpLVrJ7emKJ4v1b5c7U5T9+YrevOWObG1fiXm8ag3dYif3WPE9Cli7AtVrZiLtQtqKmK7lECUspHgabhTN2E3iNb3QsDyvF7O0whk1f0bDY2j4DOUSWcOnrWo4dovCrpOYxexVlcCuFa3J2DY+zbKIXRcRzcwx/nDl8mi5AQFRjRSIOxJFbXGMsifw5PPotAuUwjsLta+049kGZIkCWqJAQ7TUNjmlw7gIs8sYq3Lmqoq9puWuqDiryqV15eK6atGuWrKr2evKuXUZc006bVummgQEm4hkE5FNPLx2DqmYnlIyoboFlIVPsstYZj5VyyaYhTSzkGESTlvETIOQYRBN2+Tz6zq+3SKxr8jtNrndLPkvvIywAhO80IwoMsEL9dB87VSuDpqnh+XrYfkGWIEeUWBAFRnRACMaYEAV6ZGFekShAZ6nh+XqoDnaqf98QsvTwYv0/4m6kMV6ZKkRVWHAVBpxQBMeZCaAjXiwHgvWYio06DINpkyDLdfigDpclZFYYybWGfHVa/RGLapIj8gxYbL4fUG48quUYn9m6T02+C6n/iGvJYjXHi/qKdFMdVoIEybCmJ44YmPB7Yt4+zx+ZQ5toI0byMMW4pCZNGibGVVS+uD1GaOgBGxjnoHYYyN2mbEN3M5kTPFjVuM75XihBg7RIBuWx8HCwRLlJEg9BZSPlPC7Mpeak3itSYv10bOQECY4mNcQIWiMFLfEilti+Y2R85Cg2fIns+X358EP5qvv0cquoHM8YKlOsKRjyKTj0MiDrQ82lft8C7zwS/Pd3cgY37nigPnyEDogGJX5EJdzC5t5AZ50eirGcTz0yHjwUWqSNzv3GqfwGqfgMiHuNDnJS1T5aBFwl1/91DqVYJqMtcESNUNRpqlUOwGgbns7+fZk7ZUN4Is/dj/e0vf879GQnePvdo6GbRkP3z5X6asdfGUaf6cfeifvClX2Rc7XPuuPdp1IPjNbdU/a+UraGShve6HtfMWH3MUku9f7byo+82W936/N13+fTj4jLb85+WpH190NQ0+2tN3aMBq4h5Lkjok/ORK2dyRiDzHHmVLkik716Hrqkun077dbv3nwncOdLx2e/uiQevDLzrt757IuL4NuccsucErPc8ouCiE3pHUPBJC7nCp/dtXV2UpfLuSSuP6qsPqStOG6sPoyE+A1V+ZHLzpPK/RllV6eAVyYKTg3V+jDyj9LSfPkFN+mx18Yvnuk3u3fwCO/A/b/lHfgh/eX9/YHnKQX3rWTytbHUqRVzxEhzl3Xtnb5be3y3dF5YU/92R3V3nuynf6AXDo8HHxptjBY2ZC4DHm3VPiEnXePmX6dFHueEONDTrhAy7xOzr9JyL8xB3wibQlVtL+VvH/Jq37MKr1Jy79ILzhPz/Om5pyhZLkT052JGc7ETOfpPLe5Ii9m/hlSiiM+4Sgp8Tgm+hA64iA64iA68hA95dR89pmZDHdK8il83ImJ0L09z/7qfPDv/me7YG8dqSnnaekXiKnn8ckXGLk36fn+lPxbtKI7jJIHs8An9NJ7+PxruPxrjIp7LND96Yp705VP5muChR1Jsr4caVe2sCVd3Jat6gHohoFGeIMF12ki9RspI3rGlIGNM4unTRKWmksTs7CyBbJJurCqk9iNslWVwCLj6PizGs60XsA0CJhGIdMqmV+Vc9dkXJuYvabgrim5tuU5E5dsXEDbONiVBZiZPrBC77URm3WT5YrBHEVf+iwoEJ50bireHZHmQyu/pxxMNCEBOmSpkVBjoLbICM36ubG1ZdKqjLGuYq9puCtK7qqSs6bkrKu4djXXrl6yqxfXlfNrCtaKjGEWky0ikllINPJwukWUeh6hmoOr5mBGDnZ1mWoRkAwcvFVAsfApZj7VJp4xCxl6Ls3Ap5slsyuqpXWj2G5T2FeU/z/wMsALjP+NlwFZYELmGxF5/yFMC8/XIQr+c1oa0KVGTJkJU2HGAk04kJkAtpKqrKQqC7HaiK8y4sF6XKUeX6knAA1EiJFYYyXX2yiNZlLdOrPJRgXbKGVqeBKl9vZwujsiw4+Qc5VafHm+9g635dVSWyyvCyAbbdEiBjXofhW6V0caNFBHDZQxI23URB1cZQyv04fs00PSyZqh/ND6+MfIuizeWJOeMGgjDRigtdz3idz3MTZY+ToaIurKm23MpNemzDSmiQdLVBOVqrEKcXcuvz1d2psj7crgNsZwGqKW2xMlbfHC5hhBUzT/fYzgfRSv/g27+jm75tl87aMZkD+94jIJcI5ceJaS741JPDUcfLDpztby87/nefxaeXn36LtLM8Wh02URpKIgbM7dyQSvsWgnZMIpXMJpQrz7TJrPdMo5Ztq5+WwfZrr3csU9ScWjgedHB4NOSJtf2kbi18aTxTUvxZCX6yPZ9vFCa0vcXMZNXKT74NPdk8H7JkN3tT/8oTfg59GwPybiduIKT83XXlENvDKNR0k6grD5l8cTPXmNgSuwVDsi3Q5NVrcHcSrvElN9+l4cyD71RcaxT6t8fnt/5c+e+9uIESfZmd7KiptCgN9IwPbO+38gI4+TMjyhCU6DEQdQOa4zVZfYtfeXKp7P5DxBR10vP7v19YZP/L9wCNr0QZnXz6QETwn4Fr/Cj1Phy6m8IKi+Kqq7vQS6zgZfW4BcnS2/wK26LKi+vFhxbqHUa7bYc7rQk1XqSy30phed50BuLFVengOcmyvwZGS6EFNO0TK88ZEeiAAX6H2XTu/9hXt/StzyRZ7Tb0Vn/+h46aTsSTCPpMlr30y8OlVzZmP50R8Kd3yVsfmrtnMHajx3px/6rdn/FC31mQQUpWtKUNaGcwoezCRfggc7w9+cosT64MLPICI9xqLcJ+PPzlY81HZFmPvjVB2hwrpns2U3yTnnydnejPzz1BxPcqY7KdOVnHWake8xX+w9DzjLyvcgJp9ARR/ARB9Ehu9DhO1Fhe8nxR2fy/aYST9NiDmKjjqMiz0ODds3HLBt8OmW7rt/tt3cNPh0NzTkOCzs5ETISWiEOznzCqv4PjHnBjLtIi7nKiH/Ohlwk1FxbxbyiFZxh1Z5bxr8ZKb6Fac1XtKTIe3KEXdkSjqzlX0AflsOsz51pjlHOFFnoI9Y2WjtIkHFoWqFLI1wVsVnyth06QLNIFq066TrOtmaSrwiE9ikXJuEYxEtmARzZj7LymXaeHPrYvaaeN7KZ5p5dB2boGdjrTzCGg+7vghdmx1ap3etEpssUKBmIJdX/5acexWRcgaRdpZa4i/vj7GgCkyYUgMOpCc3yonN+tnhFRF+TT5jVy+uqTk25dKKkrui5K2peOtqnl3Ntas5dvXCmmJ2TTGzIqOZRCQ9H6fnYo08nIGH03EwinmYig038bFmAd4sIFgFJAuXaOWRV4WMFeGMmUs3cGh6HsMgmbUquat68ZpZ/v+IF+B/8NJC83SwfB0sXw8v0CMKjMii/8hlQBXpkIVGVKEFXWhG5ZsQBQZEvh5ZaEAWGVElJkypCVtuwlWYcUALHmwlQmzk6hVKzQq11kaptZJrbZTaFVrNCq3WRq+10epstAYb7f0avXmN0bzGeL9Kq1pnArl9IQPprh0xx8YSvZDpF0gllxbe3+d3BvO7EwV9pdLRJtlE+/JkqwzaKoc3S2FNKkyHhdq/Nj1gnx2xkzs1w+UTGc+zbp0cLXinxvTZZ7F2JmadOrGO616B165NVdrGSpbqYqFpT+GZr+mQBEFPoXIcKB8pE/XmzzYkzNbGSnuyNUMF0s4MSXuKsi9b3p0mak0QNMcKWuLFrQnilqilutfc90FL7wPnah/M1d6jVVymllxkll0hZZ8jpHlj4r27nx8v89sed/yHDPfNlTeda554DkXfQGXcQaX7oVM8CCluhARXbLQzMuzE8LM944H7JwL3jQfsZySem3x1ImrbR2+3fNj6aCc2yYdd8lDXFGVtTbK8T5SWhArzXs3E+2NDvfDv3BcyLzDTTk+8/rP36bfdz75pD/h+KmUvqch1qe6abjhE3BaAyPRGpJ0zjybZUbmro0nG7ghqll/NtT8rfH7tuLc35+S/gjc5JO79vOf+gbEXR+GvjzMSPFhJZ6ixpwaebin3/qrj8XYm4Aox33co1gmR781ufcxufLhQcUdR98rUGs3KutNy+0DM7q+CNjvEH/yg78VONuAcv9KXBz6/CDzHBp5bAF2YrbwwD77Cq7+13HRX0uAvqr0mrr2yWHZ2FuA5X+ZDyXMn53lOl/oKam9zQJcXis/O5rmRk4/jEo8joo4jQpyIb71YkTem7roXHfg19q8v4vZ+E3Xoqxinb2ufHh2JOj8c4lV/dU+p84aMbf9M+u2j8K8+KNz1c/GRPzL2/dJ46Rgm4uZi/it+caAU9JqdcwsR7DgRcBj5xgn/zo0Y6UmIPzcZ4zYSeYqSf036PsjYG63teidrfr0EfsAEXKHm+EwX+BIz3LGpp4gZLqQsV0b+mdkir9nCMwuAs9NZrpjYw+ioA6jI/djog7iYQ+SE47NZbsTY41Mhuybe7ERGHEC8248MO4ALP4p7e3T02c7+R1uHnuweer635/Gu7mf7pyJO03KvY9IuDEe6TiR4orMuUgE3KSX+pOLr1IrbdPCDubqXrNqgpeYYQWequCNT1JEpbM8UdeYuNKbONqUvdBctjYKXMW3mBYRNMmOWLZrkXIOErZcsaoWLCg5TJ1pcVy2va+V2ncKuV9k1spVlnkWwYObPWXgs69L0Kpe5xmPpZkmGReq6bN4mZhiW8BY+aV1ItMxNaPDtFkqHndFpRYBVAzmqnkRhfeB0yXVK0ZXpijvirjADPMuELVajyrTEWhW5WT87uCLE2pUsu2ZpTbloUyzZFDyrnGtTcFfUvHUN167mrKnYq8rZVcXMioJhEpN1fJyehzMJiWYRycDHq9gIFRumYcP0SwgLH2vj421c/Cqfssqn2ThU8yLVzKNbhCyzZMEsXzIpeSaN4L/wMsEAJnihCV5sQBTpYQUaaL4aWqCB5WvhhTpEoRZZaEADzNgSM7bEhCnWIQr0iHwzGmBCFRmRAAMKYEQBjOhSM6bMjCu34CvNBKCFCLKQIDZylY1avUKrsdFqrNRaM6XWQq21UWts1BortcZKqTZRaoyUehu92UZrMhKqVIhCMzaPBLzZFLJrIPYIPv8CqegKrfLafNPjxbZgdluMoK9QOVkvHa2VjdSoJ+sUo0DVGNgArdVNQhTDpcoBAL8qajLmWsmNwznXj3K7y+3TUAtpYnUGZcEPrRL7Dagm+UDxNDh8OOn2RPpjTnuOAVljxdaYkRBeZyaxIhRTHEQFvuO1pmuGS2U9+aK2DFlPnrw7W9qZLm5LFjYniJrjxS1xouZoYWsktyVkqfkVpzWQWXObAbw6X+3PKPGjF1xkFt3EJF8cDPGMc/zpwpcOzg4OZ79weL3nZ/DtQ7D4c7Tsi4QkV3jY4eHnu1pvbK448wPk3O+gs78Xu/1Se2Fb0alfAn5yCP7jU9CFzdVXtpSc+W3spTsj8Q46xK/BZ1/BkU0Jf30V88dnkNN/jt0/Qg07RQk/RHi7lRC+BROzkwXw4FZd4lRfknc9lvU8ZVReYQFv2SYSrcMJAsgzUsqFyoubAzc6hG//oPrSDoDHhld/fhSx85P+x8cmA0/13tnfeunvilP/gnh+13J9Y6nXd/W3N8+VXRe3BczWPmTVP11qD5oB318E3hUA7/OBDxW1r8XA52NBjhU+P2Sf+rTe/0ds/EFGjhMTcGq68BQ1/xS9yINS4EEp8poF+/EbbvCqLy2Bzi/XXxVBLvKBF8W111kl3ozCs4xib1bpeUL6KWT8MVjEkYnQgyNv9vcH7u55sLvbf++g/4lm7wO5B35P2/d7zIFfHv/16eWfHe5u/Tj13DaA3758jy1FLn9l7f0pfcu/kjd+HvnzB7l7fso98FO9z57OG4eHHjlNBjgTI7wI79xHn+wbfrQHHeJEiT4zm3Zpscgfl+k9GnsSnek9C7wtbAyQNr+SNQeJGl4sAe8x8i/Rc8/jUt3QSc74lFOYpBO4ZCdKhst0jjsr35OReRqbeBQVfRAVdQAXewgfd5iYcJSW4oSOODgevGPizU5Y2L6pkD3wtwdxUY60RA9qggc63Gni9eGpkGOTb44NBB7sfLp7LMwJFus2GnESmuiOzTpPA1wlFPjBM7yJRdeZ4MechuCl+hBhS6ywLUnYkiJoTRN3ZvHbM+ffpwj7i+TQKhmyXkZsVTP6LRzsmoK9rpesG5ZXFDyLjGda5uhFS2YxzyLmr8ol6zqFXSNfkwpW+AtrfLZ1aUbPwmmm4ZZFvGEerZtH2kSUtWW6VUA2LeLM8ygdfUyOajcSO+z0di20RNSbrB5KVnVHCOqfz4PvsSAPBB0hGmiGEVuqQQM1hAYNtd0wO2wVoFfljHXV4rqSu6oSrqgEVgXHpuCsqDhr6qV11dKacnFNubCmmFuVM20SukVEtohINjHZJiSZeFjdAkwzN65kDmnnRs1LMCsHucLDrPEJVg7BvIQ3L5GtAtqqmLWyPLciXTAvzxml8/+FlxVRaoYXG6BFOmiBBlqohhWo4UUaeKEWVaLFlOrQJUZsmY1YsUqqtOHLjIhCHazAiCoxoktN6DIzpsyMLTfjKi14oIkAtJIhFgrETAb/Z0wUsIkCMpIhJlqdidqgJ1TrsJVaTJkWXarBlCkwFTI0UIICyXHVekqtHJavGk+eyvBqevbnRMxBaqEXtcSXVX2L3RLAbg1daIsWDuRIR0ok/QDDBNAGBal6cpabkpklwX1vzlfdcaq7c6j2+i6A16Z0jz8TDBIPAAAgAElEQVS6313VQxvtjEk9fmh1Dm1hTKjQHVhI4nBu4Hh+AKL0Nbc320ZrXqM32TCVFmQFty0Fnv98pjZW0lsg7i7QjUGU/RX8ljxJZ4G0K1/ZWyDvzBY1JUlaksRNiYrONGFzzFxN0Fz964Xml3ONj+cb7nMa7tBLfQl5nvSiS+Tcy+hkP4Dfjnsbv7u94Ydbv313b+O/Yo5+23B7JzzcGR/jTIxxRoQcr/H9PWnvJ2H//uTt5s/j9/yYuO+X4E2fPfnOIWjjZ0UuW2ou7krc84+Ivx3SD3yVffi7iI2fBPzT4cU/HF5+/mHYNx+m/vEp5MR3Xed+hN/byHy3ez7x5HyGp7Dysrz5lqLrjqTrtqD9trI3UNUZxCq8MfjyWNrRzx5973DzC4fXf35QfPbvXPffY49+lHn6n71Pjlb5/JW596u8fd9m7vy86Ng36JDT7LwrhLQzrIqrir43sv7wheYgKugZsfgur/oZH/yQmnVRCH4ir3nOyDwPDTvScveX93e+HXmzGZ2wh5hxmJx1gpF/eqHcl1nsQ8x3xxa4EItcp0vcpgEuS5VeQrAvH3iRB/RjAbzIOS70Qg9Sjkt/8I7G+3++v7Ol/cHetkd72x/urvL9I/PAP+P//jTh768Td/6SeWJH1OG/Lv70sfs3Hz46uKH4vgfwrkeW5+7sU1tS9v+Ssefn7D0/JW/5stzpj3rPbf03DvVc3dN5eUvfjW3YV07kMBf06+P4UGdm4jlWqi8j0ZuU6glPPTWZfBKb40kuukgruboAvCeofS57/5oPfkLPvYxNdIdFOUKjjsKjjyBiDuMSj1PTXaezPakZboTkk4RUR2zCEVjk3smwHVNhO+ARu+EReyZCdgy/2jL8cutQ4LaBF1sGA3aMhxyBRjiTU86Rkr3R0a6UFO+ZrIuYmNODL/ePBB+CRp6Ex7qgkt2w6Z6UAl9qkR8224dadGOu8sk88Nk8MFDYEClojOY1xonbUhX9+cohALM+cTjjSXPsTVxNtHm2276MtC3BzfMYm5i5pheuq7k2yYJRMKfhzJqESyYhR89jWwRLaxK+fVmwyl9Y585bF6jLhIGZEbCc0m0XY2w8mGlhwsZBWRbRGgZUTZ7Ukid1xGELpW+N3q6EA5Z6YpYHYrSDcaqecF7TC3bTM0lfuAaapUOXqTBVGlKrfmbQvDhl4WMsYsqqfN6uEdl1inWt2Kbi2FSLK6qlFdXimnJxXbVkVy3ZlYt2+bxdNmuXzdiX6XYxdZVHMM7DNNMjckqXlNSqZnTrZ4eNc+OWJbhlEWlkIy1c3KqQbBOSbQKqTUhfEU3bRNMr4pn/wsuCKjMhSvRQgGaqUAUtVMGK1IhiDbpUgynVYEp1mDI9tsyIK7fgy634MiuuzIwtN2IrTLhKCwFsJYLMRIiZADEQwDoiyEACa4lgLRGkJYI0RJCaCFQRgCoCSEuq1hJqVGigElGigBUqYQVyWKEEBhDASgTwCgWhxjzdZCRUyIfih2NONjz4dTx8Fz7DiZDrxgTdZDe+WGoL43bH8frSljpTOW2p6sH8tclSbWcaMf0O6NKOkC0fBG76IPXYV6WevxR7/Q68vpcFitRD6+2McfscwjYzZaCNMHsqRovDJ0rD5rpz1OhqPaFOi4GopgCasVzdeMFcfRSy8AW3PUM3AV7uK5YPlquGIZKuEkVfmby3WD1QrOkvlHVlKbqylB0Z6u5McXPcPOTNNPAFA/RkBvJgrubOAuQ6Lsut783OodD9zMJry3VBlKzbXS/deoN9mp551T90aXhwov3xEehbZ3ysGyHGHRXmUu75a/TOT4L//GfoX9+XehwAnTsS+ue/bn7s4P+Jw9NvHWK3fZJ28J/Fp35su7an5OQvERs+DPnOIfSbj8K//Sx5w7dpm77M3/YP4IFP2s98iX3yF/Hlnl7/P/ofbSYmH2EDvTgNF5hV5+cgV3CZnh1Pd7fc3VF5flPeqd8TD39TcOa3rheuYP+9GWe+LfP7GR/v23HrYNLWf6T8/Xnsxg9y9n1Fijxran6tbn7Grb3Nb3msGopY7o9eanm31BjKBj9DJZ5FxHnNAm4LII/ZgOuUFPf2Rxvrbn45HPQnG+DGB/kslHgulPhwK6+Kqm/x6vxZYF9qyWlq0UlKzrGZQueFYo+ZXDd6zmlqzml8uhOjyIOa79b/ZmfFpR/BlzbXXt0Oubyt6vKOyrNbMg7+HLn569Df/vnq1y8f//L17V++9vv1n0HOu1qin75/dy/3ilP+hcMNd9wAbtsBJzcXHPkl58C39d7bem8e6L62q/Py3/03tyFfHJmJPsOMcaeGOzNi3RYzfFmpZ9FhxydC941GH4CnOlMKzhJyvLAZXtRcv4XS28s1L4TAx4ysS4QkT2ysCyLyODTsIDziADHJkZx6ipTiik9yxiaewCWdwMQfRUTvh77bOR66bSxk60jwlsHXfw293jLyavtgwJahgG2DL3dOvnOEx55GxbkjolzR0a74BA9s7GlM9Cl8ghs17Swl3QuV4AKNccQkn6YX+DLLLjNLb8wDHy6An7LBzxerXgobw7m1Ybz6qOWOVG5TorQ3l9OePpH7ourN+brwS7jqSA29c42HXF/CmOfQpjmMXT5vFcxIqEjpNGFFwlmX8kzcOd08w7w4sy5i2wVzdi7TNovnT74ntmQtDJeZ6D32xbHV+XHb3OTqPEJLGpchh4xkqJk8YSb0W0ltamQFfzBJMhCnH0nW9MeIu4L5XUHSoRg1LFuHAWoJjaaZfusidFWAWZOQVmT0VcX8uka0rlWsaSUrWt6KemlFtWhTslcV7DUF265csiuX7LL59WXmupi+LqCscfGWBYSWMSon90iwTQJU7TK+SUXtUjP69XMTJjbcvIi08vBWAdEqIFmFFJuQahPSV0WMVRHjvzMvRJkOUaqDl2hgxRpYsQperESUKJElakyZBlumRpdo0SU6TJkJV24lVK6QgFYS2EQAGwhgPR6kxVdqcSAtDqTBg9UEsBxXIcVWyHCVUnylFA+S4sFSAlhGAMuxIBmyQo4oUyJKtKhSLbpEhSyRwkpE8DIZrkpDqTfTG83ESn5nWF/4kY5nf+ASDk/nuFKyTs8UX54D3ZurD2S3Riy0xbLbErhtSYqeTNtIgbg2oi/QJf3Ed5HbPixw+rH77qGOB/s7nxyh5j1egUHU49WrtGE7C6bC9clRXfSOElZPyfJUjZXWtT7XbyC9X56qkIzkKYayRF3J+NJAVOFzWX+BGV4j7S9VDJUbJmpVw2DNCEjeW6LuL9GNlGiHAcbhYkN/gaEnR96aLGiIWqx6Mwd6Pg96NFvuT8/3pWV5klNOY2NOTmdcICddGAl27Q1whUZd7Qu50Bfi2/vas9B7Q6HnjxlOXxR5fN9wYzvA43fAmX/XXjsOvHCk+pJjrd+xmO0/3vnsgyfffJB+4MuGC1s6b+0lRXozEy9DPDcWHv0+ZtNHb7//IORLh7hfvkj49fOC7V/XOv3Yc/433NPd8AdbKk58VubyETJ8Gxd0dg7ohUg7Phx1sPfN/pG3jrKal/a+BENrxGzxA1L2TVrx4/EE3+FIF2bRNS7gweATx6Ttn0Vvcojf/GHO/i/Gnh1WVD00db1kg6/Ryi5Ie4L0EwnyoQRZTywp/3Z7wNGxMDdu5TNTX8JKT5So4u7Qq13t939FRuyVgi9Jq6+yct0x8ccxcSeZ+b78an82+CId4MooPEnJPkrLOjaTe4qaeYqadXq66CwxxwWdfoyQ5TQVc7DkwreJRz5NOfrF2+0fv9jo8Oxnh/tfOtz8wOHOxw4Pvvrk8mcf+3z+ceCBLe3RgXOtZePZYVl+x7LP7x8OvdZyxxno+VfRiR+KTnzfcX3v5HPHjutbWy9vGrq/AxZwAPfmKDb4MOL1XuSbfZQYR1r8SdTb/fDw/dgUJ2KmGyPPm5jujktxI6ScoWaeFwEfKKqezeVcJiWdISScRkceh789hIk8Rks5PZ15hpHtSc1wxyQch0bsn3q3BxVzABm9d+rdTkTUnsmwHSNvtk292wML2wcL24+LOYGLd8bGuxKSvbDxHojIU8hIF1SUy/ibI+NvDuPi3Wjp56iZ3sQ0D3SiKy7VnZx9jgHwY5bfoBZfny6/wwI+mAM/4dYFc2rfcBvCxa0Ji/XRrKrIpaYU/SRICwWjSt9C3vh2pjxcGii3c7GrApJpZmqNQzCw0AL0EA89omCgbdzpNR7TtkizzpFXF8grs4T1OYJ9HqNBtk83ZqDKwmdbs/XY5jVG/ypjeH1m0kKeMGDHLPgJPWpABeswotushPd6VIVmIkfeG7/cGb7c+255KFI2mqCA5mhxYCO9w8YeXxNg7VLSuoK2qpi2KdkrKpFNJV3RLK/qhStark25aFWwV+QLq/IFu2LRrlxcl7BWhHQbj2RZwpnm4brpUQWxV4xpE8DruDAwH1kjxjZJSR3q6SHjAszGxa4ISFYBySqgWARUq5BmFTKsommbaPq/WyWQZf/pHdQgStSIEhWyRIUuVaJK9ESgmVJlIFQaCZVmMshGqVqhVNnIVWYiSIer0GDKVegKBbpcjiqTokulyPJldIUMD5LiQcs4oBgPFOH+92CBYlSFBFEug5cpEaUadJkGXaZEloqmAPzJYjEKvIyBKLFALap4rvHlQOTh4Tc7qCnHZzJPUtOcZwsvMEtvsiBPl1rCuR1xot407WieZbxA2hyDiPYtP/t71BaH+C0f13puHLh3sPn2ju7AY/KOJOsUkNuRp0O3W8jDWsKAHN3Fm2jQ4jqt1H4TqVOLbdbim4ykFj0SKO5JIVcEDCdfwxYH6sbLTbAaaX+pcgSoG6/RjlUbxmuVgxXqoXLdaIV+rMwwWmIaBOi7c2RNyaLGGF5tOK8mWFwfxIc8XSi+IQbeFpZcg4ce6Xmwre3OtoEXx6nJ/vyKEAbgJbcmeq4suPrW/lTn70K2f/huz8dZrr+mOf9aeHZHzQ2nNMfNMXu/L/faCfTckXXo+4Lj37f4bR95dAQaeEJZ8dTSEAINPNF8cWvm3i9jNn0S+q1D+A8fvfnSIf7XT0r2f9PisQF2dx/6wZ4un++gTzYvl5619j5Qdd7DpjuNRR1FxHssFN/TN7/jlz+SNwRZxlIVnREM0OOuyFO4vIvqjiBdWzgu5nzesW/i/v4we/8XJSe/GXy0l5F+lpbrhUg7OZnqxIT4LzQ8HUk+1/TasfbR4UTn76IOf11yYUtPgCMr55aiOmCp8Ao09AAh/sR0mgsry3063Q0T44iNdZ3N8xOA/Nnl56m5TqSMQ+iEXfikfcx8F2aBJ7PIexF8mQ44Ox63l1TgMl95AR57ou3h9uGXTjXX9qQ4/Rq1+5s3f3we8OOnoZu+jdvz1+u/N7zYvqnwhk9r+POO2EBobkT10wupHrvfP/DsferZ/8Cp2W9bleemwcfHiFHn0G/d4cFOyLdO0NeHoa8PwoMOwl7vhb7ejQs/RIs7QYo+Qkt2YuWdYeR40LPcsQkn8YmncHEnSUlugjJ/RdVjVuZ5QqwrPuYUOvwENsqRkXqGU3hRUH5VUuUvBF2nZp4eDdkxHPQ3Mno/MnrfSPCW8dBtE2+3T73bjU84Rkw4QUxwmsnwIKe4waOc0HFuhCQvYpIXIeEMOeksMdEDHeUMC3eER54kpHiQ0j3Ria7YVHdChic5x5sG8CMUXKSVXZ+uuDNdcW+xJmCp9jWvMVTUGsMCh1JKgxjAdwv1CcLOHG57DqwgqPbNxf70F6KxWhtzfJU1YZme0JJHJahezlTHwmirCDWgp8OtLMzaLGaNhbTSptYYUPsc0k4fVgyWw7JfDqc8malP0cHqVsk9VnyfFTdkp0Bt+AkDckAD69QhWi34dhO2wQCv0AxnSnujZYPRspG45fFkOaJAT663zg6ucuFrYuK6gr6mmrEpWVbVok0tsqilNq103SBZ1fFsqiWLnG2TLdhk82uyhXXZnIVHMS/hjfNoPQumnR5TU/qk+E4RqkkAr+HBQHxYFR9eL8a0KKh9+rmpFR5uVUj+j1wWAc0qZNhE0xbRzIqI9d+BPabSiK7QI8s0yFItqkyHrTAQQSYyxMaosTHrbNO1NnqdlVZjJkMMeJAOW6FBlyqRxUpUsQpdqkKXylEly0iAGA4QwgBSPEhKAEvxYAkBLMaDRHiQEA8W4SBiDFiCBErg5VJYiRxWIoeXyuDlQmgZb6pciISI0RAxslwOzaeCH/WFHxoL201KODKd6shIcZ7P92EWXZkuuzdfH8TtiJEPZpihhfrBdHz6tapLmwtPfp27/xPQyW8m7xyAPj8+GnSCWnBrDV1ugYM4nXmCIbAM3qJAd6lxvQbKoAHfq8V0yuGNCnijlda/zhxUQysYVcFDSZfbI86RKoLNMLAJVr3cXyofBsmHIeqxauNUvWYMrB0Da8eA6tEyxUCBpjtX2ZImaUgQNsRyqiOWIG/E9SHi6pcLRTdncy5QE9wHHm1vv7UZG3GaW3hfCnrNr3zNqwkXNMQMR/qluW0I3fdF7ImfIw/9ELTry/sbP7r6nUPiyX/nndkeuefrGr99k4Fn31/Y2Xxx29ijI22XN7dd/WMh1Xe9OViUf3Pk8YFqrz/e/fbBm+8don7/NOyHD6J/+TD9r38U7f265uRPA74bkbc3s8IPUSP3EKJ3M/NcMSknp/Mvyepez+Xf639xrOXBHkyS9yLkMef987n3z6B5F7BFvtLWQDs6bzr/VpXv5pyjX2Ud+hzi/Rv87Ul03El4wol5yBVp9zMbIt4IS2p75xh44IPIE19HH//hyr8cLn7h8OovB6Dvn5hoL1HZPWqiBy35dOfdDW23f4OGHMBEO9PTfNmFN9mFl1i5Hqx8Z2rGIVjE3/iEfdyKc8Lqa+zKywugK5zam/zGG6Jmf1rhmYnIg+hYF17pfWb+3cnoC0PB5zofulZfPFx18QTognP80e3B+/6MdT/0xnFnhMeBruinwHtnA7Z9m3h883CgLz8/kBZ1qf3m3tYbu4efO9KTLvMBjzhF98lJ53AxbrhoV3SEIzL0ID78yEySCzvjzGKuJ7vQi1fut1B0Dp/gREh0IiY4kROd53K8FwsvUpPdyImulCR3YrwrOdFtJsNnIe8ir+yqpMpfDL7BzPVERh+Chu9Bxx6CR+4bePnvvoA/h4O2TLzZjorcj4k+TIg/Pp3hTkp2QceeQsaeJqd4s3Iv09LOzWSdXyi4wsjwQUSenAw7hox1RsSeHH93ZDL6BDr5NDbNg5h3brryKgN4faby1iz4PrfxBbv66WJN4HJ7FLchnAkMJgNe9kZcbg25OAOOU4+AFpoyJ3JeDWYEzLXlW8k9Fmq/mTyoxvbKUF3CqRbu6HvuaKNgvEmP77dPj6/TRu20YTtrws4YWkM3Mypj+mNvj6c/WWhKMyEbbNh2C6ZrjTSygh9ZwQ9bsANaRJse1WbCtq0SmmyYCuVwkqg3mt8fLZpI1xBAFmbnyuLEmhC/LqXb1aw13fyKbmnFIFg1ym0G9apBuW6SrumFK2qeVcG2yRas0vmV5bkV8Yx2HqthIdSMSQ19VEMbVJN75bgOKbpFhKgTwMB8KIQLrRWimqSkbg1z3MLBrAhINuH/sMW0ilnW5VmbZO6/8DJjgSbM//qiaMSDzCSwjVZjo9esTteuMuvXWI2r0/VGEliFLpXBimTQQiUcoEUVa9AANapYhS5WoYsVqBI5umQZXSrFVkpxwGUcSEIASwhgCQEiJkDExBoxtkaIgAjhIDG8UoqolKGAUiRYAAfz4BAhpl5KaFQQatXoUlrV0/6Io6Pv9uATDjHTT9KTHFm5XkuVN7nVz9i1rxYb36oGUjX9KfOVz9of70vc/2HqXocKp897/P7APT+OCXIip/kqOyIsE3nGyVLJIGCxp1gGb1KguySwNgt12Ejo1WI61cg2NardSh0yk3s43dmI3Hu9MT4DCZenIe904+WaceDyQLlytEoxUqUer9VNNajGqpQjQPlQuWywRNqbt9yeLmpMFDbG8+tiZytDaIDnC8CXAkggK/c6LsaNmnhmJuUsKea0pPyhti5oEfCAnOHPLH85GnslzXNzxLGfc3321T3yLvI7GXxg48VvP3H72OHplm/fHfjh5b8/zHX+tffuiVa/XZXOP9R4/NR07pe6s98S3h5Xlt8SF17DhDp2+e8oPP5d+p6vojZ99PpfDqHfO8Ru/Dhz25d5u/5Ruu+jAd8fGSH74AGbRwP+oKSexCacYmRf5ZW96H50PH7/ZynHP0fGe/Hrn4k6X+ng8UtdL2fq7i53BtkmU4Q1gQMBjmVevwLP/t50c+vkOydorBMm003U9ojX8lAyGLI+XYIvvhnq+GmU0/epZzY/3vzJ1a8/fLbhk8TD/2y9s3sm1Y8U48ZI9qj1+77Q5cPGa7+03fmr++HuwecHx4MOkBNOiCt9eCXuU6F/jof+m5nnJqm9JW64t1h9kwm+pBp4oex9Ml16llnso3n/TNP8crn+Ba/qmajqNa/sFS31Ljb65kCAb77X3qA9P/hv+uzqhs9Cnf7Kungs7MjGe79/GLX/5+EX52VlIcKCZ/iI80NPHTvuH8RE+/LKA0Sgl9M5N2gZl6ip54nxZzCRjuiwI4z4U/xcn8VsT2aWqxRyVVThN53hMp3lSs9wISc7YeOPUdJciUmnaOlujEwvcoobIdGVlHSGlnaWleczD/CdLzw3m+81m+/FyjvDyHLBJRydeLtzJHjrSNDWwYDNgwGbR15thYXtIyWeJCadomeeI6Z44RLO0NJ9cHFuuLjTjAwfevo5apo3KcUTGeM8FXl8/N2RkdCDU9En0MmnSXne3NrbS7W3F2vuCpueKTqDl2oezQIfSprfKjpjOXVvObURzMowEuANuy5VPVSpGQXPN2WMZDzDVUZqEXV6dJMR26aCN8uhTcuTDUv9QHJDDrE6nTdQaUK3WnHtVkzLKr7NTuiwk7rEXQWE4jdjqQ8msp7M1McrxytN6EYLrn2F0LNKGlinjVjwPWZ8lxnXuUZpXyfXqsbSeb3RS30xckS+bbZ1dWnExoGvi6l21Zxdv7Ru4q6bBHaL1G7VrlkNa2bNukm6bhCtaQU2FdcqW7Qsz1lETDOfpmQiFfQJBXVURR3SUvo15D41sVOJb5Ug64QwCH8KzJms5iMbJYRO1fSocQllFZBXJTM2CcsmmbVJ52zLCyvShRUp+7/xIgD/Z4xEoJFYaSICjcRKCxVso1fb6NVmCliDLZXBC6SwAjmiSIMqNqCLDSiADgnQoAAaFECLKdXiKrQEoAoPlONBMhx4GQeSYMFiLFiIAQmwYAG2ho+u56PqhKhaCaZOjm+UE1rEuFYhrk1M7lHNDFgW+lfn23ld0ePJ7uNRB7Hxh8lJR3CxB6ZzPCR191XtIYLG4KXa19LWyEXQi+EQ59KzP8Tvckjf+0Gj9w8T93ainh0khrswC28quqMkHTHS/kxBfz6zLVswWqVCt0ummkzEfjOpX41sUyNaNKgODaZbg2kXDwHI5YHQTH9UweOZqnBxT65ssFQ+XKmbqtNM1munGrRTDbIR0PJAmagXIO4HLA8UiruyBa0p/OZkdn0MtSwIm/touuQFF/yaVXALH+e5kHtFXH5nMvgIMsJ1Nv8GNfPqXMUzfmP0+5dnnu344uFfn787vjXO5VDCacco52MPtv7u8o+Pvb/64PGfnwRs/ijtyPedNw61+O7I2f1JtcsPiCeH+2/8e+Te37jQg+SoE+zM87z8GwsZN7BvfSpcNkX98dm73z6O3fxpzt7vC/b9K/OvDxpOfclNcFGXXdI0PtC1v4S/c2q4uaP60vaUQ9+/3vBR6tEvhoIc2eD7xonoNXKmfDyc2/1KPRolbA2WtYTNFj8afuPSH3BiKtwdk+yNSvdaqLmrGwsnVl6BFZzXI5KJwPvvXL+Odv21/NZR4K1jyc4bINcOgPy2Nt/aNZ16EfXWiRjl1OH/W7nHZw1XfgX7/Jhx7JMcpy9qLv40+XqnoNibU+jW9+TH97e+GA3dugS6rOx8wW96wGm6a5x8K2q/Sy89y6+5bu59tTYUZu4LVrY917S91DS/kVUHckueoGMvNd4/DvI/nOe3J8H935nn90Q5bQjZ96/Ig98nHv4RcPrP8eeumFCvpZz7PMBTRro/OfXmHODJYsWLmYK7s4C707nXKGnnyYkeuIgTlGinhTSPmWQXaqrjYvHZxeKzrLzTc4VnGNku9ExncrojM9+DmuFKST9NSTuNSXCGxzgi406RM87O5Pmw8rxnsj1n88/yKy6JgFeXSnwZ2W7Y+GPw8P1TobuHX24ZDPhrKHDrWNBO+LsDqKijxGR3UqonLNIJEXUSGeUMD3eEhztiYlxYuRcWi6/SMrzxiadhEcf7AneOhB5EJ7rA4x2JWe7sysuLwGsc8E11W6Ds/XMO5KG48ZW0NUzeEWMezbOMlxpGytSDZZKuIm5LNr8jd7o6jlmXpBwHqSerDMhGFbROMgrh9ZWxWnMJVQmI0nBafTKnI182VK4eA6pGyi3wOjuxzQAFywYLSKC33YnXB9LvUGojlscARmydCduoRzdaiW02UucatceIbdEja1cJVZqpHPFosmAkVUuoXOf2rwthKyLCupxl13HsZoHdKlq3SNatcrtNa7cZ182aNaN0zbi8bpCsaQUrCo5FMmvkM/RLJOUMQkmfkFNGlJQBDaVfS+nTkLvVxA4pql4ErxJAITxorRDdLCV1a1kTFh7OJqKsS1mrsrlV+cKKfHFVwVlVcNaU3P/Ca5VabSNDTPhKPaZMgy5WoYrUaIAaDdDiSrW4UjWmWI4oXIbmSqbypLAiFapUiyrVIov1yBIdulSPKdPjKnU4kA4H1uDBcnTlMrpSggZLMFUSTI0YWyPC1giwtQJ8s5DUKSB0iIgdMmqPljViXJwyLSEtAuKaYnpdSfBbBy8AACAASURBVLerKXYZVDaRDc++MBnvSEhxRETvQcTupeacZldc5VY9WoI841QFzJc9Rsf71F7ZnH3ik5yjHxaf/KTl4i+tF3+p8fqm//FOaJwbEXBrBvJyril6rj1tuiWdN1RpoQxYyAOr1CEbeUABbVIjWk24HiW8XQFvteAapQMZ5IpAYvlLKiiU3ZIiGShWjoJ00EYdtEkHbdJBG+VjkOWhSn5PkbC3SNT3f1D2lk1xfVu/dsfdXYkHCO4aLCQ4IQkkEIImuLu7uwaCQ3B318bd3RrahVasaVnPi//e565973NePFVXrZrrC1w1xpy/MWcsoi4aXh0Grw6DlActZruOJ1jMJJotJP6cDtca81PcSvxOzDGtNmIr/vGy3+tDq7NMX7DmZLJ1iqGU3svz359e+Xz36rvzZ1Wu3/j+7Nn3F09Ub15WuAQyeXnZX/RxhNj9QjXOFh3R7Lf3/8rcm3dSWPNWbjdkazV62WD0tMuGezP2EzHb9LDQZTPaeNLzW7eFYokGX7rsiyD28xEcx6rU72wEvqNk/6CWmmGyDEv13/jxXfB6cz5C+H6yzLNggUuJH27PxX6hdXmTOt1Xy02wnZ7oVndkvdteaxC2wn0x+ed09HdEgR2hxm0hU38268digXG5l2iBMz+iyW2t0jHNVDDVQKTZW3sizjJBgz1fX7joB1+3g9xOptmou3SPNW+l9sO0D+dLtZ9kqd7zZAeFCF5Ikb+arXJ10Jln2k+wxvhWyY9LrQ6vtrO/7tbbwUpN0HXW6DrzqVTl0bh3qxmflpLUCCW/yFVmm5mam+maqDxDQoE5IuPXiL9ag+3bCgvJdF2e2I8v4z+9TtHiKP4p2mAjV2vytuALW6bi/XSF28OuHzDpFphsm8W4H8vJRtBc680s8/X0nxPh6gPecqO+sqOeElPeb5cCZZdC5VZj5BejZecjZVfi5Jdj340FCi/GyG39UYWkqi3Gvp+NkJ8OkxsNkgJ7ibY7C/R5S04Ey82Eyk0GSk8GSS9FK24mqW8kqq3Gq8xHvJvwlxj2EgY783bac3bac3bYcXTac/a5Cva7i08GK/R5vgW7iQ95y/S6itf8Yqs1YR/yllpL/LyW8Hkq5EObHV/Rj8fNNtxDPlIVP5/mfrvZ5yk05CsOdhdcS1TfKfyJKzTFFFrgK5wOWwIBcCKtO/moJ53c9merLHK9OGyjOHQ+22s53x9Tn3jQ9xeYq2NO11CHikk9uZiWP1s1sdM5vkMpTsPJDmvFQTvNibiGeHR9/H5vLn2kEJguQbbE9P02b4/RG/xjtlHtS+5L2umMh9SEbNVEYNqSaaPFtJGS3Z4MQnsspjkY1uQHaQzADaYwNusB5CBAWABI6wB5CzhEAEdI+iGCdoimHxJoByTaHp6+i2buoYA9NEBB0fHQA+QKZWuGtDa2s9CHn+3ETbXipxoJU/WkyTrSRA1xvBI7WIDqy4P35cL68tEjFfjphv01MAMxyUDNM3GrDNwaHbfO2Nlg7ECY+C06fus/K6/xjP3RdMpwCr4vAd8Xj++Px4Kj8f2x+P44LDgG1R2F7IpCdsdgehN3BlJIw+mU4ax/7qTfH8uhDGeThnMIw7mYvixUfxaiNwven40YzEeOFGPGy7FTVbiZauxMLWquGb3cTYIMUBFjDOwMEz/PJCwChFWAvAnswwHqNrC/wsT0w9uiO8M/dvhKDgSIdnlxDocK9weLDIbKzMR/3s42RebZjPiqZX98EiZwMkrwRJrcpWyFa5kfLiXLnMrTuNXn/nYm8dtAjNZctuVWlf9iid9scdBGXSKsORMPLt4dqiD2luA6/xLBJfieEnhrPqqzkDZettf7eznPaSrNdiHXfbM8DN2UQun+S+kpInYWkHqKdjpyUc3piKY/0IYkWF08rDYGWhOxVuK/URoIKQ+GlPhD8r3WMx3nYg0HvZXbbEQXQtR2861arQRSVe/VWAhVW0tk6PPFaguY8N9VuHFC+eZ5uQvnxU6c5QedEDh+UvLMedGTJ2XPHfv5/Jq34ONgwbvJEo8L5F+lCN6KeHUq9+29Vm3O6k9Pyz8/KPp8q+LHox4HvvlgJVzmL0Z7BNCXwqgJh8aY99upJkneDXpzLE3qbIfZm/mQ96sxH3vdpOPk7wQKXI8QeRQn9jxW+JEP+xl/ntNgj3eHLe6kZuf1MrOtJhd0tz8BHLLTEkBqDsJUeSOKnQ+7o5nDCYMJWhlWXMmmrBF6LLUhH3C9IYeTScPpv8pclfpjfk0lWUYoP4lRYqkxF8VkWtCr3MH2QjnqV1PenYmVPJ6ueD1K/JLT82PREjcSZW54vDr2V/3etK9wj8OrdrtnCzGy+7UWu/X2mGqb/W4vVJ3lQrbmWKLiSPS7iSj5nVKToyaHzQytrYyv0CzdpfjPkyEqPe7SbY6S3Z7vW93eVVgKlprylpvytLtIjvgrgJ3fNpvzVOu9KNF+2GkrCEvVR+WZLSXrLP7+vp1vupH7ayL2U7ePFNhLcjxIdipIetJPci5QeiFEZiFUZiZEciZYaj5MethbsNeNezpIYiJIfNhXZDH6/XyE/FSwzGSwzJi/VI+LYK+b8Ji/1Jif5GSQzFSw7FSw7Fy4/Hz4+80E9a2kjwvh72eCZEa8xIY9RQfdhHqd+MBOvGAnvj53kQEP8XF/uXF/uVE/2SEfqVoz9hL9J52OgpNB8isxHzFZBpuJmj3OwiM+0pAkzX5XoWoDln5n/gEXgfqfT7vtuWaD5dbiP8KzDHZrnA+b/ejdUYy+JHJbPKoueqsqcqsqBl4Tt5jr3R9rNZHqgm1IpI8UUwcKaaMlwEIdY7yM0PEH1Ri/Uug3kea4mOeBqouE14QvFfqtlYVi234zZkoI4N9z+c7jGRYTmeYLBbZbVW6b5S5Tmeb9cQaDCT+3ywMYA1kHPanYplBkQ8BqpdtSpQeiJ56+0QCghgDiMgO/foRbOyJvMQ5gRwewwz0EbX+HfkCm7+OZ+zjgAAfsY4FdFIMAo6LX9qDzuxtTpJVh8mIvca6LONNGnGoiTjeQZ+p2Z2p3Z2ook1WE8QrsWMXORB1pvo26OQigZoCdFYC4CRAhDNwGDbtB24HQ8Vt0/H8m7DE9CVhwIq43CdUVgwHHkoZ/k4aTCYMJ2N5YdE8MGhyH6UvC9P3G9Kdi+v9g+9Ow/dmY/lxUby6q7y8CnIvsL8AMl6CHy3AT1YTpesJsE3G+jbzctb/RR4eOMFCTDNwsnbRCp2wwyGtM0hpAXgMoGwBli0mB0ilwGgXOIG8B5BUmbgzeldAe/qnJQ6zVkxccJDAWK9Hpz9fgwt3tK72eaoBIM2u1FE+QvBItcDJD5nLJxwcFanfSFS7laNzocxfHl1gfdgWhazyIbeG0oTRsW+JGbcxmbfxKRQyyJY3SX7TXX0zsziN05xN6ijBdheiuQhI4B9cctVnqBSnzh1aHoxqTdtozyOB8XEcuojkL05aLactGtaQjmlO26xPWKyM2K8MR9dEbpYHrxf6bpYHbpQHIUv/tbKexQM1mC5FmU/5+e8khF+laQ87E97eKDLgrLaQC3rHosl34+vq62sNrkudPch07LnTivPCJi9ygk5wgEB8IpHTlvPGL27avb7i9vhzAeiWe+2bsmyuet0G+D47Hcp6J4z31W/JshsLF8u8Pe10EJgJkV2LUsXmmjOZgoCOG2Rx1UOg97qZe/pWtROtJhf7zNgf+yXDVJlvRQLEr/vw3g3juu7FcdLx7wvP5yXDhy3VmgrA8E1KDC7zGDt7uA+3whzR5r1Q4YZoCdjsi8A0BlI5wcncEOFE79udr7y93o3+x9mbo4wejgNXcHXBUta96toVET7hOsYV4iNzNkLeXmqyExnzky76zZKpcylS+/Fv+Qo76w8IvrKkKT2Ok7vpwngnmO9dmxj/hLdFoytLl8GouSgaeq02ostptdQOGw476/dB1lit52gsZn6fiVeEFRnv19piiX+RK651S87UUneXEr/OxXyZCVYcCPvR4yXR7vO32eNtsJ9DlLDzgKdlmzV1t9LzN8k23Pfewp/hG4ue1FK35+E/zSZqLadoLf76Nx6iB/aUHg+UmwxUGvMTAzgJj3hKj3mJD7sITfpLDnqKtVmx1v57VGD9ptnhdY/yk05ZzPvTduI/ETKDMYpjCcpjibKDcmLfEmI/4qK/kP+aaDZNfjFKcC1OAJGgg/3zbjNdYjVadDpSd8H077iMx4ina7yLQ48DT7cDXYc834Ck54i094iczFiDb4SRQbfq6zY5vwENiMlB+K/nrTq7xSrT6sNfb5QjVuQD5TrM3PaZvmgyfVmjfrf7xoM7oabcDz1KsGizLAJpniip1JDUH7XfHHw1m7fdl4dpSMI2J60WBo0n2I4m2s5ke60WBW2WhO02J9JFCYLKE1p9N7U1H10eNpdr0RBnNZTnAq0IQ9dHb1ZGLBb7oplhkQ8Raqedint3kH+P+GM3uUJWJpG+zqT/6QjUq7N62+6ojijz326LxjcHrpc7TeVbrtb6YgWT6egOAHgWIqzTM6iF67ZC4ebS3Tdvfpu5Cj3bR9D08fRfH2MMy97HAHhagYJgExBF68wC+vLc1t7cxsb82srvcR1nopsy1UeZbdhea9xeaDhebDxaadmcayNP1pNmW3eUe2tYYgJ4HdlYBwgZAgDBwm/9HXrSd7f+Q13xNyFJD2GZbzEZbNBwcT5nI2pvKwg4kwbtj4T1xqP5k1EAqoi8V2vMH2pMG68uC9udvD5RtD1QhRutR4407s+3k1b699eHD7Qk6eoGBWWLgVpn4dYC0CVC2gT0YsAcHaGiAhmLsbVOJ64f41SPCxhEJSqMgqRT0PgGxj9tkEteY+EloV2JL6MdaN6FGF44WnzfgcIHeEGFwoNhImMJizLcJX9V8jafhvCdieI7nyF6r+fqsUvtp3qc7ZQbP52I+HjR57LUEwCvdsI0h1IE/pJ4/iOaktcroqRy/ub+B2JY/9NFS6mAhviML25aFbs+BtWSuVkQs5ntAyv2xzXG4tuSdtjRCRxaxKx/RlLldmw6tT0M2Z6Ja0tFtaYjm35tVUdCaKFxTPLwyDF0dgauJRJcFYkv9YOm2A64KZdqvK7+9KNZgiRY6Eyl8zo31ZIj49TCZxzoPTsldASk8uPL+zlXh0ydkr9804hHSY+cTPXeZEwQSPXlK/wWLAz+r2eMr1vfPBLHfTBZ4kCpwL4nrTgrf7TSROwmCF5LfXkxXulqm93jQS2w+SnEsSLrLSaDNTmjUV2El+js2zXIlTHvMU2nE+32tOWezkyA8z2T5t8FfHZ4wsYfuL6+6PrzgcOu4z4sz8ZK3/2q+7PaUXcnQ36qwQXUFrDf7rNV7rVS6YluDdruikDXe25Xuu+Done6woeyflWEqNdEa4yU22IEoYD2fupA9nmlR4anQF/N9JEYn4zurK9+xJMVrZbpPwQ6CdUYvM1SupileL9Vma7eWq/0pEyXNYvYAFMR/c9D5/ZCbZPmPu40WTwd9BIYCJZb/aFKaXWi9gcBYJLXPD1NvDSk1Hk/QWEjV3sozRBaa7Nc77ZRbrafpbv75sZ1puJGqOxai1OIg1O0mORWqMuIn3+sm2W7LX6n/oujbwxYz1hEPselA2c2kT8sJnxbiNRaTP88macwmfppP1hyPVhsMUej3f9fjIdXvLdvvKd1qw99szQN2FuuyE85Wv5UgeyFE8GSE2KlEqbMFH+8OOooN2otOekhPeUovB8hDI9XXQt6PeYoOe4uP+r4dcBMe9ZEc95XudRYe9pKcCXo/Hfhu3Ee6z0m405Yb7MDX5yTQ7yw07C7a6yzYZc/X4yzY7SzY7SLY5yHa7SLcYsvTYsPdbMXdYcc37iO9FqMxE6TQaskFdhAesBOu0WJp+PqkWO1mpebdWp0HZd/u1hiydDrydLoKdXpKDoWrr/+1IreG0QfSyN2/4XVRuMZ4TG3Mer7vdIpDb5TpaKLN1B/HwTjzwTjz9SJfYks8MJ5HH8yYy3Jo8v/SF6W/XeaLrA1H1EauFvgiq8JwteGoigBokctyuulAmHqzm/hwqBIk02A5SafSjD9d81mbkzw0yxZT4TWfbT6cYgBrCCAMpdFX6gDEKIBdOkQsHaLXDnc2DkgbRxTIIQlySIIdkdE0EppORjMpGICCBSgYgIhkYLePUOuH8GUqdP5oe+Zwc+xgbXB/tXd/tftguYu60klf7aKtdB4ute8vte8v9xyuD9JgE0zUHIBdBvDrABHCwEH+kRdtB3KE2/wPeW31ZkB60jZ7UpfbEpabYxH9fzCjmdDepPWOWEhXEnwgAzWSixrJR40UY8YrCLP1xMV2/PIAYX1sHzpzhFikY1YZ+H8uwdgCyAiAjAR2UcAeBtjDMnbRDAqKRkZRKfDDXeghZeuQvHlA2KISoEcUFH1/h3ZAOCBh9ne2ANI6Aze23hTVEKDc4CHS5sXT4PayzY99LObtUora6m+tyWD1WkOeBPHLoW9AYaygBL5TJar3Gw3f1P1kb3cU2co2PGr3I9T5QMs9UXXBpM5EQmcyuiVxqzZmNs93OssDURN9CM4mtqduVoSvV0TBmlK2G5OXSoOXin3RTTF7fZm7vTn4zsydzhxidyG8MRNSmwZtSMd15GHbszDt6ajWFEhNFKw+Gt+cgK6OJNTH4qvDt3NdtzPsl2MN2i3F/qrey31/Pefd9VihU0Hcxz3ZTzmynta/e1zmJEjkLEji+gWJa5f4Th1XvHvPVFjEgJtH5vI1wWPHRY8d+/H0oacorwXLdf2LIL9X11KEWOI5bsSxXU3kupYieCtV/NZfpYeFnx+VfGdps+cZC5YeDZZusuFIUbmUoXazXJd13EtpzFO5z1luyEu+xpKr0VEQV2Z71BIwFa6bpsJh9+iM1fUTrg9Oez87+Vv2QZ2J4HCwCiTfhNztvzcSgx+K3RtPQrUHopp8iW3B2AY/QnswfTQZWMqjLeXsTaciwGFL9R64oZij+bSDqZT9kQRUox+xLRha6tgbpJKv/7r4x8sWa961WI0+J5HcT3dzPz/O+8Jaoiuc80XIme2G5jmQFcuFcn2hIa/3LVYcrTavBn0E+v1EhkNkofk/yY1uwHA4MBFF6fJG1zms/P21mGOwmq2PLLM46vQ6bPPAVtpA839tZhluZOgtJX0dD1GeDldHZBpDU/UXIz+P+sh32Ik0mfN02QrMBMgvR6oiM36sJ36ZClMYD1eYiFZdSvm6mv59Pll7NOJjX4DydIzOWorJRNjXJpu3RXoclT/5C3XYfXlPBgmej5K4ESZ4MUrkcr7a8yYD/vrvHM36HB3GXKN2oks+cjPuEgMOAmN+UhMBMn3OQoPu4gNuYvW/2BtMOBpNOSv0XtQaszb+Yqv/+brVgrPDmqvPSXDSV3rEU7zfVbjfXbTXXbjHRbDbVbDPQ6zfU6LHWbjZiqvPRWQxXHkpXGU2UGHCR27K512nKW/VJ5ZOfY4KjQeVn++Xf76dr341//O1v1o3C3UfFBk+r3MUnEnW3anxITSGLv11GYw3W/3rhamKgJcELWW49oQYjMSazf2x7wnVq3ZRrnVT7gnVgZR4AMNpex3RE8m/Wv00+iJ/DMf+mvptOxprNptsu5hit5RiDcm0ReTZr6UY9PvK9ntLQVJ0iAWWfe5yYRIXoqSv93uprWdYDMfqVHm8m/lri+9LYS7XA5BBADm/D507RK4cYtYOdlZopA0qfv1wZ5NGgNMIiCMikk5CMUlogIwBSCgmAcHEwegYCB21wkAs0WGzR9AJ6tbo4ebQ4Xo/dQNM2+ijr/fS13qP1vuo6wNHm6NH0Mkj+AwNvcjcWWfiN+m4DRpuk47fou1AqNiN/5AXDdZLWW/DL9RBR4pWezI3+7Nhw3+3B7O3BnIQY4X4hZr99bZDSM/hVh8NNsxATzJwi7SdTTphm0GEAWQEQEEyd5HAHoa5i6aTkDQSkkpCUAnIQwKSSkRSicgjMvqABN8lb1P3oPQ9OH0XQSMjaRQ0fQ9P2yceUnaoRBhAXKMjBpaqg+r9PrR4inT58DQ6P2v3ejUeJbmcpLqR/HU2+GPVd454kQuRnCeiOI7H850qUX7YYcLfYy8+EaSELbJidoVQu6J226LJ7XE7rbGIhihkYxy6KQFaHQkpCYaWBcPKg1cLveey3VdLg5DNybDmpPWaiO26CHzn74Oh/P3BQkJPHr47n9JfhmnPR7bk4rsLD4bKCd05qJZUZHMSpCpsuzqc2JaMq4vZqYlElvhtZNhtpVuvJxr0O0uXaD7KlrtUqna/UvN5xvuHSXJPXdivfb4EkjsLEr5wivfcGc5TJ1+DQKKXzyk/vCl/65L4uZNS505LnTn+8fpFZx42H77Xtg8v+bPeyJZ+nSpwP/zFuYBHx8Nenc6Qul+vy9tgzFOk/bTy54uRQJnxUNlC/YfuPMfsXx1LkLs+4iYPT/o5H/ZlLEi5z1cG7CcF/WtMb/ffyrDK/8rv9vKSxTWQ0/1jzo+OJcneBbvJw/MtDrp86aORuO6g/bFEYD4NWuexVGCFb/E97A6nDcRQwBHk/pjdsaTdiWT8UMxGkzduIII4HIXrDQPW8oCNfGyz72iCdm+wStb3Z8UGL0d85PpdxZvNuKoM3xR/fxMieiNY9EH8B27bVzc/ngZ9u3ws7sPrYV+1Qa+3HQ4c3S6cXa48zU7ckzFqhDpnen8wfSQS1+qBanTd7QnGNXkia+zxTQ773R6HYC9Kuzus3GIt13Dr7y/oXxNIugEs0xiba7mRrL+epIfIMIOkGE8GfRzxlF8J14DEf8VkGK3Gfh7xlxvykx0PU9pM/7H4W2fpt95qmsnibxNYvhsky2UswrjD40uaFneCOmvyR44wmcdpGrxl+jIZKtzZajxFnwUiBG74vD4bwXe+4vPLYVuJGTfpOU/pKW/phTClqYB3rVZczeZcTebcJdpPir49ydd8lKZ0o0znWb3xmzojtmYzjnYrrn5nkQkfqSl/mWFP0X4PkT53oR4XwXYH3l53kVF/mS4nwVoT1j5X0elA+SF3yVEPqbmADyPOkmVaTys+P++3EGvQYa36+iRP5Vrqu5PpSmcz1S5kfrqS9vlG3g+WLm9ZSLbFTqXPcrpdd6D2eJz5RrYHtMBnI8et21+7xfNjX4juVMKv+VTzVm+139psaT/eLPwxPWwL3y607/BXqXGSafZU6Q7QqrZ7X2OrUGYqXWMpNxakg8iwxebYzEd8ArtJTgUrkYtsV+K+h0tdt2Q5lv+dezpatzdU47cea2vYZ2xnPLBcfzjfwYBMHmzOHsKXDlErB+jFI/wqFbdCxSzTdiC0HdgRAUEjIhlEFJOEBkgYgIQCCCgAD2NgNxjoVTpqmY6cP4JNH26PH0CGDzYHqOsD1LV+6lo/dX3wcG1of2NkHzKxB5k6gM8zcGtM3AYdt07H/ctiR5j/jEoAhHkaZuIIPboP6ydudBHX28lrbeT1tn1I9xFigI4bB4hzAGkJIK0A5HVgDwrsI+hkOI2MoJJgR2T4ERlOIyOZ+zjmPo5GQdMoqCMy8pCIoBIRVBLykISkEpFUCoK6B6Xubh9RoEdkKI2EOCIhD4jofRKWSsYdEqAM3CId0rNSFdDk/6HVXaDLnb3J7nGH6/OxYOGZUJm5UKVht3eFGs+i+c9EcpxIEjifL3+/4StbuxEf2FZiPvQzJs9qt86H0hRKaI7A1EdsVwZvlgchaqMxTQnI2ujNQt+5DIeJ35ZTf2wW89y2qkKQzfGQupjVqjBIXSSyORHfnUXs/YvrzNvpKtgdrNzpLsZ3FxPBxTudeRvVcWvlEdC6mK3qsO2qUHR9NLQiZLvEH/LXfTPLHpplvZmsP+It12jMWvn1YdW3p5XfXhd94cj8yOvCdUfr+okPV85I3rr54viJZyCQ0JXz37if6fE8kbtxUugkSPIMSPYsSObEse+3rgWLckWJsoVw3UsRfZIqcDf4yXGfeyD3u6Bg1jPp7+5V6L6p+cnR5So6H6fW7yfx59MVLz6QKwcoXOxkjT7nYojWepzuTLj6gL90l7foZKwyocIGmWvdavu+SFMoVvih0wOQ6zPQH4WHbc5SsCKLo4HgnU6f2QJzZJvfTkfATKbRVJo+vsHjoDNoryMY3+qP7wxZrXTuSdWbKLTcbPLC9YVh+4Jx4CDycBRpKIrSE7JZbLOcblRhyVti9LrRkq/wG0vBt2fFOuwZH19YPztj/fxKuDS3E8cTtbPHNS6eiP7ABfZQB7tLdzhwVRjfz9W5XmjwcCjkPa7KYbfdZ7c7EFLpsFZufzSWSBuN2+0N2ulw3aqxglRbQGutV0p+LhcYIittYMUWy2m6kHSDlQTtsSCV+eiv+GJHQqnzSsKP6UCVtcgv6zGaG7Ga86HKU8HvJ4Lkh/xkZqLUJiPVN9N/ootctnNd8JWhq1nurd66Nc6akRq89sJ3vaSeB8lz5OgrtTob5+ooJCkKBwo8NbwGMr4Ksn0I+i1zr8GAp89GdCVYZStecyP205C7RIkOS4HWo9Lvz/M+P8hSu5uufDtD+XaNwZsmE95qfdZaI7Z2K94R97fD7hKj3pJ9LgLdjrzdznxdzgLNNpytdtxgN+F2O95OB4ERb6kBN7EBF7EJL9kBR9EqnaeJUudTpK+3Ggk2GXA1G3FU6Twt0rxdpHXr75draarnkpXOJilfztVh6XST3cqwRBe4rabZbGQ4QrKct7JdYHluYxEGtXZyJWaiPX4ft3Nt1zPMq2zEY9Xu/zXi6PZTnIj5Ohb1pctHocNLcSBEcyBQq876XYTsgwDR65U/JVdif8LTLCFJBiP+Sp3OkmtJP9B5tlWmElbPj7nxXmp3+zCT8KPMRqQtRAPRGEafrdidbDhaGaZuzFC3F6io5SP0Ig27SMMuHmGW6Nh1Oh5K+3fl9W95YQASGiAhAdw2EwdhYNcZ6BUaZiFfegAAIABJREFUcuEANrW7PUrZHNpfHdhb7dtb6dtd6aesDJJWh0lro8T18d2tGTpmjYFdp2HX/i2vNSr6P0OqwO4mnbjKIC0ziAtM4gKTNM8kzDIpCwB5ESAvArsrTMoanbxJ391i7iOBQxyTimXsIxj7iCMyjEaB08gwKnGbToH/80vfRTB24Yw9OHMPwdyFM8hwGglK24XS9qBUMuSICKETtxhkOI2MOiShDohoKhFN3YEw0HMMSPdmXVCb//s2F55uZ9ZOhyf9bq8m/QRHPYR77ASLtJ4EcZ91f3IshO1EhuTN6o8vKz8+z1d40GjAux6pQ8532K/2xVYGIGuDEdVhsKowZF0Mqj4OVhWxVug3n+E4Fv9rONZoJs1qpcBlrdR7vSJgvSp0sz4S1hyPaEnGdGXgenJRbdmo9jxSfzm6owDd9ne7Pm2uIHwwzX0i22u9IgRaHbZdHQqvj4LWhEMrg+EVfshyT1i+zUrS99FA+V4X4V5HwRYTrio9rlqTt9k6Eg58jz7fOS91+bzQ1ZsvT58Xun1DR4DNQ+OtiyKfDvvNby+v672+o37jrCQIpHrmpBf3i1R5oRhBlsBXF2M5r2SJ30sVvB788pTTPZDTI1DM28vFui/7vWXn49Rqrd8kqlxMVLxYovus/hf3hKfqTp7zQY03Osuo30eixpa13Z1/JfXLWop+h/27BuO3Ge9fejw7lixzt8VKYiRMDVVjT5+IJA0EQKrt8R0BywXm4AiVsYQvW/mmqHK7vTY/2kAUbSgWUuvWnqA1lG2M7ArYHY2iDIViu/3Wqh02axwR9e7QckdYkU2nl2ytJV/xj5c5nx9nqj9KUXyUrPTc+vkFvVunzZ7e1rxxWeb4Ma2bl5M0JFscVRpshLuceap+Pfzz8WyJMctIqOJqphG03A7f6rdd47pe4XI4kgzMZTGmkgngwI0a+406e1iry3qt9XKZCazaCl5hsZ6nv5r+bTZOfTJKeTJadSNTbzvPePn319WYTxvRn9ai1KcDZEc8RSf8xMf9xbudubvcBUeC5dZSf2xmWyylW27le4/H2xRaq6SZKIZoSdjLsJkJPtF8eiX0o+zM78gWD0cX/jeGD67avL7nyfvQ8fVFV/bTYaIXsz8+AtuLTfm/H3KXqPvJlqV+O0P1Vs7He8nyVyPEzkRLns9SuV//k7vdUqjO6E2NAWuzGfeop3Svo1CbJUeT2esuO65eV8FBH/FOZ75GqzdN1hz15uydDoJ9rqI9joITPrLTvvKtppw5ytfDBEDhQucqv3M1GvO3WwiC7YT7HIVazVlLde7kfb6a9+Vqntadv18fVhi+GfBSWos3hqRawbKcNv7YrKRYQHMcN9Oth4M+V5oLV1uKDAdpQLPMtjJNR0LUykw5M7QfV1nzjUd+HApRaXaR6vVXgWbajAZ+9eS/qXkJFPaWpdft42zEj4VY3ZEgjRorkXaPD9u5jit/7OLV2c1eH8v98WYtzWgi7uvYb31Ihe/BSMHRXCtzdZS+OXu4OU9HLjGxSzTMHAO7wMAuMjArAAHKJKEZJPS/5EXG/AsKBiAgAQIcIGwxdzbomNVD5NwudGoXMr67OkhZ6qUs9pIWwYTFPvzSAH5lBL86Rt6cPkKt0jFrdMwaA7sG4DcYuDUqauk/5MXcgx2Rt45IGzTyOvNgC6BuM8irDPIKQFkHKOt08jqNtHFE2jqiIGh7aPoelraPZuzDmfsIOgXG3IMz9+A08hadAjsibTEoUAYZyiBvMchbDNIWgwRhkrYYJAiVtEElbdIpWwzKNoMCZZDhNDKSSkJRyRgaGcsgQgHcIgMKhjQEt/jJtTpzDXq+GXR5OenJOR8oNuoh2mUlmK18z5UFZHUFFM5+oUz5abXGi1TxawFsJ/6qs6yGaRNy7AhFbtACd3h5AKYmYqcpjtCaiKwNXyvwWsp2nk2znkoymUkxWf/rCClxX8xznM9z2awOxrQl4bsydroy8T3ZuJ4cRGsmuiOXMlCGbs+F1KaslsdN5QSMpnnM5fpulgUjaiLQDdGopmhkQySsJghe64+r94cV2S+n6i3Efl6IUFsIVRrzfjfspdrlppH27a3Rq9viZ05ynjj+5MRJ1nMX37988o3/uanEC+f3rIEavHlWys2+P+0FnkuCQKpnjps/uBotyp4pz5Uo/CBF5PZfmQfZb29lSd/OVmBJV3hc8O1FrTnPSNAHaI7+QKDMX32WQoNnXc6SqzHa6DQLUoErvsBuPV6z3ootS+d6rS3rTKzyQrxmvYVImuqTCLHr8dJ3epzeLSXqwYusDvsDgbm4o+mY3d4QYDhuKF6r0JK7ylGo1Uu6P0QJUWoFTCYCsym74GBYg9t2ozseHESfimPOxOK6fSCNjsg2z+0a55W/Zht5pr0BCpVmPBmfH0a+vRj19kqywuMcTT4XzuufLoDUzh17fwIkcwykc/danJp4mYlc3vfXdRZsbXZs+do3ayxe9Xi/7faXn0/XxzZ6ETpDyL1x9OkcYLkIWMolDUUjO/1JQxGHkzHYLu/NWit4gw2yzmKrWH8pXWMq5v1cnOJAkGR/sORI1Lup6A8rMapLYQqrkUpjXuKdthxdDm+GPAVG/ET7fIQHA972B8gOhaqNRH5r9/6UYygZpcET+EnQUZHPS1M6QFtB/cUdQ743Rc52pU4OFlwcX25eCZThD3rL7sRx1fIpyIPnVPrHxy02Ij1O4s0WvDXGb0p1XuR8vJ8kdzGI/7gfNyha8myW6v1qgzctZnx1Rm9KtZ+WaT/tcxTtsRNoNGFtNH3V48DT7cADdhVoteOoNX1RZ/aq2Yajw463yeJNhy3PoKtYpxVfhwVPowFbvMT5QN7T+Z9e1RrydNuKT/q8nw1UADvw1Rk/qfhxv0LvQYs5e7+LRLe9RJOZcJ2xYJO5ZI+ryoDfl8mIH8uJJmu/TRZj9fq8Fduc3na5ykyFa0DSDFB5prPRGtXWPKUmbP0B8iMhyvV2Qo0OoksJ+rBM22DJF/IgkMmj0+mfOLrd1cZCtPr8VOrsJWvspUdjDJGl/l2B+lGqr/9ovpyN1Z5K0JlJ+7lU6IYHZ9LmWhkrw8zNWerGLB2xDOysMDAzDNwcsLPExK4AhG2A/I+z0EwS6p8FQMYClH8shgLISIAIY+xsHKGX9+DzlO1p8togcRFMWATj5nuw82DswgBueRi/MkrenD5CrfyPvHY26NhVKuo/ZxuZFBSDjKST4HQSnLkLZ+4hGORtBnGLToDQiBAaeYv+r0wDkkpGHhBgh0QogwJnUuAMMpxJgTEpCCYFyqQgmGQokwxnkKAM0jaduPUPDOIWg7hNI2weETZoJCiNjKCRkXQKmk7B0sgYxi6Ovos9IkIB0hoDNbzZEtkUqNDkwj3oyTnu+WbCg3PMW6jdhrdClz357R2PhyccLoES2C7Xqb7Klb4TwHbMjwuUp/l0KUp7M/nncqLxQorFVr47viaE2BCOqQ5AVHhCi5y3ChyWMkynkvQX0n6tZVtt5jms5josZztuFfvi6uNJrWk7zX/QTb+RjcnbtQnI5hQiOAfXnbHdkABrSNiuiVkvDtkqDsVUR+/UxeFqo2Blvku5dpMpJlMppht5jrACF/hfG3S2+Xqsdq+9WIUua7kub/ZnPnvuh1JnT3KBQG9Ap54dO/H6zEnhqxckrp35yHIy7BNnpavyRNIveJF/qrak0tkTyieO6Zw7bnL1XCjnvVJlzgoV1lSRyxGcx/5IX+2wFBr1levzedvmJjwarYgpN4cV/hyNVG5xFWtzlZyN+7r6x3Azw3g18Vu9JUem1vUCgwe1NmzTMYrwHKPBAKUiI85CQy6wr9Jmlim81G6nxYs5HU+bjQeW/gBTybBKlxY/lb9mgn9/CeSb8NY7S67nGFF7A+lDocBY1OFgGLTafqHg12KxyVad3XadLbTBjgT2JXV4b5VYbOQaz8Rp9vt+KNRjCxQ57S9wOlrmXoGOSITca/37pzUug5ROg+SPgb5cPe3EfT9Y6rGvyIXfqjearTnqzF7Umr1osuGstebu8pVbyPi50xp8NJEJLJcfLZYczucezKQRBqIPR+KBuTTGdML+QCAF7EHqtIeW6s4kyY8Fiw548bbbv26yednrIzwSJDnmJz7kJjjgKFSn/6rk65NqQ/YeN4n5+M9DYe87vMVbnAU6nMV6XGRL9fkjZR/6Sz70kHllKfna8h2/zQcxXUHO948fG4uIR+sZxOnomHG8Mn56y/D+JfPHx904TsfK3irX52qxFq024S/V4yr+zl787VWK/A0vNpDHS1CM6Jls5VslWiwtZjzd9sJNJpx5GndLNB8NOYl1WfHU/3xe/+t5uzV7m/WbFiv2KqMnZfoP6kyfNVm+arF83WDyosn0VbslR5PJmw4L/h4L4ZwPDz2fHUsSv16g+qT0y4tuG9GVCI3FUJU+Z5F2G57aX68aTN9MByothn7uc5Kt1uf+/eFulPSteCWWEkNhsKfagO/HiVDN4UC1Dte3zQ4inW6SkxFqm2m6OyVWW5kGo6HKc7Gfl5O+tbuKlf5ib3WS2kyzyfsurn7mhNZFUIjk/SrTtwPeav0+Cs2OYrW2wh1eikupFlt/vYbDDGuspcH+alNJehN/fs3kO2N60g9nWigzXUerk0frM3TYAgM9f4SYoGFnaLgFOnaFQdiiEeF0EpJBQjHISICMBihogIIFdtFMEpJJQjCJCCYRSsdDaDvrVOzqIXr5ED6zD50gbYzgVgYwSwPY5cGdtVHS5tQedI6OWaNj1hnYDSZuk4mDMHDrdOz/2vMi4/6BScIySSjmP/0qGU0jIo6IcBoJTifD6WQ4jQynEmGHeOgRAcogwRkk2P/7+18Qtun4zSMClEpEUUlYGmWHsbvD2MUy9nBUCvKAuM3chTAwE+vtCQ0hqk1ufD2u7ENubENubwbchap+vkmWvx/Iccnn/qmQ+6ezuG9Xv3uW+/ZmvMTFrE93muyFFxJ11lKMZ2J1B0O/jUcbQLLtN3NtNrLN1rJ/QfJMkSXWiGKLpTS95XSjlbRf65lWW3lOkBwnWL4npiwMX5WArYqHlYVvlYasFwdBayJx7UlEcCq2PQHbEodtisPURBHq4vabkvHlUZuZHtNxxiMRWiMR2gu/zVBFXpgi7/XfFmO+6rUGnHHil33YjvtxnHRlvaB5+djb48cUr916f/MB94kTHMdB3CCQxFmQs8SjJk/V/lCNkchPi79/tbp9tn59QxEEUj8G+nX5bCTXvQL55+06fF2G/H+V7mYoXqs3YxsJlh6LetcdKN4T+nYm9dNy1veNHMPxuE8D4Srz6T/mMvRWcgxnE7+ka90NkTmR8fVWnt6jXj8pXKklJO/XaNynyd/fNkqsIBW2kGpHWLMHdSqePBJ5OJGAbw+pcJFL/s7154dAlqFovqlYi8f7zTwTfJ0dusLksNtzr9tnLl2nJ0qpO1pxIk1rpcR4o8oU1+KEbrBfyzNY/vN9KfnbcqJ2s61okuKdELGLPvwXkpVZ0zWFfMVZjB6fUjwDkgGB1M+ADO+esHpxwuwJyJP/VLnxq143wX43gQ57rjZ7ni7Pt2OxX7fK3Ui9SfT50t2ZwoOlQvpqAX4gntIbyxhLJnYGrRabQ+ss98DOiEq9heR3o3787dbPOsyftVm86HbkbrXnarJgAzvw99mK1v3gylJ6UviNq9lJvt1bscVbrj9caTxCedhbttdeolaPO1vlWYzUQw+RhxbCLPp8Tw1FuH4I8Urdu6/ygtVD5WOAupoOy20ZEOjrJZAHx6V01ZdVBnyN5sLVvwTydbhyv3IX6fK3W8vVGwrES9zIfH+/04S3/Rd3nd6rPgeRcW8ZsL1gieb9iq+PRh1Eu8w46wyf1P982mH9ptueu92KvVLvUbHOnUqDB1WG9xvNnrRZv+6wYgPb8/bYCrab8zcb8WbIPHC/fyxd4la5+sucD/eLvzzvd5Sa8FHoc5bssBeqM+WsNGLrchDrc5bqdZDudZQp/sbqL3jO/AnIS+BqkQF/u8uHAT/1NhfpMhOO4p+stbY8/f5yE5EqyL8mu9WO6HxzRK7ZVoZRl4dE1rcH+XrsXe4abU5fbF/f+XYFFCn9osJIosf53aj/B7CHeJ01d4O9yHDIF1ShB7EycCXVYiBMayzJYDzNfKHMGzuQdTDXTJ7pOlwZP1ydom/P0mDTh7DxI8w0FT13iF05Im5RiVAqCU4jIRhkBEBBAbsoYBcN7KKYJASThGAS4UwinEmEMonbDOIWk7gFENYZO8sHyDnS9iRhcxy/MUaCTOxCZw/gC1TUMg29ysBuADsQYAfCxG0wsOv/JS/SP+bCMP/drDJJaAYJRSci6SQkg4ykkxF0MoJGgtNIMBoR/v+CTkL8NwwSgk7YpuO3aAQ4lYSmknFHlB3aLpZOwdB3MUe7yKNdBPMQxsBPb/X+aYn60uIl3OHMCnZ6NeTGOegpUqL3KkToovuzkyHPLmTx3i+XfFEi+bBI/k6Z1uMmS+6hoPdzCVrrqfpLSQZgP/VWd6UGB+kGZymw34f+EMXV9O/wQpPV9O9T8RrLqbqQHDPEXzvYX4e1P5Yrvy1X/zhCcryh+QGbf30ghb6QMn94TSi2ORrfFotpjETWhaJqQkkNMdTWJFJ1xFKCbaujWo25dIeLwqCf5nS44WyEcbuDUtZH1lCh677sx71fgfzYjydL346WfPDr4Snt2+fsBbgdxITV7l4RPQESAoFUr4AKjCVmYr73esvUWHLWWPD3uqunq/FonTv5AQTyfHq7WJmrQP5xmy7nkpfikINotcGzapNnXV78M8kKM6kqncGi9Z584DBZWKnZep7xZLIWvMIaWmWNrXdcTtfN1H4YJncm/du9IpPXQ+FKe+1eB/3B+FYPfIcXqTcQ2eq53ei2UeuyNxJNGginjsQh6/wSdLl1X5wyfHXBlv+mt/S93J88IzGfZ/9oTqeobxZ+X8r+1hP+ri1YqiNMZjRFdaFAF1Jlim12QNXZICstkcXmiDwTSJp+q71Y2sdHce/v+gicDxS7mf6FL01L1FP04ff7p1XOgTTOgUwen/QWvOYrfMVP9FyR/vMBD9GpQOkBd6E+N+HJCJWFVL3NYkd8RzR9oeRotYK+UXG0UrTTn4zvjjvsS1grdKjylG6PUtppdTgEO2HL9Fdi3497CfbZcTb+el6m97hE71mDJd9kgOqwu1KzuVSWBmuTjfxyiuV4vP5gtNbsH11ItvFinGafq1SzCX+R1qtY6dvuAlcNXl/8/OSiHg+L6rPbYlcvyty++f0Nu+qdm3JnQRpXzhjdORYsfLf2l0y3o3KrnVyNhVS+vkjmd+EK03cL0aaw3zZDzoojzu83wrXGXGUajdm7bQVGPCT6HQWajF/W/XgyYMPXbvyq3oCl1uBxuwVbpzVHmxlbvfGzGkOWGsNHzeZPe104hzz4h90FRz3FhlwkumxEmn8JZMjdD2Y9W/eFu0mHL0v+fqLE5XwNlorvryv1XjWacjeYctX+fFOu9zr386NqI85xH+Uxb9USXS4v/kvOnGf+aLxsc3jX76PaZC9eYvymyPB1rTUP2FtqMEB+KlJ9O9MIlmUMSTdcSvzW6iCU/e1RmMyNMNmH7c7aWVrSjm9uhEo+Tf/IVvOTd8xPfiFKpcNFsMNVfCT003KqObbMm1jlt5xuPp5sOJ1rs1EXjBnM2pttIs107i2O7i9P0CDTNOjUAWyCipk5xC4e7KwekbfoFDid8k/Rg2BSEP+KT5FRwC4G2MUAFBRAQQFkBECGM0kwgAwFKFsAZYOOX6Fi5vdRsxTY1B586gA+uw+f24fPU5HLdPQqA7v2j7no6P98txEg4gAi9n+cRUQxiGgGEU0nIOgEBIOM/Nek0h6aQUHSSLAjIpxGQv7/AcEgwZkkGJ2EPCJjjii4oz08bQ/H2MUw9rHMQxzzEAPQUcDe0s5UYU+yfkeAVKsTW4ftix57thYr9mTF647PQI4PQTEc18qkX9W9Zy+SuJcve7NK+2mrDe9EqOLab21omj4mz3I12bjLUzFd62nyp/t5+i8bHASHguWnolWmYlUmo5UXkjRXUnRXUvRWfhsuJRosJhjPJZjM/bZY/GM9l2K1luu0Xeq1Xe67VeoNKfPeKPaAVfjhaoKJNaHIfM+RoO+FPwSDxW+FiFzPUH2V+4kzXZk1Wvyh49OzVrdBLk9AkQJXMt7dLtJ42m//ruGnhDvXBbNnZyI+8GbqKvlLc+reO6d7+4ynwM1ulw9r8V8nAmQqDR8nf7hYY8jXaaUUwv9U79IxV5ZzSWJ3EoQu5SvdGXeWmPSS7nHk6/MWGQp7O5eivJit0RYknGP+qC1QjNDoiK21n8/UxdY77YH9gMnorQLTIuOXmdqPGpzFwKEKC1n61MFQ2mQsoSdgBxxIHorY6Q1GdfitVznhu4IoveHAdBp1OLXG66OjxCO9l+eUroDenQVZ8pwqtuEZiVcZS1Ka/K0yEq/QGijWFSHdHy8/nKIwkf5xsUAP2WCHrLUhNjtjK62hecaL8ZplRuzh0hcSFe/Gvr/jL3o5TvF5np548hd+L4kHv56d/n4LZMN6Ovkja+kvgUytxxUmbGA34ckg2SFP0Q4H3slw5fUso+1SB0xzEH02D9iqpa2WUWb+4gfSMO0J+70p2KawppCPufZCI2nfyJ2upHob7F89ZKrWmId4qc6jFOVr5cZckyHaYM9PZUYShfqiiR9fgQO+0gZTj8bTSd0RsAqH9VyT5ZQfE6Gq7Q5ixT9epas/jJK/6yx47dvjU+8uHxM5AxI9DxI4cUz87Gmp08e+3btkw3rHleNWlNSLMgPpVnvVRlvFQmPJCBX2UBXO9B+Sra6aGykOsBSb6YAvAy7veuzEu2wEwA6CAy5CfQ68PdYc3RZsfZYcDbqPGvRZyrRuVercq9S5X/n9YdPPl+3mbK3mr9qtX/e7co94CY54Co96SQy6SnTZiraYCuUqscQKXmnWFanW5M54dz9B4nKu6oO/avdzVO/UGrBVG7yuNnhdqf8q9/ODcgP2Ya/3M0GfRnzUSg344z88yPzyut5Kst9bedBXpd1ZusKEu86af9Dvw3SExnioymK81nzsl/FQldFgpUYb/hJDNmfOk9+ugiJk2atM1NI1RGPkXsbLP0pXe9jvJrmZ+GUsUHYiTHkmRms8Smc28Rc03wFe7LReZA+p8YK3RWEHc/ZmW7DjLYSZgd2l8cONSer2xD5s4hAze4BbOiSs03a3/zmpo1OQdDKCSUYwSHAGEcUgIoFdLEDBABQUQEYyKXAmGcYg/yOvbWBvGyBvMAmrDPwKFbNARc/T0AuHqPlD5DwVuXiEXKSjlhioJQZ6mfG/TxuJGICIYZLQwP/IC/k/kBB0MpxBRjAoyH+DYuyiGRTMf0Mno/9voJi7/+gPwzjYoR8QaIdExgEe2McxqTsAjQDQcAADDdAghxuNQ9kWnSHyLS5cbbavWixflv5gCZc87fgM5Md2PkPicfm71+XSz7IEr+fK3CjXYqn/xT4ZrLCepIVI18PlW+Dy7Yf8VbO1n5f+ZK+x5K6z4Wq05+r2FhkLlxsOlun3fzsYIDMaqjgT9Xk68vNYqMZE5Nf5FMO534bTiYarWZYbf+2Xs2zm0yyWsmyWs2zhRe6YIs/F+F/NNrK/lR4FCZ/35jwewHUqTuRaOM9F35fHPR6DnO+fCHhxIV3qXsUn9jpt7k5T8TF3lXJdXhfWk+6cZ7M1eWvNPmRr8EdKPEpVeFZnLDTk+nY1SmE1Uq7ZlCVW8tgf+ZvtP982/nibJvMsVux2hOC5MIHjxV8ezvnJj3tJ9bgIzsQqLqZ9XM75AinRHUpUqHDhHIhTIre6UMH+6HpHYrvX0XAYYzJuIdOg6NebIlOu7iDl8RTd5UILSl8ocTBsqdZxsdZxrcl9q8V7q9Fzpcx+s8IJ3xbMHP8DTGSiG8Om0u1bA38k6ohb8j1wEr9WaMM9GKs0FP9+7LfyZKraZKr6WuH3rXL9zfIfS/nas7k68Drb1SKj1Vy94SglsL9Ul4dk3neWMOkzKap3s7+9iH5/K1T2VpoWR9YPwUiVl078F61Yj7vxn8vV4+7xVqwy56mx4Op1E50Le9/vJlRh9LTTVXQlVXc9z3wu1wLVGsxYKaZvVpOmC/BDOQRwxtFoPmO2ZLXSp8Trfbnvu/m/xogyC0yhCaHAdDFcrdmcN1/nebvT+9GQn0GyL605roQovYr8xFbvpYFpi2KulQHbVfj2kNVcs5Wsn0tpPyYi1cCekt2uou0OEjXm4hEfnileBIkfB0mdBwmAQIIg0PvzIJ07Fz34nsW94y7Ulq40/lBrqVpuphiiwGr85pKD5PO4b5K/tcWbXT5DUu0nAr7W/hRoNhfssRcZdBUfcBEC2/O0mDzvMn3ZZvi0+cejNqNnpZ+uF2tcL/p4rfTznRbj192WHB0WrM2mz9ttXg+68496iY56SoIdRRvNeGuN+DIVWcJ4LxWpvSnR4CjRYMtTYin59Dxf9UGeyt3yb0/zNe4Vaz1u+MlRbchaZfSmxVoI7CI9GqDe5fKh2ICn2IC71kK011NxNlJ7IvRLg41ojYVAr5f8bPSXyXD1pYSv05Efe71l+33kWuyEm61FUlSfO7JdN314OkaOI/+bdMkP6fyvPMkfbrVa8c6HKy5GqyzGakxFfhyL1BqP/j6fYoQodYRXu+90heF6E3dG8g6W2vDTHYTZgd3l8f2NyUPo5AFs8hA9d4hbphI3GbswYA8B7CKYFCSTgmSSkQwi4h+TAGQ0QEYzyQiAhGCSYAwilPF/OkfSFkDcBIgbAHGDgV9j4FaZuLUj9BIVuUBDLjJQS0z0MhO9BKCXGP9rwx4gov8F4R9z/UteTBKKQUDSCLAj/DYVv31EhNEpSGAPDRxggQMcsL/z3zD/bwD/DGoe4oDDHSY2E2VHAAAgAElEQVSVwKASGVQi8xAPHOwAR3gmDU+noplHCIC+RUf2TBQ7t4a8b3Hjb7PnaDR9lff5frj4GT+u4/Fit3Jln2cI3U9gvxTNeuqP2JW/KvdrDFgnAuTnw5UWIpQnAz8M+yqUG3PmfGUBe0hNhSl2uQm0u/BMhsuMBEk02r0uMX5QY/Gy10tsIuTDsN+7TlfxHm/piRj1+d/fVtMNtvPM1zJNZxP1ZxMN1jMsNjKsVpJNRwI+5Wuzh4le8uECxYify1W5X6TKUqj46Lfw5QSec1lit4v/P7reMiqqr+//H1sQpLsbBASlu7tDlEYEDEJQCZUGQbq7u5Hu7lDp7oEZhhmYoWvi/B7wva7rvu7//V/rtc7a58F5cJ681nt/9mfvrcxUocZRpcVbpctb80Kw1U661up5pBTxF/ZbCYrklRYClaZPc9SZK4yeNFg+7Xr3rOENc68bZ5czU7UFYZry3XxN8gZTvk5bma53Ci32EvnGjBkGxD2fhZbCtCcClfq8JReSDVfzLbbKbFGtbpDaD0sF1rC6j2fd3sB4+Hl/EKrL93I0HD0aORZvWvpeqPW76lyWPbjWC9EZfD2dejaTAu4N3h4I2egK2GoP2Gzy3arzXi39fNgWCoynAlMZwGwuMJkHTBSdjuQsln8bjDEdiTPuCJGv9X7WH600lWG0WmK93/zxtOvLea/HQZsLtN7luNt7tdh2Ismw1Vui2UO486tErRNfyWv2UmvOSnu+QkuuBF26eF3GREP2YCXKr6J4IYpkaS/Y2zwVp2NednjJ1DsLtn4UGPOV6XAVyDIkLTCnHwlS+xNt1B6k8TfT7nI6C4C1ni/8Op+uRs/W4mZqgNWWi8mSqZKvA2kOW7VfD1t89yvc9otdtlJeT/zQ73JXbPusHasjpkt0246X4qeJaLCxQKSFUE+UzfVsIbBVC20IXMh9v5hnv5htvZRhupyiv5qksxJjsBJlOuavl2MukPpKNEz3maMggw0rmRkNnjn5w2+CzKma4nX2+lVvtCsddKucDH2Vuc04Ce2E6b3VBb3kWIOVOX59UGv/pNnxUbH3k1yDHX/LB4HW909a3nKUvSCrNaOqMiZtt2bseM1SbURebURZZURVY0LfYcfT7yTQ68zX7fyk141/9KvouI/UoKd4i6NghTVPnb1IoTGPPz9erBR1ng53sT5PpgpdngZ9rhpVljJxsS51vhZFiRFt3Wuu2tfcv2x56t4+7fgsOR6kPeCjXucoVu8k0eIq2/FFcTRQfybCdNBXq8lVuu2zbM9X5Z6vipPh+n/DdAf9lMaC1Hvd5dpdZH77vRjzNc82EEvWFMo3kc17IZ6pw5WhTVNryzX8TXIlVncxWm8sWGMm3mwuxWY+7Q241HWz8tN+dwh8IA75p+B6peN0oe9kYfR8deJic+oSMn0Jnb7cm7s6WLk+3MSeQoBTKHAKBU52gRMo7ug/SegfeZ1AcccQ3OEO7nD7xlw3PaiYg3XswTqA3AQONnAH68DBBnZvBQ1dxO0uAXsrwN4qsLcEQOfR4Jn/r7xgwCEMh9r9n/JCIyGXCPDVPvgaCb5GgtGHOzeTWNwZHLhE/t9cof4Prg+By33gch93dYC9RGIuUejLA8wFAneOwF0isJf7Vxe7V2fbwNUmZn9kpta/OUSj5bt4m5tQzWvuZFWSYKG7Ic/xUuTo06UZQtke+tCCfnLdi36Gn6FC1e0iuRSuvxSuM+4t2+b4tNScNV71cbYRdYuz4J8gxRFfyWFfsaVYlekwuZaPHHmvHheYktZ/YO92f9bnKTrwTaLPR3woWHYmXmcl7eVahsVMnMmfcP2pSJOVBJu5CLOuT4pFJhxBQne+84B+PAOlyBMU61CV6VAVq5Hmyz8uV6HoMOIaMH/eZvy0Qo2jRI2z0vBZiZFAjCylB8ftr1x30lWp8zTpMpXIUqQJqo2YK4zpf1nQV1qS1juQF5rcLnv1oMaMpOctz8B7kXZb4f6PciNflZs+Pqv9yD0ZrrqbabWZ/GosRLU/WLnFR7b7p9pa6Ttk29fTbv/z3kBU2/eL/h+nPT/22/3OR6Iwv+MnM+xa/HQWc51P+yLRE6mXk6mXc5mnc5l7Y7HIyST4WCxiOBo1FHM2lLDb4H/SHnE9FIeeSrwYj74cS0D/zcItlOJm8066Q3brPw8nald6CnSGKkymm8znWO5UOZ12fjvv+YZs/XzY/vWo8/tctvl4gn5vsEK3r1THV7GGj/wNLk+rHHiq3/G1fpaochBM1KcNlCf8JHjXWxKv1O7p8A+d5TRrSOH7mfgX/X5yjS5P+75JdH56nqlPFql4/9c73m4f+dov4l0/tVC9PwFwHWajCVhrBdZaryarr2fqgOXmw7FcWE/85Z907HjySUvQQYUnOOvDRNiLtk+KGS+F3nJS6ZE/DjKQT3M0/Kb33FWFJctZZbUm+KQnbrXw899025kcm5lss+kUg6VU7fVkzY04HWiyGSLr7XG510V9CKTQr+WrWbKRpMczOk8+Wq8nNGGSPOk6klGKArFaotnWan4qfK8FqE24SV+yExrR3jGhArkLPM42FhjzMZz016+y5C40piswpCx/RV2kT1z9grJQE7/OhLLZjK7akOyXAWWVAWW1IXXdK6a215zd73gHXQUHPz8b8RL77Ss96CXZ5Pis1kFgxFur31P7pziFNw9eqgpLjhZ7miJtrhpdrgplnOjtbCWiMn36WjPWBluuujfcDW/5G50F290lJkJ1fwfrtLpJdbgrdHsqNzpLtbjKjvrrjQca9H5V6/JQanGVaXaVHPJV+/1D60+o1kyYfp+7QqUl/5CXPizj21bit+VojzEfuzglDl/+h5natBXmLB0uArM/VWbCNf/81FxMsVjKeL2c8xZc4Qau+YLoDob2Rh1NFmPXey5WBs5X/lxuzV5tz1zvzl7D5q7gC9fINfQhGHsCwR3v4I4h2CMI7hj6rwVAGO54DziB4472gONd3NE2cAjGHW3ijjYB1CYWsYZBbKARmxj4Bm5/E0Bs4hAbwP4msLeK210BoEs46CJ2ewG7NYten7pc/fvf8jqC4Q53/yfYw13M4e7V/vb53tY5fONyf+PqYBONAmNuinCne/9/8sL9N/8yGhJ3gcCdwzEXiKuL/avz/cuzvatT2PUJFH2yi71AoC/hl6fbuLMNLOrPYkt4U4hOq69Cp4d8hfXTn+KPvnHfihAmzlfjzlPmjuIjDWC9HyVIGvWcJEuNeSnkFTzNbjlUb/iLeIvDk5rX3PkvaEvNGKttWDs+8g9/F/0dIDEVIjXmJ9T+kb3MiqzYnKTKlrbJkb3Dla/ni2D/d6HxEKnJKMWpaNXZGO3pcO3pcL2ZUP0//lot70RzdOiSFYlDnt+OFb+fqfw4R4W4QJ24TPtxmSZ+vT5ppwnDoDnXkDl/iz5nuSprsTp3viZfmCjNOxrQe2qQP++DVDmKBFG8VCn8XCXiMj3KMmPKX9bUDe+oezxZGj9QNL2lanlDV2dKW23E2GjJ0+Uo0uL0rM3j+Wi4/Ha+Ba7Zc6/AfviHRpWbcIYNR76T4Giy+X6r736Lz0S6dX+UwXr5x9Oe0NO+sMPen+fDsfCOn1s1ficDcbjZXPRMFnIsYXcwav934lZvGLgvfHcoGjYQdTKejP6TAW8N3a0PgtR9X6p0HMs1Xax02u/6cdgTvt8efD4QejEYOJ5mWOYhUOEpVO8jMxRjtFnqfNLud9LhA65y2qpy3Kh4PxKnOxanMxql3uUrXvmeo9CartiavtCSLs+crt5ZsPWzeIE1Z5ACnhMfKFjxcY+PwnrW641cW1jpB3i541qG+XCw0myM7mSoeoUNm5/I7eyXtL2+cp2+cp1BiuvlzpjZPGCr6Xqx9nSyHDVacvq3CrfcfL1YezpZfDGZh53MuRyIQ9b5QwrdJqPN2txVojQ4bVnIXtJTOkrwf1ETdlTk+aTGE28j2xpovpjtNplq9yfdaq7g9USG0WSy1nyS2nyUwkqEykaUHjjeFJxmu5TwGlbkNRX9PuOFqK8wTaAQw1cusk/Mj3346b34aD9yU3hLc3rJcn+W5/HREfskw2nJQmDP9uirIFG2Pv9MkPmkr0GlOXe6Okm6OlGuDlmJIeWvV7T56gRlOiQtZvR1xpRVumSlmsQlGiRF6sQVetSNpiydDjydH570uT0b+y416CXV7Pi88YPIYrTldppzpp6gDQkoVoa+3ORZqR5PnipdngplqhRegRp5oylH82vuZrsnre8FWpwF6xz5Gz8+nwzTnY960fdVqddLuf+ratcXxV5PtVE/gzF/wz9BxhM/jHs8ldvcpHs8FcYC1GcjDefCDbpdpUtMuJPVmCospVaiP52VRR8XhJWbS7lzgqJlCPL0qdod+ScD5SdDVf6EqU/HGi+kWa3kOmyUO0MaPQ8GQiE94cdTxej17ovVwav1SQxkEQOZx8IXsfCla8QSGrXxT2fCIRhztIM9guCO/0lbwAkcOIFjUFAMCoJFbWOQmzjkGvZgBXuwhNtfxh1sAAc7OAQYu7eBg2/iYBsAfANAbAKwVQCyDOws4sBzmI3pq5XJ88XfJ/PD/93n9R9t3XRhQLEoKBYFvT7YvoBvnsHWT2Fr5/CNy/0tzOEO9mQPd4rAniKw5/vY833cxcENN683YM4Q/+EUjjnbw5zBMWd7V6ewixP4+fHexTH08hhyc7AE9mIfc7l/dQ5Bn67jjqe3B1M7ol81+6rUOstkGXAHCBK4M9/+wUeQqcCWo8gdL8rwg4fk51PKKDHaAj2BhWCr9UjL4c+yne8Eml5zNtk9qTBnrrVhq7JkbHjDOuAu2OPG0+3G1fuJq9uNo+kdY7U1ZYUFWd0buq6P3IMegqO+ImNBImPBYn9DZWbCVVZi9DbiXiz81O9zlc7TpouWeBgr8TBa9E6WElGFAX2VIUOjGXOvPVvvG4ZBe5bhN+w9pkwtuvRVarS58nQpMvThIpSf2fDeUN7/xHI/VooqS4ku7tmDIhWKdkueZmuORluW1g8srS5MQ9+fDH/j7XRi/WVKman4IEboVoEGWbUpS4EJdcNHnt9RissZhsiKd9v5trNJpku5dguFjnP5H5ZLPu7Wf18pdir7JJ7zjn8i1eq8N/RiIALW7IfqCQMWi4D1SmCh8OR36vF4ytHvFMRIwvFUBmoiDT4Ut9MVvlzvB+uKOBmMh7eHb9X4TeW+b45Uy/bi7Uo0gLR6I3tCTwYjMH9ijnt9e2M1Yq2pol5RFDjxd4Robpa6YvvDzjr81kvfrZU6rJXYTaS+WMwxW8w0GQqV/+XEmW9JlWdBmWtGnmpIVGDJUPXuSYktZ7wuma/UnVgdko6vUuMR2qNhWisZFvAKR2jJ2+W0l/Bih51sqy53sQDx28l6xP1+0tPxOn0/5MeTjI6HorDLFadTJag/hYd/Si/m63Cbndj1tqvFX+jFSmC5AvM387gr8qDOfyvfdTbOJs3kuSHxbeUHd1RJ8dVpiVVo8a0FaRIs5XtCbGeTP0wn2/xOMZnMNvmbpjOZpL6RobcerzETJPf7u8xvX6X+bwoNLuKLSW9mY+0TtLhc2O595Sb6woT/lY3En4/uMzvZB2ZCdyEGf5WnofqSOW8NM200AuS5IhS5UtR5y0xExr/odb6VKdJnTlEiTlchyVQlKTGkqX7FVKhFUapL2WbJ3PSStlqXrEqXslqPulidtESDvMaYvt6cueoVXY0Vc9Nbnjp77nIrjorXvH9/GB2VeI94W7myEYeIUJS+EKwwfpoiTZYlT1asRlVvzNpiwd1szV1vzVFjw1ljz13lwF3vLDgRqr2WYD4ZajDkrd7rqTTiq7UcbbWd9n4zyWE9wW45xmrUT7v1o1Szs3iPp/xEiM5MmN6Au2L5K74wcZLA58QV5rLTwe/2Mnz6Pxv4C+D78IHSNUnaPvDNh6nPhGuM/lAe/qE+lWCykGmzXPwB0uiJGg7b6QlHTeafLredrwxcb05hIYvY3SXs3jIWvoQ5WLlGbqAPdzBHEDQKjDm86aaC4o5gN+bCncDRyB3MARiD3MTur+EQS9j9BSxiFouYA5CrAGoL2F8H4CvA3gpudwm3u4iDLWF3ZtEbE+iNCczGn+vVsYuF4ZOZXuRE+/+aNkKBQyjwnxaMf0AfgK8QG+d7G2ewzQv41tX+DgYFxR3DMMd710ew65M9zPk+7uIAuETiLg4wZ/voU/i/5YU+haNP4dcne1fHsKvjXfTZHuZs7/Jk9+wIdn64e3kEvT7exZ3s4s5g6NO967O96wsY+mQDOF84XqjqT7Uv/iiVoM/t/ZTci/OxO9NdH7b7Uc+p4sWZwgRpvzA+ekd+7ysnebqaQJmJeKY6V7YGY7UpW4vtk653AjWWbDVWLPW2bO3vuTscuepsaGusqVrfM/W6cfa6cjc7MFaYkVWaU7a+Yx3yEBj1ft7twd3j+WTMT2TUR2w6SHEuSH3MU77O4kmmElms2MNokfuxovfS5R+X6tKW69P/ekHfYE5T+5Kk1pik6SVljQ5pseLjUjWafBXGcCGSzyx3PHkehcsyRkjTpquwpcvRxgk8LNWga7Xka7Xjq7dl63ThaXVmb3zH2GjPUG1Gna3ysFSDrFiNLF+ZqOoFXZMD56i/5FyixnSCxla++W7F29V82+POAGA+G/iTjGgNPGgL2Pnl3haoWu0uPp1mcdLud9odtFv/dbPaY7838nKx6Hgifb0pANoVdjWdfTGVeTWXA2yUY2fzIO2hcxWeiN7o078ZF+Pp8PbwgRTrxnDlunCZgXSThQqXnWaf/e5gaPPXrTqXmSLL2gDxCi/h3gjt8aRXG6UuZx3++3Xuq0V24MoPayV289lmG8WvV3PN/saod/uI1jpzltkxFL+mq7BjqbRnzzWjy7VgzLNgSdKjSH9BU+bAXWzPUenEPxquuZxlsZpjtZlve1zrdljxYTpSK0r1fqzG/VpnrskY9S5fsRZfidVKl+OxJMxiKbBRh15twG60AZDeq9WW88Va3GYTbrMOPZN/9Tv9pCcKXuu7nu1cZCdjRnVXDgQSBYEEQCDhWyBtKvwv4hzZ1nJ9AUarmW+mUgwn03Wm0jVmktSgeSZbCbp//WT73cW7vkj0eyu1usv8DjOejrYqfS3myHzrDQnIg/lRqABdAC/tFzbSD0yEdiwk73lpfBR4w7RF4vTEwxV4QsQYYiQZs1U5618KleiwZylTJ8kQpSmSZqqSlRkx15hxFerQlerS1BrT/DIgL9ckrjOirzdmLNeiLFYjrdSnLtenylYjyNEkytenyNajKHzJWGbF3fVF8bDEG90QP/TNNEqGPlaGLkeTLUeNIVuBolCVstWcp9aEpfYlc8UL+lw98mJThuo3nE3Oz0Z8lWdC9adC9H/7a/d8Uex0k5sMNjrIc72q+r6X5bQcbTkf/mrAS7nFSazVRazPU3YySHvUS+2XpUCyEn2kDHWcInPJK4nf383HvpnEyTMECj7I1qGssmKdDVGfjdAeD1EdClYbjzKYTrFYL3dBtPucjEdt90egpovPltsuVofQW9No8DwOtoyGLWL2FrHI1av9tZsOUDRyC4MCYw53MIeQm1IX7ggGHMNwhzu4g00AuQ7sLwPwOQAxDexN4mATONgkFjaF3Z3EQP6it39fbY5drY9crQ2dL/cfz3Udz3Ucz7YeTjUj/zbu/65DjP36XxuzIQDqpoT2D1jUDha1g0FuY5DbGOTONRJyhQBfIsDXBzvYo13syR7mBI45Q9yYC7hC3fjrJoj9V/g6hd9s1cacw7EX+5gLxNUZ4uoYjj6GYU9gwCkMdwbDnMHQ53DMBQJ3sQNcr1+tt/amvou14P/8jPQl/i3zByA32rtBPI8z5Tjz1ASDn9LYkd3Ruw0yeXDLnYPcm4fcmfpOAB9hvjZtrRn76CfpOkv2ihe0tRZMzbZs9daMVS8p6qxoOt+zdTuydb5jbXVgbrZlbLJlarNn6/nA1e3M2e7C3veFd/S7yNhXsT/fZUY/SzZYcqcrEMeL4ieKE6TKkKTLk2UpU1YYc9SaPal4wVJqRJ2lhpckDcqQu5+vTFKsRlWgSpuuQBv0lOAjA8jvGXGSOnuSCnOiHG2qLFWSCGGqBFGOMnWBDn35K+ZmB54aG6ZCY/I8HZIMRYIksbuVGrQNBizlmpSNZszdjk9GvcWWEzQXU3TW8l7uNzjuVDsed/kDf5PO+yOR7cG4P4nY0ejJlJdlznxdgXKIGhfcUPBxu/dIkulw+mtwazC0++d8jddCjReiL+JoOP50PBk9nYWdyj4ciN1uDgbmC4DtX8Bi4fFwwli2fXus9kypzWqN63iW3Z+cd39z3vYlmKxXO2H/hh72eEIbXXbrXJcL3iwV2EKrnaBVH5YKrOZzzRfyzOcyX67kmy9mGo9FKPf4i3d+E2pw5al14uxwf97gxFdszdL0Uaje6XnGC9o0I+o8c6ZcS+bit096f6gu51ot51huFNgeN345qXPdzrPMekWeZkz0y4ljKFCqy0ek5bvwYLz+bnsAdj4Ht14J7LTioN1X6+0XSy3ojXZguxMHbr5errieyb8YTd5v/bGa+7HJXeubCI0B4W3pWyDp2yD5ByD5OyCVuyBTMlCcNv18woudYuut4lcbBUYr6TrLcZq/vaV63IR73CWH/JTn4k3+RBrOJJivZdgP+OoFiZNZEYC8OUkihZj8uKl8+Ok+MBNq3AdpEdz+LsOVY6lSZK0Wo/jEh4c4kIcwWpA0Q5o6RYwkRZI4XuxRmgJZtjp1iT5zuTF7gRZdoSZVgSphntL9HPkHJeqkFVpUpeoUJarkZRoURepkGQoPU+XvJys+iJd/kKJOkqFLW/CCY9Tb6LoxCV0X32ivHCZGHi1JVm7Ena1MlatC0WzOXaFPl6NKlK1OVGBAXW7OUm7BUmvH0+cp2++p1PFRus9dqfuzQqX102pbwZnQF6h8170sx50U+82E15PB+n0e8i1OIk2OQgOe8iOeKi0OYqlq9OES5HGKDJm6vE0OKlOBFrU2ookKpNna1EUvGEa95SdCNMZDNUZ/ao5HG8ymWW9UuO61eh+NRu70Rx7PlJwutl2uDaPB05itOdzuIg6+iN1fwh2sog/WMYfbuKMdDHLzf8rrxlzA8S72YPMSunC5M43emUSDx643B67Wui+W208Wmo4WGlALjYdzDaiZ+oPp2oPJXwcTVft/K/bGSmCjxXvDhbtD+TfsDef9r+S1DRxuAygwgAJj/2H7xl9Y1A4WBcGioBgkBI2EYA93sUcwzMke+ngXfQLDnO5hz+C4cwT2DI49h2NO94CL/Rtw54gbsGdw7Bkcd7EPXCFxV0jsJRJ7to89g+NOYcDpLnC+B1wggMsD4BoJXMKBazB2p68/42OALtsryls6t0FvHoMCuIh+PiHNkGXPVuH/zEpoRX7XhvqxMf59KxK8709okuQ5G6wkK024C7RoOu0Fyo1oC7XIq00Y6s0Zy43JywzJ6i0Zut5ytNgy11nQNtsy9To+6XPkbX/DXm9O32DD1OPKN+wpPO4lPvlNZuKr3ICTcKUBQ7TQ3RAeUJIEUY4SXa46U4YyQ+UrwWZ76SIjnjx91lQ1ikiJhwnSREVarBWGvEmyVB7Md5xpQd+47wYJE0ZIkUVJkUaJEabLU2QrUEc/x/vJhxcuiJ8sR5qrQZmuRJQsi58hR5IlQ5YhQfJLk63j5ZNaPbpOG84h16cDn/mnf8hPRCr8TVYDV9ki29zPB39gxmIvBqIOO0MuukORdR6jUVr59kyVThyzyfpHjR+Pm90HY/RG0yw2G703W/wWf3lMlX5cr/0KafKHt/84HYzB/Em/GE2CtYWg/6bh5vOB2RzMVOZ2i99ypROi8/vpQMRWne9alc9Gje9imQu87Stu4ufliO9J39ejLk9oreNGhe1W5evtSuu5XKPRRK25XLPZDJOpVP3pZJ2/ceojP+U7vgk1uvGW2THVfOCqcuCosONu+yxRaM7mK3r763NQtBpRtaNAX6Dq33jjrbJ3S3nWW2X2Z+2eqDqX/cq3TZ/5Gz/x9vqKDgSKd/kJd/iJjsTq7Lf7AAuZ6MV8zE4jGtJxuNBwtNCM3urBQfuAvR4cpPl6qfTsdzqiPXwq9W2Hj36prXS4Ett79kcWNPcsaO/Z0D9wYMb7wvcoQZum+6sErNgCUmyynqm7k/vyd6Bcy1ve4a/y44Ea3d7yY2Hak/EmU4mvFlKslxNtq2wlPdnxvTkfB/JQutHhOzMSvGN+bMdO9FWOM/mVQqG1Rr6pYrQsd6QIQ6oUS6IQZbIwaZoIcYYESYoYQYoMcboCWY4qdaEWY5EOU4kOXaYifobs7VTpW7mKBMVqZCVqFCWqFEUqZGUaFCUapHlqRNlqj9NVHmdqUKSrUUZKESQq0498NT0u/LES8SFFhfnHc/x0Jeo8TboCDeoibeocVZJ0JYI8bbJ6G+7Wd4LVVhxVluytjmKtH6QqrQSqbQSrrJ8WvGAvNefpcpX546+9GmO+lWi9GmO+EG70N1C7z12u+YNwj5v0qKdSn6tsvgFrjBx5ggpDhi5nlZXEdJB5/yf1HB2mDA2qHH26AS+50UC1oSC10TDt8VjD2XQbcOUnWLM3cjB8pyfqZLr0bL7lam0Yuz2H21nA7a0AyFUAtQKgVnCoNQxqC4PawiC3bgSCO/ynYA8c7wLH0CvY8sHSyO5kO2KqFTFRB/9duT9eihgtgAxlbA+mgAdTtweSt/uTwH3J4P6krb6Ezd7Yta7ojZ7YrZ647b6EnYGEnYEE6EDi/0peWwBqC4fcujnf/l+Ab+SFPtjGICG4m5XOEzhwAscewa5QO1dH21eHkOvjnesjKPoEgj6GXh9DcOeIfxopLhD/g33gCglco4DrQ+DqELg4AM4RwBkMOIEAp1DgDI69yXFnMOB0HbPVP5j9xVuDRZ/oluKQkNkAACAASURBVN5t0JvHt78zPQpgeRjzjPLnc5r3dPcdOSgD5UScuZnNiPG/8TIWGUl1vlPN1mTIUCapMmIq1aUp1aWpeclUaUiTo/qoWJukyZKl056rxYa1zoy+wYK52Yqt0YK5xoSh0pC2zpylz+X5kKtwzweB3veCrVY8Zdr0SeKPgrlBkQL30mWpspQZM1RZY6TpcvWelptLRssxxSmypmlyp6hyJMizJCqwJsgxeXM/siUCudLfiZcjT5AjDxN+ECP5KFLoYeRzvFRpsiQJysjnlGECZImS1ClS5ElijzOlKQoVmQvlWCrVeBr0+RuMuEo1KerMGPrd+Ee8nv32l+r1E+mPlJkvNDvs9rkYCr8ciQf+ZOJGks86fh43ftvKfT0aqlDrwtnw6cnfKNXFNJOOQIXhBJOFUuelCtetOs/V6s9L5W6rlV+QHcHAVCowl331OxnRFYrsDTsbTgDmcoC5HPRE8vlo5FFP4OVANGYsDZjIBWbyL4ZjkV0+58P+V6O+yM7Pu01Ouw3vobX2G+XmS/kG40lqY4maqyVWa4WWU2l6U8naU/Eaf6JUen3Ffjly5FlQF9swlb1mr7LjrbLni1cn/8IL+sgJClciHgzQXMuym04xXy99O59nvVb6Bt74EVHz/rDBaTpe82+k8t9IxbGfsl2+z3sCxNbyzS8H/LHTCejFXCykAQfrPltrP15qP1vtPl/rvIZ0Awe92J3Gy9mi3Y7w1iDjShfZiZ+vJoJNa+zkkrS4Y1Q40vSeFluI1ryV6vgiOx6sBM403sjQW0xQX47XGfOVG/CQWYw0mY992fldvslTsj9EbSBMYyhUcyX59fRP82xdvvfkt94QgpxpCT146ILlBeNMlOLNVX5oiQTI8/qLs3k9oQgTYshR4kkVp00To8iWpEgVfZwqRpAoipcgjpcuR1SoQVdlyF5hwJSvQZyp/DBZ+naWAkGhKlmxGkWpKkWJCnmFBlWNPl2lHk2JFkWuCmmmMlm6Emmo0D2fJ3fjFFmb36mD491a3iqGiz0OfHo7X5uhzIglXflxthppnhZFsQFNsy1vl6NQsx1/s93TTkepRnvJAmOeFA26ZDWqXEPmenvBhrfPyiw4Wx2FRr2V/virL4QZrMWYTgfrdXyUaHr7vP+T9JC77C8b3nQtukRVmhQtpgor4dFv+v1f1AsN2ePkiTO0qfs85If91Ht9VUbD9CYTTRcz7XdrPOGtfojeMHBXxOlM2flC6+XKMHZrFrc9D8CWAeQagFwGDpYA1DoWuXlzWDMWBcYgt2/khT3aBU5gwNH2OXhmd6Jzuad8o7d4szd3qzsD0pWy3RG33ha+1h7yL36stv1YbQ9ebQ9ebf+x2v5jvTN0szsM3BOx0x8JGYiCDkT/l7ywB+s3l3P8G/T+xvX+Bha1jTuEYFEQLGoXuCm8He/hjmCYQ+gVCnyJ2rxEgq8Ot65Q29dH4OvDHfTxNnAGA85hwNkecAEDzveAiz3gAg5cIICrA+AaBVwdApeHwPkBcAoHjiHAIRg42sYdQS73ty9RUMwxFDhax2wPTZQF/jDkt6C9b/wQZPUQ9IXybvRTsnQppgA+YldOQn85/hB1aXsORgOC+45M5DEyXNla3AlyJDnqlEVaNEUalEUalGW6NDnKRHGit7OVCBtM2TpeP+l4/aTZgrPaiDFPlTRVBi9DjrBQg7LSkLnBnKfKmDVHmSRTnjBO+F4oFyiIHRTMdSdFkjRFhjpehjZWhtGHn9RXkMr7Oe0bmntvaR8GCDFHyz8NEGJ2YnxkT37LjgzkTHs7XJiwwoizwoA1Q/5xnhpFsiSRLysoiOtuogR9rvrzbNXnBRqCmTIsaWI0ORKMmaKMUZxkEVxkMQKkafLkSYp4eYaP+70EluNUJsLkmryejiZqQJtcMGNRwFQmsFiOmyq56knG9Cddt/1AlDhuZrxqduUtsqLp8BTu/iZVbMdV4vi0/rvcYIwxpObLYYf/bsNXcI0HsisYN518+TsO2ua/0+wLbvSGdfxAT6SeDsVgJ1OB+bS9lu/7Tf7XY2m48UzsWBp6LH6/wxvV8/Vs8Buk4d1MwcuZvBdrpeZrpS+XCwxmcnRWisy2f9ltV76eydAfjVbuC5Ya+Sn/N1Kl0ZWv8i177Qe+agfechvevBessUrk/sL3vwncjlenGfLXnUmw7grS/JtiOp1juVD8er3SDvLL7rDZebfcZi5Z+2+08lScWn+Q+FCoLKLK7qzT87A34GohG7ddh4X3YvaGr8BDFxuDxyudp5tdOOQggBoAwPWwnvgCV6UfatR935WhabZLP1/2f1Ftc5Rr/SDb9lGuzU1mPFhzK8N8MVprOkx52Fui6cOTAS+ZmZ96SzGmG2nWk1EGHT4yXYHyvSGK3YEKs3GvttLeNzgovqd+YIF/y4ObIUCC309RxEdT4rOiwLvnTE6CDC681G8Z8DzYCKOe0yUIU2VI0ubK0qSLP86VI8uSIUqXJcxXpag2YKp/wVZpQF9iQJGtSZAgeztVHi9HkShfkaRQkaxUlbJEhbxSi6ZWj6FKh7ZAlSxHiSxPjTpB6nGoIH64OFWCIvuEn9WEn1miIq0XByhOlqTYmCVZ4VGmOkmeDkWhHnWtJWeHvUCnvWDvB7E+Z8X619KZmmw/xR6HiDzM1KZtchCst+PLN6YtN2fudhUe9JCe8FdbjTReDjcZ8lBsfS8y8Fl60F2qw1m41o4/14g5SYuuzEqwz119wF2twpw/ToE014Cl10N5OEC7x1d1NMJoIf3NRoEzstnvsDsE0ROx0xl1Plt5vdx1tTJyufz3cmUSszmF253FwmYwe7O4gxUAtYU92MQgwVgU5Pom8RzBcIe7wDEMQG1dgKfgkx3LXUUbPXnbPZmQruTdznhIWwS4NWSrLfCGzdaA9daA9Tb/9Tb/jfbAra6Qf7Pd8xPSFw4bjPwvef3TJLa/8W+uEeuXiDUMEgwc7wIne8AJHDiCYVFQ9AHk+mAbjQKjD8FXh1tXh1uXqM2rw63rIzD6eBtzsoM52cGeQrCnENwZFDjfBS5gwAUMuIQBFwjg/AA4RwLnSOB0/+ZngP11YH/9GrF+urtxtr9zfQgBjjcB2J/N9pQ0ByVrRnz9e6A3j255Ut/JEKfPV+Lw5SVwFyCN1JX4Ii2gR0qo++iBDRXBd16qEGGyWBmiHHWKAg2qNBmCeNF7iRL3Y4XvhDwBxQrfyVclK1CjKFCjyFelyJB7HCdyL+rZrVjhuwmieMkSj1NlSGNF8MP4bsUJPYwXehD77F6iCH6yJHGiOEmUCEm0NH2kNLMrB6El+S19PJDGLZDRg9vv6Um/cDG9oSHSvQvSvQ2yp7z7U4SySJuz2ZyvyYQ1X4GgQImkQJk6SgDfi+6WFyNeqADbz2ccUc9ZAlgfBzLi/WQmDKR95Ip/2/o2yJnidrIaVc5L2qLXNGPhkpAi44lYxQZvwcUiq6vR8OvRxMvhzIuRovkc/8avZhMxThMR1o3OEvXvBAtf0ha8pG14/7TYnD1U7mG0FnGRA3ert+xmkQN2IAQ9HHbSH3zQE4js+wFp85mvdIV1+CM6g3cafXab/KZzPoB/eSCaPA/bviOb/fabgy/74q+HEpDtQdAmD3jbF0S763rVm/F0vZEkrfl8k41yM0i15VaV+XKRGbjy9e4vu/ksw/EY1d4fUr+jVKbiNDu8hMvt2YqtWLOMGbIMmFK16GOVKEMliUIlSDJ0OTs9NAaDjarcpDvDtKbzrFar3oLr3sEa3x+0fDhudtwqerWcob+UpjfyU3YqTmOv1GY569V6tRNyNPZ6sxq324OFjQF70+idv5fg0UvIyBV8CA3rxu60nE0V1/gYuz6/m21CtxGjvx1lNOOjMvpFut9NovuTRIubSL+P3HSkzmK03mSgcqUla54RTednifEfWn/D9JYTzebijPqD5TsDpHqC5boD5YZ/aKwm2A5/N4lV4HlPR/ieieIDN7MZG7UeM7nZMxY7ES4HAebXrGTWNA+cGPD9uEmin1GmS9LnyFBny5CWqtMWq1IWKpNW6dA0mjA1GjP9MqQpe0GVo0eUIH8nUfZ+qgxemhR+lgxhoSJZsRJZhSpFuRpFoTJJrgJRniJ5qRZTljxljBhJlAR1uCRNjY1Mu6NKrBz1OyrQ9yegfCPGTC3KDA2yTE2yPB2KKhOWRgvuJguuZiv+FluJSlPxZCVmP76HnlygZFWyRgfBujc8Zeb09fZcvZ9FBjzE+79Ijn9XmgnS++OtPeyhPOIl1+sq1Osm2u8p2+wkWvCKs8z6aftHuaZ3Ull6LEmqNJVWAj3uygM+mn3+Wn9izDYKnOHVX086Qk77Iw76IqE9seczlZjVHszq6PHs8PHM6Oni6OX6+BX4zyVkEoNYAg43sahNLAqMRUGuD3ZwRzDgcBd7CAFOYMAhGLM7f7o0sNFbtNWVCelKgXUm7HdF73eG73WEQDuCoO1BkPbg7fYgcGsAuDVgq9V/szVgqzVosz14q+MHuDNku+vnTm8YpC/8/5AXGrGKRqyiEev/BnMAxh1CgGMYcALHHcEwSMgVYvsSsXV1sIlGbV4j168O1i73V68O1q6R65jDTezRFuZw82aAOwYDJ9vA6Q5wBgEudnFne9iTPcwJAnOyjz3ew6EgOMQ6bncZDVk821k8hq6ewcFnsHXcwQoA+3P8t6wuwNqBi9zgHugrC2msIE25+pNiDU5/QQJfSdoIPYk3T5lVCB9oE+CZk+F94SRxY7rly387SYEwR4UsWfJRrPC9eNF7cSL3o57diXl+O0H0fqTgnQiB21GCdyKf3Y5+djdO+GGc8MPoZ/fD+O6F8z2M4H8Y+ww/W4ayQIEmT54yX4kmV5E2XpwsTIgkWobJX5juDQ2eLh5ICQTSJ3hoT0/9joHWgpRY5+4dVRDI4P6tTxwkmZp8DeZCzS856/RoShQIMkTvFynS5ikweTM9tLwLMr9/25bwvhP5A7v7t1zwbrkT3vIguvfh4S1bPJC/IFnVO9FWb8mOYJHZXPX1MqPxJKWRBI3dBo/rkQREa/R8QWBr0IdgTbE37CT+MuyF5pKp2mxZ+sylr9ga7QUb7Z/l6jMHCN/3FbmV8YK6+gP/eKTuQd3no05vZLfPVuOX2coPk2Xv/xS9hXb6nY1EQRu/z+S+rfmuUvtNYShae6fq/UGj136j73lv1OVgDKojYLvWbafBBdrkvFFtP19ouVBouVH+ZqXEcrXYdKnw5USG3lqpxV6dw2Lui9k0/fk0/ZVM4/Fw5Ua3p+nGFLkvGdP1aJPVqVPU6SNlyEPESeMUGTN0n1S8kax2lksx5yr/IjmdZwOud9ppckS0OaPanU7bXZD1DvAq29Vso/Eo5dkk7bUMoxYvoYYA+f7MN7ujaZidrqvtYSx06mpn4nJn4ho+eQ4bPgV3nq03Aputy6WBUXosSTpEm7GakBitGW+Jsc+Cg24C/Z7CHR5CnV6iXV4SG0lmU0GaOfrUhSZMbW5iXV9lRwLVpsJ0//xU/x2h0hMk2Rci8ydOczxMeyHWaj3euc3pxRduWr2HtwzJiYyYadSYqAz52cyesRuxUWqTPzCjfeTKReHLSxH1nCZZnCZZhDhNgrBIhbxQmaRAkbBSi6xGj7JGh7z+BU2VOV3xK+o0dYJkRfwkabwksYep4o+ypAgL5IlKlUjzZQkzxB+kid3PknpcrEKbJUMeL04aL00fI02fpcmVpcUWLExgRQTy4L6Va8RQaclVaMSQo0OZq01ZZsDwy5itxoClXIepRJc7R4svQZ7Zh/fRZxZQijpFm6NwrS1nqRlN7RuWdmfeAQ/xbleRvs9Sv73Vf3/XHvmqNuQh0+Ui0OX6vN9Leui7UpOTaOUbwfp3ErlGHMGieKkajI1vpRocpds9lAeD9WdT7GAVnkeNAcdtoad90ci+mN2euMO/xZcLHVdLQydzw2cLf84WRs+Whi/WRi63xtG7s7iDNSxq69/y+meihtoBTvaAQzBwsILb/gMdKNtqT91ujd1ri9rvDEd1hSE7fyI6Q/Y6QmFtIbstP3ZagraaAzebAtYb/Vbr/dabAjdbQ7Y6wrY7I3a6ora7o/5bXvDVG9CIVQx8FQ1fQe+tXu+t3dxPizsAY5E7uEMIcAjBHmxfwzcu4avXB2uX+6vn8OWzvaUL+PLl/ioauY5Bbdw8sYebuKMt4D/+gmKPITdLD5jDXQwSgkVsYGBL6J35y+25C8jCFXwNfQA+hSxdw+YB+CRuo2s0x89NkkPnIShIkKlYW7DTWrZCn8+HH89DmOyb4hMjVkrR27ekb92yY6ZM1hINFCL7znc3Uf5xsiRBpjxZvgp1vgp1njJ1vhJVrgJFpgxpuiRJhhR5pjR5qjhxgtCj2Gd48c/xksWIksVIU0TJU8UoU8VIk4WJEp7hxQvipYoSZUhTpMnQRIqQ/xShdmJ8YIh3S/MeSP0+yJqO7BM3hwMNvf69hxogkNatW0YPQK5shKmqHNUveWsMmX5pUzXo0mVL4GdJkubJMwSy47/GA1kT3P5IS+zLRulJ+dCXGv87+T0vkjsfCW99orkTq0RX7SjSHiTzJ11rq95qqfzleKbeVq3z+WDk9UjKSXfabI5/ormKNQuZ1gPQK6Jb3/kpo2WYSoz5O9/LDHxSqrcVytdnD3iG78QMStSibP0sPJf4Eln/BVrntlHjMlP6diTv9e8ih+Gc18u1n89Hok56Qnd+efSFGVZ9kugIkl/MN18tttssc4HXe+/Wf4PUuUMb3FYr7SdzX/7NMprJM92qfgupfT+dbTySqDGZob+Qb7JVabNbYz+Rov03XnMp3Wgjx2zkh1KlA3fOS/pRP40Rb81SM/5kNQZfATx3ztshYpRh0vTB0lR+0mRuInfizJkmMs3BtY4b1baQBgdUuzOy+cNB/dv9OoeNAtPZVP3ZVL25ZL18B2ZP5bu+xnTtqW+P56qu17uvN0YwkKnL7anLvZkLxOQ14vfxWiuw1Xk2WlT/TTvtJc1yvOZKlMpfb6Fhd75uF84OF85mZ64WN/5uD7G5cL3eT9JpGuS5+nS1dnyNH551fBTpcH7e+en5WKBMq/vTVg+B2TjtP2Gao8E6a4mOk6HvwxUF9IluqxPdM+VmfvmU04CPzYiHSZ+F3JCB6OMz1hA53p8SzAnSjClS1PFCjzIkCIuVyYtVSAqVCMrUiUpV8IuVHtYYUjbasNbYsBUZ0eZokKXIECaJ4aeIEaSKPMoUJyySIy1RJC9VoihSIMuXJytWpsqWIcuQo85UZklRZMrSZM/RZouUIHFhvBX4/E6qOmm5OWuhMV2eHlWhPk25MWOdKUedCVuJFn2GIl2iPGO8HF3g00ee7KBsHdouZ5FqK9ZiE6oKC5q6NyyDnhID7pJDnnITftqT/nqj3zUGPWT63EX7PMW6PouO+Cn3fVNschZvcpbKNmQLlSQoMeXtcFOschBp+az4N9JsNdsR8cvnuCUE0RSM7I5AdEdDu+P2hnKOJ2tPZjsvFoewGxNXq+Pny0MXa8MXm6PXkEnc/jKA2gQOwFjUDvoADJzs4o6hGNQOcLoLHG0Bhyu4/Rn47+rtnkxoZyKiM3a/PRzZHrbf8RPeHrrXHgpr/QFpDt5uDNpsCFir81ur81ut91urD1hrDNpsDgG3hW13RkJ7Yv5LXufbcxc789e7S+i9FczeChq+jIGv4BDrWMQaFrEOHKwDyHUccgO7v4ZGrFzCls6hC2fQhbPdhcu9pUvECnp/DYPaAA63gCMwcLgFHG4BqM0bcMgNHGoDdzO4uQUEvoaGrWBgSwBsCQdbxO4uYqDzOPgyFrGMO1jFIhZx8Gns7u/toYoYB30NsgdWVHd/ilBX6guW6fD58hM6cuO/5qVQpSEQvg+SunfbXZSv2sEox1A4RZ2pxIg9S5EyS448W5Y8S4YiT4EmT542T44uXZwiQ5wqS4I6W4o2VZQ8mg8vgud+FO/DJGGiDEmKNDHSZGHiFBHiZCHCFGHCNBGiFCGiFBHiFAmKFBm6WAkGL05CKxKQCQHoFTHoIxf1V16uN2RUBrfuv8TDN3/88CU+yInpQbQsZYEuU7Uxc5UefaUmXbEyVZEybbkmc4I4kQsFyOIu6C3hHR9Gwu9U9+J5qKJYiYLo7v5gvpckQVJhylnr+LTdX3Iu1/So99tBl/d2k9f130TMZPrFcBJ2JPu8M30+xddX4onB3Vuv7oNs8G+50T6Ml2Jqei3TYCOWq8caJ0fhyX3Pi/9WlQPfSqr5SaPXZU/Qfss3aKPXQrnLbLnLeuO31VpPZO/Py9Hoq8FIRIN3u79G4TuBtgC5lUKr6Uyz5UL7+dw3g3FGf9LNFottZ/LMZgpeTecZ/87QXSgynS981R2t1BWpNJVlvFxsDq2xRzY7z2cZz6QYLKWbrGVazMUZd3nJNH8UX4u3gWW4tDkrBokQfWQGubKAPnE8dOPEe0N3x571jpfEwwwbjrksc3iTM6TWHtXuctL9eb/ZcfeXHazGHlH3bveX3Wap1Xzuq4YAaRc5vDeioLpQvfPJPNx6G25jAAf+g4XMXcKXjqAz6MPFy91R9GYPdqlhqex77XeFPwl6U4k6vf7i7Z95W5zY2h3Z2j5wtDs/6XMX6fOQzHtBHyX7IF+f5tcrtvqX7J2veZus2WvM6BvfsFVZ0VXY0PV5Cg/5ybZ8ERsPM56Ota901nzLS2xIe/+NIKv1M85XPCym3Ez6jMQvmYn8FHmT9YUj5BijJMiSpEjTJInKVGlqtOgr1amKVUgKFAlz5O7nK+GV6ZLWmzHVWbD/MmEt0aXNUiBLkyROFCaIE8RLEMRLeo6XJ0teqcFUoECRKoqX+PxuktC9VAmiFCmyTCX6Uj2ubFXGeGkS3ye3IyUeJCkRVFmwVFsyFr+gzDcgKzQgrzBhqDRhztWkTFEkT1elT1Gg9OW648EMylIn7Xwv2GDDUfGSptKcrtyUduybzG8fxZGvCjMh+vNhLwa/qvR6yfV7y474Kw96K4wFqg16K/d6KfR4KuSbcqQbMLa5yrZ+kq+wF273VJ2Pf72d53bUGHzeFwdtCT3ojYV1xUK7E8FdKdCBXMhACWKsFjnZcjTXeTTfdbTYc7U1ioH8xe5OA3tLwP4GDgnGIrdwR9vXR+Crw83r462rw1U0agF3MI2cb4KOFEJ70/e6k/a74g86oxEd4dC2YGhb0G578E5b0E5L8FZTwGaD/1ZT4Hqj/0ZT4GZz8HZrKKQ9DNoVAev57+R1vjV7tjF9ujVzvj13vbuI218DkBsAagtAbgD7a8DBKvZgGbu/jIYvXu/NX8Hmz6HzJ9uzpztzZ5D5C9jiNXzl5j5u3D9fbf6zu3L/Rn9rGMQqGrGCRiyj9xauoHPX0Dk0dA4DncPtzgG788DeIgBfBBCLAHIZt79wvTeDQcxfbP9uywx+LcKoTwL6wHArSZYpW5nTX4DUjuWBDs1dMYLbgndB8o/xnZ9zx2mJJ6rzZelyFxlwpcqSpUoSZUiRZUiSZ0vTZIhTpQiRxz8liucjSuQjSXlGnvyMLOEpcYIAcbIQWZYUTaYkZbwgfrwAXoowYaowYYYIUbY4aYYYWZoYaaoEVaIYZaQwZQAfsTP97TeUIAf6u9+e0gULP/3EzGpNSGz1mMD00X2ThyAnxrvRcmR5OvQlBnSl2jSV2gxNJjwNL3hqjNjzVMh+8N92pQZ9pgb5Mz8MZLiXI8KQK0yb+pQo+RlergpZl5PgiL/0SITKSrHtxWjY5e+Eo8E43HQO+k/q1Wji9WDKYVM0pCA0QUPMmYHCmZrc8t5tV+pHIQJUGWrs6eoMYeL43ry3fZ/dT9ajHw7SQJR/RPf/BP4mYkajzwYjoc3+4Ca/g/4IRPfP08GY88Go68GYk/bgoQjjEqfnjT7Si3kWSwXW0FqXnWqX6WzL2Xyr9UqHlTKbxRLTheIXE9k6fXFKbWEyfXGqs/nmG1V2m5U266WWe7VvN4osVnPNphP1p+MMFhNf/vmh3eYmM+aru5Pi1Oeu7S9E9I4G9JWXMEKWNUKBM1SBNf3ls/ZvGiMR+qt5Nhsl1ssFrxCNH447PqFaP0Jr3kJr3iFbXFCtH6F177Z+vZ/Is8pweRppydQbZ3I+GA/MlQNLbcDGMG574hI2d7g7fQSbvID9Rm/3A2ttqP6U6fz3M/k201mm3aHy9W48Fba0re9Yu96xd3/g7v34vN6eJ1b1UbjM3Txd6ip9hlYjtlGH592vuSp0ySoMKcpfUBQZkVbbMLa5Pu30Eh8O0ZyKt+wPMQ1UZ7PmevSKhcCQ4bEZB60lN50qyQND6odBKk8SdPkDRIlCRR5lKFJkK5CWKFP80qSt1aWv0aOv0qUuUicq0iAu1iIt0Sav0Kf7ZcRcok2To0CeKU2aJEIQwXsvmv9hvCB+hgRpkSJtjjRpujhhpiRBjszjXHnSbAWqPFWGUm22PFW6DEXKSJEHacokuVoUNRZMdVaMNVb0v6wYSkwoCw0oc/UoU1WJE+QeZ6hQZatRx4g9jBC6W6RL3W7P12b3pM6Cpdqc4ZcVS+9H4REvualAzblQg/lwk2FvtQ536T4fhdFg9e6vsiMBauNBGsO+qqP+Gg2OIpV2Aj3fVNvdFWudJAYD9NfS3kELv5y1hV+PpcF7YlGDKbDeRMRgBmwwGzZUsDdcut1fDO4vgf+tQ820oWY7jha7Tld6L9aG0NuTONgyFr6GRqxhDjevjsAXR5tXp5sXRyuXh0tY1OzhWifkdxm4JwPalYzoSEB0xMA7wiGtQTutgZC2oJ3WwO2WoM1G/63GAHBz4Hqj30ZTwGZzELj1x057KKTjJ7Qz7L/kdbo5fbIxfbI5fb49h9lbBpAb/0Qn5AZwsIbdX0Ujlq/3Fi935y9258+hc6c7s8fgmRt/nUMXLnYXr/aWr+EraMQqgPqXuRBrGPgqb2h1BwAAIABJREFUem/lGrZ8BVu6gi1ewuYvoTPn4KmL7anL7amr7Wn09gwWMofbXcDuzmNh8+ibQ3x2Zy735oHD5d3xxghbzZf0d9/S34qVYoyTZPR6QmzN9ECN/JbgPZDQw/tmvJzu0sLOT2g8+cmzdPh+mQnlqTFFCT6IfvogVhA/UYgo7ilRHD9R8jPyOD7iGB7CWF6iaB6CKB78GD7CeAGiZGGyhGePI3juxvI/TBMlSRclyRAiyRYly5agyJKkShOjihYginpOniDFECRA6sp835n5vjsXqScXnSMthQ0RodVj/FeP7po/Bn1kuRshTZKmRp6pSlygTl6px9BhxdduydtoytFgylpqQJ8oSxonTh7BTxjAeDtFkDRXjDJXijxV/GGBFum4j8xKiv5MqsFaucNR/4+TkZiDgdiz3ynIvp/g+m/gX99/J9jnv5Zz4SJy56IOFuZ2oiZ4T37bk/Veti5HpY1AnDKpBy8oVPZxrZPoStprVI3nVXcIbiTmejjmbCh6ty14tdZnq/n/cXXWb1GobbTG7d7SAwzDwAAqISVpN4I0ItKhKCi2goVYGEh3d3d3DN0NgtIxMN1Jw+T5wf1953znutbfcF/Petd6nvcHuTuc0Ru50RPBHkvkjCWu5D6venO+6t3pmWwXQr33Xv+37d5vhCYfZPUzRM2T1ap78yUuy+WuC8WOAwkmA3Emi0W38A1e6x2+293vsTUP8TUPYfmus6m2YxGm4+Fm8/F2U6HW7a8vNzw52/3GpOb+xbBLYB+VQ580RcP1laJNNMKMFYvvX5hLuLea+xCW57GSf3s533m1xH21xB1e7omteUps9CY3eZObXpKavMmt73DQdzOF9yaz72AbfFk/k3gzBayJIuZCMxczwiH92qPPbeDG94ljTEQXd6WZPV9B7ggmQN9jar2mkmyb3uoUuUm1PlHueqw66K0z6nuh2v1YhME/UQb8mRbAfBNgi53SyIOTUBfFYguxIiuxMjvJUgdQqQu47oFSp+/ZHr+r/QHXh0Ndcj0vfTFUdFU4ZAbgs5URclUSMxb5y01RPPXWxRzXMxFXJFONpWucjtXaHa2xPlxvc6Te9kilFaTKWqbKRrrKQbbCDlxoKVFqLV1lf6TQApx5VTxDXyL5PCBS71DsCaGkM4CUs2Lp58VTz4mkXwDkGQALrgFzDYE5RtJ5JrI5xpA8E0iumVyyPiDPUqropnSFE6T+7pFuL82BtycbPZXzbkqmmYklGQGiLwok6otnm8tkm4MLb0CqXRRb7mt0P9Vt9lCpdJFvfqDe6KnR4XX65zezUT/T30G2PwNvQF+f6/ikPxRg1vruwkiAxUKc83SE/XyMy+gPq+aXl7o+GLe/u9b06urPsFuo7FeE4g97nVHM8XTaQCJtMJXUl7I7U8FebmQut7Jg3btLXfSZFupvKGUKSphoIv5sJP9qWp/v2F0bYWGnmYRFJmmZRYezGKi9ddT+JmpvfXWPvsxhzO9iBvGTlfCuNFxnIrE9jtgWSWwPw7QEolsCMK2B6NZAVGsQEhqAgAagWgMR0B8IaACiJQjREoRsDUa1BqPbQv5/27iHXWARljkkGJe8yqWs/msVqascygqTuLSLm9/GzG6ipjdR0xuomU30zP+dvPCLe4SlP+RikWF/xi4uZe0PufbxS7vYhR3s/A52bgszvYX6tYmY2kJMbSOmdlG/99DTTOwsGz/PJixySMu7uFkOZYXDgO0Q5nkMGJc8350W8Oa84isNsegryjGXFd5rit8+fMgYyHdKgO+atOR7C9NQGwuPI+L3If9EGypVOJ2qsNWM1hOK1OSP0RGK0xGN1BAKVxGM1RSL1RSLVBeOVBMOUxEIVj4UpsofriEYrS0SrSUcrnYoVkc445xU1nlQ1lnJ3AvgvIsy2Rekk05LRGgLR+gA4i9AAnTEPqgJ+mmJ+aoCXiuIPZcFvJCX8j4CeSwLfAQR8lb455ueQPxVQK6lZJktpMb+cMddDaircp3T4c4H6oPepzqfnW66p5drIhup80/SKaH088J5hhJZhiJVrvILkRbI/NtL+bcxja/o/YGk3lBSX/TmeCIK+rk3wXmpxHs+x+vTJfAtMJ+PJjjsknroBeUn0n/5qh/seG04E+FY/UQ33ko6y1l5JMiGVv1+rz2Q3R/BGY5lDsXujSRQeiLgTd9R0B/k7ghyZ9h6bxR7NJEzkoiv+tgTerMn3Gyt/B69zYfe7ktueUfv/ESAvkbUPl6p9IBV3UU13IfX3FmrdKe0eBGbXiArHlOb31CaX8LLPBAl7tOpthOxlr/jbywm2y4k2PZ+0m9/c6n5+fk8B9UoA+lvJ4Q/aQr6aYv5agJ8tcUCr8pWexniit9Sa3xgefcWclwX8lyn0uw7Qwz7osyXCj2I9S9RFU8QZQ+JjS8ZnZ9oHX70ri8bvd/3BoO5U0ns8WQCNBTfk7I937CL7NmnjO+SRjnksf3Vtr3ZWt58xc5gHHs0eqv7Gyzfo8X3ZJ6LZM1dWaiHQt9zzYmPl6rcFKOv8SeZi2WZA9MvC1aZy/Td1W53U6u2gRSaAwosRcscpCpcZGo8jnS+Pdn1/kKLz6W+bzc6Pt0se2r85aqCs+zBG+J8txWEbh0R8DfSaH1v3+RtUuioXuGsAr2j3uioWHNTrs5Grs5GvsQcWG4FrnOUr7t9pNxeusQWVGkPqXNWKLYCZxlJZF+TTL8ikXBWOPm8aPpF8aQzwvEnBOJPHEo6LZB2XjjtgnDCmUNxZ/hTr4inXhHPMZEpuH4kx0y61Fa+wlG+zFGmyhXS8kil/ZlGuSsk0xKQdV0yz1ou97psofWRoptHim7KVTkrVjsrNrmr9r043f5YE+qp1vvyVOtTnZanegO++r0++j/9raaCbJtenat/c6b7q2Hbh8tDARZzca5zMS7LCXdXEj1G/a17Pph2vjdpf2cyF3efUOiLzX+33hS8NZRE7U8g9yWhOuN3Ziu5q237K51s+AALMby93E+f7aRMtZInm8g/66lTDYzp5p2VHiZmcg8/wyQtselrnHUkcx21v4HaW4fv0ZZ5jEUu+Sd5ug7elYbpSsC3R+NbwvDtoejWIFRLEKYtGN0WjG4LRrYEIaFBmLYQVEsQsiUI2RqMbA1GtoYgWoIQLf8LLw4Vzv3j9f4DHQ4JxqPCOaSVPfziDnZ+EzWzjvhNh/+iw38xEL830bN7hKU/+u/M9Sey/H8NI5OwvIdb3MUubKPntjGzW5jpTdTvTeTvTcTvbeT0Lnp2DzO3j5vfx8+zyStcyuoufoG7juDu4XbJKxzaCm8LQZ2Apt63eqoq5qsJTDDRjDDSdFcUvcjPd1LgoJEs6OG5017nT1hL/OMqedBPFxRzWT7T8EjKWcnsy3LJp0Exx0Ui1YTCjgmEKguEKAoEK/KHq4iEqQqFHOMPVhUIUhMI1xCK1QHEagPidAHpZ6WyLoDzL0IKr8jlXpBJOysZqysSoyMariUcoi38WflggK5oyjXlsPNy33VkPmrIfNZS+Hhc2VsB8kBa2EPygNfRAxEXhYtsIVWOctX2si13FGscZcptJDsfqk58ODv68UL/29Mt9zUaXJWabx2ruClTfhOcZyXW+OjYQpwVLO/2Ssl9Ws+33Z9x9KHYrYm0vV9pc5VepV8uTxc8oLUFxDsf99IWfKoi8PioUKypRujVw3mumvOxrpjch1NRNsMhVpMxTrjiV/ttQbsdwbtdIbu9EVu9EduDcZtD8fTB2I2RBMZADL03ij2RyhlPXu8MIzf5oyt90DUviM3ehCavpdJ7sIpH6z1+1E5fWJXnYrnbarU7usETXX+f0Pxss8sXV/t8tegBvfkdrfkNtvIJtvzhfIbTdJLtWs7t1XSXkUCj5penah/r5rko+50UfHr4gLsk3z3QX0/k/36hePCDrli4ydHih+f6g2x7Ayzavl4di7eey7k1GH297K1e9cdz48kOqIrnK4Wei3kehLqXm13f1ju+rnd9pbZ/JDW/2+r2X+/wXyh6tVj5dWO6mI3v2sN37+F72IQ+DrxtY7wE1xpDaQvnTWcwB0PRZc86Pl8suitb4gyC3lcc9NaZ+nS58b5aioVY9k3pvOvgjCtCZSagzlsaXXe1qm0O5xiKZF4TLLaWKLwpUeoM7nqp1/HqZM0jrcYX5wa/Ww9+dyx9oP/lovRjVf4AI9VEh3NVzy37vzhBvQzq7unWuanWOys2OByps5Ovs5NtcDhSbStT4yBX73K42kWu0Ea8yBZYZg9qcDta5SRfbC1TYAHOuCoWd1Yw6YJI6kWx+NOCsScOJZ4STDojkHiGP/EMf/ypf+LPCmQZAjMNgQXmkLKbCuW2R2uclapdjtbdOVJzW676NqTMSSr7OiDrOrDE8WiFi0qFk2qtq3qZvWKJ7eFqF+UqJ4VGd9XeFyfbH2u2P9Fqf6rd8/pMh9fp4Q8G04HWi5HOk0E2be/1K71PtfsZDgZdHw6yGg+1+x3pspTggc15MRft1u5j1PHOpPfT9dW0Z9Syz8js17jyz4zuGPpgEqk/aaUpijJWRJ+qxY5UE39Bib/aSb87qDNdtOkO2q8WxlTT1kzz3jx0H9a1jx5l4qfY5AUuY5X7779iqH0GYp+2wmWs8BiztLkmRHc6pisR0x6JgYZg20JRbcGo1mBMe+gfoVpDUK2h2I4ITEc4qiMc1R6Oag9HtoUjWkMRrf9bleCto3l05B/o/BGHvMahrO3hl7ax81uYuQ3U9DryXzEQv7cwc/+phq3+Kbhy/+s0qXAeFc75j2fcxy/t4RZ3MPO72Pld3NwOdm4HO7eDmdvDLTDxS2zCMpu4wiQssSkwDnWNSVnlrKO5O9h9BoK7ieLR4TzC/ECy/8sT8i7AA4EXleNvXrivCjp7kO+ciMAVKbFrYKAJUOzKQT4H4MFXqoAvmoAQLdGkU6BCQ6W0szJR6sIRKoKRaiLhKiLBCvxBivwRqqIR6qIhqkJBqoJBqoIh6oIxOuKJJySTTkimn5XOOi+df0k2/yIk+6xU+hnJeF2RhBPi8SfFok8Avigd+KHJn2askGaiHHPl6Fdt8FtlkPdR6ScQyXuSgm4AvicQvpBzwiX2h+tcj1bYSlXagSpsgfW3ZAa8NEbf6/W80Rh8rzvqe3L83alfH84Pv9br89KuuStX/0xlMspspdB9reYZrS9weyJxfTSFOVvIXcxFtn/qTrabK31EavFrD7KNsVf9dAn89oREuvPp3i92Syn3ltLcUEWepOoX9OZ3u92B7IHI/Y4QSv1nUoMfpeUHrvErpvk7pSuU2h9FG4yi9kVsDsfxpjNZ40nElu9k6I+t7pCtXj9iqze64elKxX1Mg9f24FdKx9v5UreZIue5YueVyjuY+gew0ruzWS4r+fcodW93O75S6n0IVS8pdW/QRY+ReQ8Y1W/QOZ6dH640vzxb80gvz/lYqL7E5xNC7zSFXqv+80rlgI/mP1/PiYdck0mwUyx8pFPnc64/zHS1yB1R/qA/2rL07YmazxcmU11wNS+XCzynM26hK59vdnzd7vLf6PiCr3+NqnxOafSBFT1tDbzRFu6C7U/gMfo4lC4mrm0P1cJFtMKhCbU/bo0kPeFMpnN/p1CbPwwEGje91Kq5f7T72fG2+8e6n2o13VfPsAKmmgCSrwolnD2Yd0Wkxkqu7ubRcktItoFoloFQgYVYtqlQtpVw8yOVDi+dWk/V8rsqPe8NJvxth/xsSt3PZthrtr+zHQvyHPx+q/W1Sd2DU9BHeg1ux6od5JpvHW2/e6zR+Ui9g3yj65E6Z/lyB6kSe1ChjVjuDZF8a9E6N/kaV/kKR/lia5nUq6IxZw7FneGPOy0Qc5I/7rRg6iWxLH1g5hXxzCtiudckiy1lyq0PF1rIFl+XL70hX2F7uML+SLmDbIP7kcZ7Rxs8Dle5yhTaShXay5Y6KRTaHsmxhORbyRZay5XZH613U62/rQL10Gh/rF1/V6ncRb7YQa7n5bneNxd+BVwnZT8hZT+dj3Lp9zcve3Gi8f3liWjHX3Guv6Jd5xPuLifdx+Z4/Qp3qXlyvt3HZMTfHp7xnFzyAZH9Gl3yYaMndms0nTKQttQUTR0vp/1uQA5Vo8YakWNQzM82/GQbbryRMFpLHave/lXHnG3YW2zZWevdQ49ySNNc+jJnHcHdQLPoaCYdxaSucmgrPPoCY7EV3ZeF6U7CdESiWoKx7WGo9ghUWzi2IwrXGY3rikZ3RqE7o3A9cfieeGxPPLY7DtMdh+6KRXfGoDr/N23k/sENGcahrHJpcC51jU2G7ROXd3ALW9j5TezCFmZxG/evNjELu4TlP+nhf1PFf0NGBpJLXfu/7/QkGJOwvI9f2scvMYnLLNISi7TEIi6ziMtsMoxDXePRkTwGmktHceko7jqau03gbmKZ60jONp63T+RR4TwGgj7cmHnf2l7ikIe88Bd9dXc1qSvCBwzAYsZy0sayYGOQmP4/fDbifz08KvzumEiAmnCstljmBfnU05A4LWD4MaEwZeHwY6Lhx0RDVUQi1AARaqIhaiLhmoAIbfEoHWCcnlSCHij5pFTKSanUU1JZ5yGZZ8Hpp4DZ56QyzoGST4vF6gnFnBD+fuzAdxW+uPMS6SZHU4wUv2iJP4HwP5IRfS4Pfn4Y/FRW+NXRQ6FnAaX2ilAP9ToX+VJribKb4i33Dg94q/e/VuvzVZv8ceL399ODbzXG3+suBOujE278/HG51Vd3NNoMV+9N7PhM7A2iDcfTRtJYc6XcxQLaSAim8z0S+na1+uV8/rN6P6tqH4vOb86jEfco1X4bzZ+mkuxWizzW23y2e7+yhsN543H7PaHrLd+3ukN2B6Mo7QGoBj98ewC+MxDb/oPYHbwxErM1HEPtCkHXf8I2+jE6f2z2fSa2ehFbvfAt3pQOH1rPB1yr91KVx3zZ7YUS1+VyN3jVvdkc55GYG7Bcz+3Wb5vNX3Flb1FFr+k1fuRy38Vkz+lot6aXVyKMQCH6YgmWkGrP09UPTuU6qaRYyydeh8RZyIRfA349J/Tx7KFvVwWTnOU6/Q1w1U+Yg1/prW9/pjo0+xt0hZrP53pQoe/XSh7/THZcLrhPrn+70/F1t+c7o/UjreU9se5td+D1xFvHUjz1RnNe7q9W8whtLEwzEwVlrzWP5vv522tlPNbH1QfwFvJZg5G/Ex37vl5pfqZe534k21yozA7c7Kle4nQ4w1wixVA45cKhvCsipcbgSsvD1TeOFppIZl0VzjURzTYRyjITrL4l2/ZYrd5DMc8GVHlHqf35mZ7X+jXuulV39QY/2U78uN39zqL+0enmR7qdz/WaPJQr7cHVDlJNLvJVttIlNyTqXOSrnGSL7IDFjqByF3ChA6DAXrTOXb7SVbrUHlxkI5VuLJpwSSDuPH/06X9iTvPHnxVKuSyeZyydbyyTawQuMocUW0KKLWWKLWWLLCF5ZlIFFlKF16VKbMFVzpD6u4cbPI5U35Yrc4AU28kWWMvlXodkmUtnWUoXWMtWOCrWuak0uqu3PdBqe6BZd0e5yB5S7CDb+eJ098tzvwNvUHKf0QteotIfjobblr44Wfr81ECQ9XTCndkE94XEe0tJD1DZXgPfbXJva3W8N5+OdkdkvkBnv4RneWNKP270xGyPZdCHMlfbErdmG/dWe0m/2/C/u9E/O1ETbYih+rW+ClRvCba3gDpQsD5cSJ8opc81MFY69jCjLPIsl7HGXUex6Rg2A8OkrLHJK1zq/OZSB26oAN2Tgu2MQrYGYzoj0Z0x6M4YXE8CrjsB35OI7UnA9SQQB1IIA6n4wVRCfyquPxXX90cp/2sbSTAWCcYiw5iklX3i8i5+cRe/uEtY2sYvbOHmtwnLe8TVfTJ8nwxnUuC7xLV98tr/D6//diP+7+y2+kcsIoxFXOGQV7lU+B+0cWlwHgPJ20DztvC8bQJvE8fbwPK2CDwmjcnAbBBhrE0cewPDIa7wCEs8+ORw8g/XoyALEb6Xp4881DlsJHnoElDQSB58XemIuSzo3EE+M6G/7sgIvFIQCdOWjNOSSNABxWoCYzUlIlVFI1XFotTEw46JBioKhigLh6qKhGkAYvQko/VAkTrAWD1QwgmpWE2JSFWROC2xrAtyWechKbriGaeAuZdlUs4AQlQOBKn+FaH1T8YVUJHl0QwT2djL4A+q/A+lDjySFvQ6DPY+KuMlL/ZWQcBfVzjFEFRme6TOSaHaHlJyQ6zcXqLBDdz6+HCPr9K4v+avQL3+t0pjn7RWY43Wi29jchwGg/WHYq4TW99T+wIxXcHkwQTaSPb+dPnedC5xMBDb82mt+c1C+fOFEq+xZM/pDG9ac9g6NGynM2S769tC7m1M7dP17o9bA/6bfYG7/SE7vcF7/WG88Tj2eCy9KxDf8pU+EEobDMV2fMN2ft8YjdoYDCd1/oDXvlut9iG3+dF7PlI6X9F73tF6fcld73BtrzGtrxCNT1dq76MaH8EqPX5nOa0U3iNUem82fWF1hFGqvkzHPxoMugVLe4XN+9j50S7VVvO9ttADWb5PusLfTgnlu2jWPjpb8/Bkhadm9RPtppenC91VoyxBsTelM+8olL7QHIuxWG99xR31p7e+WSm6N5FiP5Zk/zPFGVf7ElX1YirNeSrNEVn6aKf9E7v/B7MvgDMURq71rX2jH2OnWPPBAlkbyJor5SAbdmHVXAyUjWgazv3wxUYj0Ea9L/IecyyNN5OBrvSeiLwB9dLKsQbEX+HLtQDU3lYqspNNuSaSZiCSdUU4+5Jwnr5EialsmYV83jVg+mXBbCPRLCPBDMN/Sm0koB4Kze4KhTYSBTeBdXeU6u+qFt6ULXdRan1+ocPLoO7+yao76k2eGi0PVVs8FetvyVTYitc7SVfbS+eaC5c7SJU7gStcZRruK7Q8OVbrAam6I9XyVLHiNrjITqLYDpRtKZZqJJKkLxx/QTD+vGDsGf64s4KZhqDsa+DUS2KZhhLp+qIZV0WKLSEl12WzrkmkXRXOvCZaehNc6Sxbc0uuykW6xB5Uai9TbCubd10m11I210ouy1Iq21KqyEauwulok4dGx2PdVs/jTffUq92Uat1V6jzUK+6o9PteXYlxxWc9IRV5zya5NX68WuZ1FvrRaDDEdizc6We4CyzlEb7Qp8XHOMoCUu99dT7eE5ntvZb5YjXjBaLwLaEpYGskZednPq4/i7nSzsWMbK8O76F+M1bGiTN9mDEosr8S0VWwBk3BQJPIXWmkgSzCeBFpunZ7rXcf95NDXeKtI7l0DI+BY1MRLNIylzS7tdxNGCtF96Vju+PgLWHozmh0dwKqKxHbl4ztTcH3p+P60rD9acThLOJwFmE4iziUTRjKxg9lE4ZzCMM5/wOvXdziHml5h7C4hZ3fws1vYOc2UHMbmPkt/NIOcXmPvMakIth0NJuOZtJQTAqCRYX/d9T60+r6wzIuDf7nqf6PZ/yvOORVHhXOoyO5VCSXiuDSEDwGiruB4W3huVt4NgPDpKOZDAxrE79HR2+T4TtU5C4Rtoua4+IXOavjhM7yUCdja+l/PNSlHugevgbk1z3Ed05c4DJI7CJA6AQf3zWBg3dkAa+VgOFa4FgtyejjEpHq4pFqgGgNidjjknGaoHAVQLCSUJCSUPAx4QhNiRhdqQhtYLiWRIyuVOJJ6QhV0YDDB+O0xPMuH80+LxurKZygI5J5HpRxXiLlDCD8+F9pF0WbXI43OKllm8jEXgJ+0uB/DObzlPz7kbToIzDgkZSAj4JwkJ5EwiVQ4fXDtfbK9Y6KRdeBOaYCZXbiTQ8gXW+ODPopT3w/Pv71+FTACXiiyX79A3K5+2C40USqE7HjK3UoijaavDGRzRgr2J4sJfTHz9a9hbe+pwwEUPsCMM1+lPZgekfkdk8cZyR1syt4u/8HvvElrvklo9dvfywMC/0Eq3xJbPqAa3yPb/pIbvtCav+2ORTKmordGY/Ad/iRur/tjEduDodsj4atDwTh2/woXV9Inb6YlhfYFm906ytEs9da0/O1xhfwxuewukeopmeYhudLRffw1a+2mr8hcrwnwu72fnGqfGISZaGe5nCmwO1qtKnmB22pR7IHPaUP+J+RCTgHyrLTKHHTrnqo3eitC32jPfTjYs/Xi00+5waCTKYTbWZSbBZzHOktL3b73qOrHiwU3F4scJ9Mc/qV7oqueo6tfbFUeHcw1nw4ynw+3ZlS94ozELzfHTwe7Rpvr5TsorWY8443Vcybr+QiGpirNVx0MxcNXWoKT/M2DbbXSfO8st6dwFst3RkIXcu7P/zdoOy2fO518Up7SKXj4WxzYMIV/tSrwrmGgBx9kVx9sTwDySx98eyr4rnXxPKMxfOMRXONhQotRRtvy9c6y+SYCWSbClQ7yTa6KZbaSJXaylQ4KRXYHCl2UCh3PlLuLNvofqTZ/c9lN3CDC6TZ7Ui5HajcCVziIFnncWT049nJbxe6Xqk1PpTrea3e9PBoiaNkiaNUwU1QmolomhEgxRAQd0Ew4uRfUaf+Sb8KzDQEJV0ApF4STb4okHpJoMhMutBcOtNALOWSQJYRoMJWpsZZrsoVUu4kVWYPKrOHFNtA8m/I5ljIZVnIZJgDMy2BeTdlSh2OtHhqdTzWg94/XnNbucJVofrOsWKnI3kO8vUPdfs/GM6EOSwn3Z2McerwNyt7frrS+/xA4M2BgJvDgfbILK/VtGepDsdfa/+df1dnLv4+Ou8VLP3pasazlZwX2Lpv64OJW+M5mL50FqyNR/y5j5rg4Od2kb/Wl0eoM93EsXpcXxGqNRkLjSd3JOI6k5D96YSJEvpc0y5igEeZ520geXQUl4pikWAcCoxHWdxa6SNMVGIGslE9SZieRFx/GrYvA9ufiRvMwg1mE4ZzicN5hOF88lgRZbyIMlZMHi+hTJRSfpZRJ8tpUxX/A69t/MIuaXlL9VaOAAAgAElEQVQLv7CBndvCL2zi59bRcwz0/A4JxqTCmXQUm4HhbuC4Gzj2OpZFR3PoKN46hreO+reVSkdwaXAOdY1NWf2vT/zXLRKW2SQYl7LGo8G5f5Y2qQg2FcGh/4EXjruFZzGw+3TMPh3NZGDYGzjWOm6PitwlrTIJKyzsPBs+wV0dncyLfKWv7nJMwllZwhQsqC8peFrk4EmRf06L/HPqbz4Dgb/vyEm8U4eEastE60hF60jFaIMiNcSjjwOjNSSi1YGR6uIRamKhKqKhqqKRx4FR2qAILckILckYXXDiCUi4iugP+YNJulJ5lxUyzshEqArEaAqknZFIOyeWawBKOS9UYSXf//B0o4tqjgko/rLYdx0BL/m/HoP/eQoReQAUuC92wEdBOPK0TLaxUq29dqOjVrW1YrGlTLmNTMcDlWFfzcEPKv0fFAY/KY99PT7qrz0dcYFafms117E/ynSl8iljJJI2mrj5M3trsoAxWkAbzsP1xCHaf9BGwvan43cnY6l9oezJVM5E+t5QEnMoabs3bHsgAFXvNVt8b63OG9f6eSzzfn+iC6L6Faz8+a9sD1jFC2rXV/Zk1P5YKLX3K7bFl97/fW8ibHsshDsbx1tI3BgO2Rj6Qe5+v1r/BFb3FN36BtPxbrXJe6HmCbz5Ja7Th9DuQ4D6UFre73QE4Eretb67nmR9PMJIOcZcx1cX8uiIoKf0oTdq0n66Sq8UQd5HAb7qEq+OCaXdUK9+dLrykUadl2rfN92fkRfHIw2mE27C89wwZe7woltLubbkhof0du+lQtdfmXYL+Xd+Z95aK3tEbXlDavJeq/AYiDGueK1R7qU2Hme90foZU/42yVXL7fDf3w0UppNe7fZm7o8Xcpbr2Kv1HGQTD9u6+auoM9Er0OGkn4UaujGSB6/mzabRmt4vp7gMfrhYe1uh0gFScgOcYyqeYQTIMBTNuiqcqy+UbyiRow/MvCKWew1YYArMNxIrNBUvsRQvNBettAGV3RDLMvw7x+hQ+Q2JOkeZcmuJUiuJYitwlplkpZNClZN88U2J+tuy9a7gOhepptuy9a6yjW7y1S4yVa6QcmepxvsKs0EG8DiLsS+n2l4o9b453vpUucxFqthRqsBGMsNUNMMUkG4qlmwgGnNeIO6cYKYhKNtIOvWyRPJF0cSzh5LO/pN9VTzHEJhlKJFxVbTQUqrKUa7cFlxmJ1nuKFXpJFPuIFt8UybXEpJmDE4yEEs2Es21Bhc7HC53Vmh9oN36QLv29rE8a+lca3CBnWyenVyxq2LdA51W73Pd7wy6P1zr+27R8c0kz1Or8KHucJDNUKDt4A+7tfTnHR/MnxwTvAPhy76lsZT8EFf4ZiXj8WrW0+Xsp+haP1pPDGMoDdeXyoJ38Ki/meixfcT4+tIwY6GfMd/F+A1ljJWTejOJbYmk1hgUNHKtMx4zkEkYK2HMt7CxEzzaMpeyyibBOGQYj7bGo61sI0ao043EiTLsUDZpLI88VkgcKyaNlxInysgTpZTJcupUFW2qmv6rZn26bn2mjjHXsD7XtDHfvLkA3Vps+R947VNg+xTYHgW2R17ZJcF2SCs7RNgWYXmfhuCsYzgbON4WkbdN4m2TeFtEziaeu47lraP/kItLg//Zi/xjObfQc9vouV3swh5ukUlY5pBXuZQ1Hg3BpSLZFCSLimBRkSwqkkP/4xmJvB0iZ+vP12pYzgaWu4njbOJYNBSTiuDRkNtrkyzUFBM+tjHRXB/kHedu+dnynKOKpIGkwGmRv06K/nVa9OCpQ3xXBQ+6QsR91GWDtSHRuuBIbalILclwDfEoTWDMcWCsJjBKQzxSXSxSXSxcTTRUTTRMXSxCUzJCExitJRmvLRWuIhKqJJisJ51+BpKkB4xUF4zXFck4L5l6DpClDywwBjc7qfQ+0Gu6pZJvLpl0VTzohKCP4kEv+X+85YUegf72BPC9PXwoVFcyy0Ch8oZWuaVa1mVw1lVgtd3R3qdaY+/1et8e63gpN/BeeeSz+sBn9cHv2rOJRn2hV7ojTNBQ3/3fqVuTmTu/8nd/FZH7MzAdifSRdNZCLmsxgzESgev8ge8I2B1N5PzM4E1m7Q3GMbqCCC3vVyoeL1U8WSh7OpHzABpmP57hsdH7A9v07leOB7zaa28kmDURTmp7v1r9bKXqKa3v6+ZIwPZoEG8+njUbQxvwp/R/3Rr9Qe3/ROx6Txv8zhgNIPR+RrS+RbS+JfV+3hoO2BkIYg9EUOu+Qt9ZRJoovlUXewAR+KR3+J3mYXvBv54fBaVbGUVeOeNzTP6rrvIrJbHbAL44U6WWV5drnx2v9VKaSdBfyTSeiL4yk2Q1l3JzMtF8LO7aePw1fK0Ho91rueT2r0z739ku0zluiMqn1JY3ZOhLdM2D6Wzbxs86pV5K3SEG+Lo38JLXsU4adiA+j6OHYmy0W7/dRdVFsuYq2av1LHgDG9nIQzSvQuOi7137Yq07VxnIhVXxFnLILZ+X0t3GvhtBH6iV2IDyzSUKLECFFlK5JsBMfeFcfZFCI8k8Q8lcQ2DeNWDONUDuNUCRmUTZdclic0C+sXCRmXCBiWChqXCpuWjZdfFSC9FSS0CD45FWd83ex3r1LocLLYUrHYA1TpJ1LqAmN0jDbblaF5kyR1CFM7jcGVx7R270w6nlCOPJ7+cHfLV7Xx9vfapcfUe2xAmcbwPMthDLNBXLMhPPNgOlGQKTLwOyrknlmkDS9IFxZwVj9P6K1j2Qcl4464pEtoFk9jVgqZVMjePRUmtQhT242glSbi9dYiNdZA3JtYBkmUGSr4klGArm3QQXO8oV2MjU3j5W56aSf1M6yUg4xQSQZSVV5KRQ/1Cn3ft8x+uLPb6GvR+NB/wtev3N8u4dz/M43v/DajzEYfiH3VLiw+onF+4f5nurI1LndWU1/Smm4DU89zk87/ly3jNkzQdKd+TGSCppIJ21AuURR9moof21QcZ8D2O2a3OufXO6aX2igtKbRWxLIECjUM1ha60Rq+0xiO403GjpxkI7GzvBJc1xKMs8BpxLg/EoS0zs5Basb32hjfq7lvqrij5dy5htZMw2Meab1uebNxZaNhfaNxfbtpc6dle69la7d9d69+D9+4gBJnKQiRj83zcvBoL1n81qJg3BpCHYDBSThmCvY3hbBO42ibdD+VfbFO4WkbeB4/xn4GJTVv9ga4+wtItf3EBMbyCmt9Fz+/glNgn2J3zk0ZAsCpJJRjIpKBYVxaajuetY3haBt0Pi7RDZ21jWJoazjuZuoHgbaC4DyabCmSTYLnZ+Cz61uzZOnmxdn4LSxurxHcVj6YHe+pp6B/nOAg6ckzx4SuTAaX6+q8IH7UAizxVAAVoykbrgkOMSwaqiAUqCYWqi0ZrisdrAKHWxSDVAlIZYuKpIoCJ/gKJAiBogTF0sXA0QrSEWoSIapQZI1JVK0JaI0xFLOCGedg6UdVk68zIwxwBUZiXf5KLS5q7R7qFe76yQbiQRdlIwQEf4hx4w7Kycvw7owzEh/+MiIVqiUTpiKecgSafAUZrCCSeF801A1Q6yzfcOtzyW7/Q6MvFFe/yrVt9H1UF/nbHIS3UftDrDTSg9/tzFXM5iEQ9WxV2uInQlLFb9YAyn8ODl3LWirZ8JpL4Q6kAEZzqbN5PPHE9jdIUulXn/zHbDNL1k9H7tT3JMf36yxNcYWfeJN5PC6PmBg37YGQnlzcQxer/OF9+fLfSAVT6ldH1CN73Gtfnu/gzbHAvGtL9HtPowhr6zpyOYv8LXRwKpQwG04SDSgP9Sw6uFqufU7m+88diNloAmX4s32mL3ZQ4+luF3l+B/Kge4CxSyPfTXZx2VbGvz0HMnfI7JfdY6+k4N+FZFJOWGapP3hZa3el1+uguphqs5JlNx+lNxZmNRRq3fTjb5aXUHnyM0eLJH/Ghtr1bL78PKH6xWPEFWP8fWPic1e1GgL7C1nrMZ14cirw7HmsPLnxIaPg/HuCc46XocEbAU4vtiqDST+5m7XMNDNu0sVW3Ml/Mw7VuzNdCoNxmvHBYbYriwGs5CHq71y2y62+C3a9AnWqU24AILYLGVdPF16SJzcIGReIGhWLEJqMgUlGckkW0AyLoqUmAiUWYpXXkDUmIukWsgWGAkXGgsXGwKKDEFlFtKVN2QLLcUb7+t+vPlpVGvs9V24Fzjv8tuilY7StS5SjW6Qepvydbfli93BBfbAAttxEscgA0e8r0vNUY+nhz/crb3tWb7M9WmB0oVt+WK7MF5N4C5FsAcM4ksU8n0axLJVwAZBpL5ZrIZBqDYU/xROgdj9P5OOSeaeQWYdQWYdVWi5Dqkyu5Ilb0c1F25+Y5i6U1Qjrl4/nWZQqvDRdZHc69Lp5mK5lqDcm+C0s0A5Y5H6u6oFNhBUk0BKaZieTaQWg/Ndu/zHa8utL+6MOhnOhlsOxxgOfDDvPiBVt5dtd4vFhMhjqP+9gsx9/r9bua6atW/uPwr8jYs/TE8+zmu9A2mxBtW9ALf+IXWF7kxkozvjqeP5e8tNDBXOtjwvt2Vnt3Frp3Z1o3JGtpwEaEjBd8Sg4NGopvD4M0hK02hMGgMvCsdN16+DevhkX7z6Eu89VU2ZYlDWWQTZ3ZRE1trg5srvVsrXbtrvXtr/btr/TvI/l3k4B5yaA8xvI8cZqJGmahRFnqUhZ1g435y8JNcwhSPOPW/VYlNNJuB4G6geFsYzgaas4HhbeO5mzjOJp63ReLtkP+Qi7tN4WyR2JtE9jqWQ0NwqWv/nbn+kGsHt7CFmt1Gz+3hFlnEFS5l7d/OFwXOJCP2KWgmBcuiYTgMLHcDz90i8raJvG0CZxPDXkexGUgOA8FlILjUNRZpeQ87T4eN76Gnt+GjlJkO8kQjd22QBxvYGaxJf+5kBBa4ADxwHnTwrMSB86IHDAF/W0sIPZKX+HpcKkwHHHxc/Ieq6NejhwKU+MPUhMNVhSPURcPVRCLURCJUhQOPHvoufzBAiT/kmEiYikiUmmiUqki0BiBRVzJeB5hyWirzgkzKWclYPeG4kwKpF0Wr7I62umu0uqtB7yhV2IGjTh8K0j6YdFWq0Faj7u65MiedLAuFbLOj8eeAoWr8kRqACBVAhJpIvI5oxiXRfHNAlbNk64PD/a9Upv1PT37XHfumuZhoMJtsUu2r0Z9wY3ssgrOQtfs7i7lQyFspx3dGTRa8IXZH8lZKuLBi3mLW+ng0uT+EM5/NWypi9EYha98PJbt2x1hhm14ia71CXZRdVflyXlzZ6Ilk/0za6g/lTMTyfidtDwQjqr1/595dq3xObvuAg76dyLw1XeRJ7ftG7vNfa/JZaXyNhPrs/AxjzsTQR4Lxvd+xPf74Pv816IeFSm9k/XtaW8BAxO3354AOIny3RPgeSvI/lBJ8ABZ2FOBz5D/wRFbspQL4rbLMRw3Ix+PgoHNy6dbHi9x0656f6v92aSrK8GfUhZGIM+ORl+dSbswk3+j4cbbGV635mx6yyp018nV/4Aul7R25zZfW9pHQ9BZb70Vpfc3ofE1teYaucFvIthlJsJjKdEXX+lKhocvZ72KsT9gD//IzODKT+5E9X76/XEX+VYgZz2Mh2rjIXkRb3mBOEHG4kItq5q6WMkYikRVeE2GWzY+1im5IFVqCii3BBWaShWagYlPJfEPRQiPxUkvpXCOxTAORLAORYnNQ+XWZyhuyZZZS+UaAYjNgqblkuQWo0Ei0xFSs2lq6+ga42UFx6NHp3vvaReaAPOND1XYS1Y7AGhdQ7S3pWldIs7titYtcvpV4gTWg2E6i2A5QdQvU+1pz6tul3lfarU9UG+8rVt6Sq3CRLbGTybeSyjIVTzUUTbsKSNUXzzQEFZjJZV+Tjj8tGKfHn3hKOO08MOuKVPpFYPpF8UIz6bIbslV28p2eGq0eKhW20gWWoCIrSL6lXL6VfMENSIYZIMMCkHVdIus6sPq2MtRTs+qWcrH94SKHI5Vuqi1PTnW9vtT+6mL7q4sDn01G/a0Gv5mNBFrWPD9Rek+z77PZiL9N34frI9/t56I8VhKfwNOewTOfLaU+gGU9IVf74itewUtekFu+M/oiNgbjsW3hyLYofF/G+s+y3fmmvQXo/kLLznT9+kQ5bSAP15aEbopCN4ahG0OQjcFrDcGrTeGrrbHwnkz6dAMXP85bX+BtLLHIcyzSPJu8sIeb3kZN7mGn2PhfbNwUGzfJxk2y8JNs/BQb94uF+8XC/2bhf7Pwv1j43yziNJs4wyXPcslzPMrC/w8vDgPJ20TxtjD/OcVF4m0TOZsE7iaJu03i7JA422T2Jom5Tthn4PdpaDYVzqGu/WnV/3fy2iMsMQnL/2aL/0/syCbDmBQki4Zl0fBsBp6zTuBuEDmbRM4mnruF422guetIDgPOZazx6GtcCoxNWNzDTG+sjW/DJ9ZXh3aQQ5tLXTtzbbs/GzgTjSMp359dUbkEPKArxHcKwHde7C8j8UMOYImnSmBfZUCQlmSQpkSABuCbkoC/skCImlCIqkDkcZEIdaEINaEodZEwZcGAI/8EKvAHKwmHHxOJVhOJVReN15JIOgFKOiWVdVEu44JMuCb/D2W+UK0D6fpizW7qnQ80Kx0g6deEQk/yBWryxZ4VyLeUq72l0eSpV3NXo9xZudJROeMqMEpTIE5LIlZNMlZdIk5TNOmMYJ6pSK0LuO3+ke6niqPvNX/7n4LHG2zX3kEVOzZ9OzGe5bgxGsIYjSINRm3+TN7/nYFs+T6e+wTTFrAzlb4xkbw+Fj1b/aon5RaixY/5O5XRF45t/DiV494be2Ou8G5v3I0PZpL3tAXbQ1y5PzN2h+K2+yO3+8LhFW+msz2ns+9PZ3ssFT1C17zGNrydyvWYLnxA7wvYGo+k9AcSev2xHZ83RkN3pmI2JiIpQyHobn98f9DWVPzWRBy5MwRe8Sn34aVbED5XsQPu4n/fEfr7rsjfHsBDTvx8TgJ894AHH8sc8lGV+KYjHWOgWOB8sun51bY3+h2+F0cCDEZDrnR902v2Ve/8cnIm0Womybrly+ny18davp+BldwhNXqRmt4wOv1I0A+k5k/EJl8i1IfW8Z7R+Zbe5kWouw8rcprMsJnMcZ0veoKp/7LeGjGT+LTgwfmK16bLZZ82x9I3ZwupMyWk2QompoeHH92Z68T2l20vQXmEDh66irWQTm33+xlh1fxEu9xetsgCVGAikWMomn1VpMhIvMhIotBYvNgClGsinmMMyDURL7UAF5uDym9AKq3lSs2lKq3kKq3kKq5Dcq4KZ10SKDGVrLSUrrSUaXNVa3FRzjcWKbYUrXeRrnKQqLSXqHGRrr0l23xPqcZVvsBavNhWosxRstgWUOYk0fFMdeLThb7XetBHKjVu8mWO4Apn2RI7mWwz8RRD4TQDkVwTyVwTcLYxON9MNtdIJvGcaPwJ4aRTgJQz4pkXwannJdMvSBQYSxeaSZVayTS6KlXZQ8pspMttZQstwOnXgNlmMkU28jlWwGwr8UI7mQpXhaYHWtCH2nV31Oruqjc/1Gt5cqrT63z/O4OBD8YDH02Gv1kOfDEbD7w+HWnb9vZCzZOTve+Ne96bNL/Qb31l9CvkFirDay3lyXLKw+WMh2u5j/EVL1ElT9dKnpFbv9F7Qum9kRhoEKz+B7w5AteVTB7Ipo0UrE+UrE+UbIwVMYZyCZ3JaGg0sjEM1RCMrg9E1gUgGkNgzeErrfH4kcKd1Q4u5SdvY45NndknzrDIiyzSEpO4xKGu8GirXPIihzTPJc5z/iM2cZ5FWmCRFljEBRZpkUNe4pCXuNQVHnWFS1v935M460j2OpK9geRuov7Ai7tN4G0TuVtEzhaJu03ibJM5WyTWBnGfgd+l4XYpKCb5v/e//kf/NvVp/7ZVuZQ1LnmVQ1lj09AcOoHDIHI2SJytP7e9CKx1DHsDzdtEczdQXDqcR1/lUVe4pEU2bnYfNbWD/MmADdFgA1uoISZ6aHehffdnPWusDl6ZFH/f0uKoiK4wn54w32mRA6aSgq7y0k8Vpd8piQXqgAK1xAM0AF+U+L8rHwpRFwpROxSpIRR1XChKXTj2OCBGAxCpIhymJBSmJBSuJBClIpSoKZ6iB0o6AYrXFU85LZV4SiJI7WDUCaEMQ6kqu2Nt93QabivnXgfEXv4r/PTfmUbi1fYKjW7q9XdUqm4dKXWWqXSRq3CAJJ0XCFf/J0kHmHhcOkFDKkZNKEbnryIzEaibbJenUtv9w22P5H99O0HItGBDPVHF9v1R+suV92lD/rieH9ThyP2Z1M2J2OXa1xM5HqgWP9pIHKE/Atcd0JHskvP+YneKK6krYHM4YnMgaK36+VCSzUSG/UiqHTTQuMLXYD73DWs0fX84mTmShKz+VPfVrPKDAfSHeYOfYd0ng74IW2T1G3zzx7XqNxsD4by5NN5cBmsmeX00fGcyZn8mcX86aW8meX0ynjEey5zP4i3n7U2kwko+xTro2InxuYod9D4M/nTs2CdVJZ9jsh+PH/mkKfP9hHy80fEi5wtFzqebn14d+Wo9/NViLMB8yN+o+9O5ulcaDW81619rNPhoD4Vc6/h6MfOeXOY9mcFIE1KjN6b6GbLKa7MnkNjsh6p5h63zJbd8oHV83Oj03ep+x2h7hq3xQNY8WKt7Ol3ouVDyYrMrlN0fS234jqn8gG/2pw7FMn5nry9VMjGdPMoEl/iTixjfXexhofp4xG4utoa7lsfo/TEYbA59ptPgplxsAco2EEm9cCjxzF85V4TLTEHFphIFpoBCC4kiS8lCc8kSS3CBqUS5FaTWTqHSSq7K+mi5pVyZBST7CiD1HH+uPqDwGjDvqljNDfmqG5BsfYESC9EGF5lKe2CZjXi1s0zNbbmGOwoVjpAiG4lye1CFo2SpnViZg0T93cM9XtoDr0+2P9WodJUrtJEstgPnWQFTDASSrvBnGosVXYcUX5fLNZHJM5HJviadcEY0TlckXhcQqy2cckYy6TQw7QIw1xCcayhRZCFVflMm7apAlolokZVU6hWh2LMCWcbgUvujhfbSudbAEke5hnvqLY90mh9oNXtqtz8+2fnifOeL851eF3p9rg58MO77aDL41Xzom9nv0JvTYTdbX56v8tSBPj/f8ORs3ePz3T7m06G3l+MfTEe5zcV7rOY8Xct9tJLrOZ95Z7noEbn1K7U7mNIVgmn2h9V+Xa3/gWgKRzZHolvjiT2p5L4M2kA2dSCD0JmIbYtFt0SjG0Mwtf6omu/wukBYQwgMGoXsTSf9qtyCd3KokxzazD5xmkVd5jEQPAaKt47l0tFcyhqHCuNRYBzKCpu8zCEvsynLTNISi7zMJsNYFBiHssqmrXHocB4DwWUg/gdee/Q15jpinwFnriM4m2jOFpa9geVuEbjbJO4OmbtD4e5QuVtU1gZln0HcpeF3yKg9Imz/333GVQ5ljUP705ZA8DYxvA00j/Gf2xI0BI+G5NFRXAaOxyBxN8mcLTJ3i8TeJDLXsXt0JPPPCUP6GocK41CWOKRFNn5mDzm5vTa2gxjbWBuirw1so4fZuOGdhbb9302b/WXE5qw6/yd3TkEuyxw4JcZ3UpDPTFLQRRbkLi36WkEkUEcqUFsy4LiYn+KhLwp/B6oIBCj9FapyKPq4UIyGcIyacJyGaMJxsWhVkTBFgTBF/qhjAnEawgmagJjjIuFqAjFaorG6YqHH+ZMvAEutFOtd1KudFMsd5KpvHS6yBeZZilY5yPc8OjH88mzXU61698M1buDm+/L1tyGJ5w6FHPs7XlssTkMqSVsmSlUoXP1AoalIy23ZdvfDre5yTXelfn3VhccbEAqsZ1Ku/cqwpHa/3Z4IwnZ/IQ8G70zF0IeDYfXeE9m3lqpf0kbi1icS18eiRvI9q4PNuhIdV+t99n/G7o+Foxpf/sp1WS51R1Q/wTe+W8p/sZz/dqsrljuRxZspnM9/E+ms+sNKJtrxaO6TE13BNyZT7sIrXhOb/ZbKXhLbfmyNxu5MJO1PJW/9jNn7lcCcSd77nbQ/l7Y3n8GYiGeMxe9Npu6MJP9M9QqyUHGWPGB76MBbRfkkA4Mkw8vZN640PrIpcLrc+Nhi8vududC7s6Eu8xHOM+G2fZ/023zONL7SqX6uVvFMtcX3VM/3y+1+F3r9Dere6gWZCwaYCfYGG1GbfPA1L/F1PusdAYz2AGKTHxn6ldH5ndH5eb3rw3a371bnS2LjQ0rHK2K7z2yJ52zhIyrUjz0QyRuK2ukOpHb+oI9G40cT0RPZu6hOHnGCjR7jYX9zkKMs9ACH2M3GN/IwZVsjkSMRN5uf6zV7qJdbQ/KNxTMuCySd+SvnilC5qWSRCSDPRLTESrLMGlxoASyxki4wl6y4IVtjc7TMUq78unzBNXCxCSTPAJRxSSRbH5CjL5Z5UbjUFFxoDEw9f7DITBR663CtI7jAUrj4pliFI7jGVb7cXqbcHlzrAql1kalyApbaiZU6gOruHO3z1u14crzUQSbnulj+DclcS4mUqwKpVwSzjSXyzcF5ptI518C5RtIZ+pLRugJRxwVitESijgsn6knE6AASTgEyLgHTLwGyDEXzzMSjzxzMNBKtsJPPNpbIMJAot1GsvnWs2Ek66wagwFaq4Z5a62Pdtid63S/O9L280P/mcs/LS+1e53t8rvb6Xut4c6X7veHod8vp4Jvj382an5+q9NCsuadT5qbV9PjCr0BnRMozROrT2Zi784keyLynsOyHc+lu06muS4UPcI0fyZ2B1K5gfOsPeP231Zqvq3U/VmoD4A0h2LZoQkcCqTuZ2JOM7YhDt8Vg2+KwTWGYOn9UzbfVan94QyiyLQbenYwYzCP8rt7G9HOo02zqHIe+yttAcRjoP5/DcmgILh3Oo8M5dDiHusqhwNgUGJMCY1Jg+yTYHhnGJK8yqWssGpxNR7AZyP9NG6nLbBSjUUQAACAASURBVAaMRYexaGvcdSR3E/MHXrx/n+qpvG0qb5vK3aCw10ksBnGfht0jw/fJa0zyGpMCZ1MRbDqKS0Nz6GjuJp63gefSMVw6mktHc+kYLh3HXcdzGQTuOpG7SeL+gdcGgcVA79MR/54wpK7sExf2CbP7+Jl9zNQOcmJzbWQbPrK5OrS+NsjETeys9TJ+N25O1DB68mgd2X1xvl4GKkZyf10F/31Z5C9zwN/2YoKugL8fy/B/15Lx1wL7a4L8jon4KQl+U+L/cviAv+KBSA3BqOOCMRpCCVqA+OOiUSrCoUf5wxQFotWEolQFI1UEQo8dClcTjNcBJp+GRGgJhx3/O/2yWIWNbJW9TI2jTPt9lTqnw5mGgvmmAOgdpYFnWt1PVBrdZRrvSXc9V2x7pJhlJByqcSBWRzRWG5SgIxV6TCBQmS/vGqDdXaHZDdzoJgG9LzXtf2I13gCeaTEeo79Y4Lg34kcf+LLa9BrW+AbZ8p424E/r/TpbdH+m5Cl9KHZzPGF7Inqt0Wc0220yzx3V4LM/Hrne+x1Z771a/RDT+Gy14gGm4RWy8jWh/vt+XyJnJJ3aElHhY+J9lv/VuUNRdgqD0a77QzGc4Vhi0xdEpc9i8QtC6zdqTzCpK2hjJGprLHp3Mm5rPI7YG0IZitr6lbwxkbQ1lbY/k7U7njKZ8SLT8+KH87IOAD53yUOvleVfKUNCrijFmav+H7Le8i3qtm3bxtPTBulOFcXuLlQEpENKAcEuVBAVRJBS6e7uoXtmYBgYurt7ujvoid/zweu53/e6n2VZPx1/wLrsx7Hsx7ZVv7o1Hem0nOgyGWE5E2s1n2DTE3Cn5u2xdBvZNBuZkhdajV7ne//cGYl+0Bl8u/HrZdALbd8b2z0vioHeaM9kOBDK3pGrPhMqPNkN/ivNv7gtv7itwbw2fzbChwn/woR7EKHv6M2e1KZvU3lPh1Md0EXveFDfDUQQt8Wf3fl7dSyBPBCH6UneQDeISL0CXD9AGhWge1eX2zYJ7UJiC4CHbIxkTGS8AH+63PD6VJ3jgUpLRZChZNbNHYX3xEvuS+bc3pOjJwEyVSg2kS8ykis1Uy4yki83U6m20ig1VgYZKhTclys2UAIZKOTekczRlcy9I5l7W7LcSLnEQC5Hd2+1pWLb0yMNj9WLTCTyHuwuMpWotFWoeKhQaaNY90gF7KhW+0ixwlamxFq61FYO9lIb/lqn1EYp84FEvolMoalClp5k1j3JnPuyGXekM+/IZt+Rz7mnmH5DOurkrsgTe+LPSEYc3RN7an/UyX1RJ3YnX9qfdGlv0uWdGbriMRf/yTeUBj8+VPlQvdb+YNPzUw3Pj1Y9US92UKhwVIW/O9Hy4Rz8/dm2T5fbPa51fL7e4Xmr/cutTu87fX6Gnd/vdv/QHwoyHftl0u+rh3C/Dnt/pe7F+Vxr7eqnFyZDHhEy3Yg5bgtJTxdSXXAFr1F5zxaynOeznJdBr/F1XrTm3+z2SFpLOBb8C1kbiKwPREICUZAATMMvHCyM2BxNQsQRW2Lx8Gh8UxS+IRQP/oWtDViu8kfVh+DgsZiWRFRbBq6nkD4N2SD0AYwpgLMEcNFCFmaLgV6nowRstICDErCRAjaaz0QJ6MsCOlLAQG7RkVtU5CZ1eZOG3KKjNhmoLSZqi/Xfk5eQPiukzwoZCyImUshCCf9ukPJIwApVxKOJeDSARwO4NID3P1CEHCKfid2kYzZo6C0Gls/E8ZmELTpeyCKLWBQhi/z/waQIWBQhiyzgkAU8smiFKlqhinhkEZcg5GCFbLSIhRQyFzdI0+vEiVX82Ap2aBU/soLtX0X3cJfaV1E9AvwQe7p5baZpbbSG0ZpFg6WN5wQEWV9+oPyvmdpeU7md5hL/mu8Ueyyx7aXCbr9Tan4nVAPPqP88qhBwTM734F5vtW1+mmIRJ3ZHHNuZdEYi7YJM7NG9MYf3xhwSjzi0L1JnX8wJ8egT4mFHdsWdls68opF383D8GelQnX9iz/5TaSGHcNVsdFSB2CvXWmnk35PJubsPZCJR6yAPcVYEu8hDnys1v9FqfHkgz1Q64vz2mAviKTdU4i7I/dHZGXbs3xIj9cFPl7veH4A+k4C/lZ/4dY6QbcqocJpMM0GXu673+C1Xv5sqfj5T9mahym11IFQwGoWt/4yq+8bpiaUgftMQAbzuYCL4M6XhK681gAT+OpTxaDDDYaHi5VL1i5EcuxmQKwn8jd8bL+xKXMj+nOp4/vVJsS/X9iU9PgX5YUKq9QMmM7d6Ygm1PtP5b5dK3ZktwdyOEFbbr/WBKF5P2EpfFLsrYrneB9MYRO2MZPbEbExliZaKBONp+Hq/8Yy3YB+zH7eVXmnvdlLY/kR5h/dliYgHSu1+utPx5lOxhiMRuphsa0K+Q2/wrcrXR5IsJdNt5cHuJ9v8r3T/vtb16wrM6wzIVSvqwe4/9/6NMtqT+VhhJNqYXe9OKncjlH1g1n9faQ5mw/zpjb7cNn82wpfS+IXQ6I5v8qDAv9Ibvk2lOTf/1OsPsyCXftxq/7XZG8rrC+ONxlEGYsn9KfzFGgADB/DdIkLvFqZ7ZalzC9cP4AdESIRgqhxV/bP+2+1GjwuQV4dr7BXLTPbn6m4H3d1TcGtXyqV/Mm9LgIyUCgzli42Vi40UCg1kSk0U6m21aqzVi43kys2USozlS40VC+/L5N+TKtKXyb8rXf5AucpMtcJUqclRu+P5iSanAxAHlQoLqcIHuysfylbayFVYy9TYKdQ/UqlzUK57rFJpL19qI1XpoAh7cajWUSPHWDLvgQzIRCnfUD7fQDFXTzHtplTmbdncO4pZtxTSrknHnt0XfVoi/rxM8MHtv7V3xJwUjzq+O+nC/pRLEtm3ZPLuySZe/jf15s4CY6kSC3mI84HGF0eqndXKHRVrnqo1vj3c/OFE/QvtcmeNmqeHIa9ONbw92+p5vfeHHsLzes8PvV5fvaFAoz6/+73euohPl9vdb/V6GTS+vRqnJ5dvqzP2ywaV/JyY+waV4YrMdMIXPsUVPcWBnuGKn+NK35EbfOktIaz2OGpzHKY+FF0fgm8KJSL+oBp8l8Dey5Cf6MZfWHgovjkcDw/DwUJwsD+Ext9YSBC6Lmi5LhgJDUfDYjEtyZjWLGJvMWsKKiQMiBhTAGse4CFFHCSfvbTJXlpnLW2ykUIOhs9Cb9FRQgZayMAIaViAgQeYWICJFbKwAjaaz0Zvcf6XvKhTQuqUkD4rZC6ImEtCFkrIwYg4eBGPJOJSRFyyiEsWcSgAhwJwyQCH8rcDTcgm8pmELQZewCIJ2eS/iDhUEYf2/0fIpgtZNAGHwueQhTyKaIUiWqEAKySAixexsUIWSsBYEjIXtiizG6TJFdwoGz3Iww2v4gfXsF0rqPY1TC8f378y27I+07Q6XEFDpLFbM1CV4alvDB1PSpup7DSWFLOS3G67T8xZSuyl4q736vu/HVYIPn/A/6TKrzMqv07Ke2tuD9DeHnNOIvrU7oQz+1LO7Y8/sS9BZ3/8EcnoI/sjdfbHnpJKOCcdeWxv7EnJ1EtKGVfVEs7ujz29M+aMGOiBeOvTgy0uWhA7tWoLrSrTg8UPFPIM9hWbS9Q9koM+VQa7Kta7KINdtcrt1FPvySbckE25pRJzUTbk+J7I03trH57oenuh+aUy5IV441vZ8ZDzhDwLXv1LVNEjcv17FsILU/NhvNC1L8Nhrvzdam8IuyMQU+dJaPxJaw3DNwag676sdQdvdgcDI1FAf8QC6E2Z1zVwsN5c6XNk3bvR3MejOc7Uhh/AcBoXFp737PJLHTGv61Klbre7wxz7Ypwp9f7CvngK2G+59NNM4TtszRcWIpjX+WutJ0Q0FicajxdMJG4OxRLhASioHxLiuwz+Qe8O548m8XoiMHVe2GovZMkXmL9l4asbiTans13ODUXZLGY+Ho8zHovTH4vVHY26ico0RWWaD4fdgXicrnU7AfU4Oxii1xFwFfJVp+7zwXr3IxWvtVOspYtfaNV+Opb7RHk83owH+Uwqe8eBeHEb/JhQPxrkO7XBm4XwpcO98eBPKLAbvukzo8VnteXncvazqvcXip4dG42xWW8J2OwN4/SEsIejaYPxrOF0/myZcK5OtAwT4tqFxF4hcRigTgKkMeFSu3CmFg/+U/1VF+JxAfLmSIWdfKWldInh3tL7+/Jv7Uy9/G/mbckiI5ViE5USU5ViI4UiQxnQA5kqS5Uaa7UKc6VKC+XiBzKlRvLFhnKF96VBBrL5dyTLHijWWWnWWqo12B+AOmjWWimA7ZSrLKULH+yqeihTZSNbZStX56ACcVRvcNaEPtGoeaRQaiNZ/FC60kGx3EYxz0Qqz0im0Fgx31AxR08+47ZM2k3pzNtymTflki5JxJ3bF316T/jJPX+O7vRRFvuhKhZyeEfsmX1ZNxQK9VQrTA/UWB0q1JdLu7UrW1+84qFS47OD0Gda1c7KNc9UoW+0mj8ca3I7Vvv8QM2zg5BXxxrfnoF/utTqeb3L+w7C83rrl+vt326NBBt3eeu2f74GfXW69eP1iSAruNvN0Jv7ih4dnYtyXE5yJeS8wOe6ojIfYfKccIUu5NIXlIq35BoPapM/sy2S0RpHbUnEQqIw4AhCUxih+TcS4rME9kI1+KEbAlENQcuQICQkEAUNwMIC8LBAAiwQBw1CgYOQ9b9R0DBMUxy2NZXYlUsZKluZh21gOoTUYYA3C6zMibhz6/SZVfoin4sFVggiDp7PwGzRMSI6TsQgAUwCwCIALKKITRRxCQIeQbSC/y958SnjfMo4nzYhYEwJmbMC1oKAsyxgowRcrIBHEHAJAi5BwCEK2QQhhyBkE0UcMrBCE3HIAhaRzyQI/14JORQRhwJwqf/D/z2kijhUAYe8xSEKuUSARwJ4JIBHFHHwQjZGwELy6YsC+vwGaeavvDjoYR52dBU3tI7tWsO2bxB6NnG9a4utG7Mw3iCIikhgt6fQ4fFtce/Cna8/O69gKrvNSkrMSVbsrdq/b9V2OUuJvVTc+f2owo+jCr/OqPw+rfBVfXvA4Z2JV2RTr8gknZOIO7kn9tieGJ290Yf3xR2TiT0hl3BGPvmCQrjO7rDDO2NPiSddkkq4sDfh4s7kazsqLOTbXxyHu+jU22kX6aumXZfOviedrSdeZCxZ+0gJ4qpa7ShXbi9b9+QA1PV4qfXhFF3liHP7g4/uDNTeHnpid4XF0QYnHbCrXPN7hZZPKgOBp5fSjNm1L6m1rziIb2vdAZy2n6N5Lk3RZotVn9Z6w/CQr7PFbzB13wmNgWR4MB7ixUL8YDV5b3X/5neHLRW71frd7U99REP40BA+syUvkdXumwNxm51x/TGugfpKvwxVmn9aYou9uI0hlBo/VkMQoyFgAfRhrvDtHOgdtsaT2ey/0hW82R/GH44QjEcJpuIFE3H0jiBCiz+9O4TZG8Ybit4aj1/pC2cgAhjNP5nwAHzFt4mUV92hjoNRjoxqT2zRU2Kxy0yqyVjc3bGYW5Oxd6fi7k3FPhgM0RsNNxoNfzAebdz283Kth3aV+4EmnzODYXqdgTc7A2+Av5xKsJZs+H55MfsJvuTdZmswvzOU1xxMa/AlQ7/R4d/JjZ7I6tczpa44yEdu6w9+exC17GP9x0sJFgotfnpsyPfV9gBWRzCrP5LRH8sdTl8dyV8bLdmaqRVhWgW4LiFhQEQZA0ijAKoDWICgqoOKP1yt/Xge/Fqnwk6+zkaxyky65P7eQt09ebclMm9L5ujJFZuolFuolZuplJspgx7IlJkqVFup/qXIQKrUSL7kgXzhfeliQ7l8PaliA9kaC9UaC9VqcyWQ4f58vd011nL/kZe1dLmVbJWNfK29MviRWqPLgb/yKrOVKrLcX2ghWWQmVWAsXWAkW2ismGegkHZTMumqRPotmYxbskmXJKJO/Rt58t/Yc3sjT+8OPLTNW0Xsu6pYyJHtqVeli/RUq0wP1lodgTudanI6XvhANtdQotZBrfHpoVpntZonquBXmg1vDzW914G+OQx+dbj54+n2z5ea3M41vD/X4nEF4XEN4XGt9cuNru93RoKNmz5canh7FvziZM/XO5g4l3bPe7+v7i5zPoVOfr6c7ILOeILOdEJmPMIXuhBAT/FFrsTSVzTIV3ZHyMpAIqszmdmRRm1JJjXFk5qiifBQAjwIDw/ENwViG4PQ0CAkJAgF9Uc3+mFhfoSmnwSYH77hJxrqj24IwjT9wTVH4Vvj8R2pmM4M0mARfbp6HdsCsIcB3hjAm9yiz2zRkQI2TsDECZi4LTp2k4YVMAgiFlnAIgn+MxWRhTyqaIUGrFL+S15blNEtyugWdWyLPi5gTPNZc3z2Ip+9zOeg+Vwsn4vjc3F8Dk7Axv5FyCECXKqQTfpfk5eARQS4lL+VIf8NScAi8ll4Aec/34xEHIKQjRWwUHzmsoC+tEVdWCNMrxEm1wiTK7jxNcLECm54Hd+3QezZIg9s4Hs30B2b8zB2fz6lJY6GiGG1xhEbI/uzPNPf63++ofxK599PR3f4nJb8dHCvi8y2J1LbPmju8zkqG3Rayf+Y5DfN7V4aYhFnxTNvKaZdlYk9tTfmxN4ond1hB3ZE60jGnpCLP62QclEp4uieMJ0d8efFs2/LFxqo5Okr5OjJFBkr1dgeKrc6WGmtk2+omXRNOkdPPs9ArsRcodpBpcZRudRWptBqf5mdUp2zTp3TqSx9tZ+H//XR3PZLZ0fUuT0lJpowl6Pdn4+MB58e9D/R8ePYZJweqewJq/HjWpfvem/QSu/v/iyn5jhraos/MJ5Ab/EnNnzn9UWvDiSw2sMpjT+Wy9/O5T9Dl75jw35y4UET2S/o8J+i8Vj+aAS1yWdzMAaYyu6PfxZsrPFTTw7s9WAq9c1c1ntixXdyzQ906ef5gncLoPdzha9nCl4ulb2jNHhv9YcAoxG8Tn8awovW6kVBeKMg7thGr/WxaNFs0sZEzNZEzOZoBKvTnwz7Rm7wokK+4yu/LOa5IQve40vezKbbIHPt5jLM5tKMxuJ1+0OvDoZdn000nk+2mI4zGwq93+Z7Ff79LMLvfNfvq+NxBqTiJ8zqV2OxRhUfdHJcNSs+nekKM8GA3q80Bwq6I7d6IlfaflEavUgNnjiw21yZy0TBYwL040rbD0F7wDrUpy/YKNlaqezdGXThazb8B7s9iNsfweqNXh1O5/VnrQ8X8adrtpYbV5fh68jWLVSXENsLoNqBBehEkXfu64v17pebPp6tcVQFO6iAHyqVG0gW39tffF8287ZExm2JYlOVKiuNKku1cjOlAn2pYiPZv+aqNFcquL+/1EihxFA+944EyFCuSF8GpC9dZaZUY6FcYSqXfWdXxq3tVZYylZbSIOM9FVZSZZbSFdayVTYKNXZKECeNuseqVfZy5fbSJdZSheb7i8ykQGZyBUZyhcaKOfdl4y7uijm/K+WGZOp1qbhzeyJObo86syPu4t6wk/8GHBL7ffSfyDM706/LlBhpVZkdqrHQrjI/0GB/tMn5RK6+ZMbd3X/lVeeiDnmh1fTuMOz9kSa3Y01uxxHuZ3u9r3d4Xq1yOVz5TKfj280W9yvwj5fbv93s9Nbt9b0Hfnum9vmxxtdn+r/rYeKe9H43jLy9v8LlFDrp2VKiMzLdGZ3ptJxmj813xhW6oPOccaDnNMhXZucf7lASoyuZ05PD7sqjt2ZSmhMpzVGM1kh6Szjxb+opJBgFCUQ1/ERCfbANPsSmH7iG71jodxzUl9AUTGoJJbVGElqjsW1xKEQ8piMVN5DLnKneIiBEtC4RcwBgzgIsjJCO3SQjNyioLTpuk47jM4kCNnWLRdliUfhsqoBDE3LpIh4DWGX8L3kNb1GGt2gjW/QxAXOSz5rhs+e3OItbXBSfh+Fz/8MWB83n/G02IwBcqpBJ4jPwfAZeyCKK2CQRmyRkEQAuGeD+bfcmAVwSwCECHALAwYvYOCELC7BxAJcAcAkABw+wsf/zKZJPW1wnzvxljTC1QZpZI0ysE4e3KMNblNFN4hAf37e5CGf05ZNaYsnwcGZr9Gp/Ors7daLAp/SzUZjJAf+rkgFXpL1PSX08IO6wV8x5/7Zvh6X8T8j/OCwRcFzCX2dn2DnxjNtKmTcVEi9KxZ6RiDq6N/zw7qij4pFHJeNPy6ZdVo4/Jx1/TiL9unTJAw2Iw6nKh0dSdeViL0sm3VRMvKmYqa+ZoaeRekehzFK7zPJAiblK2UOFcju5EhupfIt9IBvZKiethudni6wOeh8Qc1cU8z0k9vvUtox7UohXx0b9zs2GX5kMvdzue2Iu1Rhb4sxs/MRt82G2+RJh3tAIE3C4KQ7muzYQudIbujEYBSzlbUxlkZsCcbVfx7OcFwpfoEre0MHfVxF/OqPtxnJe0Jt91/tDaXD/lc5wTnNE7tsbz45ti3p4qCvcoT/GcTjxCa7sKwPih6/yxFV6kOu/4Wo8MJVu2OoPdNg34cAfwcBvGtyTBHMjNr3HNLhhGj7i4F/XRkIF07Gcwd/0rp/0Tl8U+D0a/J7d5sNp+cGB+5Jqv7Kg3viyV/TaN6OJhuPJBgtZpuMJd4ajb8ylGKKyLJEZD6fiTEYjDTsDrrf/vDoQdnc+3RxbYI8rfEwseTIcY1j/5Vx7kF53qGl3qCUG9HGzLYzfFSnsj1nv+k1u+IqqeYeqeblU5Tpb4kxp+LSK8NlE+AFtwagM1xxHrTQHtckkex7cl9cRxOsJ4/REbY5mbQznCidKBdPVrNFS2ljlBrKFj+4QYDpFqFbhLGQgyzPt2bmaj9e6fW5Bnx+usVWut1GtNlUsN5QrNZDPuLk36cq/hYZyVZbqVZZqJcbyOXfFCw2kKsyVKs2Vykzk8/UkyowVi/RlMm/uLbwvXWwgA9KXrDCRrbFUrDSXzby9M/X6P1WWMnW2CuUWUlXWshXWspUP5Sqs5apsFOoeqdU4KFfZy1U9lquwlSu1ki63lq94qFJkqlBgLJ91Tzr63L/hp/6Ju7gn8Yp44hXxhMv7Eq+IJ1/bH31+Z/iZ7Wk3pYqNNGqtdBrsT9RaHyk31SwzUa800yg3V0u9tSvz3h7wk4PwVzrQZwcaXx+Cu+k0fziG+HSy1f10x+cLHZ6X6p4fTTOWAtlr9Hrrtn253uh2vtXzGvzT5aaPl6Dvzja8OdXucWnI7/5ylP3UL6tc6wOVrmeW45+gU12wWS6EPJeldNvFTFtkzmNcoQux9DUF/IXW8Ys5mMgeyFofLt0YruT1FrPasxhtKeyOJFZbHLUlkggLxTb8wUKD0dCfSKg3tvE7EeZDaPDBN/4gwn6Sm4MpLaGUtkhSaySuNQrVEoNpT8D2pJGGClizlSvL4HUcQkSdAJgogIERUlECGlbAIGwy8JssEp9H3+Ixt1aY/BWWcIUtXGGLVtnACue/r43UoS3aEJ8+KmBO8FnTAvasgLPA5y7xeWjBCuZ/4PPQAh5ayEGLuHhghQKwSUIGQcDEAUw8wCH+NRTAxQNcHMDBAlwswMECXDTAQQNsFMBC/Sf2i4v7D2wMwPwbkrMsYizzqQt86sIGaXaNML1FmedT57bIkwLqJJ8yJSBPCgmj6wuttL5CAjyOBI9mdsSv9KevDeXQEXGj6R9L3W7HmaiH3lH8c0Pt53k1213bHu4Q+6ItHXRGxfeo9O8z8qHnZMLOSybdUMjSVcm4pZpwUTbqpETE8X0h2rt+H9wefUIi+YJC8iX55MvyKVdl8/XVwQ7nSsyPRZyX/am9N+CoZMBxyYjLCnG3FeNvS+ebqOcYKuY8kCl5qFDjrFzpKJNrsSvPSrzaWb3l3Vmw6/Hoq3v9jv4TeGJb4Amx6GvbYS+0hn+emw6/OhN1qzvwwlKW1VLBY3L9B26r71rfH3KzX6n/nayvVwZynpHgP9cHovjDMaLx5PWhBAr8J67OczjdAV/pRgN7sht/UOu+l3y5XuZ9a674DbPNf7nSYzT75XKJFyLEMdnlLDzIfCHPbTTl6UT6M2ypBx3sQwV74avcl0BviDWf2PDvTPg3Buwru8WL3uCBrXlJgb9jd3syO76xun+QEd+YPf6cwV/LDZ9GS1wmyp+NFjsu1rzgdvls9AWsdwcymr6vIHxJ1W/J1S9ns636o2+3/7nYGnimP+IqOtcCm/twPsV0NEp/MtZ4IOQuwudSR+D15WxbUonTYNSdlp8Xm/2uQL9d7g01xRS+xxd/JpV748u+LRd9YMH8eG3+jGYvPPgdufE9pckNW/uSAn3PbvJcb/4O9IbQKj4VvzoW/1BhONaaB//BavFjIALpbX9WB5LXhrKEk8WbE2VoRAqyPYOPbQFofQBtECB0iRYah3O/hz7UyXA6NhBoiPh4FmQhXW4hV2+lVmuqWmogl3xlV+RpsfSbe0pNFGqsNcrNFPP0JPL1JMpM5MtNFUqN5Qru7y83VSrSl8m4sTvv7v5iQxmQvmSx4f4KU5kKc+ks3R1pN7bX2cg3OWlUP5SrtpGvsVOsslH4j7wc1OofqdY7Kdc6KVQ7KFbYyFfbKdfYq4PMFHMNpDPvSsVd2hlyQizs5D8Jl/dl6spl31XIuiOffVc+S082465ksYkaxOEY3Ok07PHJepsjleYaFWbqJSbKhQ/kMu7tKzCRgbgeanyuDXHVanyp3fLheKv7yTaP020eZxEfzzS7na12PZxtIVfySKv987WurzfhHy+2el4Dvz5V4Xqk9vnRlg/n+rxvjAcaLkXZIqMd6p6frX1xFpn4hJL/ipjjistxQmbaofIeYQucCaCnpPJ3VOg3Rncoezhla7oMmIMAM01rw7XMrkJaexajM53RkczoSKS1xhObIrDQXxjoT0yjDw7mS2r6SYEHUJqDyPBgUlMwCfaH1BxGRkQSWqOxiGh8eyKuKxXfk0kazKeMgpjTtetL3ULcNEBF/mfzi00SsEl8LkW4caPC8QAAIABJREFUzhJt8kSbPGCTB2zwgLUVYI0LrK3895IqY0zAGBMyJoWsKQF7RsiZE3IXRTykaBUrXMMJV7HCVaxoFQusYIEVDMBDA1wswCEATIyQhhLQUQDjb7AXSsRECukLAsaCkL4gYMwJ6XMC+oyAPi2gTwtoMwLavJC+CDCX/iKiLwiocwLqPMBAAkyUiLYkoi0JKAtbpDkRbQmgLwup80Lq3339JRFxZm2+i9pbhm9KIsDimO1JrK5Udlc6pyMVVxXcFfoY9Ox8srl2ktGJSN1jjhLbbHeJuWvuDzytFnxa+c9ZpeCT0r9OiMddVcjR08q7fyjthlrCRcWok1LBB7YHHRALP/pv9CnxhPOyCefkIk6JJ15VKDY9nX3/xM/Dcp8U97kp7PmguMvvuGTsHcU0I+UUfdmYGztT9HaX2MlDX2vUPZfPtvgnw/SfCmdZ2JvDze9OQJ4fBdko5ltKpRlszzL9p/m95lTIteWE+wvx+l2Bl6eTzeZyHMh1n9a7f4kmEzeGYxujLbO/XG1Pfkxu9gcmkjcHY7hdYSs94ZyOYGzNh6E0m4WCJ7jyNytNvgyIT2eUVXOYGa7Ok9sRNF34pifZkQL5tdoaT6kLZDcGbXSEkWu/Dyc798c7oMs+kOs8B5JsIAG3R9NsKeCPFLAbqfYtGfwWU/50udSZ1fpxc9Cb1+21PuDP7vLl9gevjYYtQj/05T8aLXWZrnw6V/WMDHdf7/u52R/EQvgw4F9xlS9HU0xHU42hfqcqPmvVfzvcHXppKctsOdN8PPpeR8ClrsBrCN/LVR91IF9PzySbo3LsWgMugV6qFz7VzHikWfD8FDrvI9CdRC77Ufr+Ouj9xemspzToFy7Cm4X4zG33ZDR/QFW5LBQ/xlY+p4M/CjoCWfVfqtzPJT9SGUm04Tb/oDR8IzZ4E+H+jI5IRlf8+kju+njRclPsDDRqC9UAsPoB1jBA7Qcwbcj62N/WR/8YK/UHG/d4Xy+ylC41k4bYaNSYqRXqSSdf2Rl7flv6zd1FhtLVVqrlZoogQ6mC++IlRrJlJvIVZsrFBnJV5qolDxSyb0rk6UqC7ksV6O3NvbOr1Eiy7qEi6MG+3Hs7ah8qwBw1qq3lKyxla+2VKx/KV1jL1tgp1TmoQZ00oC5qYGelusfKNQ7K1XbKlTaqhcZyOfpS2fdlk2+Ih536J/TEtqSr4nn3lQoN1UBGGiUmGqUWasVmyqXmqlDHo7AnJ+vtjzQ4HAXbHSo3Vy02VSp4IFtkIlf2UKnGUaP+iWbdE43GV4cRH0+2up9u8zjT6n622e10y4ezLR/ON74+Ve2iU/vsWOeXGx2e11s+Xqx8cqj0sWbNM+12j/N9XlfH/PXmwiwWI23aPl9v9byBSnYi573AZTktpdosplnjCp3xRa7E4ue0SjdGgze1/Te9L1G4WA+gEMBi+8poA7mrhNiRR+7MpnRlUDrTKO0ppJY4fGM4BhqIhf7AN/iRYL8o8BBqcyi1OZzcFEpuCiXBw8mIaHJLLKE5ltSWQuzMIHRmEbpzcN3ZpP5i1mjD6my3ADMB0JcADgbg4IAVknCNItpkAqIVQLgCCHjAFhfY4AFr/8/kJWRMChmTQta0iD0j5MyJuIsiHhJYQQNrONE6XrSGA1b/ggVWMMAKBuBhABZKSFvik+f45FkBZU5EnxPR54S06U3S6AZpdIM0vE4cWicOrhMH1on968T+TeIQnzjCJ40JKeNCyriAPM4njm/ix7ZIUwBrGWAuAdR5EW0BoC8CtOW/lWsi2rKItiygoER0jIg4vzrXQ+utxMHScI1xtLZEekcKuTWR0Z5MgYaPJL4ofXMpxVI7z/5SivG5p7L/Wv4j9mjPtk9q+4JOKodd1Iy4qB5zRS1V92CWnnbaLa2kK2rpNw+kXtOIOLkv6uSO+HP7ok5JxJyRDj8h5ae1PejonjTdwwk3jn5SFH+6Z+eTPTuf7N3mprYz9Lpsupk6yPZQlrF8mqFEgbVU7TMl8CuF4kc7C+12gl8qgl+qNbzW6v56tvHNIchL9QpnqboXMp1fD40GX1qM15+J1e8IvDKWaLZc5EKFeq50Bq31hQvHEiaK39eFmvZmulJaAjYHY1ntv3BQb2z9VwLYYyLHfizTaiLDaizFit3wbavjF6nWcyr/Kb7egwrzHst1mS9+vzGUCozlCXoSmE2Ba13hK21/BpMft0dY4Kvc8VUf63/eyP9wrCX03mKRM7LkCa7yGR36Hl/xFFnqyGp1o7e8Wyh3pja7szt/rPb/Ek7FENt8FsBuxLZvuGYPJOQdEe6+2h8gGg/f6A1itnxFlbuOpJlVeh8r8TjQFHBmIPb2Uq45qfQRKtdyOlG/M/BiZ+Dl1p+XwV9Owbwv9IXeG47U7/S/WvbyYKyxhM+l7d8vSbT5Wq7Whw5HPY0210x5fGgkwR5b9poG/sCAfeAgPhDqno5kmbTH3R1ON1sqdmbBvjAhXxp/3s5/e3Qm98lKqx+18Rup0ZsE9yO2/CK2hq8OZ/JnigmdydPgsPWFKoCEAMidAL4DIPWujlalvb7z21i1L9h0OOBepYNyja0i1F6r1FAh6+berNt7c++Jl5jIl5kqlJnIFxlKFtwXL7gvXmIkU2GmWG2hVmakWG2hXmaslHdHKk9XMvvmntSr25IvixXpizc6aFZbyufp7QQZildZylWYy5aY7q+2VSy3ki2zlKmxU6q1V4U6aTa4qoOdVSDOanWPVSttFIvN5XP0pXL0pXMNZNPvSEaf/zfizPbUG5K5eor5+irlFoeqbbQrH2pW2WiWW6nBXI43Oh+ttNYE2x2qsdbI05fOfyBdZCJX73iw6YVO4/MjDc8O1btq1r842PT+WPOH481uJ5rdTje9O9X07nSHx5WOz1cqHA9lmcg1vT3X/vkq9PWJUkcNyKtj3V8vD/vd7P9+ZeSn7tSvB/NhlqNBD6bDLfFpT7BpjzEZ9ospVnNJFssZtpg8Z0rZa1aNOw3yjQALILbFCpFQAN8DYAbXZ9sZI/WUoUrSQDG5v4Dcm0fuzqF1ZdDbk8ktkcSmYEJjIKHhD77hD7ExlAIPpyMi6YgoKiKa0hJNQcQR4bEURDKlI4PUlU3ozMK2ZeDbc2l9lczhBu5UKx8zBFCmRawlYA0nWieJtqgAwAGEHEDABjaZwBpDtEIDONT/fvOiTm7RprboMwLGnIC1KOQgAR4GWMUBK1hgBSvkooUcNMDDAjwUwFkG2Esi1gLAWQboc0LiBJ8wukUY2cQNbhEG17E9a9jOLULvCqaNg0Lw0Aj2UhN7qZGz3LSKat3AdK2juzbQXRuY7i1s7yZ2YB3Tv4Ed5BPH+MRRAXFCQJoGKLMAdQGgLwF0JJ+8yCcvCqgoEQ0DUJGby0PMgToSIpuCSKG2JlLaEmldKZy+NFZ7/Gja64KXZ5IsD6RbnkwzOR10XtVF8h+bbWKOu8VeS2//pLLbW2tf1CX1sLMKAUf2flXZ8VFmu/+h/XEX1eLPy6ZfkwMZHMi8qRZ1WirgwK5vymI+Wv/8OSXjd1jOeec/ttu2Pdy2zVpM7PE+MU+dXbH3FfOttQutD2SayuVYSBbYStQ8l4e8Uah9IdvifqDtsw7s/cFWj2Mtnw53fj3W5aXT46M9GnxmPOTqZMTd0bA7o9EGy3lOmNJX7GYfbmcQoz1wbSia1x81VfZxstSN0PgDC/bGgb/OgF6NZDktlb8YSbcYTDIcSjTsj71PrX0H9P5eaf05kec8kGazWPFqofQlteG7cCxVOJi60RnJ74/m90dN5T6v8LneEWNBqHVfBL1oDNYFuR+DBlxFgpxwFU9p4FfMhje4MqelQht0ucN0vgUi8vZCuQu7w3d9MEQ4FcfoClqs/7gA/oiCeWBgHniYB683SDQRvdYTxGzxQlc9n86z7Ym9P5Cgjy52YEFe8hrfUKuc59ONh6NuD0frjsbe6wu53eRzsdH7EvTbxXr3U/Vux/Mfq8Uby4Tdlf1ycofvBcmIe5rfL4oH3pZC+BlNpzhiip6xIG4r8I+sxjekOtfpAovhTKOZIjtkxVMq7NNqp99UjhMi9D626t1mTxAL8YMK/05u8ae0/6F0RrCH0vizIM5wNr4jcWuxQoAGC9CNm4sNQkIPQOxtjn0f9+jkYJj1VLhxpaNSiZVUpaVi0X3ZnNvieXr7io2l/2bPV5jJFz+QKrgvXvxAqtRYtsxYrui+NMhAttZCo9pMvcRAuURfAaQvDdKXzLzxb96dPRBb9WpLxazb/+bo7qq0kC8zkysy2l9mKVdmKVdhrVhlo1T/SA38WBXqrFb3SLH+sUqtvXKFtUKJuXyugVT2falcA9mMu5LJN/el3JRIuy2Zeksq975ShdXBOvvD1XZapdYqZVbK8GfHa+w1cw2ki4wV8vSl027vybq3r8xSGepyGOqqDX2mjXh3ouX9cfDLQ63uZ/p9rre5n29zv9DmfgHx8WL3l5uDPvcaXp3OMVcofaQJeXkc8vwY5OWx1g/nJoP1JoPuTgTeHgu4MxZwb+aPyXykFTb5MT7VCZ1qh86wRWXaYrId0FkOmFwnfMFTatl7Rr0XGRZIQEQJkTCANgJQJ0WkiS1MD2MWhhsqx/QXYXoLcZ15pM5celcWoyOJ2hKBg/5erg1G1v3GQEIJsHBSUwSxKYIEj6S1xtJa4+ntSZS2REp7CrUzndyeTu3KJnfl0vtK2UO19KEaxhiEO9+6iuvfpE8KuUv8VaRgAw9skYQbRP4KbpOBWqcu8WnI/5YXbZZPnxMw5kXMJREbBfCwwCoOWMMDa3hgBStkLwsY8yLmgogxJ6LPArRZgDwuIg4L8QN8dM8WtouP6dpEtW+i21aXmlYWoSvLDezZWsZMJXOmijFTyZ6v4i7Wri5B15Zgq4sw3nwDd76BOwfjzsF5C4jVxfa15Y51VM8mdkCAGwVIkwBtBmAsAqwlIWVOSFkQ/U1hpS3xkUOckXpSWyahOYHYHItvjia0x7H6Ulf6kueL3Ms/Xk6wUEsw0swwO55pdubHCRmX/dscd4s9Exd7tk/shbjY9wPiPgd2f1Xd9klW7L2U2A/NvWEn5SNPSaddVyrQP5h0RTFQe5e3qtgPrX8iLkgl62pEXtb8fljhs4bCG3kpu53/mIqJ2UuIeRzeEXdPJc/ycJ6lerLBvpg72wrsJGBuapA3KtC3agj3wy2fjiDcjza+02r9fKTru06n94HO79r9gRcGft3oC741l2JJLH9FB39mt/ix2oMYbcEbI7H8iSQM1Geu4hOy6vNSxSdq0w9Koze+/hO92X0o1ag9/Frrn0u90brEimc8+Bdmo+ds4ZO+VAsGwpPb/oNQ77HWFyUaSqI1+K0NRG8MRXfFWVf6XJ/IeUKFfsFXv1sEuUxm2vTFGS4W2GNKHGl1z2m1T9Egu/lci9lcs/7Eu/DQq5jqF8KhENF0AjCbwur+PVftPl35fhHsjoV9ITd7r/b93hwMo7f4kBo98eD3hPrXVOh7NvzTVqfXVrsnE/IKA7KdTjUciLjR/edKa8B56LdTNZ+O1Xqcqf18vsbtVMWzIxlWyinm6glGmp8O73CWEXumJOausz3ORGMsymEp8wmu0IVa+YJa9ZRQ5oQqtlsossbWOi9VOk2DHOjNHqLxcArMcyLXiQhxX+3y57T7cjoDON2/Gd0hlM4w5mDS1nTB2lgOezhTiCwXoqq5M+W86RohpgMg9s1WhOe56faHWy/EW5Y7KmTc315sLFVuoljyQK7QYH/OvT1lZrLV1oo1VkpVFvJFBvuLDPaDDKXKTRWKDWSLDeSqTdVrzDWrTDXLHqiUGSnWWqqWGMoU3JOoMFWoslAuMpDKuydeaa5cbaVSaLgfZCJTZCJZZilXYS1fa69ca68EcVIBOyqDH6vUP1KpslEqs5DPfyCTayBdYKSQfV8m5ZZ4yk2JtNtSWffkS8y06h8dq3PUKbNRLTCVLjaXb3p6tNZBM0dfMltvf7ru3ow7e8utVVrfnO78cB7+6njzm2NdHufa3c+Anx+CvjkKe3ui2uVgw+sTbe4X2z5davt0BfHhUqXToVRDiRxz2fqnR9o+nuvyvNTvdW0+1HAhzHAqWHc04PZ44N3ZUOP5CLPluIeEdEd85iNMph0x35Fa7EoscMLmO2FynhBBr5n1XuyW34z2WOF8PUDqBShjAG0SYIxvEnvI03XooWJUfxG6q4DQlU/rzmV0pdPbEsnNMdjGSCQkZKnu11J9EBr6Gw8LIcHDKS2RtNZYRkcitS2e3pHI6EqldaYyerJo3dncoZKNyVrWcDlloIQ0XEmaqGMsIVaIA2uM8S3e3BZvcZO9IOAs8ZnzG9TpTfJ/p0psMRb5zCUhCyn6+6C+SgBW8cAaAVjBAlykiDEvpE2JqFNC8riAOCLAD/LR3UJ0G3+5aW0WvDJbtzJTw5mq5E5VMcdLqMP5xIEc8kA2eTiLMpRNG8lhjOeyxvPZE0XcqRL2ZCljvIQyUkQeLKKOlLImqjnTYNY0lDsHX1vq4KP7AcIoQJ0AqNMAfUZIGedTJjZJ43zyJECaEKJ7N2agzL48YmsCARGNa41Ct0ZSuuJ4/Ym4+h/NQYY5TtrplpqZZodA9ucT9A79OCr17cD+r5rib6S3Pdsr9k5GzFPlH9+Du/219wUcFg/SkQrUlvTX2h1xUirtunryVeXo89Kxl6TT7yoVmmsVmB/KMdNJNTyWcPdUnO6ZgHPab1T2P5IQc9ov9kb5X79TEulGGvlWGrlWClVP1VvcdRrfaUJeq7d9Pt7mcRL+8Xj9Ky3wG42Gj5pwD3W4p1aP//mhUN3B0LuzKdZL+U+INR/xtZ9xYC8s9Du9/Re7O5QA88XUe+HAXri6r4xmP06bH7XRgwh5M5xqOJZmMJKsN5H6gFT1bLXZkwP3IEPdlipdV3q8ybBPYzmPmHA/YCJ1tSdsazCa1/WrL8W+LcYcWfmeVO9Ob/QU9AexGj/O5drO5z5czHuILXEglNhji2xRBZZzOUZDibpjqUa8dm9gKhaYShKOJTLbf5OaAxndIZzeUF5fyMZgOH8kcrU3hN7sS4V70Zq+MOBf1rp+bPX4Cnt/brR9pde/xJc+nk590Bt+pfnnqUp3rcLXakWvtCo/noR5X2/+drPc9XiGhWbZk8u1L++H3NB0kRN7LCX264Zii5cxvdSDXfOJU/eeXvUcnW87mWzUG3l7MPEeGfp0odSuI1Fvufrp1lAQq917seIlpvYdDf6F0ezF7fDn9fxmdv2mdocyBhJWxzPXRjPWx7MEC0Xr80WEgXTWRLkQ1Q5gulldBVU/LNqCjZGpD+teqqXcFys2k6y30ai2VCl+IJ2luwNkKFFlKVtno1hjLV/8YH+RgUTJA6n6hxr11pqVJiqVxqrVZlq15odKDVWL9GSrzJRrLFRKDOXKjOTBtgfqH2oV3JMqeSBfY61eaCBVai5fYi5TYa3wd08V/Fi14Yl6wxO1+kfKdQ4qNXYqZRbyIBP5YjOl/AdyGXclU29LpN7cn64rlauvUG51COx4ot7pWOlD1SzD/fmmstAnR8CPtQuN5dPv7E28viNNd3eljRrizamW1yehT7WbXh2Bvzla6aSaabIvw1Qi11Iu31qh2kUb/v4s/P3Z+mfHi+00MowkE+7tKrSQb31/dsTn9rDPjaHv16cCdCeDdCeCbs2E6M2GGsyFG82FGy9EmeFS7QnZj3DZtlSQM7viJa30KaHIBZPrgit8Rav25LX84rXHrPfn8ifrBPMI/nKHiNTLJ3XxME2sZQhjvo42Xk0dKKf1FFA7sigtyYTmWFxLDBYRhYaFLkGD0A2/CM2hlNZwMiKM1h7F6Iqhd8Qwu+JZPcmM7hRmXxqzN507lL86WsIaKqL0FxD6C7GDIOJENW0BxkS38Uj9K6TBDdoYwJsHuHOblLFV3NB/P9izkEI2CuBiAB4WWMX/R16rGIC7CLDmRLQpIWVUSB4R4Po2UR1riy2rc5DN+Zq1qVLmUB59IJvan0HqSaX0pRN7klCtUQuwEFRrBLYjGtMWie+KInRH47uiCd1xpN5Ecl8KqS8N352E7Uwi9KTThgqZE+WcqRruTP3KHGxtEbGJ7NjC9ApwAwLCgIDUzycPbBIH+cQREWFIgOrYmoOyBnLRTeGophB8RyyhO4HSm8geSCI3BQ0lO9a6Xypy0k4zVcq1OJhudDBeVyPyqnrwKTkvrT2eqjteSW57vV/MS21HoI74rxNSf07IRJ5VibugnnxVI0f3UK7egTwDrSJTzQq7Q6V2WtmmCjlmqoUPj+RYnix5dLPQRjfkqvZrpd32u8Vsd4i9kBULuSJbaHe00kWn+umB2ucaFU4KpY/lql01yp1Ucx/KZFnvBznJQt0OdPoc7/p5ejL6HibLDp1lv5BuO5Vujyp9s1j6drb4LabuG7U1iAT/iQN7Yeu+EiHeJKgXpcGLDPWczH08kGQ0kWlMrHIkVjrOpBvPZVvTwW8ZDR/I0Pe05o/Mts8LZU8m8x1pjV7CkXhgLGGtJ3S25G1X4sPxPJdZ0Iv54mds+Dd+jx+17jUS5LBcYLuYa7mca4HMs8QVWSNzTYfirvVGX0EWPRT0+QmHQta7/nDafhOgfoy2P8LxZOF40tZIrHAsdn0ggtUWxGj5yWr9yW3347b78vt+b3QH8Lv919u96eC3xMon8zlmo/G6HX8uNPgcq/l8uOLDkXK3E3CfW63f9XJstUNuyiYYHUkzPx90WeOp/DYn6X+SzY4hU98KmgL48O/85q88yBt0ge1wvH5L0KXO8Mu4KoelUpuuhHsThXbsDi9O53dU7RtUzWtqowet8TML4bPW83ulN4zdH8kYiGP0xbF6YrmDSasT6azxdGRnHG0UJEC2Auge4RQYFuoM8b07m2zW4nm48OGuGjtZmONBqL1mlYUcyHBfualUjbV87UOFaiv5MhPpMhPpClM5qI1WnZV64T3prBsSBXflqk0P1JofKjNUqTRVgzw8VGd5oM7qQJvrGbjjidw7kvl6UlWWakWGslUPVSuslf6vvNQgjmqNLhowV436xyr1j1TrH6mXWymWW6pUWqsXGMln3N2feU86z0Dxb8tZhfXB2kfH6hyPltlqZBruzzGSKrFSLjZTytLbn3xzV9KNncm3dmYbSoIsFQotZUts5OtcNGtcNIpsZLPMxPOsZYvtVcsea1a7HK57plP79EiJnUaaoWSqgXi+pULDi6Njvrrzvw3H/XRHfG6M/rjW53VuyPfSYqTBUpTRQqTRcoz5cpw5KtmamG1HzrOnFD6ml7iSip7gC59g81zxRa9pVR5rzYEriBBsdSCqJmy5Pg4FT2ONla0vg/l4mJDaJqR3C0ldgqXmtYlaZl8hEZGKgcdh2+LwHfG4thh0SygK/hvT/JvQ8puA+E3tCKN3RjC6otm98ey+JHZfMnsgldWfzhnM4g7lsQbz6IN5tOFCygiINFJKGK3Aj1WRpsC0uQYeul1IH+ZTh9jIdtps0/+KxEEJuWgRDwOsYoAVDLCCBrhLAGceYM8CjCkhaWgT27WJbl9falqZg/CmazljIPZgBqsvidIRS+6IIbVH4VpCcS0hqKYgJCxwHuyDhPmjmn4uQn2QTX7oZn803B8F90c3B+Pbwggdkdj2CFRrBLY9htiTQh/O5U2Xc6bKWROVzMlq9hSYNwdbW0SsI9u2sB2bhM51XPcGvm8T072+2Lw+Xcfoy0Y3RSLh4Zi2WGxnAq4rgdydQGz+M1Pwtvnn3VJXrbyHcgXWKtmmavkWOmn6h8IvKkZfVU3RPeh3RNxDSezHgX+Dju0NPLrv9wnJlJsHi43PlRifLjY+VmxypNhMK99EocBCvsBaLtN0f7aZVJnTAdAj7TLnMzlWpwMuKL1S3OEoLma/W8xxn5ib+vbwW7IZZsp5NgpFDvLZlhKpxrsyzcUzzSWi726Lub8N5CTf7Xt2POx6T9D58ci76EwbWvEzSukrcuU7ar0nrtp9ueIDHvKd1f6b1RZMhfsSwF402A9ea8Bae/BKm/941qOOSD0kyJ4Bfk6rcZ3NNO+NuIcsdMSUP58DOaJqnpGb3AjQt3T4l/WuYNFwHH8oltLsN1H0aiDz8WT+08Xy16jKNxTwJybsE7n6JanSlVLlSql0ppQ9ppY/ppc/Wsp80Pn7JCLo+GyGIbnqKbr0ObLkLbb6y3LlFwbiDzCZCkykCMcTRVPJWyNxK93h673h670hK12B632/RKNRG93B6x3+vJbvhIqXC3k2s9mm48n3usMudfy6gAi4UOd5EvTqMPTbDbiXfqSe2huN7c+Udj6R3eWqsMNhv9gzlX8z7M4i099w6r9wIR/X4e4rsPfkSpfFfPuRJKORpHtIkAWhxnGp1GGx3Inb4bXRH0CAfMDXvWPBPpNr3lPqPq11BK31hLK7Q8kdIUTEHwoijNYRwR6Opw0lYHsTyCOFW6hWANMDzMMGM9wbA++PxOh1+54Av5QDO8s3OmvCnLTqbZUqzKUqLKQrLWRqrOXrbZWqLRUqTGWrLZQgNhrV5qr5dyRTLu1Ovbyn8J5i+QPNigcaFUbqNeYHqs20ai0Otj+90PT4ZMYNiby7MhA77XJzlVo7zcqHyuVW8lU2CrX2SvWPlcCPlRqd1aCOqnCXA3BX7Vp79Sob9QorNZCpYo6+dOY9yUIjpTJLzRJLzVIrzQob7Uq7gyArlTxTOZCVSpGFUo6hTOqdfYnXd6Tc2p2pL1FgJldhp1brrAV/rdPpcRbx8UTjmyNN7443vjlV/1yn/vnR2qc6ZY+0QDaqOWbyKffFiywVoc+OdXtcmgq4v/DLcCbw7pS/7siPqx0ex7u+nJj5c3s+XH8p2hiXbI1OsEQmWZBz7akF9oQ8G1yuHTLTBpntgMlxoZZ+4NZ/XWn04jb6jKc970t41R77uiPRbbLMfxkWjm2LoQ2/OPoOAAAgAElEQVTnbCzVAdhmANsKYNsEy01rk1X0wQJ8bzq6I3G5JXoRHrrY9HsRFrwMC0bDfxHbwygd4fSuGFZvAqc/mTuQwu5PZfWncYeyuYO57IFsxkAOYzCfOQKiDxdThkCkoRLycDlppIo+AV5DInjLLdQpCGWi7v+VF0rEQ4tWkCLekoA9v8WY2qSNblGGtkj965i2lcUG7lw9Z7KCOVrMGM6n9aZQ2sLJiF84WAAO5o+D/UQ1+KAafJbB31DQ78uQb+gGb3SD9zL4CxL6FQn9ugT5sgT9imr8jm35iUMEYRBBqOZgVPMfTGsEoSueNpRFG86lDxfSR0tY41Xs6RrOVD17BsxbgHKXYCtIxBq6Y22pjTfTyBmtoHZmEdqSMIjYJXj0Ajx2uS2B2ptO64hfqvDqCjWpfq1V6aJQ8kgx20wW9PBQntmh+FvKWYaHQZanY64q+B3ZHnRs159T4kHHd/sf3vnnpHjiNeWMW6qZd5RAJpqVdgeKHyoXWsmCbOWK7eRLHsnXvtCqcFEvdT6YbXng91XZzwf3vZD713a3mP0esVdKYtF3Fcqdjze6nWn2OF338kDVM/WGdzpNH47XvdKuf6Pd5n12POL2VMytnqBzLd6neoNvoDIduPXumy0/iNUfMZUfSRBvTO1XMuznRn/EWncIvcmXi/Df7AwW9oYCw9FUsOdEhi2x8imlygVbZI/Ms+uN0FvKe4yvfo2v+z9c22VXGwjXNmxmOjMVSnGHQoX61IdCobi7u1txK1AKFChQWqDF3SWQEPcECQQLBHcIJMHdtQVa8ny43y/Xu9b+Dcfa51779JxBuqw3+m80BC7j/X92fGYNZu80x22R4zaaYybAnjTw2yVs4DI2YLsu5KAxZK8uYI/gvU/0OiZ6HmDddlGOW1CbqULV9s/3yZ+kBjNf92eqtn1VGci1nIMGrWCjDlqTT3uyjrtSf/Sk/R7K+TWYddKdxhrI+tWbekxJPOlO+t377YD8aZf0cRMXQiu3bU9Wavki05HyqjNFujdNvjNJHh/+tNr9NiHsTX24VrSssNEVNu0/2Az++cOW/2/DK2xm3H/EKQtTU8xnAM6rMNeDeu/DRp8tnMcK0n2+1p5ebjBZpL6Bdtgn+a5g3ffIIT86IpcxPmto302070i+6VCOyToqcLcxaq0uark+Zrstea8jdZ2ctNmVstadtjlUvDUKPptrOZ9pO58gzqO/9uVZD2Wp93x+2hgggrbnQVsK4q1FMeaCUAOuWl2OWl0OhDEvzlIUay4KNxRAGgphTcXRxteRBteB6kKFMldznl/Kfnap6NW1ktfc5W94y9/wAtVFGm2fYk3vZT3/p+g1J97yHsxIDGF2HWEuirQQQVsJI8wF4Ba8KHM+go0wwUasyfl2k+s9rLUk0lwCYiQK0hcu1+ApVOKo0OCr1hMp1xYo1xIAGV2HmktW6gtWGQjBrG6CzSWARqKVugIFiuz/hxfQWIDocq/F73Fn6MvuDzLNgY8IXrdJ/o9x7g+qzUVrra/D7G5WGQsXaXOX6fNXm4hgHe82ez/rCPqvP0J+4pMKLUFtNEahNeARzk2sOeD2WOKbqWQ1+nfNhRzjmWwDZo7BYrHJfJHRfKnxYrk5o9iUUWwxV+a4BfE/woVuob230L7UVGNKigX5s3lDvHnLd7vWLIfWHKeeCn8aKn6hKWenF/h7ppG11cXa6jibbzycgK/3AxY7i2fbshlN36fqE6fqPjPqEhaakhabkzfa0rYp2btdefvUgp2uwu2uwt3u4h1q8U53yTa1dLOrbJtaud0N2O6p2RuA7g8hN/tgG/2IQ1rdMaPxYKpuf7ruf29ee4yzffrZPv3X/tTZzviPzeGD5Z69+Y49ZvMevX5nAr01AtkeqtnsKVul5C+1Zsw3JC4Qo+ZwYdPIYDoqiIkOZmLezRPez+FDGJhAJjZoFhc8RwiZI7ybwQXRMX40pPc0xo+JD2YSQmeI4UziB2ZdFLM+ZqYxYbYpea41fakjd51autlfvT0E3hmCbg/CNgehG0OwrVHMEaP5x2zH0VTLzhB+sbWKgc+eq8uaachikvIWOyo2B8CndMLPEegyIWkwx6o5/CHShRtoxVGg/U+RDnextnC6PHeWgkCxhmS2vFD8o78//3vx+3+c6TK8319yJz/lSHnGnvT075TnfxWrcSJsriPtr8NshBEOYkgncbiTENSJH2THVesoUOsgWWos+U1eLPj2VWt2NptrbIFSf5Wb3Wl7r9wTq9QZ9aop+EFT8P2O8GcdES+6omX6E+Q6Y1+Sox42fpBq+CBFeHcHH/ywLVZ+LM90NN+MGKvYmW22jAldQIcs4T+cdKXsNX1aRL1bxbxbQwdvYEN+tCWcdiTOgz3ngI60EhNqiuJAhnb7F+W+TH16jeNe8/vD9vCf3VErRL/BMptlTOhRW/ICJnyRELHd+omB9J+o9ZhF+DDAHlvEdz9bPmzhvDcxHlto13WY/Uy54WSexkSOWv+3/1rjblESpcZy5bq/yTUnvB7Jt9zAfvjRnnLalX7QlrJNTjzq+nbWl/GD+v24M4U1kM0azPrZnXLa/e2M+v2wNfGoNXEbHz5aaIGPfI4Ku9uW9N9YgepMhd5YnnZXkgrhvXRrrHZrrHmiipQhO5sqG5v+pb/shNjNeS6YcLP5P7lUH605UmQ5D3HYqX+73+SzTvBYRnssQJyYZYYTOUprEMvjRp8toudWvd9WXcAi3GMV7jlbad8Q+Qod9HSyyHYLF7ZJjNxpTvg1kHvWm7vTmrzenrja/W1/ovyIgfy92P6L3vJ7HH/cVbKMDGKUGQ4mPycFCqEduJCWfFhLYayFEMyQ+//wghpwYS2EiFbiGDMRuD4/WJsPqMEL1RGF610vkeP6fu/PREm2b/f+SHt0IfvZ5YL/rgHVxRttnkO0JRNusSXdv1ijJQTQ5K/R5YebimCsxdFWwlAT3lrDaygLPpy1ENZKtN5essHxDsZKAmUhgTCTABuKVmnzl6nzVOkIVWgJ5Cly5ClerdYX/j+8SrV5Kw0EK3QFgYZiQCPRck3eEtVrlXq8tabCBJe7Td4PWwIetwU/q/OSQruK49zvgKzECrQ4K4wEQRbipXp8BZqcUJtbTb4v2/yl2wOkO4Nf9X+QH/+kREtQG4x8TXCTBFtxkfxuTnxVmkpSpSWpzWbqzWTp07N0mbm6zDzd+RKTlSrrhQqr+TKb+QrnLUjAMT7kkOC9iXQlxym2fNIgx2i3JxhRU8wp30zavpu0Z9h25nv0VIaNI5NXOisP6fizVTJrvYO12nG22HIy23hEQ270Vc615NDrU6aIX2bqU2Ybvq22ZG525G13Fu5RS7Y7S7copdtdJdvUor3esoO+ql1qxU5XxTalYptSudcN2uuFblJrN7prj8awv2ZIv2ebzuab/xev3emzXdrZ7sTZ3vjJ1uDhKnVnrmWLXrc5id4cg60NAla7S1Y785Zb0+ebkucaEmbwEXO4d7PYQAbCh4H0mUH5zaD85rGBM2jfabjnLNqPgfSeQXnPY/2YKO9phMcU3G0a9XYa6zWJ8ppAetHQvtP4IGZD+HxTzBI5cak1ZaktbaU9a6WzYK27bKOvansAtDME2RlBbI2g92iN2+MN6wOEZSp8mlhMw+Qst1RudNXujeB+MltPZ9tY6z3nzMbdlvyZap+BJDmMOw/aVaDGnKtA80qhBneuCneOIk+uAl+RinCa9NW0V1ez5Xly5Hlz5Plz5fny3nClyfyd9IwtS+6vGmMeqJUgxFIQYSeOdJKA2PGDbK/V2nHUOnCB7AQBFuKlhre/ygn5S/7lf/NCggxnjc09ygeFvk9vOiOeNwffrfe9Ue97i+B9s+ndI2rsq5aIx7hACYSvECHkFj74fq3bzSxDzkxj3gQN7g+Kl+Hv5efhwfOId7OI4P2Wzyu4D0yI/xIqaAHmu4zwOyR9ZPV+O2qKmgM6d6dqoILv10W8aP+sSoiUwUbJDhSYH7R8YI0kbZHCaEC3OXjQHunzdlP8NCKQgQqYxQZNgNyHK+3HqhyWUF4LULfJEjNmhfl8ldl4nmbrp6ekyPttnx63xz2kfr03kPqIlq9ASXxZH/lsIMt4Ext+Tk0/78naa/66Q04868/81Z+5SYqbx4ZvkeIPO74eUr4eUZKOKMnHHUmnXSl7jR8Z1c4tyYr1n573ZilNlGiP5Kl3pyqN5BqM5JjQi93oRUEIf6PwVzeNOS9q/vWHnTDHxzf3E7TuphhJtScbTVY5LCJdtkne+2S/NYL7PNyFAbRmlOnTC1RnynRXoba7RK/der8V1NtFsOt8lf3AN02gq2SxJX9viu4uNuyQ9GmvOeGkO/20O2u/49tWx5etntSdkaLDKejvhbbzmbbz6QbWOHiXFD1bY9H79TnRl7/OXaDBWbzeXrzRQRJpwgfWuwbR54Ib82AthOpsJPAW4lBd/krlq3nSf1cociH0blQo8CXd+fOjENtHEbZoUbaEG2yZTy/DdO+QHV4DVMQ/CLHFSPxVqsBTrsJbrs4JMRZCWYpAjXnBhpxgAw6UGS/WUghrKVxvL9HgcAtnLYmyuI40l4Aai9XoClbpCgL0RUo1+DJfX8qQvVikxlWhI1CgxpmjxF6kzl2swQvQFwXoCVdq8VVq84NNxaCW14mud5v9/m0OeNLo8wDuKAayFoDYipUa8ORpcgBMxeB2UkBz8WpTkXrPJ70flKghcu2B/1FDXvV/kB+MlB+JVugLf1X/9ibKSbjJ//ZAzKuhuNcTSSrMdO3pVE1auuZsgd5CieFCqclypdVChdV8hd0SwG0XHnRa//68LWQH6YQL+RcT8AwfIN0epdYbr0uJ02iP02hN1Gv7ZtWZ+7a7LLQfHDfVkL7aV3nMJLDWulmb/azNXtZqx9lM/cEwbKWjlNGYRcOnThPSllryN9qLNimlO9SKzY7S9bbSTUrJRmfhdnfpQV/VQW/1UT/wsKdmnwLY7QBstAHW2wFrlOq9AfjJVN35XAtrpfN/8DrfmTo/mD7fn/i9PfhzpeNwrmF7GrU+XrMyWLLUkzvf/o1Jip9piJ0hRs0Qo+aJkQv4d0tEv1mMxxzq7QLWaxHrM4N8Ow1xmQK70mpdpiEuNLDzNMRlBuE+g3CfQboxkS4zeHc60XWa6MKs95ipfzvb4DXX6DtT58skBs7Whc01RC01f15uSVnryN7pLdkfqDoeAf+kYfbGkBvDiOUBOJ0CGCcVzbRWbvcjf041/5rrZq2Ps7amzpdHWeuDZ4yG9easeci7sQw9vPcNmIMw3FasyoC3TJOrVJ27SJmzWJm7TJ2vUIkrV4EjV+FagSJ3gSJvgQJngQJHnsKl7NcXct/8VaJ+uUKHs0Kfp9qIv8ZUEGQuALEVxLhdhzsK1doIVFsIAK0kKkyupylezVXnBVrcwLrfJwc9b333tD3kaUfo07Z3j5sCHqJdJXFvpUjBj5vfPW4O/bf1w1Py+xcYr8clJtcTXrO7iLFZ8LL5/vsX5r3abl3Cdn38IurDdmP8IurDEjp8gxixhApYRPosIXx/tn763ZGwhQ7oS9f/v5+p+ojXpY43opXZi5xvLsF9flETf3cn/WhN2G38dNr5/awnbbn+AwMbuEQKW6wPmoA6DtdY0cG24yVG/Wlq41ka1Hhp0vv7uECJurCbHZ8f96Q8H8+SnitWGs+Qa4p4QPr4oidVb7rcba8+7ndX5nHr98O2b78H8k97s+awEcNAbzoqZKUxZoP8aZMcu9USs0WO2m6O2CKFreJ8aECbnjztjjTllq9yI4V6U+XmCyDHVbjHKtRnDhDYluiSY6XkJMGnwMZmL8oN8jJoSrDEfVQbKrJdRPluNbzbbAjcIwVu4D3nYXaT5YZTJVrTRWoThWrzteaHDb7HpMAdrNcqyImRZ9j18RXITqjUlKsrTnEHFfiTHLdZH73ZFL/fmvyDmrnX9X2vO22vP/9gBPCLTmQxm1gzjSwG6qjr2wLUlfpVFuctVOcm2OQiTnIUr7MVgxvzwI15oYY8UENepIkQylQMY3IdrC1YIs+R/u+fBa+uAdWvV6tIZDy+9lXqUuqDKwXSvAXSXPnSXBCtuyiDp1nP+P052AK4/kh9wl6uKlyrKwIxEIIY8kMNuWGG3BB9DoyZAM5cCG8pTLQRxVmJIE0FIAa8YEM+iLEQyECwQpu3TJu3WI0nS+5yusw/+cqcJZoChaq8BSo8FToiIGNJqPmtWmMJkKEo1FwCY3sHZSdV5/6wwesxzv0ewuFmlalgiT5vuSFfiR5XpbEg3u0hyfcF0eNfrMvdRu8nnaGvu0JlKSGvOkOl+yLlesNlqGHSXSEv2oKfNHjfbQ641xr8qD308dgXRWaGNi1VjZahPleov1JptlplsVhhwSwxmymzWqh0WgF6HOGCz5pC5sotalzFAfbiUNc7TUEy7WHy5BDZljD59mjV1k86rYkmlDQ7aq77QIX/BDxqnpS+3Qs8miCwltpZG92s9e7zJcoJg7w9hJlpqZomlUwS8xn1efNN+esdxbvUsoOeyu2uktXOwvWuki1q2U535X4PYL8bsEup3KZUbVOqNjoBy+1VG73Q/VHir9lO1srw/+DFWh9jbY2xNgdPF9v26fjNcdDqYPFyT+ZsxxdmSyy9/j0NF0DH+TMwfjNo/zmM/zzGax7rMgW1moba0GG2DJgjHeo0AbSj1TqOAmxHqqzHa+xotQ4MmPMM0mUW6TKDdKLjHCfw9tMNTvNk91mS60y9E5PoSMPa09DODKwnE++30BC+2Biz2pKy251/PFj5awJ6TsecMQk/GITdKcxsL2CyrXhzHHm+0c3aGGatTf7enD1bnz1bprFWhn5M4hnYL9M1Qcxip6aQV5XGQiBTUbiZOFhfEKDBWalxrVqbp0qLu0KTq1SNs1Sds0KTt0pToEqdt1SZo0jpUqnqlTJV9lI1jjINzjItnnId3ko9fpCJCNxWkuT9L8FNCu14HWwjCLURBprzVhlewzlJtvr/2+L/oP6tFM71RpPPg7bAJyTvBxiXm3D761j3u3Xej0j+jzvCXg3HqXdFKNfa3P/8iuP9g8sml/54K3m10lluujjgV2vGcXPyOj56u+HzGv7TXtOX4/avm/UfZhGedKDzUWPkr5a4Hcy7rhQ9mN+TCqdblU630gx4Pry+kGslRoxUGCtymK31W0GG7NR/2iHF7bXE73XEb7RGbXZE7nZHrrf4M9EOEwDjvkxlSrx0b9wroo8k0l0Q4yNKipDq/fZyLEduMkdutlB1+JtsR+yLri8KXclag1mWq/Cw07bU3925Z735Z335x9SMVVL8YkP0emvCemv8Kjl6jxJ/2P1pvTl0geC9UuezjH87DbVvTlOuDroDCr43BbA9bg49bAjar/Pfxfsxq9+2JNkWO6s73xR+xcZmLXAN7q8zUeo+XGw1CXBawQXtNkVtEEO364M28F7LcDtamd5g9puBbLnxYvU1lN0pOeBHg9862JGeZ9D3SbbB5ybUlr/WRqA+8F9mse1x48fd5rht8ufjzrTzwYKfvVnHPdk/+gsP+spOR2G/aTgWg8CawZwOFqxig/tSNeoCb9W7izQ7izbai6DN+CGG3EhTAagRL8xIEGV2HWEijjK5CdG9XijL+fXOn6mPLhXKCABUbhbJiOS95AOpi+NMb2NMpPBmT2C6DzMe80aJ/uV/jc3zEluk2B850ny12pIQPTGongDSWABjKoAy4cGaCuBMBXHmQjhzIYypANSAq0brSpXm5RrdawAdrlI1jiK1a8Xq3PmK13IVOUq0BGoMb9To3SjXEgXoSaBtHmDtHyKsbsMsb2DspQjO94muD0meT/EuD4AW4uWGgsW6AsW6/ABTUYi1BMpRiuz/ghIi0x78qiXgRaPPvyTfx23BL3si5QaiFUbilIdiFPqi5LrDpbve/9cR8qIz7GVL8OO20MejiQqzWdrMLM2pTDVGnvZimfFateVSpeVcueVchfUiwGGx2mkP7beH9Ov7pp1jzJVryFlpKYJ2vY9zf4B3f9jk/1972BtyqHxTuGJ7nHZ3sslgts1osctoVcA4NHamLmOnt/rHFP58vo211sdaH/q92HPEaN8bJ81TIExyJaOxYL45f4taejRYtTdQudFbukYtW+0sWe0oWeso26CUbXZWbHZVbnUDNroBS52A9T7E3mjj2Uwfa2nyf+tBC52/5jt+Mkl7E+j1QcAcNY/Z9m229fNk3ftJfBCDGMis85sl+jAx7gykCx3uRIfZzCCsGHAzBsx8stZkvMZ0HGgxCrAYq7GerLWfrHWcqHWYhDjSoE40uPM0woWOchlFOgwgHIbRTmMYxzG0wzjKfgJtN4lxpGFcJhAukyhPJv7dXH3UMvnLTnf28VDFr0koi4FlLbawVjuOmPVLQ5D5gdp9OoG13cfaHfu9On66yjxZnT1ZobNWRn9OEunYr9M1IRug4IF4gzIDoQJVdoixKM7yBlSPD6TLAzXkBxvw1ehxA/S5APpcldpcVZpcIG2eGm2uKi2OGj1ukD5fjR5flQ53pTYPQI8fZCQMNROHWl5H2UrWGPOV6XKUGVwFW/IBTbmqjTgILhJtfg+JLhIgUx6AESfcRgRpK1Ztwluqz1VtKoh0vI12voN1u9fk/7wvSq0nSg1oeTv8IVuwFJurEFum7t2xLM8NWNQOLuaQFH/YFL/bmLBOiN1p/PyzI2W/JW4ZF7BGCPrdmXDcGLFY60lJ1gG4SWWZ8FY63wR53C11kID5Py12uEH+rNWbbTVW6rJHil8nRs3AA3bI0T+7Px9SYw57onbbA2cQtr25qsTIB0hv8YaA2w2+Nxr9JZtD7rRE3+9Ofj6Y+Wo4XWY4VWY49c1opho1SbEpVn4oz2oL9+Gg6fNJZ/rv/ryT3szjnrQdStJBd8rxYOped+IB9fNpf/IhNXax3m8W67pIcF/EuU1D7UgpCiXe12HvnzCBTmdtESfk0F287ybq7XipXUuSeZmLsoM4tywbm+6lv1L17wzl2ixA3SaqbKfB7kvY4K2G8P2msJ16vw2MG6PKsC/jdV/W66kK7U2s4wnZfx/vMZmn0xr1nOhzC2rDjbDnx7pL1tgKkqPlV+H+xx1fDikpx13pR53pu23JB13pP/oKD/rKTsZgpxPoXzQMi4E+HSpaxYX2Z+g0vrtHeitOdhUnOYpiLQWgRjxgfS6QLifaXKzB/i7BSgpncQeqK5EnzRElyvZR9I+0hxwVCtdLX4tnPuYulRMEqYsi9G+2OL3CmT9Je8wRK3Hh850rsTfYI0T/+ix1ueCVIEBNHKonhjIRQZvwoUx44HqcaANejAk/zlyIYCmKNOav0bpapX6lSvNqpSZHmdq1YlXOIlXuPEXOTDn2bIVrperCAO3rxSqCJWqCSMu7GJu7CIsbaJtbGPtbSBtJotv9xrf/ohxuA0xFKwwFK41Easyvoxzv1r39t9H7Cdn/eVvQy/Zg6bag5yTff+u9HpADnvRGvh6KVRiMeTMUqzAarzwY86Yv6vVgjMJgtEJH6Atq5H+jXxTmsnXn8/WmMtXouVqzxfoLFaZLFZYLVVZL1XZrYNctuOcPYugxLqQ3RSdViz1Z5Z8cnWtlRvxVJkIg8+tI+zsY14cEr6eN72RaP6pQP+v0fTfuz7Toz3MYKvMeqQ6eRsYskjL2egEnNPzZTPOvuXbWxiBrc/hsofN4ummzD7rQVr7QVrLcUbzcVbxELVnpLl+lVqx2Va53Ada7qrd6gBvdNatUwHoPcL0PujWEO6S1/ZofZC3R/gevYzp+fxK9NVS72lMx355Na/w6WRdLb/w4gQuaxPjMEP3m6r1mCO7TKPtJuNUUzHIKakKDGDBhRjNwkwmQ8SjAYARgPFpjNlZrM41wmUS4jkGdh8BOg7WOg2CnUZjLOMp9EO7RB31LBbl0VNlSq+37wU7DMOdxlMc4ymMY6jYG95nGhTDrohaaE9e7Mnb7C49Ha05p2DNm89l82yG9YXMCuz6GXB9G7E/Xny33stbGf60xTldnTpamzhdHzqaaV0m5S/DYbXD4SKJpljJnzH22PPkrOMsbGDMxqCE/zFgAasJXa8JdY8xZbXitUpe9UusyUI8DbMQNMeGDWwghLUWgpkJAA95qPV6gPj/YWBhiKgLQ5ytRZ0+VZvv6jC1X6Q+EjRDGXgxkwoOwFcE6Xgea8BRrXixU+7tC71qFAVex1tV8jSt56leKdbiKtTlL9XlrrSWa/P7r+qCEdf83Q+1akaFokYlEY5jadIH7RKHTHND7qCn6R2v8PiluBRu1hIncafy81xy/2fBhvznytC12jxCyWPt2IMcE4H471YADF/pyqsCq95suOV6VFKvCqHRbhPrNQfyO278ctn6egwfuNcec96UcU6IPOt4v491689VJ8c8Q/tcBdlxodxFykBQl7EFP9NPuz896Ul70pL4czJAdyVaYKtJilBlSUhQbYmWnqhx+tHzaaYzeI8eddH876U096U9daoygY4NWWyL3uz+zRlJPehOX6wImofZ0hP1ynftGo/cq8e1wqQkxXmao0OSgIeScEv2zOXQF6jKYrdeeotGRYlrq9NrtBqcFz2XTa2xBT/6pj1KcBzl3Zel0ZOgOlzus4IK36oNW0G+XYI4Tpbr9WfIDufJjJerMGuNNrPMW2nkwQxUXIIV0F4XZ8aKchIjet0GOoi2x8itwv1Nq8lHXty3yl6W6uDn8x/WWr/vduUdDFWeTiNNJ9PEo/PcU/NdIyVZ95FieSVvE02afm82u4s3O4vUO4mgLQbA+F1CHE2t5vdHhXr31HaLVPaiuePaLyyE8bEGcbEl3LwJUbtSo3M54yPH9/sVCae4KRQGIjgTKWAqsKwnUvAHWe1ChIvXlDne44J8JN65kP+evUhGB64tAdDmBmpeBapdhOpxIPR6MiWCDjXxa9GYAACAASURBVATeUhyqzwfW463V5a3R4avS4itV4ylR5c19w/n16V+fH/2RIX2lSIkv/w1XgQIX1OQGwuIGwkISa3sTYipUqceFcbhJcJFC2N2A2dxA2N1GO97HuTwkeDwi+TxtCXhB9n9ODnjW4P2I+PZuk9/j9ncvKKEvu95LU8NfUcOlhz8pjieoDn9SHI1XHopV7Az7r8n/UXeU9OgXhZlM7YUCfXq2BiNPe6ZQd6ZIf67UdK7cYqHKdgPqsY/x/90UxWqKGUwzStG4Eif3R7Li39+VLmapshdr85bo8pUYCNTa3iL4vmgOf9MVp9mTZNCVbNSTbjJcbDta7jxa9XYCHDyHT1hvzdnqKd8bgv6kN5wutLGWu1jrvb8WO46mG7YGUctU4CyldI5autwLWO+v3RyAbvZC13ug6z3QtR7IWi94YwC+P07Yn2w8naOeL4+wVv4Xr43B8uXuwrn2LCb521Rdwhg6YhwdSseHzhCCZ/A+szgPJs6JgbGjoyxpCNNJmNF4rd5otdZYleZwleZgufZAme5ghdFwjeUIyK4PYNNbY98PdhmCeY4gfEbR/jR80HRjGI0YQSN8HEWH99T694F9+8A+A2DvUYTfGCpgAhNMw4bSiZH0uugZUsJS+/c1avbOQPnRKOZwrOF4mnzEIB/ONO1M4ZidlcyOiv0pEmt9hLUx/XNp6mB64Ce955zedkwF7tenb0MiKJFaCS8uBIiwxUix1WjzE20k8dbX4eYCUHMemAVPrRlXtTF7tcGlGsPLYOOrcAsepLUwykYUYyuKtBSBmgrUGvGDDPlABgLVurzlGhzFKpdy5f7OlP0LoMtJcrtDcpNC2YiibMWR1qJgE36AAWelHifAkKfGmL9MhytH+Z/0NxdS5S8kvWJLlv0jW4UdbH2zOVC6we8J3OUWOVS2J16HlmU9nm3Zn2E4D3LeIQZtEd/tN8VuN8SuE2J2SYl7TQm7TbEbhNAVpO82LmgZ6jmYbVTpfiPPmn8gXf+8Nfpnw/vxAou5areD+g/bhLAVbMhuU/RPyufjlrhfnV8PW6KX0N7reG8GyKop8SUm5DbcWxRkz4tyEW4KkGp9d7//04ux1NfDGa/70qQHsuSnK3Rnq41pZfpd6cqUNJV5qMvP9o8HLR9/dCac9Saf9iX/7P06jfLuqbKlY3x3O6LP+hOPqTFz6LfjQCsG0na90WO/JWCn0ZsJtuvJ0VlFeLL6vpx3xuzifGklZq2J8m1flCnJ+tnm9wMecH1RuvNJVjhG7hos4Am9wqYnR7cpWaUj02AK5DYNdBwqNh4p0u/NVqGmy/RkyvTlvBnIV5kDW2zj3CYKdDEBt6CugkgXIagdL9heoC740Wy57WlrzK/elM2W+NX6uAXip4W62LWWL1vt6bu9RSfj0JMJ5NEw5IwGZU2U75M/TRRadES9IHnfJDoIEWwEcdYiWCsRhIkAzEgAZymBs5BEGV/HW9yB6UtkPrv4np8tSuSPnOdcUK27IFWpb3fZY0Uv5L3grVEVq1ThQ5tKUjxfdnq/pnipEK1ef38kFMjBFsJ1IV7ias5z3mo1QYAqe5nin9UqFyHaXBAtLqQ+f52VZJ21JMZUDGMmjjASqdHmq9DgK1PjK1MXKFTk+frkr7h7bJnSV8vVhctVBSvU+BHmNzHWN3F2t7G2EqXql3IVL2AcJEhv79W53a13e1Dn/m/j22dkn/+aff8/tloCn7e/e9no8xDreqs16OlgjMJQrEL3h1fUcOneSJmJRNXReKX+aLmh2DedYS8xLpIYlxvUiJdjX5WmU9VncrRm8rSZedr0HK3pXO3ZYpO5csuFKtt1sNseyu+0IfwH/gM1Ufer2uUYGbYv8he+vL7wTf6fDMXL2SpXs1Q5So2EYc73cb4vyBGKXQk6XV/1ur/pDubqj5eaj5XbjFc50yEBs5io+frEpebMlbbCta6K3SHETwbp93Ina62XtUw9WWg7YBC2JxFrQ5DFXvBiD2y5B7HSg1zpQa33o7dHcLsThJOZlpO5tvOVPtbaKOv/Vw+abU+hN32eqo+ZIESMo0PG4P40uO8s2n8e4zODdGXC7RgIGzrSfBppMgHTHwBqDFZrjlXrDZZr9xRpUAs1uwp1u0uMBqpshoDOQ2CPcaQvsz58sS1urSt5ozdtezBrfyx/b6jkYLhqf6hyg1qwRsmaa0qeIn6iEaLHsZEjyPdj2Ah6fRyDlDBD/rrYkbpEyVjrLtofwuwNNe5PkA+myIczzbvTBHpH6XBd5nIf5Gyxi7UxcbI0vkejHtO6WDOdZ33ww4bsPfjH1g9qSa8vfrjDFnWLrUiZvc5OstHxJsZaCG3Lj7bjg1peqza9VG38T63ppVrjizBLTpS9MMpOBGMrgrYVQVoJw8wEIcZ8QD2eSk2OCvWrFepXq7U5AVpXUeYiLa736+xvEOxv1LvcrXe+g7e9gbAUg5iLQMxFwGYiAEOBEi3OIs1r2SrsSa/+SHr1R/qbixVGwgTPR6SARw1BD9sjZca+688UWo+k6w5kakxXmqyiXdawXntNEfukT1v1cbukxO2G+M26j3Nwvzno22WEJ73KfiDHoCFWtjFGZrbS7rgxbBcXMJJnQiuz2cQFrWIC1wmhe+SPx+1xZ+2fz1riliBeY6UWsyC7sWL9uo+PIN4iNc58IHterIdYS/D99rCHg5+lJzMVhtJlulKe9WbJM0Gm9BqTvnx1arbKQKEOE2y/2xh01hl93vf5hBp73Bl93BWzUh/AQHmsNQYfdETutYZvN7+bQ7pOQ23n0ParRJcDss9xi/8GzmOy3HwR4nLSFrWN85sqMe9MVibHybZ/UcS9f/FRnsPr1qVis+cwN0Ww+4u6CJm5arsNjOdwiWlHlv5ohf1YuU1fnv5AgV5Plkpn6qu+HLnhQpWREo15iNVBg/cswBwXIlVlx4l0E4Y58ZeaXCYE3ZuttDlqCj9o+zSHe79UF7va9GWzLWmj7esKOXm9I/tgsOZ4DHo6ATunw1kT5dsNUT2pOjg/KaSDIMyUE6zPUavPBTPigxnxI0yEcRYSCEPhWh1BpJEkwuBGnjT7lzsX0h9fAiiJYwz+rXgjFsF/wetvtsQb7HDdWySHRxSvpz0BL/oCZUff6zQ6KCRK8XlfZPO7+OcHPvak29cKXvGUyF0ues0GUr8K0+EFqXFAtLgwJqJYUzG0iRjWXAJpLFatxVumylWiwlOqxl+kxJvy9O/P9//IleUCal8HaYtB9K5jLW9jrW5grSXh5kIFyn/mKrDVu93qDH7W5veE9PZRndvDRo+n7X4ylGDZ9uCXrUHP29+97P4g2xHykuT7sC34WV+U3FCsQv/H171RMv0xsqMJioOxcgMxsoOxr1uDH1eb8cBsRbojXk59U5tMUZlMVWbmajNytWhZ6rRsTWaR0VyZxWKV3QrIeQvqeYQN2YYFN31UTdbgTFD4J0WZPUWJ/fuby9/kLmYosWcqX83T4i03uw60v43xfkoKf9Maq9qRqNKTqjqYpzNaZDRRYUUHuc3A/Oiw4Gn4h2lMAp2QvNCcu9RRttEHORjHn8y2nK9RWVtdv1Za9ujElSH0Yh96pQ+/MVS/M9J8ONlyNN3yg9Hye7Hz13Ina62ftdr/a2Xgf/CikyKnGz5ME0MnsQETCO9JmAcD7rGA8piFOU0BLWlAs/Fqo6EqnaFqncEarb5qzf5q3f4Ko75yE2qxUVexSXeZ5QjQZY4QstYSd9CffjyadzpZfDJZejRRcjBacjBWdjxZ9XOy9pSG+jWFZTEw50z0KQ22P1y11Vu42JYxVfdlqv4Lg5Q8TUqmNyXPtaXPd2SudJfsj+D2R0hHU+3HzI6T+daTedJSX1UP6vMQIXVjGHG22PV7ZfgHs/tkuotF7zjqAK7Cv6wDQ/ri9cpNRDOVLmbI/lWjx93servJ+Uadk1idswjeWQhhxw2xugqxYodas0MtrkCtriHt+NAOgjgHEZyDKNZODGUtjDAXgBjz1ehy1mhxVqqzQ/R4QNpcCEMBvLkYVI8XaSZS53in3uke1vYGzFwMai4KsxAHm4rWGAnVGAtVGwkVaXGnyv2VoXApX52zyliU8PZRZ8QrcuiT1g8vR75r07INuxLlKV9fDReoLcGsV1BOG/iA7frIVXzkCjZyjRCzjP3ABHstIrznIK6T5VYjRcYdKcqIdw/w4U9bP79p+iRLipfrStNkgJyW0X6r+ODjjvjj9vi9hog9/PtVuO8yzGMJ4tifrUb4cB8dIInwEkV5irWEPuiJedkd+2IwSWYkXb73+3+Ub89HSzTm4TbTILOefPX+Qo3JSuN5qN1eg9/vjg9HzcEbBO/ter+jltDj9vCDltCfnRG/eqJ3m98toNxoQItZhP0i2n4eabPb6MGihh2RAuZBDvRKqxWw60ShaWeScn3kC0TgXajfzRwLLt/7bB4SbOkaYjhf5Y5o7a5Etbkq21Ny6ALUpTfPZLzKcRbqMQt1nYU6jZYa9uYoDhcpT1RoTVTqzNRabBM8liA2pI+PK+w5Ee5CjYG3Ee4iSJ+bbZ8VpwCOW01Rq43RGy1fdiipe9TUbUrKWvu3za6c/YHK4zHIGQ3GokNZkxU7TTHU79pon9sIBxGoKQ/UiBtlJggz4q/V5YEZCuIsJJHGYmAdIaiuGERHvECGI+PJ3xlPLpa85kcbPAQoib3n/dP1T7YPfGwQLYnBQIVu3+d4a1Gy673hUHWk8dNwgUuuf7B5/vlnyLXLsSKXUh+y50tfKZH/B6bDi9TjrVa9DFRnhxvwwg34EYZCKBMRhLFIrS5/pRp3qQpXiRJ3kRJv1qur359dLJDnAagLAzWF4YYSIB3BCg3OSs1rZRpXitX+rjbg6Ax8MhAu2xX8ssnzUZ3r/QbXR2TPF5SgV5QQ6fZ3LzpCXnaG/df1Xroj5GVr0JNm/0dtwU97o14NxsqNJij839CSVEbi33SGvQCa88JsRfs+vmKmaU0kK48mv5nO0mDmaU/naE5maUzn6c4UmS5X2a1UO21CPE8IH/ZR4Q0Rqun6wikaXGmaPGlq3GlK177LX05XZM9U4shW5czX4Ss1EQHa30J4/osNfNkQKdv+VaHzu2pftu5okdk0wJEJekur8RoD+ExCwuiomIX6FGZ9Kr0+g9FUsNxZvTeGPl1sPl9v/73eebra/WOh+3im++dMz6/5/t8L/b/mu3/NdfxaaP+9QjlfpZwttv2Ya/kfvKaIAYz6QAbRfwrlQYM6T8McmXCHObgdA2gxVqY/UKTdU6DRU6Q5WGU4WGPcW2XYVW5MKTHvAzgNgzzomOBlcuxub+qvyWIWrfxsovSUVnkyWXkwVLLalT1LTp1p+jZHTl/uKFrvqtztrz2jYc5nCKz5etY88ZyJPZ1CHI4CtwYqVqjFzNZsOjlzjpK/0lO6PQT+OUU6mWr7vdDLWu37vdL2a6lhcxjQi4xtrQmbask+ZtaxVnt/zVFPJ1vOxxoPWgCL4NjZ0rfjqcYI17uVpnwgE16srWi71x2K712y540Gd3G8ixDaiQ/tyIty4EbZc6HsuBA2nAgbboyjIMFVnOgqTnASxdmLYG1EsdaiSFMBuCFftQY7wpAfosML0eGFaPGUv/mnTPkyQJO7WpevUoe7UpsbbCwMt5CEmksAjUSqDARrjEUr9QRzFK/kql4r0OCuMhIh+T4bTVRve/+yK1p+Il1/JFWzNfol6ePDkQKVNaTNGtppDeO1Xfd+AfluujZgFR+1SoychfnNwT2ZYOfJKpvhIiNSgky6xZWv+hcKHHgr34qREmSGi4zmYW7LWL814rtjStwJNXG/KWqP+OGk+SOrM3Yb40lJliOE32uLfUpNkO6Okx78It//+XVvosxQ6pvxXJWRXMWRIpUFmOUi0p4ONBss0poo119HOu7i3PdwHvvYt4sgmwWQ9SrUcR5ouwx1XkW5bxN8jpvf7TUGzcOdp4AWi2iHJYz9HMxim+hy0uq/hXFbADnQy6ymii3607RbPr3Ghz2pdBFON/ozUp4t+vU/aZo8uXoiBN/XPXHag8naU4Uma1CXZbjbeIUNHeyxig/aJYUdNIesYtymqvQnyjXGyzWHSzVHy/UWEHYrCIfOZDmQuyDImZf8/sHYN+X2T9KtCQojZVabTRFbrfH71NSj3uzD3oxdaupWV/pmV9Z2b8nxaO3ZNPKcDmXRKvZb47rTdNC+dzGuNxBWwnBTAaylKMJEGKTNDdXnx5pLYM0lEYbiUH2xCmXetMcXsp/9k/X0Yv5/1+A6UhCtmxmPOWLF/857zldn9bjJ8RHaTKRGm71Gmwtjea/4jag/B5sTG5vHH38EXvkn5NqfH4UvZD69VK3KjTQQROjzVKlerNG8DNPnhunzII0FkCYCSBMhmKFgjQ5vmRpnvvyVYiWuEiXefHnOUmX+KlVBgBo/WEc04+VfqS/YChX/KVG7BNC7hnW43v9BdihSsS/sdbv/c7L3s2aPJ00eT6ghMt3hMi2Bj5v8HpF8H1JCX/RGyrQFP63zlGr0vd8TKT30SW48UXE47vVowhtmquZw/JuhaHm0ozjCXnQgRpaeqjGZojyeokhLV2XkatFzNSezNWk5urPFZutAp3WQyw7c55wU/QMfTXyvkm0snqUnnK0nlKnFn67Mla50LU3xaqYyZ4YSR5oye54ub6m5aI3jbajHQ0zIf40JSuSvatR0vcFcs/ESWzrAnVHjSQN40WuDGbD387i4aXTcJDphDPOVRkxjkvOX+qo3J1GHM6TT1R7W1ihrc5K1PsFaHWWtDbPWBlhLlLNZ0vly86+Fhp8z+IMp1P/gRcO9ZRK8pjCukzD7caDFSKXhOMBwqsZ4olK/L0+tM1O5K1erv8RkpMamv8q6vdCUUmo3hgxabEnYoaaejBawGADWIvj3DHCvN3epOWmpJWWRnDLX+HUaHzeGiZlAx07hP8+RshaaC9Y6K45HYScTqF90PGu+4Xyu/nyu/nyGcMrA/ZhC745ANgfBO8PQw0n0yUwja4HCWuw6X+r+vUQ5YhJ2JsDLPQUj2Jj26sABdOzWcM35Stv5fNvZZANrovGko3oFEj1f7jqdY4T3uQO2FSC6Xq9zFWt0F6MG3e8IkGrwEMM48aOd+TEuAigHXqQtN9KaC2Z5DW7DjXUSqHMXq3cXJzgJ4xyECPaidfbiRBtRnIUQRJcTbSwA1+MFa3KB1a4BlC4XyF7IkvkjXZotQ4atQOlStS4vxFQUYiYOMhYBm4lBLSQBhsJFGly5KlfT5P7JUbmKcrzTGSZL9H7UGaHQF6dBiXnTESvbnvByqkRrG+e4S/TYwHptEUMYYJ+RcrcVfMR2c+wa8f0Sxo8OchwtM5uosJgsN8dGPgb6SSLf34e+u9OZpjIHcdppCF7F+68SgzebPhy2f/rRHn/QEPmTHPW7M2ah1qEu6jE2VKrry6uRNOXRdJWhb0rtn150J8lOFmjPVRsyAToztYbLSLsZsOVoid5Arhqz0uSI4Hla570Jsp0tMprO1V2ptJwvMWn/JN0aI937TXkiT2+p1n4T67WJ91rDuK5iHOfhVnMQ01WUzTLMdrbacqHGbr7KfqrInPJFCRvyL8jzZqkDf47llWyzq7Ue1/GBT2GuD9veK40mGzJyzafyjSeLjJfhrkyw8yzccxkbuEeOOO38eEgOXoJbM2v0p6r1J6oMxqoMGbWWiwj73gxlqLcYwIGLHP5wq9pmqcJyusyKUeu6SAhZqI/YpqTsdqUd9GbsUlO3qWkbXRmb1IKjkZpzJprFhLEmy7YbP5LiFAAOIhA7Ebi5MEifp0abE6zHB9Hjq9XhgxsKI43EEYbiCENxgCpv7n8XK5V4IdriYK3raEMpjNEdjNFdiNYNotm/7a7SUH2RMuXLlWrshW8uZ726mnDnYjA3mz/7X6Gcl99zs3teYPO/zJb+iB2sJYI2EUYac4O0L4H1r6BMeFGmvBhzAbQ5P8pUAGbEB9LjLle/lif3T7ESR4U6X6HCtaI318oVeSpVuKvU+L8+YsuQ/gugxwc1E0Hb3ahzvUsNlR34oNAbKtf1Tob67jUl4FWb78u+cPmBKPm24Gck34fN/o+63v83EC1PCX3R6Hu/7d3j3qhXXeHPBmNleiJfDsbKTnxR6gh7Sn3/EussgXa6PhDzmv5dnZaiMp6kMP5NcSpTfSpbYzJbcypXb7bYbBvitlHrug3zPmuI2kdFIILks4zEcgzFcg3FsnWFM9R405W50hQ50pU50pWvZqpfy9fjLzYVqba/Bfd6jA2RJUarkBK0qKkm3Wmm1DTToVzbiTJXWtVbOtCfBgykgcNGQKFDkIghROwQMmEQ9WWImDbWnD/TVbM9Tjybp7LWRljro6ylwd8L3b+XKGezjT+mkKdM5AkDdkwD7Y1W/e/mhXFmYF3HwFYTEMuxaqPOnDddOQrDZVrjlfoDhdrdudqdOXqtWQZdhTYDle5j4KD5xoTD4ULWHIg1AzqdLN8fzN/py1mlfJ/GR0/hoqaxUVPoiAlk+Dg8bBLxno6OnMV/Wmj8NtOQttiatzsAOBwB/aQhftFxJzTMKR3/i1nHmm9mLZB/zzWd0BtO6A2s+VbWKpW11HG+2HbMaDii43cmIIvU/OnGz0PIkPaqtw1FLgOY6KMpOGu+8ZzRwGKQTilVS8DQuXJ7er4uOew+2k2o2Uey2UuC6MTf7nuDEihF8hLHOAvgPETxHuJYZxGMoxDShg9myYmw48Y48xPdhIluIgRnIZy9AM5OkGArQrQRJliJYM0EcSaCKH0+iDoHXIMbqccP0uIpU+PIk/8nT/6vIuUrJWpXK7Q4Abo81Yb8SJsbtSYi2YqXcpWv5CpfyZC/WKDGATQXx7o+Qjk/bA1RRLj+C3K8RY6UGUlXp5foLtZariGdVlEe23Wh84gAWo3nNinmiJKwQ47cqHs3j/Bg1josIdyOSMEzQJuxYv3xEoOO70qDBXqbeJ+j1g/bTWGLuMC1hrC91tijjrg9UsRhU/hhffBQri4yRIoY8aDrq0x3kmzvtzfUpNekmCfU1DdMgMkC1JxeozcF0KNXG09VGg0VaI3maa6D7H5gPH8gPNbLLCeT1WhJasu5xuNfVfFetwm+UpQo6d6EN/Qik02054/m4P0Gr3mI1XiZ9kS5NgNgMFmqN1mkv1LruFTjOJ5nVB/5EuAmnm/FXerAiwm9050s05kog/a7B/e42xAo3R+vNfbdoCdJbThbdx7kQKu2owEdGdC3W6Sww9YPG3U+i3DbBaj5ItJmGec4h7SjAc2ngRb9Oerod7fh3uLdn2W3QQ77yLfrKM8FpPc8PnilOWazPWm15ctOV+pO1/ed7rS9vty9/pL9wYqfo9Vno5Ws8ZLdppi6KLliC36wjSjS8jrEULBKnQOoxYM0FgVp84G0+Gu1BUAa/GAtwVpNoQpFrmpVPqzJbaThDYSeJNbwdrvjf+1O/5HtnzXaPixT5Mh49kepImepEl/q06vREhciRf/+IsWX+Vgy5a6I70W2UK4/y+WuY43vYc1EsFbcSBMOhMlVnBUP3oYPZ8WHs+ZHmvHU6l+r0eOo0uYoV2ev1OQCaPMWKV3Nlf2nSO4KUFMQZihRqsoD1BdFWN3G2N8nuj6u93jWHixPDVPoCHhFCZLtDpXvDJZt9X3RHvC8P0p+MOZNT4RsX5QcNVyaGi7dGvSE5PugK/xFb9Sr1uBHowlvplPUaEkqQ59eo5zFQBa8UGtBku+D8UTl2UydqW+qI4lyQ19e0zLU6Lla07naU7m6tFz9daDTarXjeq37ISZkFRgE8ZXNNBLL0BPO0RfN1hPJ1OT/psiRqsSRonAlVZk9T5ev0FCoyFikwloS7P4A7vcf1F8WHarUEK1VH61J/KjeFK9L+W7el2s/UOgyXO47CQ6bhH8cR8dNEpImid8miGnT5PzZzor1QcQxo/l8kcpa6mMtdp/RWw/H8HvDsJ2B6o2eovXu7M2erO3e7K2erP/BaxxiMQ6xHK42GgeZTACNegpVOnMU+orURyoMBsuMu4uMW7MMWzPNJsDB2+0Zv4YrWPTa38yaH7SyncHcla5URlPcCOb9MOrdEMxvGOI7AvEZhfiM1HqNgrzGQV40qC8dGczARU0T4ueav61TC3YGyo7HQSfTiJMp9C8G4fcs6XyOfD7bcsZs+jnd+HOq4YxB/j3X+mum/nAcvj5QszZUs9xXwiSnTOAiRpCBlCoXXJYZufztWnc+awHPmq1nTWDOKWW7qMj5SuupPDVKzKN6P7FGb9EmL9EmT5E2PwlK8J2WgFtED1Hi2+t1njfwruIYR1GkjSDClhftyId1ESC4CRFcBfFOAlgHfqydAMFWkGAjQLAWwpkLYo0FUPo8MG1OhBYPUpcfossL0uMF6HADtLmqtDhLVK8Uq14p0+Co0uUGGPAVqrFnK/ydq3yxQo8XZnm98e3jJt+XI/EGg7EGlDCNHA3BxNf/wD3u935RHkxTYVYYb6Ldtwl+P9uit+sj5pBBBx3xR93xm03hG/Wha4SAVazPKtbriByyjfeaB9tNlBt3pqv05ukuINzWCP4r+MBFwrvtlujDzs+HHXE/Oj79on7awHiTP7+GBkiSYp50p8hRkmQ6U+Q6U163p8iNFuksQK3mIBaTlTpDharDRZojBdpTJfpzZaZbQMedaoflXFPGV52xj0qD71/3hUiTvR4SnG62BTzp+SDTEfqy/4vKMtjpR3PQQaP3VJXRYL5qX47CaJHmWJH2RKHeYo3tYIZ2a7x8Q+RLuP9duL9Uc8zLkWyNqWI9RrEBPU+fEvOmPvBFY5A0zucxwud+W4L8WLHJUIkJDegwh/TeaAjZJoUsoFxXUE4bWKftOre9Zp8VovsE0GKy2oxWbkz5KtcY8XgkTXUFYM0sM5+vdZ5HeK80hG9TEve70zbakrcoyZuUpO3O+UvRzgAAIABJREFU73s9Wfv9RZtd+Wvt2Vsdmb8H8nZI0cSI14UmvEBzEbiFBFhfGKDOVaPJA9YVAGnxwvVFYHrCABXuSiXOalXeQpnL5QqcRIs7eNNbcF1xhM71FrunZPt/8WY3cWY3K5V5kh/8mfb4UpmSeJnSzaQHnNHXL2Y8FSmWlcp6KhwhyPb5xj+16nfwZg9RpgJYGy6UGQfc9ArOiptgx1/nIEiwF0CYcwL1L1fpXq7WvVqjd61al6tKm7NKi6tSgwegzouxuNPuKdvo8qLRXQbr+AxscR9kdhdi/RDv9pIc8IbsJ0v2l6EEy7UHyjR5P2nyfUwNlxmIfjMYo9Ab+fr/wiPB4zbxrVRX+H+UsGetwf9OfFFazjWaTlEfT1TCuknkqV8AW/D3RryaSdOZy9JlpKlPJCuOJStMZ6rP5uvMFerT8/XHM3WWq+zWapzWa933kEHzFV5Q31f5ljfzzW8Umt0oMBHP0hP8rsr1XYUzWZE9SeFyijJ7uhZXoYlIpd1NoMtdmPcLbLAC4b1aU4wuJcl0IMt+pNhjvMJnEhjMREQuEhK3O7J3e0u2ess3BgBbQ7X7k+ifs/Wnc6TfC62sRcr5POX3bPsZo3l/CL3aWbXYnj/fkspoTKATo+jE8DlS5GpL7P/g1V+uO1Cu21emPVCuMwowHKzUoxSotWQpt2SpN2VotGQbDla5L9d/Oh0uY/0/ru2yLQrF/QI1e7t1bwvpRkVRRFqQkO4O6e7uoVHpDgGlu7uGKWaYGaZnGIbu7m4FseW8+J8X53e+xH2t9VzPWuj4OdV8PlK+O5C9NZC+hImb6o2YAAdPggKnevxG29xoDfajjQ5TLU4zrS7/70ioy32jx3cVAljufbuKStzEZRzRCi+n677Nt32b7/o2D/q+0PttAf51DnE5B7+c7buc67uc7fs6BzubaNoiFa0RC1ZJBWuEvDVcxio6brUvcrrbj1Btj69yXulL/jXX8me289dA7SUs57g9dK/ZbjJfgRDzDBVyHxPEi/Ll7PfhxAfwkkP4SaECaP+HSD8+tD8/ypsf7v4I6nwf4swFdWGHubHB3NihLqwQRxawAwvEnhlqxwqzYYHZsPVac4BMWboNGIGGTD0GzD1GrO36TM2695p06ZsNGNtMWFuNmJsMGRv07zUZMNTo3q3QutX0mrXJhKXVjL3DkqvX7Wmvu9BUshEhVK3BTCD86bWo53RAN5GxDJ3JPO3tRpsTkPd+t/c5KvoU9WYdFHiMjT4hRG/Dg/fh4UfI8BNU2C7Y9wwV/IMU+anPf6nBipavRcrTmK6zWmh1WQX67SAiz8mpXwczv1BSvg2kXBLfLTbaQd+K1Huw9IQ8IqfJDL5XJKTL4jPkBgs0FhvNtrpsV1rNlpqM5mp156p05yv0d5ustmss14tMJ5PU8X7iBE9xlL0g0Ii305CrQ5+904izx/J+lwU32IGPFC07U2S82+l6CHJbb7FerDem5SuPFKov15ku15jSslWhEaKwSPH+WGlcgtz4B53dZvvdVtvZMt3VauPjVse5DwaIQIkGm4dFBswVVhy9US8G87SGSgyX2lx2oEH78LBdaMBSi8NSk8Vmh+0xwvOCEHyI9p/vsF9qs98FusxXmozmqm/XWa1VmmMS5KbKLfbhISf4uGNiyrfRwnPqx7OBrNOBzGNy1in1w8VI2T4+bwmWuolM+zlRekFKRccpV5mztVjwtpveb9HjaNFh6zTk6jDgbNdjh5g+ABrzNKgz1KrcrVa8UyR1rUrhNuj1ww4dtjpF+iY1FqSVANzyUZ3q3To1hjpVljyx2xkCtwolOUtk+ZL5777lvv5elPmjOEvms1sJD+g+iNxt03rabfS404QJ6sgEsb0HsqVHOLEgnNn6XDmgDszd1vc6LO42m9xuNLzTYsLQ+pq51YSly4Kzx/IhyJIfbi9K8lPC+yph/dTbrCQK1O9nyDAnS9LnKrJ3OrzoD1TGBitiAmTR/pKYAAm0nyguWHwgUnYsTpn2Rg7pK4j2F4J7PYV7PaVEvqRGS5EjJEZiZBeyNCcSFVdzdUnhYkUa14EOPNOJykuZmvNZ6it5WisftBZy1Rc/aq4U6WxUGK+UGk/mam9UWx+2uB63eX0CApbK3ToCpKscBKrtBaptnlRaPiwx5Sk0ZC8wYC99zVNv97TNTRjsL4V5ozKQrD+caTJf5LBV7bPXGHwJjv0KT/yBzfxJK/o5VvFrrunnXPP3qaZvcx3fl8A/N5C/d3G/d0l/DqhXhwNXu+SrbeLPFezlXN/XWcTlDPRwsGEJlTcDSZgGRU4Bg6a7fWe6vBd6fJfBvv+D13iV7ni13kilDqVYnVqqOVxjSCjR6c1Rg2VrIPMNR1u8T8iZfxZqfy81ndNKVmEpM8CoWWjYEjpqDhEyDvKdhvou9QUtwHxGW2xHGi3Gm61m2+wWOxyX2h2W2u1W2h1WO50XutznQIGzoOBZSNgOIf1ivOLbbOPXmdaLqfYvM93nU93nU6CLafDlHPTrHOxyGnY+2XlIK9/AZ28NfFgh5Cz3Z2wTsw4IKVvIyEVQwGiLK7HSYawVsIPKXu5MHCsJmi3yX61wX6kyHcuTw755Ag/gxAMe4IJ4Ud7shMD7JMBjcthTbPDj/uDH+FBBQrAgxvcp2usxwuN+rxtnrzsH1JUN4swCcWQGOzCB7RjBdswQGyaoDUuvLTvIjLnTkAFswgo2Ye15zdZlzNqiT9+oc6fFgL7LjK3bgqPTjLXVmKnVhLHJ6F6DIX23LRfQlqvdkq3eiL7dih3pJTT6TrPF8lHSi2t+XHRxYte6nIUosaoT73V2Gh32291WGhwPIYAz9NsNSNAOMmQPDdiA+h/0RZ72vz3rj1rt9FjvdP1OjPpNfnsI9pqtNRsuNVhsddoA+R30RZxg479Qs74N5Z4SEk6wb/egAaMlxtBo4Xp35kZ3FnikAClNBpf6kpD5arxCf63DZrvTbrXFbKvDYrPVdKFSb65Md6/JdrPSfC5TB+v/okGXtVrxXqnUrY9C1z4+v5b37O9cYbo8Cbr8l393vOaaStE5aPHYbHVaqrfcA7ocgpwnyrTJ7+WXal8fA12xSbJtfo+BACFouAguQXa1xvIr3P8U7L5YYzxRoDGeq0ZLVekNlCg2ZM3Vvldj9wAW8YLyXmOwUH+uyX4d6LsJCtwAes812kxXGy/Uvd7ucTpC+e8j/ddA7jtQ70/o4AOg+26z/SXEe7HMpD3wKfG91kl/9GdK8jEx9YT0/piYfUzK+EzNOiVnng7kXI6U7vRnzXa/W+9N+jFW/J2SgU9Qr7fm7bThb9TlrFKir1dn7DLi7jTgatNlA72+DzTmadZibtNla9ZiqVe916jO1KrNWiL1zwcRuqpXt6Cv73cZMpfI/l0i82+x9O0c4bs5QiwfxXmzhbjiH9xKfnw7R4wpU/BmCj/de+HrdSocMFMRuNXzHmsOhBs7zIkJ6sSEcGPrdWFBuHLAnFi7be8BbZlA9mxAWw6QLRfYjhdsex/m8Ahizw+xFeh1EMN6K8Ld5TttpN+/4n77nD5C4FbAg2sRz27WmIrhQvXIETpIf1m4jzgmUBIX9AIX/IIcJj30VoEcLoP2F6ZESGMCRXo9n+AB4v/XIsfjFWbT1McTFLcKjKeSlasNbsHc+KYTVabiFSbiXy1mq6/l6yx90Fz4oLGYr7laarBaajKdq7NeaXnY7Hra4XMOCp0utO0GyHb4SfYEy0AAr6AAORhADhoshwhXJMRpj2dbzBc4rJa6btV4bdX77DUHfOoM/QKKOgdF7zcHbzYGrjeHzNYHTdQFTbRETnbFj3UnTyM+rJBqDqfBF+v4L1vky23Kr23K1Rb5zzrhch75aRJ6OQv7vgg5GW1YQmeNAyPHOv1G29wnO1xnu1zmOp1n2uz/N3mVaYxVaE3VGY5UG1DLDPAlBoiPuogCI1qzxzom7ttM6dVqw9epkj1C2hI0erwtaLTNe7LLcw7sPQv2nOhyngI6zYKcx9utqDVGIw3GU81m823Wy512Sx22y+02y222S+0Ocx2Ocz1es0CfmW6/DVTMyWDexXjlxXjd2Vjd54mm07Gm07HWTxPtF1Nd55MdZyMtR4PVO+S8dXzqDjV3DZ+1jE7fJ74/wqVsQMOWgf6zrZ7kcnt8iQsq17HEXS7LSADopzaZY71UabpaqTeYJA7xZieE8JFCHqF9OIhB94kAvoEIAWLEU2KkACVamBwuhA96ivF9jPS63+vGBXPjhLiwgp3+P3jZMoKt70FsmGB2rD3mjF0mDGAzNogZO8SCE2jG1m7M0GZ4r92YofM1c6cpS6cZc6cZK8iGE+Z0H2zHBbTmANlyghy4O6xYgXZcI29eTSdpN1vez1W8HS/+d44SfaeTICFKcTbP+LDF/aTTe7PFfR8cfNwXtQ4O3IAH7qMB271Bu7CIT5j4z9iYpVb3yWrLE0TgH2rMV1zEIcx3rcP1EA74Qoz7MZhxQU4/J2d9peWdEpKOMdHLbS79qfLdAP5md9ZGF0Zw0H1cvDguWYqaqzxTbbzSbLHRarXVZnnUbbvbYj5foTVfrrvbYL1UYEiNVgDa8BdJ38p5di370d8Z9/9K5/krhfuvrCf/5EvcKJT6r92IZzbV8Cs0/BDou9Jgewzx2myzGchVgr0VGslX3+t0HC/Saw940urzGAgQxCTIbDfb/8GGfYL5rLXYDeaqdgXyoaJeYCLli40432syFppw1Dg/6IuTIedpjlWZLbZ57EAB21D/+Rb7mTrTyUrD6Tqz5S7ndYjnao/7Nsz3tD9kH+R10OHyrTdwpcoKGCKMTlHZR0ScEpNOKZl7mLR9bPoBLuWMknGETz0hZX4fLz8h5a/Bkg/6M36NFP4iZ2BiVOqseLptBSpVmIpl/qtVvddhwNWqzVavxtCqw9qizVKnSt+qw9ppwNmmw9akxtCgfCdP+O/sZ3TlMv926bF2GjB2GTH3mNwvfkmf/vRmiRRfpZxwrsiDKPabAMa/U57cyhC88V7kWqUCQ6fBfaSNMN5FtM/lAdKbp9eFDeLM0uvKDnVh6/PgRns/QHjwwFw5+zweINwfwVz4YC6P4S5PkB5CMOdnYPtn/T6yhCANuLtKtaHYOxGWKEGWRKmHYQLMYQKM+drPezxUkYEafQHy6CBZfKgMHiBFALwkhkiTwmRwQRKYQLGxOBVqlCzCW4AQIk6JkBqMllnI0F7O1ptOVlvLNZxN1agzpgc78k7GKU3EvRqPk5vLUFnMUV/6oLmUrzX/QX25WG+9/PVioeFaucVeveNJh/dnUPDwexNwiGxvhAImVoOUrEtJ0aek6JOT9ahphkOZJmPvLcZyrMZyrUZzrQayTKmZr0eyX5OTtPAJ6uR0/f4UfWS6SW+GeXOsQX2cCbjAm9AcP4+t3BkHniygPq+RztcHvmwOflsb+LVO+bVOvpjv/zQN+7YI/7XW+2mqcQ2XOQ0JH+vyGmlzGG+3m+6wm2m3mW21+x+8aIUKg0WK41V6U43mQ7UWuFIzXIXdFCTy02Txn42m3xtN59OlG/ikeVj4NNh/vMtrqNlhsN5ivMV2qt1+tMlitMl8osWcVqNHKlEfqtYbrzeabjKfb7Oeb7Wdb7FdbLVdbHOY73BcBHssQXwXQQGr8IgdbNLJ4MdPw+XHQxUnI9VHw9VHw7Uno/Vnow3HQ9W75NINXO4KOnEB+XYFm7SCSdvAZh0S3++hEjbBYdsQwBYYMNXojc6zKfeV83t5GyB5p81NfjHf8ajNdbfRYjhVGuTJgQt+RAx+hPRkwwXeJwL4KFECA28FabHCQ7GiA9HP8SH8KN/7cHcuqAsn1JkD4swGdWGFObPCnFggDgwgW3qw9T2IDQPUjgVkxdhjzgi2YIVaccJteSBWHF2mjB0mjJ2vGTtfMwLNmHss2SC2XDBHHqT7Q5QHH9SRC+bMDXPl7bZjazFjwAY8H4iSbrXhabXmK9FiLNC41+UsSH6nMpdnslPndNrldwoOOYJG7EPDVoD+y2DvHXTAJjxoHRx6Tkj5PpC2Dw1dbHY5ggf+JMd8xUX+IL39hAo7QUV8G0j+M/bh21DuJe3Dr/Hi70Pvz4lxUzVWwPDnbT68HV6cXZ7scMBDYrw4JVV2tkx/ucFiqd5spd5so+H1eq3RdIHqRL7Sco3BTr3lVJYmxO15qTJDnujNMgmWchHWj/z0eY/vFDxjqJPjblDmzpf4r0KJafiN1gUo/BMUsN3u+hkeuNPpOFas1RX6uNmfF5kgNZqv2x7wpNmbr++d1Eie1iew5x9CxG6Xy0qLw0SJQWcgX/+7l4NJOhVmD1MV76Sq3S2z5e6LkxsqNhipeD3X7HKACDtChax2uy612I6W6Q+W6M00266CPJdBXptQvyNk0Ha3+26b8/e+4N0WZ2i0ZHuo2Hit0zos/ICQuoNOOcRnnpIzL2jvD3HJB9iUL4OFn8mFm/DUfWTqz8GPv4npfVEKZYYsraYPq1SYKxTpGzSYuwx5mjSYa5TvNmowNmkyVSneqlW526zN0qTJVK98u1n9XtWrG6Uv/6qQ/adB5Va92n89JmxIW8FSGcakhzfyhLlznj94x0Xv/e9fHv/+lfLkVtFLhjJ5+mZt9m4jboT1Y4L7c6TbA4Qnd687F8ydE+HJg/DkQXrdxwXwkwDP+/0e93k+grs/hjg9hLs9RXkKY3wk+jxE4e5iCM+X7dYi1YaCucr80UIckYI8cZICXtz3nFlv+D68HSvJVqj3pNtNEhumgA+X7Q+SwANe/t8eG+0n1h8gPpGgNhKjBHV/AnF7hAkUJodLzaSoz6VpzqRoLGbqzKZqtFqwdFqzj7yRm4yXn0yUn0lTnstUXsvXXivUXfiosVKit1lptl5utlpuvlllc9DiftYdSMs0hIbLwqMU+mNV8YmaxCRdfIIOLl4Ln6iDS9DGx+tg43X6E7T7E3SQsZp9MRrIOFVskio5UwedqgVN1gKl6HenmcI+OuMbIlaI5UfT3T92SH8Oh3/tDX3fpl2sUT4vky+WSN9WKD9WKV8WsJ9mEF+XEL83ei8WmjcHsqbhYeMgr/Eu+4kum6l2y6lWy/mO/8VrrFR5uFiZWqRGKdEbqLYea/VZRSVeztX92ej8stCwTfs4i4qZ7AXMwPynoZ4jnTbkGiNqhdFUk/V8u/1Endl4nel0k/lorQGlVINWoTdaYzRRbzrVaDndaDPdaDvbaD/f4jjX7rTQ47IM9loE+S6AAlfh0XvEzGNawQG18JBWejRUfjJSfTZWezZSdUQr2SF92MCkr6JiFpFRC6jY5f7UHXzOETF3Gx63BYo4gEcfId6u90RQil1LPWWCZO6mqPHCg3TWit0/dfoulxvTUmThgY+xgKf4oMcYHx5cwH1sAC8x/DEt5vl4isRYkvjgO0FSBD/KjwviwgpyZAM5soKd2WBu7Ag3jl4XFrADQ48dfY/tXZAtQ48NI8iWGWzFArJkhdly9jnyIh3vQ63ZeiyYgeZMPRbMUBt2iA072Ja914m734uP4P+UGCBADhbEBwogvR72OLDD3Hh7vR62WLNgg180mHHnKN1otn1IeqM4nKIxnq23VuX4CRJ+jow56Xu7CQXMdrou9Lgug323oBHnhJQfAxmX+IQzZMQX7JufpJgDiP9pX8hRL2ATGHCMenNBTj8jpJ0Ss78PF/wYen9BiB0vN+sMFuj0fQD1fwD25UEA+EhxYsNZCmt1ZutN1qv15osVBpMfVQZTX5ITxUby5JZr9eZLdAbiXrXa8H2UvZMvca9ejq9B+nHZc54iAfbi56yVUlyVMhzZz2+UK7HMpJr/RsVfICL2Or3OEcFfMSEHIDdcumyZC1OpI2OT76OukOe9byXhbyVpeZpnYM9PEM+lequVFseFOktM0ktisuJAok6F+eMUhXvZ2iwtPs+JGWozNRZj1WYzDQ470MDdXv9tqPcOyH2mxnS8+vVSp8sG1HcD5rePDDntDz2C+Z1BfH+hw0+BPvAY2RKX+z0JyuONnrv9iZuIxD106ikh/dtQ7mdyxhEu5QiXtYvKWOqOWeqI+oLL/IlPRUS8yte6W63NVqXKVqPKXK/G1KnP1azJ0qjO1KbD3qnPVa92r07lbqsWc7s2S4PKnQ4dljZtxnqVmxVyf1fKXauQ/7tZix5qzl+nwp0teC/1EdMbtjsBt655/kMXwngtR5SlUoGzQpGhWZu505AZYs7R7/wQ7sKF8OJF+fGhfB+ifB/2+z1C+/H1+/ETgoX6vJ/0eT7p8xQA2j+AujzF+Erg/F+ivCRQPpJd9kKpL29HPrse8viuL889F3Z6Fw4my7s3LOmvmfxL58BMFyNJX2cj2Bcs2xco0ecvRg5/RQ57hQmQ7A+QwAVJjsWqjMQotVpzFmle77TnxgWLjcQoTCerz6Zqzmdoz2dogZ3ut1uy0qKkZ5KU5lJVZtKUp9MU1wt0Vgt1ZnNVl4v1tqotdmptVsst1iusDprdT7v8h7IMeiPl+t7Io2OUcQnqpBQdYrI2IVm7P16zP16TmGpATDXEJOpikvRwqYbYVMP+NO3eREVQggIkRb09Xq0r3YjUGLxKyL9Y7vm9h/19QLo6Hr46Hrk6GL06GPu1Rfu5Tv22PPBtZfDH2tDXZfL5Qv+3VfTVLvLnVtfB+Ic5dNgU3Hsa4jwLcZwF2s10WM+12/4PXqPl2mMV+uRCvf6PBsONnvuk9z/mm3+tdn+aadgdLl4hpI5Dg4e7XCeATtM9dmPtpoM1eiMV+tN1ZrNNVhN1puO1xpMNr8drjcdqjIYr9UerjCfrLGYarWeb7OdbXZY7PdZ6vNYgXqtQjzWY9wrUdwHktwIP3yOmHlLe7xCyt0m5u5T8w8GSk+Hyk6GSfcrHLVzWGjp5rT92HRu7jE5YxaTukfOOKR+2kEk78Nij/sRDVOIWNG6iLqgxRD1CiSVBiafKQgoXZXjWHrhaYb5YZEBLkCZHClMinlHCnmJ8ufu82fCAB7R3glNpUhOpkkNxIuQ3AshAXpALK9CBpceBBezMAnfnQHpwINzYIY7MQNt7PTb3QDYMPVb3YLasMGsOsDlrry0HyokH7cwLt+OA2bBBbVhhdqwIRw64AzvMnhXlxt3v9QDlwYP3e0wKeor358cHPMH58fd53Uf6PYJ58s2laYFcn+SpXG+25h14qzSeqj2WobNUZnMGCjtHvDvre7cFCR6vtxtrtFnq9tqGhB0iog97I8+Q0V+xMd/wMZ+QoXN1tjsgnzNsxCEq7MtA0jda5ik++Qyf8XOk6NtA5jfcu/lqq66gJ81ubN3ePNAAPnTEM3Ki5Mh7xaVKw4VKw+kSnaFMBVysOCX+xXyBxm6j6VajKSFBstvrcb0Zd7EiU4kUe6k4T7Egb/Ez3mJBrhw++sxHNwvEGIqkmYCWopvFHic94Se9YaeI0FME4KTXf7vTebXJZqLYsNGHL0nren+i0kSRSXvQM0Ss5E67w26H41yt1VKT43ydDS1Xk5Si2h+lXGDAG/vybpoq80dTzmZ/IWqeznjl67km+w2g11q3+y7M56TPf63NfrHVbg3ovtbjuQ72OUZHnGIiTxBBJ1C/z72Bl30hQx8NqnyeNoS9GKp2OsGnnODS9pEJ273vTrApF5Tsb7QP5wMf9jHpW72Jq93RF/j0K1I6KV69VI+xROVeiRx9udy9elXmLgPeVm2OFi3Wdl2OLgPuRg3GWpU7LZoM7drMtYo3G1TuNKjerlX+t/LVtWr56zXKN+rVb3cbPWjW5MsRYnjDfiPgPzqPv+g8/6GL5b5RIs3ZoMHbrMMOs+ZDOfIh7XmQjtxwFy6U90N80FO0D1+f1wOs/1O0Lz/a9wkuUKjP8wnGTxjp9bzOiLnxNSfSU4wCkCcBXpFCFOGeUmnSt4Mf0nmy0zkx/mV5i86a/prvQ6YIEW7/R3fDnt/OUedqdRaBB0oj/MX6/ISJoVLEECm0vyge8GIgUnYiQW0sTqXdljtf7VqjOSvaX2gwWmYmRX08XnEiQXE5Uwvl86TDmnX0nexypsZiptp0isJk8qu1fJ2Vj9rTmSrLBfrbVZZ7dQ5r5VbrVbbHbV4nnX7EZHVgiAQ8ShYdo0hM0qCm6w6k6pCStAkJGoR4zYFUA2KKPjpesz9JB5tq0JesA4lX64hTaktQQ3y0GGkD7FALvm+C/hxifx+SfhyQL3cpPw9Gro7Gr47Grw7Gfm/R/mwP/1of+rlO+7k59G1t4GIJ83UF9Wcb9Xsb/Gm2Yo0QP48EzMG8l2AeSxCX+W67+Tbr/8FruMZmoNxmqNZ9pCl4rS/zx0LX1R76y2LnLrVoCZM8iwibBLqPtliNt5iONRiMVGtNVOvO1ZpM15qMVxnSynUHS3VpFQbDVUajVUbjNSZTtWZz9dZzDdYzjbazzQ7z7c4LXS4rELdVmPtar+dqr/cs0HMB4r+JebNLTN4jpe+QsvYGcg8oH46phWfDJYcD+VvY7DV0yjo6YQefskvM2CFlb5Oy1/FpS+jEDWzGLjHngJC33psy0RDaHq3rLXbTjuuaG/fNLHX+zSrPTx3eO9XWE+kK1Hci1GgBAuAB0osV6cmCDeAhhPKPJryYSns1miI7mCyFDH3a487Z48QOdGACOzNCXZjgrqwQR2agNUO35T2QFQPQgr7HnLHXmgNhw9trydlrzdZnz45y4Oyz40TYsiPs2JCO7Bh3bqw7F9qVHe3GhnZnw/vyDoc+GwwVIAc9oQAESYECON/HGD8BfJAINkC0UvdujsJf3U6PqNFKC+9NZ3Nfr5TannQE7rb5rzd7Lbd6jFZZjtVabYB893vDtkFB6+1eh6CgP9SU3+T47U7P6Wqrw76g7yNx54Nvf00k/5nM/D6YfklM/0HK/IaJ+YEO3221h0cJllvdKrO60+H9ABPzgpwmM5AlO1WitlSlP5qrgo2RoiQ7NW5VAAAgAElEQVS+mvuot1Fpdtxit11rBgp8VGJ694PazdyXN/NEGbMeMaZyMmQ9ZM1/xvHhGWPO0/9SHl1LfHKjy158o9p/Exiy0OHzCffmFBN50gdYb3fd6/TcbnEnpmgiouWnCqyGsg3aA4RQ8XJ7XS5HEM+1NpfNLt/NDs/pcgtiskarm3Cc9M2Qp3+/e3E7WvomQPJGk78grUhntt5iscVmF+x92Ou/A3bbh7lu9bisdDgttjuv93ifoCM+YaIO4MFrHW7b3Z4/ie+2gN6INHVQgvJUg+sXcvL3gdRzXNIu5M1RX8o5MeeS+uEzJfuIkLqLSthDxHwlpvwhJs19NOtyeFStzlwidbdI4lal/L0Wba4Ofd5WXc4GDaYmTeZ6tXsN6vRtOsztesx1qrfqVW83qt+pU73ZqH6nQfVWjfKNSqXrFQp3yuVY84QZYziuA27Rhdz9O4brvwIJ9jadp01anO367CALLoglB9CUpceMucPkLtiOBe35EOHK2+/9aDBMghAojPV7PhghTQRIYf3E2y24UsX+ypb+F2j9mBL4ihqiNByhjg94VaLBmiRxPenFrVix22FPr4UJ/puj/rDaXLTRVgLoKYMNUyO/UceGyPUHSvQHimCDBCnhYtjAZ3Av/sFo2dFYRWqUXH+AWKM5a7MlGzZIhPZGejZFeTTm5UiM1FqOBi1aHOnzcCxWei1HcylLbTxBdjROejFbc7PQeK3AaPmj0UaZxV6t80qpzVaN06eugO1mN3iMTHOAACJGrj9WAR+nRE1SpyVpUGPVKO9USW9VsdFKyEgFZIwyMkEdEqPSEibTHKkEzbEcB749n6z7uQa+OsRffR6+upj8fTH79Xjy4nDy8nDq+9H0j8Op7wfjX7eHLjeoX1YIlyu4b6uEi0Xs2Uzf5zn412XEzzX45Vz7HqVgE5O6iX631hu00eu9AnRYaLP439rY5keqdBtrC9/FF/yY7f6z3Pt1vud4rHYNlznWHURtdhhutpxofj1SrUstUhopUZmt0p+uNJiqMhop0yUVqpMKNallekOVhoNl+uNVr+fqrZZb7JdbHeaabCfrrSYbbaZabOe7HZbATiu97ktQj6ku59ke7w1UxD4x4XAg7YCScTCQvUd6v0fMPaTkH5A+bmGz19BpW9i0A1LmATlnh5S9jktdxiYt4dI2KLlblIIdUvEyPGOyOQKcaOonyaB7k073L7pQIea5j45HTW5rZWbj6fKDsSKDb54QALwYP3aMDwcu8AEx5MlEksx0htJQyitKkgwi4jnI+z7YlavHkQnkRA9yugtzZgTbMwGtmXqsmXos74EsGCAWrL1WXH1WPH3W3EhbdpQ9K8qRHWnPgXLkwrhwYd24iN68eE8urDsbxoMV48FG8uMdDRcYCRcYDH06CBAYAAhQQ56Tg4RRXk+Bdtw1+nfqjRkR3oK4YKmRePWZLMPpHKPlMpvVGsetFo/tLq/pWuvpeusNkNcuLGCnx2ep3vGw2/+KlPwHH7vd7ol/r7EJ8TwfjNrDBZwNhH8fjf8+mHSBjfvc++YHKvoPPuJzjyshUaLCjr7UhqHVhw8VI0nNlJ8oVJksUh7NkZ/8oD6Xb7RdZT+epYV7IzWerrpeYkKIe9nqzvtB82aK2F+Zz29m8dOnPWRKf8ycI8hSIMqUL3Y78RFdDP8/EC/Z0563p/3xa1DAATp6GxK0C/bf7vTe6/BdKLcfzDCkZRiRkrS7gyTa/YSniszOEUEnML9diP9RX+QBBDBVZg2NkC004ooWvx7x/GaiDFuaMse7Vzehb2Rna8wWGy3nG8yP4QEHEL/VDrv9XtcdiMtqh+Nyu8tmj88JKuITJnoHEjBVZzvX5PAJE7HfGzRYZobJ0Z9qcDlCRp6iI7/gYj+jkz+hs07RWSf9aaeEtBNiyhE+aR/57hAe8QUZuV3tgA+RajHgKpK4XSh2s1KesUGdvVWXu9PwfpseR5MWc73avUaNe226LG26THWqtxo17rbpMrXpMnXpsbXpMNWr3SqTv/7xxbWP4nfyhBnSHtEnP6DPFmAtleYFGomi7CQ7DXha9Zibde806dxq1r0NNGUCW7H02rOhXHgRTtwYT35ayAtysDghUJQSKoULlEB7iza/Zk94Tpcq8nerMTclQG4oVJkWojQQogiyF2w15+txFIF7vYR5vez1lUUFKWLDlAfeagwn6EymGIzGa2EBLxG+QniAMCX8+UCEENr3UY8TJw4gOhD5EhMo0ucj2OPMB3blI4SKUiLFZ5LlJ+KlpxJl1nJVZ1LlyFHC4/HSK9lqy+/VJ5NeDce8nExWWsnVX8jRG0/VWMo33a5xnMs3Wyy22WvxWqiy644Sr/J+0B0m3hv1Eh+rSEvWHE3RGU7UGnirNhCnOZikh4vRBIfLd0bI9cSq9mWZUOt8F1GZJ1NNV8f4q9OBq89jfy6mv59OfTmdOT9Z+HK29PV06fJk4fJw9mJ3/PPW8MXG4Pkq4XwFc76MOZ1DHk32Hk32ns30fV1EfZ/v/TTavE8o3EQmr0DCVsG+q0Dn1e7/X23sAIx1hG1h3/+c67jaRv9ahB4NVq9i3s9A3g63eFLrrYfqXw/XGtDKNCj5CkNFqtMVerNVhvN1phNVhpRirYFineEqo9EaY1q5wWiF8Vy91Wqb41qH80KL/VSD9Xij9USLzVS77TzQfhnmOg9yHW+3n+p2W0UAdgmxR9T0A3L6ATlrn5yzS8zZwefsEnI38TmrqPQtbPo+MfuAkrdDzFnDpa7iUzYo2Vu0jxukgk1C0ToqZwkYh8tzfqvGp/UvnRYdHUCQaSLberPKfqnIeCpLaThefOjtU0r4QwKAlxL2aCBcYPiN6NJ7tYUcdVqyLCnxJSpKqNf/EdzzPsSZBex8D+RED3ViAtuzQOzYIHbsPZb3wJYMMCvWXmuOPmtutC1PvwN7vyMLxoUT48KFd+clevDgPbgJ3rxEb16SDw81kG8w+DE1iG84hH8kXGAk8tlQ2FNK8CNamOBwpBgxWBDl/Rjhzof0eoL2F4J7C+DDpfBRMv0RLyfy9Dca7A+B3scw/9V2p4Vm+7Uu1y2g506391qT22dY5Hdk3Ck4bLPVExwnPdtqu9vnNd1uuQR2OkAHbkH9Flpc52udtpudjzqc9lossYni5fb01U5snQFPUW+lqOkKQ9ly5NQXg2my6xWmR41uc3km3Z78zQ6ctHiFg1rbxSJDZKTYB52bMcJ0SQJ/ZQj8+16YMVeM+b3QnVyRf3NFrqU+pcuSvIkLVf8EenuOTTgnJpwT4ja6fBcbndYaXbYaPYazjICBEi3uguVWPOma/7X7Cm02uX6CBhyDfQ5ggfvw8D0wYOjj6yYPoQw1xnjpuwkvWdIUeUrNhMtsnw19eL3T5bbWbr/UYnOCCF5vd1tqsT2Au+1C3NY6nDe7PQ57gz9j3pz1R22D/SeqrceqzDd7vLYhfrMtjrRy87Fq+6V2j/Vuz30o4BM66RM6/QSVdtyfcopPPiUlX1AzzvBJOxDAYU/ATq0TNepVqyFX8YubxS9uVysy16qw1quztulxNWmxVSndqVOlb9dj7dBna9VhrlW53ahxr8uQvceEq8eEp02XpUWHqUGLsUTudtFLhkJJ9hwh1nxxzip5/iaNZzCLF322om0GHA1ad6tU/6nVvNFudA9uz030fkL0foLzeNzv/gjnJUAOECUEiKB9BBEeTxFuTwn+4ijX5/X6LLU6LBDbJ9TAV8NhSkNhisORiuRgWXzASwLg1WC02uAbdeo7zaE4bUKkIjlSkRT5ihIlT46QQ/mLwH0FyOGitGhRXDA/1J0H7MqDA4gMRL5E+j7rduSBuj/GBokMREmSI8SmUxRm0xQWM5VWc5TnUuVob0QnE6RXstVWczRn0hRp76SGYmWm09SpMXJ9QSITmTpb1Q4zH0ymPrxer3UeKzRrCRWu9n3cFSbR+0aemKI1nGk48d50PNOMlmJMTDIkJBmh4vRBb7URaaYjNX7bqNTL2fpfu7Dfh+g/p8Qfh8Rfp8O/Lqa+fZq+PJv5+nn5+8Xary8bv75s/P689uts6dfJ4u/Txd/HUz/2Ry63Bz+tko7nsYcz6KNp9PkC5nIBdT4FPKRWbfZnriPeroGDVkCe6xDX/62N7eHbhJyfi+1X65A/K5BvU217hKJ5cPxIix+t0Xm0yXakzpharkUtURsqUx8t05go15mrNlqoN5usNhos1aGW6o1UG4/Vvh6qMBwpN5qqNltotFludVhsdZhrtZ9pc5jpcJjusJvrtl+EuM6BXMfb7cc7nWd7fNbRkccDqQek1D1S+uFA7hH1wz45b4+Yt0XIW0Wlr6PStzEZe6TcPcqHDdL7TVLWNjVvi1qwSSrcJZbs4QrWoamDJb5pRsKa1+l0/qILfc5CSzHdqrLbqjRfL9afy5IfTxKnRvPjgriJoQ9JYfxD70RX8jTm36tRE6UpiS9xb0WRwU+QPg/hHuwwdyaICwPMmQXiwAZz4IQ7cIGtGEEW9DArZrgNO9KWp9+eu9+BHevMSvDkInpxk314Kd48BE9uos99ih8fLYh/LFxwJOzZUMiT4RD+kbCnY9HPR6Oe0cL4RyKfjUQJjb6ToEWKkgCC+CBBPEAIFfCMFC0F8uZv93g4nquz2+a81+22DXRbaLaeqjVdaLbZ7nbf6fTe7wR87Us6g8Rtt4UuNXh1v3k532J/gglYhzjvo/2+UKIPkMEL7S6LLY5rzXarNaZrdSb9CaKltndbPO/DI8Txsa8oifKoqOfYt8LTOWrLhcaUGMVSQ6ZU2X8qTRhHE5T2qm2WS40xMRKlZnczFOkyX/6VJvJXjuTtEiW2MiWmUvnbRTLX86WuVWgwIXxlaemvZyqdL7CxfwbTj6EhCzX2C5W2K5UOlGTNCivuFJXr8fJ/x8rT9UbK7rZ4rNXbrTbabnV7bYGD1zv8iBl6ZTYP4uX+S5JjSHjJnCjL2uahiIjWGvpgOlNtMVphuNhse4oI2e72Xm2334O6bvU4r3U674J8jnoBR4jQA3jIDsR/ttF+rNp0ud1pH+6/hwhY7faca3Fd7vRY7/Zcbvfah7096Uv+jEk/w6Ud9Mft9r87wsefk5JO+iKPQYE7tQ7UKLkGHeZ8sWvl0nebNDibNDnr1Fjr1ZlKZG/miP5VJvdvmy5rpwFnux5rkyZDizZLlyFnlwFXpx5noyZzoxZTgzZLlTJjpSJbiTR7liB9rghz5asHlQrcDRo8Pab8QDOeblP2Fn36FoO7PRZsfY4PCJ5PSN4CJC8Bst/zgUBRapD4QJAExvc51Imv14Wf6C9B8n2BchNEuT0n+LwYDlEcDVMcBEiTAiRoITK0CDlKqCw1UoESJU99q0R9qwz3E+7zE0H5C2MBYrgQ8V7vJzCvR4QwIXKEEMqPD+XPT44QG4uXm0hUwoeI9rjw9Pk8ob2VGY6RoUSKTibLTaXILWTIL2UpTCZIDb0RnUmWW32vvpqjMZOqOBz7ciRedjxJAeL9uM6ahZqgtFPjtFBkMVtksVrjPJhj2B4m3hEhCY9XwqZq03JNx/NtZkpcZopdh/Mc0Umm8ITXmCy7wYrAdVjal6HqP0udV3uIP8eY36f4P6ek70ekX6fDv88nf55P/biY+/Nt9c/X9avLjauvm1eXW1eX21cXW1cX61eXa1dfln6dzX0/mvm6N/l5ffhshXq5Pvhza+DnGuZssn0T+2EFkTDTHTTV4THX9b94zcDTLqYarnZ6r9bA36dbTgcrtlBZc91Row3utBqbkRrT4Wr9wXJNSrEypVCJWqQ6UqI5WaE3VWk4VmFAK9ellRuM1piM15mOVZuMVhiPV76eqbWYb7RZaLFfaHdY6HJe7HGd63GaBTosQFznwW5TXU5j7Y6jrc4LkIADYvwhOXWPnHY8mPdppPB4sGCf9GGXnL9FyN3Cvt/EZO8QPuwPFG5TPq6T3q+T8zZIH7dJJQcDlYfE4nVY+mhlcJGDjCE9nc41OoAgMzXZZK/eab/WeqvMeCFXaSZdejhOkBj6AB/MiwfwDb4TWcxRm8pUIsdLkhOk8O/EUMFP+nwe9HlxIrxZYW7MMGc2sD0rxJYDbs8JtWYCmt2GWjH02XFgHO5jHLn77VmJbuxkb06SD+dAwH1qwH2yHy/F7wE1kG8o5OlI2LPhUIGJKKGJyOfDoU+GIp4MRfAPRz6ZePd8MIyfFimAD3zU78tLDhUcjXs5HCs1lCDT4cbV4MhKTVfcaLReb7GZqzcbLtOlFmnN1Zsd9nidgsMuYMkLlSGQKJOuUG1kkhEsQXWu0e4MHXyI9D/uD74kvznFhq9DvdfBHgdQj/12u51mS1KaVJ0rGwQghH/3qj9SBhshSYqRnMxUWSs0JIRLp8vcCntMF/2MLk/5OhYgsZxvvFFlPl+qT06WwUSKQDz5y/UYao054V4SuAApjLcwxIa33Zily+o+yF2000e0L0blAAj4hU86BQHmy61ni8znCi0Iscpl5hyRL+hCROgytenxCWpbja7z5eYzFa83ujz34WFbXQGYJI1MXRbA87/evbgRK0kfJ83Y5iE/kGGOS9PuS1boz1Scrbc+hod8RoWvdTqudtiutNuvdjhvAb3WO7wWm13XOrx2wf7LHS7TDdYrHc4naMAXYuQxErAB9N7s8dno8Zxvcd3uCT+Ex59j08+wyZu9EasQwCY84gQbe4qMPur236ywpkRK1evcK5T4u0aBoU2Xp02Xp16dtUaFoVjmxgcJulK5f5s0mdv0ODoNONv1Odr02Ju1WerUGOvVmOrVmWpUGGpUGWtUWKuVOQulmJIe/ZPKfyNPjP69yL9Fsre7THjhdny9trxdpszdZiwwWx6UMx/Cjgfr+pjk9YwWKEYLkRwOfTke9YoKeIH2eIr2FMB5C2M8nve7C+K8RMi+ksMA2eEQGUqgGMb7KTVEfCRahhomNRQtN/T21VCM/OA7OYTvM3SQMBYgQggTJYSK9Pk+Rvo9JkeIUCJF0AH82GABSqT4SKz0bJrqSKwMOkCAGCY8kfhqOOYlKVxoOFZyKEZ8PFFyOlVmLF5iJEZsPl1+OUtlLl1hPFF2PPHVXKbacJxMrQVjkcHNgXjFvXqnlQqb5Qqb1VonSqY2OFq6N0YenahOzNQfLbAaK3KYKHMdL/MY+OiKy3EZrgzZhGWdD9b+WgJfbaGvdvqvdvp/7vT/PMD9PiT9OCD9Ohz8czZ6dTb+5/PM1eXi1ZfFq8+LV+fLVxdrV5ebVxebV+frV5ebV9/W/3xdu/q68efLxo/jpcvdme97U78PJq8Ohr8tI/dptZv4DzOQdxOdgZMd//thvzda82O1588m7Ndi98VY3SHx4wosbrYjcLLBeazGYrhCf6RCe6hcg5gvj3kvjct9Rf6gTCvQGC7SGirWHizTHao0HKt9PdlgPllvPlZpMlVjPt9gvdhkO9toO91kM9fhuAx2X4S4zfY4zYNdlqAecyDXsQ6HoSa7qS6PbcybE0raESXjmJp7Qss/HPh4SMk/opUcD5UeD5bukwt3iIV75OJtcv4q4f0KIXedkL9NKj0cqDohl+8i3881RTcGaNrxXNf9hy7oGSMp3mC3zmmzzHw5X3cmU2EmQ2Y8SWzonSAlnJ8Yxj8cJ7GYozaZrkCOf0GMk+iPFkIEPkJ48yK8OBBerFBXJqgTK9CGtceSHWbLAbNl6ja7CbGiRzty4J0eYJ14MA7MFC9Oqh832ZeD4s9N8ech+/EM+D2gBj6kAfiHQ5+OhAlMvxWZfiNCC+WnAB5SQx8OhvENRz0hBd3H+XP3ebFjA+6PvBOdSZUbipXERwo12DE0u7IOpL9arHq9WGc6UalPK9EcLNacrXk9X2E+kmtOy3YpspZ1ekRv9+B2kv59VLL+crPbIcR3D+JzjAB8I8edE95u9/nv9wceI7y3Wq23myyGc+QhgKekOIWRNF1itNJwnOpOiflZjcNlgzsRIJMmfi1F9Eau3N0s2b+bLTkpMa9WKk2OgU7H3fYHLdazH7RBXvxg32e0ROXRRKXhGGmCvwDImrXDkq3N/kG940MgQHKtweOiN+Ko02+h1GLyo9FYtj4qUq7GjjdC4p8AQboPxqy4RPXNRtfDbq9jiM8JEnCGeXsIDUPFq0TL/ufETufHRwd4di1c7EapxVNKuik+XRcaJ0PM05xrsNmHBJ5jIje6XReaLWcbrFbanLeAPsst7lPVdktNrnuQgC2w92K7w3KHwwHC7wwDOED4bwA9tkBe6z3uKx0eO+Dwfdi7T5jkU0z8CihwtsN7HRpy3P/uEB623eq2UGBECBVr1LtXLnu9RYOlVZurXo2lSpmhRoWhUZO5WZulTY+jVZejUZO5UZO5Xp2xRuVehcKdEpmbpXK3K+TvVijQVygxVCoyl71i+ShxN+XJX2lPr70XvpElTFck+2+bAVuPOSfQjA1ozgq358W4PMF7CKCd+Eiez6h+IrQAMaq/GC34xXik3GCIZL/XM4yXAMFPGO8rTPARJvgI472E8J5CBC9BcoAQwU9gMFRsKFyCGPicGi5OjZDEh4qQIyT6A57hQ4TxoUKkcBFyhAg+VJD2VmIySW7onRQOIIj040f5PyGGicykKY/Fy/QHPiGFCw/FvCBHCuNDBYZiJAbfig7Hio3GS5AjBAghj0beiU0nyUwkSo8lSE+lyC9kq5OiJMqMb1aY3xvL1NipdVgut1yusl2tcSCmqEEiJGFRL/tiFPFpuqRMI1SyPjLVCJ1tTSnxmWuPO6NU/17uvdrsv9rCXW0Rf63jfqxif20Svq9hvyyjzpdQlyuYn9vkP3uDV0fDV4djV8fjV8eTVyczV2fzV58Xri5Wrr6u/7lc/f119c+Pjatfu1c/d6++bPw6Wfp1NPfneObqdObP3uC3FcTn6fYtUsE8PHGqJ/p/8Pq6Bv211fdtqed8qvlksGQHnbrQHTpZ7zpWZTFRaTRWrjVSokYrViXnKxI/yhM+KODeyxPfKw58UB3IVycValDL9IZrjMdrTUdrTCaqTWfrrZZb7Ff+72DfYDXVYjfX5TwPcpnpcVqAuK70ei2A3aY6HcfbHSc73VbggENi4slAxtFA9h4pe4+UezJYdDZa8Wms6myk+oRWeTBQsUsp26YUbVIKNsgF25TifWrl8WDtJ2rVKaFwvTuxM8zQme+2xl90Xg9vwYIVVkst14pfbxQbrnzUmM9+NZogSn0jQAh/jAXwUd+KzGQqTqTJU+IliXHimGhBFIAf5Xsf6cOF9GaHuTBDHNiA1mwgK064PVevHWO32Q2oFT3aiQPveh/vwot1ZKX6cNEC75P9uAi+HDgvNqwnK8mPeyDo/lAo33AYPy3k8UjYk9EIAVrIo0EAHy3s8UAI3wDgIc6fG+PLjgvkoUY8HY0VHUuQwoU+63HnqLW6DQ99Ml2otVxjNldtPFamTSvRHC7VnizTh4WLp6gyhkiwWLH/q3adTuU6nYvA9bZgpYlS25kKq+U6pxNo2J+BtC/EuGWIz2afzxHSe7vdZqvJfLZYczBVYSbHaCHXcirZZDpJfzJedfyd0nrGa7S7RLky83vxfz++vJ0i/FeJ5m2I75PRHNUDoP1nuPsx0HG16vVAkjw+VpaapkRJkKbGiJPDn0Gc2NotGVvtOevseVq8BecrHS+gYZ9AQVt1joulFpMfjImJaq2ez6JlrvsJ0aXq3IVEy85V2XxGBP8iv/mMCTtBRRzCQvvilCOlr3k9pAM8o/Pjowt69le5NT816/VooRkpR3O0zHiuwWYH5HuCBOxDfJZbbCarTZdbnfahQTs9QSutnhsd3kfw4INe/9VOp4U2m02Qyw7McxviuQX2PED47/X67vcGHfRGHsDenqDiDvqiZ1rdRurtV3oCDvqi9qGAzRbnmY96A1GS3RZsNUo32rSYmjRYK+Xv1igzNKgzdxnxQMz5gCb3W3TYqpXvlr36r/DlPx9fXPv44lr+ixv5L27kv/g3X/K/AulbBS9vf5C8mSvxX67Ef/nStwplb+ZL/1OhfLPFkKnbnA1szdXv/oTsL0L0eY7zEKD4CA35i9P8xSk+wiSv5xQ/kaEQyYFAiX5PgX5PAVKA6ECQONlflOQjhPcQQDk/7nO8j3HnIwUIDIeLDYWLkYMEByPEhqIlSWHCpBBhPECQFCZEDhMejBYbfvtiMFp0PEF6MlmeGi35f1mMGCpMeyM5l6pIjRTt9eDCBT8hhT0jhDwlhT8djZcYjhUfihUbihWHe3J02t9F+vGMxohPJsmOJ8pMpyrMZChjQ4VrLe91e/MtFb9er7KZLzFbr3NYr3ckJCn3BAlBQkSR7171J6jBY1S6o5TAifrYfKdFcNL5cO2fRfDVRv/vdez3JfTlPPrzDPJiGvVzAXc5jfw8DruY7L2chn+fR32b6/s2h/i5jP6x2v9jDf9tg/B1nfh1k/xtj/bjaPxif/jiYOzH59nfl0tXX1avzleuPi9ffVq8+rx4dbF0dTJ5tT/4fRV5Mt66TixZQL//H7z+HJJ+baNPZ9oOR6q2cdlLoKipRo/RCsuxUsPJMt2xYvWhAkVaodJAgSIpXxGfK4/Jkhv4oDpSpEUr1iIXaVBKdIZrjEdqjAfL9SdqzOYabZZbHVbanRZbHWZa7KaabSda7SY67Ca77BcgbqsI7wWw20y381yP2wzQba7HewsddUpNO6FmbePS90i5n0bKPo9Vnw5VHVLLj2nVx0N1+7Tqg5Gq4/Gaw7Gqg6HKT+ON52Mtn6g1n8klu9B0WIyFz3MWrb/pvB/d7PKWWiwwXSk02Sk33SrRX8xRHIoVokQ/JYTz9wc9JEY+n05XmM5UGkqWISWI42NFCFHP8cGPcQH3+/24et3Ye524ofa8CKdHaLdHMFumbrMbcFt6lCMrzoWb5MaLd2Yb9OEeDLhP8OHAerH1ezBjPJnJASQXHuAAACAASURBVJzUYJ5BAO9Q6MNBwH1KIM9w2OPhsEfU4IfUYD5S4ENS0EMS4CExiJcUwkcKeUSNfDabKkd7JwH25Gp2ZCTEvpjM15opNZguNxzMV8XnKgyXaM9UGAL9n4WJ0r2mp1P/i079HzrVf+isuP+ucJIYy7eeLrZaq3U/Bob+wCd9Iyeuwf1XEB4XJMA50vugw26rwXyj2nKz1GE8wQjhLt1k/CBPlj5b4lalCvNHqTv5kvfyJRnyX9zNFrtRoPxfsx0HPkFqs81yr9t+slR7KEdlLFdrLF9vvEB3KEuBmihOihKAe3KAXdkhPnzt3o+7g0WXq53OoSEnXb5bDY6b9Y7bja7rtS6UDL0iG94ohWuZr5mhMfKLDQ5fcBG/qDHHqOBtiO8uyB+dqJquS19gzNVgJ5ClxpKkcAcY9HI833yp1n6p0W66xnyu0Xq7x2sP7HMA9V1usR+rMF5sdjyAAY7h4bugoH1I8ElfyGGv33q380Kb1Wq3/RrQabXbaR3outfre4QMPOsPP0FGnyJjTlDvNnqCh6utR+ps13oCdmFhW13+85VWw+kqY4mviH7POg0YmjTulkjfKH75b4sWe7seZ6chd7cxb7M2a7Xy3Sql22Wv/iuQ+idXjO69MF2OyN8fxK/nS/73Ueq/jy9vFcjcyZe5VSh3u1yZoUaDuUr9bqnSjQq1f1uNGXusORBOD8n+IoPBEiQ/EYqf8AhAciTw/6HqLt+iQLg2gM8+W7q7dhPSHUOn2IWBgiLdMTRMUkM3iiAKEtLd3dPdydDdXaKirvJ+eD/tP/G7zn1d9zlHh+anSfJWIXmrUAM0aUFaZD91HEgJ56tMDdRkhmjTAoH0AA16gAbBWwnlehnjdpkFURNG6g5G6bPgmgy4BjtMm47Q4EbqciJ1aTB1QogSPVSTG6XHCtfiROkxI/WxIeqYYHUyXIuKANLgmqwILSJEEeUvSYYpUhHKNIQyDaHERKrTI1Qp4WrUCPVOj3NVz3/v9joviNUdSTXjxxsOJpsOppjhYOp1LhdxYdpLZQ6TBdaj+c9X6r1WGrwoKTe7IZr9CF1MlFl3uEkz3Lg36RGvPGAF++rrYNXhdOeXsc6DiYGf85SDadKnccLBJOXrKOn7EPFAgN5n9xzw+j5zuj5z2veYjbuM2h1W7Ra7doNVu8Gp2+A3bolad0a7tyd6V0e718YHPi6QDlboX1dY/67zfm6KDjdFh5tDh9vDh1uiw49DPzZY35bInyb7dkf+e4zw5wbt2wJmXVi9TM+bQycNNwbySuwFH54KCswFuXe4764zskyomcbETCNshmF/il5/sh458xrj3W1WgTn1/R3K+3vM4ses4se0fHP2BwtR+YuRStuRarvhGnthjb2gxk7Y4DjY5CxqcRnv8pzo9hppcxtpdRtpcRM1uvDrXSY6gzYpCTv0l8vEtBVK1ib9/SazcJNdvEYr3GCWbbIqNziVW4LqbWHl7lD1/lDtR0HtHqf2I738C6NoF/uGmukdfV3x0RGAr+zRMgdlwctHI68fLuRbLeZbjLy8QotUo0WqkUOViXBlSpiGKNVsPOs2P+0KJV6bGKPJjNFmhKvhg6X7fcWa7E9VPz1R/vBEs7X4gKtst8OZTrt/ehyOYz0ukLwuk7wkiR4X6H4S9EBpvI84yus82usc3u8Cwf8CzucMwf8cNfgSLUSMHiLOAF9mgKVoQVIkP2mCrxQxQJYKkaPD5BlwJWaYKjdSaznnwXrBU268MQ6hJki/IXprPpz3eLz0GfPdHUyaMTPn7mTZM0qs8funl2CaJx4dBVwFAAwBgKdnAB9cNKdK3DcbAz53hW01gyfKPWaafac6PUc7HHfwAZ/QfjMVVsvVNuvV7vzEh/U2SmlaRyMvAyBnARHigCR5wGv1o++0T+Xqns3VPZ2j//c7sz/yHh1FI4GztTbjlVaoRN2eKG3qy9u83CejJS8G35vTU/RpMeqY4Mu9/uL9EIWBcC1i8o31lsC9bsh8jdtEid1spctyPWi7PWSh1geTeOeto3hVCFBY6rSDhn+lR//gxG1iQ5a7fdc6/dHxV0ucZXDhN+ixD6od5Ju81XgZFrOVLot17lPVjoIiy9Eq2+UO0FZf4Gqn90yDs6jUerbBc7MHutUL2+4P3R6Ab/QGL3V4TTc5zLQ4zLc7z7Q6TTQ5jNTajNc7Lvf4bmFgWwPhmwOR6/1hMy2+lPdPaAVWU83+S13Q9S7IXJWrMPPOUMpVFlS92eJEofFvOXq/FJn+0/hArMVCouWJRMPDS5W3TlXcOllx+2TR1b+Lrx3PMz76Rue3HP0j7w3/LjQ7WXzzfNGNs0U3zpTePlt+90z1w/P1Ty7WPTlb9fBE1cNjtRYnmp6d7XKQwIOUGSHa9GBNVoi2KNSEHajN8AdSfdXJPmokXzWSnzolUJPkr0bwU+GG6gsijSlB6mR/FZKfEt5LnuijQPZXYUM1uQhtEdKQG6rNgKjTQtSYcKAwypATrkuDaRKClWlwDV6UviDakBttSIAAGxzEW12lGeFGjHA9fJASNlAW7S+JCZAgBEvTEIqsCFVWpDo9XJWMUKaEqdORwD4/sUaHv7s8LwhidGez7ohSrnDjDIbTrrPjTQjhOoJXtyfzn43mWU2V2q80eo+XOOATrvWFGfYgDNthhp0R14iZ1lMtEZ/YBYdTzf9Otn2Z6Nod7d4dR3+eJu9P0/am6J9n2AcTzK9DlINB4hcB5jO3d4/ZtkOtX8eXrRGKl3H58+h3s+jsBXzuAjlvnpK/QCta5VWsC+vWhxq3Rlp2Rtt3x3s+T2O+zZK+zpAOZsj/zjN+LHN+bgkPt/mHu8LDXf7hDue/sXEW+3m6d4NfsUR9O90XLarx4hQ+5eXd5767wckyY2WZUF/pE9J1Men6qDS97kStnkQd3EtTctZ1+vu7pJxbxHe3aYUP6B8e0vLNae8f8Issh8pfDFXaDFXbCart+DW2g41OI+3uY51e493eox3uombnkWaX4SZnUaMTr9Z+uNl7BY/cpKaskNLWKG/WablrtLxNVvEur2qLW7NKr1hmlK9zKjZ45XtDtV9Gmj4KGva5dZ9ZlV9oH3axWZz3/qkPNB8cAbhc+jXXQpIed4ufcm8+/9lSoeVQuhkDqcWI0iaHqpFC1ShhQGHKtemcR8OZN+kJ+pQ4bW6iHidGiwxXRAdI1Vgfy7n+2ysDQOn9U91OMn2uF/pcTnXa/41xP0cCXSZ6SRK9LlF9JSj+0ngfKayPBN5PghggjvE92+fxz4DXMYL/WVrIRQZYnBokQQmUogXKkX1lCSBZop8cNUSRCVemQZRoEGVSsNJ4yvWlnMeCRDNCqBY7yYz36tZQzsP5GoexCmvq2zv0t7dHPzxmp5g1eSnnWynBtE77KJ3zkD8NNzzTj7z1qSPkEBV2iIn60o0YLXYarnQcabEfaX+xhQUttzgN5ZtvN7stfHCstJaPV/89TvG3JIUjL5X/fqNx5I36kQ8G5z/oi+Vqnc/TPVdofDrL6Le3d3/DIHWmKq3HK6zIGddxKVeJqbfRCddxqTfoGTcF2TfHc24J0vTp8ZrkBC1q6pWRDzY7XZDN9sDFRs/5eveFRo/5Bq/1jpCtbvhwuVtn/HVmvs0+Oe4nP+0rO/YLK2oDF7wx4L/Q5N6PNGry0+gFG3X6aVc5SpGirq5Uum63+U5X2JNf3eAXPBmtsFls8dhHQ5baPFY6vOeb3JdafbZ6IBvd4J1+xEds2PZAyEKr+1SD3UyT3XST7XijzWjdC2G5paDcarLZbQMF3UFHbqOQO5jI1T4wo8CSkP1wssl/rTt0rQM6U+7MTbvGjdWjhSg1Pf670PiXoitHqu+cbX4s3mF1ufO5dKulRK352VrzszXmZ8tvn2h4fKnq7rnCK399MPun0OxYxb0LDRbS9RaXG55INFtdbrISb7UW67CTaLcV67AT73GUbHl+rsHydPPzc73OUtRATWqQOjNEayTSjB2kQ/PToPlp0AOBtCAgNRjIhOoyINqUYA1+hIEg0pDor4T1lsN6yRC95RnB6tQgdXqIBgeuI0IaCcP1WVAgNViVi9Dlh+uxQ3X4SANWqA4nXF8QbSKKu8pGGnV4yr42+yPv7ikq3IAbZUKFaaL9pTH+ktgAiX6fC4Tgy1SEAhupTo9QJyPUGJHa7Fg9bJBMu+upHq+L/GidxZwHI2nXuLEG02/uT2Wbj2Ten8q3GsmxEOU+mSixm61y5bx90hdl1hVq2go37Yq6zf3gtY17+UNUeTjT+nO68/NE18eJvr1p7N4M+eMMfX+evb8g+DQ/eDA3+G2G+22S+W2Cui9C73I71ml1y/iSBUzedF/mZE/6VF/69ED6WE+isDVa2Bk7iXm5yshbZ39YYRausoo3uFU7gvqPopY9UcfecM/ncfS3OdKPRfqPZea/q6wfG/zDbeF/8Nod7dkdbV1lFc/jXw23gjll9sy8B8y31xmZJoxXhvRXhuQ0fUKaHuGVES7DaCBdry9FF/fShJFzh134gF38iFPyhFdhxS23ZBdb8EqsROUvJuscJ+qdh2scB2sd+LV2gnqHwRZXUavbSLv7WKfHSKvrcJOTqNFBUGfLLH/Gq3Gc6YUsE2KWCcnrlKwtdsEWq2iDWbIrqN8WNqyyqpYYFSus8lVO6Sa/aldQty9o+DbU8l1Q+5lasIXK4OUFpj8G3vsDYHvml/yn0pyk+/wU8/G3FhPZDwQpV7gJhsxoHVKoBg6qRgrVEqbemHlvMZZ9j5FgSI3X4STps2O1GZEaZJhKh/vlkoensq8cqbYQG3BX6ncX73M93e7wV5/LSZyXGNFbEu91Ce91gehzmRwgRw6WIwZKob3P97gd73U/jgKdJAZcoAZLUAIlqIGXqYGyFH85IkiWBFIg+cjjfGSIAXIEf3m8vzzGV5Ydoc+PM8VDNXoDlEhIA3KcMevVrelKu9kGJ0HJU06e+WDeXWKMRoO7eJm9bMEzhWp3wxpPvQY/jcG3T/bbQJ87fPbbfH+gEft94PVev4k2m7F2y+Vel9Gyp6L35luNHqz4O/Haf4ZL/y8DePIt8FSR4fl87ZPZKn/nqJ/M0xLLBV4q0BMrNDmfpv2/gsf/0JLN5modNjq8Fhvcx0sdB/NsB+Ju1EM1cclXlmvtd5od54rvz5WYiwpus97emq112+kGr7f5bfUE7vQH7wyA13uCFtsDljvBsy2BQ1Uey73wf3kvD0WvvnBiV3HB4y3OE3X2oqJn6Fiz1kCt4hcSeY/OVDlI4iOMpgqfzZS+IKdebQ/TFBU+m69zm6tzma1zHq+23RkI2OoLWGzxXusMXO8KWmkP2OoF7wyAlzu8ZpocRiotuR/uswrusT/c5xQ+5JdZTrd6fCRGfiHFfSbEfSHH7uDChBW2tDzL5U7YzkD0cjN4ptSZnXSFHq5OCpRtsjja8ODvDiuJdsvL3dYyPS9kemxleu1k26zEWy3FWqzEm55ebLe+3GIlUf3gbNntk8W3TtQ+Fmt5Lt1hp9DnotznotjjLNPnJo3ykBlwl+l3k+53k+11ke50EK+3PN3y4vyAu2yHw8UeZ3EhwpAH1qP6qjECgfxQI0G4CQdhQIdo0yBAcrA6FQxkQLXJQaoEPwWstyzZT4kF0aQEqNGCNPlhhiKkMRehSw1SI/srs6HavFA9Xri+KNqYHWbACjXgRBizI4xJYO2yp2fBMoAYzaOdHgp0hAEzTBcbKEsGy1EgsrhAMWygGD5EkoJQIMGViTAVBlKbFa2HD5Hv9ryA8rssjDOYfXNXEG/EjjaYfmM+nf1oNOvhTMHzqQJrUc7TwVyrsSI7UYEN5fUTVLJFX4oVu8jvIzXncKrlx0TLwVjzp7GOzzPoT/PETwv0T8vcL6uD39ZH/92e/rEz9+/W1Nf1oa+r/INF9qcZ8u7YwMZg2zq3boVRNk/Im8Nmz6BejXcnCJvDOXUQXhN8pDNqGpU0i0mdQactEjI36PlbrJJtdvk2u2aH1/hxqONgEv19hnAwQ/w0jf80Q/4yT/0PXh/HOrcHGxZI7yb74wR1IGbxM2b+fXr2VeorA1q6ATXNgJSqT0gzJL02IWSaYjIM0C/1yW+uCYoeC8ueDlY9G6q1FdXaDNa84JdbDVfbDVXZTje6TDa4iKrshLX2gjp7QYPDYJOrsNlluNVtottrotN9uMVB1GgnqLWmFj2mFj0VNXvNocNWiMnrlMxNVv4Op3STU77Grtrk1+8MNu0MNm0Kalc4ZWvs0k1OxR6v9vtw64/B2o+U92u9Kfz8wNeWOo/+AtifA+Q9lRl+/Xz8zfORzEeC1JvcJNPBVDM6UmcgSLETJIcKUWPHm028fTSWfY+RaMhI1B98eYWXYEAN18BDVfv9VKufib+7/k+dlQzKS63b9VK/x7kulxN9bqfQHhdwnuIYjwsot7N4X0kqWJEGUSQESnW5nGqyPtLpeBzrc5EcLE0KlMb5SJB8pSj+cgSQDN5bhgRSIPkoYEHSeF9ZcpASG6HNizQYSrjGijTq91fqD1SlxZrSEq8w0m+MFj+brrUfLn8mKrEYLbpPjlerdTtZbHOy0lESBTfChBn1QFWZqcZThebzpRaTHyxW6p0/9vvvYvxmO18MN5mP1T0ZL38mev9IkPWg3lkBIQOIkv49Rf6fNLm/36mdzFE9ka14LEvx+Dv1i9nqF95qns8EHkvV+l+NvfhI7pONdtBXLOwLCr7ZFrzZChkpcSG8Mh/8YPUVE/yp23Oy6P5S/bOxyieDxY9XWr2/YML30bADQtgBIfQ7FbmPC51q9Bqv85prC95ER27ho3fJsR+psesE+FCTY99L0zYkEJ9yHR19rcROMufBqSLLS/XOMvhQfW76LWba9a5QYG+UIT3DfKnBe7XZZ7DQkpv/YLXDY73bd67JY70rcKcftt4VvN4ZsNETsNLpPdfiJCp/Qsm+hn1phHtlTMy6zimymO8AfSJHfSLE7KKRu9jwtb4QYbmtqMp5Hx+/1Rc1VeEzX+4xlHGPGqaK8r7U+PTPHtsLBHcVjJMy3kUV46SEcpLHuCqgXeRRTnIDznI9DtKddpKdDlJdDjJtL6QanlxqeibeaiPZ46KAA6lifZRwvgqEAEVioCIpUAXrozjgIY/zUUV7KtVZnqm3OtPlLF724LeSu/9jhQBFoUbMIC0uVFcQbswNM2LCdGlQLSZClwHXYcB12GEGTIQOKVAJ5SVFDlDiwHUZIVrUAE1+qBE/zIABBhL9lMm+yhyoDj/MgIPQ4yD0aBBtGlSXBtMjgbV7QSq5d475iQEiVI82OsgQgnUYoTr4IDkyWI4ClqLDpUlgCXyIJD5EGhUohQlRoEXqMJC6RIgSxl8KHyzPDAcKYvXJMHVWlMHUmwejr8z5qbfH3j2ZLbIbzbcW5T6bLHPaaA/Z6I2YbUOONEUtol4fjjb+mGrfE9btipo+TfYdzBMOFmmfl1hfVgVfN0Z+bE/+3Js//LT049Pswf7I14+igx3h123Ol3Xap0X8/hxqf7r700Tb9mDNIiV3aiB1vDt+oidupjd+pidutAM52BI62Bw23hW7jM/Youdv0j+skgtWKEWbrOpdQfNHUdfucM/uaN/eBHpvCvsfvD6Ptm+wy6fR6WPdEcI6L1axJSPvDiXTmJSqS0rWJSXp4ZN1cSn6+HRDXIYhKl0H81KfmXtnsPgJp+gRq/gRp+wpu+wJt9yKU/qUX/qMW2w5Vus4XuckrLAR1tgJ6uz59fZDre7D7R4j7e5TvaDpXo/RNsfRVvuxFntW+VNS/kN2lcNEV8gqMWmDmrXBzNvhlO7yq9e5NRv8+h1R295w246oYVNQtcEt3+KU7fGqvw02fmaVbmAzlroShB+Cc2wNLE8C7M8DMu+LcZIeT2TbjL+xHH39kJ9yfTD1BjvOtNldssrubJefEiXSUPTq7kjWXWaSES/9ytibm8IUE2o4cCBQscNDPv/+2WSd30oeiPe6q3W5i6NAYr3up3rcTva6nOl3uzDgcWHA4xzeT4IKVaDBFMjBst2u52qe/Flv+VevixjRTwEHku93lcB4SBFAcgSQLAEkSwTJ4r1lSAEKRH95cpAyC67FjzQejDMjQoFt7pf7AlVoscaUeCNysrHw/YOpqhfjVc9HKp6Ol5mz0rRbfM9UOv1T7352ACzfGyTV4XuegFQcenNlsvDeUO49Xs7dhUb7jR739QGXlT67idqn01W2U6W2tMQbRZbisMsAyNlfoi/9nizx12vZv98pnXindDpL8VSOmtgblYsZKqeTlH5/qftrh5fabIn9SoPHTqf/537wbmfwXhdstwe+2OK70e3zBR2w0mg3UfJwqsZqrM5mot5xHw39Toj8goP/oEUdEEM/4eGbfSHjtW5jtV6zrUEfiXGfqYk7hJhVFHy6y4dT8awr2bARodofY1oHAiI0fkMC/3x391Su+el2bwVanCk14So22pSSeq8r1IiZ+XS5znem0oWdc3eozGK63nGh2WOzJ3AXBf+IDt3ph6x1+S51ei20uUw02PCKzcnZ19Bphn0pBsTs26N1zmv90PVexHovYqMPstAO4pe8GK/3PCAlj1f59Uffoac+5KfeoISqoEAXUa5nyd5yeFclnIsq1VuL4q1B9FQmgVSIXso4d3m0qwzWXX7ATabfXQbjpYRyV+xxku1ylOp0lOxzl8GA5HC+cpRgRTpUmQpWpoaokYM0CH7qOJB6n6tSjcWZZpuLWF+F+uf/VFn8yQjRGIo05kB1OAhdXpgBA6ZDhQAZcB1upJEg2kQQbSqMvcKLNCQHq2F95JlQoCDciAnWIfmr8UINeKH6bJguA6xJD1bnwnR4ofocuM7/LxjRoHoUmC42GNjiIvfu1vFwZUC89h/V1lLYAG0GQocCUSYEXMb6XSSHSFAgklS4HAkqhwqUxoIVGVH6tEg9ElSVDFGiw9WZoZqMMCABrMqLNZnKfMiJv0qKNBJmPJgpthstsBnOt5mv9fpOiDsU5v7L+7BJztugFn4drPssqN3mVH8eaf85h/53Dvd1jvhlnnKwwPy6zPu+Jvq5OfZzd+Lnp7EfB0M/DoZ+HIh+Hgz++Cz4scf9scP6sUn9dxV/MNe3LapfYRStUPPWqLmrxOx5VPpIRwy3CcGqg7LrYMMd0Yu4jDVSziL2zcxA5jw2d5n4YY1WscGu3Rls3R/r+jTe99/Ji1+3TM4b74kfbYPxq12o+Q9Ib8wIL/Xwydr4JB1coi42UQeTqItL08e90kOlaWPS9Jg5t4XFFrzix5xSC16lFb/m+WCtjbDamldqxS22HKtznGhwGqq2H6yx59fa8WrthE0uola34Ta36V6feZTPZKfzZJvDZKsDv/oZvfgJvdRa0OA9j4reomdvcwp3uOV7/NqPQ61bgy3r/KZVbsOmoG53qG53sHqHW77HrTrg1X1iFG0TMrfQaeNViCI3U6tTgBenAS9vXyCE3RS9tBx69Xg297ko/R4r7io92rTS7mzpi9MoMJAWZcpPuSl8eYueYMh/dXXo9XVushErVh8LVmtyln5l+k+k8i+Fd8UGvHX6QXJoP8lu91MdLse7XU4NeFxCe4mhvM/jA8RoCFk6Qo6FUMb6ylRb/FVw49eK+8fbbSR7nOS77KT6naWx7jJYDymclxTeWxLrKYHxvkzwkycHqZCDVOgwLX60MQmi2eom3h+sRInRwyG1sLE63Hc3Z2qtZxttpuufT5Q/YKRqdQdfaPY+3g460et3us3jaJvnUUKoFCtJS5R9c7r0+Xjps80ur/Vujz2M91eS33yj/VipzVyFMzfV/MMTiaCLgKATv8aJ/50k9vdrqX+yZI9lyh1/o3g2R03ileK5VIVjcXL/i1P7tcFJcTTXerLEZr7GabsNtNHotVTjsdUeuNUbuNntPV1tNVbycLXFcabRfqrNba7D+wsu9AsavtcX8gWPWGkHiUqf8wqtRGUO4zVeU43+G/3hP9jpB/SkTWzYfLf/aIPTUJXtSJk9JfX+y7sXX/wDcD4JiNYExOsACh4e6/RXRofqtwVq9cCv1Hhp1IK0yIkP5io9h4usuIX3RiufLbd7rnX6rnUGfESH7g7AVjt9Vrq9lzvdlzpd59scx2qeM97fQaUZozOu80ptFrvA672IbVTERyxivTdAVGE3VOm82oGgZtpU+Wpjom6MZD0QJhrSIHLMYFkBFMjwBVK8gQxfLbqfJs1PneanRvJWwrrL9DtLEH0USP7KBF9FvK8i1kcR56OIBSn+P1sYHylCgDQLocwKVaaClaghqrQQLaKfVp+zUqeDfMsLiX53WTpEE+NzGetzmQXT5IfrMaFAVqiOAGnERxqxw/WZYXpkiCYJrMEM0+MhjQRRJpxwAyZcZxBpJESaMKA6pCANdqguG6HDRehy4Fp0sDotRI0apMqEABlQbUoIkATWIkO0iRCdDg+l0qeSmdfOJOr9nnf3TD9Ik4HQpcFUsb5iKNBZjO85KlSSFaFMD1PGgRXwUFVGlCElXI8MU2eGAgXR+iOJV0aTrrEi9dnRRuxo006QfCtIQZjxYL7MaSTfRpRvM1Ptud0F3yekbJKyZlGvFrBvPrJLv/Cq9rlV30RN/462fxvtOhjp+jzSsz/S/2kc83mK8G2O8n2J/m2d/m2L9n2X8fMj5/AT7/Cz4PCz8HB/8HCP/22d/n2V8nUB92m8e0/UvM2vXWeULhBypjCvx9Bpou4EdnMEtzlyrDd5Hps5j3o12Z0y2ftyHpO9THy/SvmwTi/d5FTu8mv/g9cWo3QJlz3cEiao9aF/eIZ7cw2VrodN00YnaaLigag4HXScDiZRB5euT3ylj3upjXupx3x3S1D8eLDsKb/8Kb/6uajBbrTRfrjebrDcWlT+YqzOcbTOQVRlK6y249fYCuodhE3Og63uohbX8S7PuQHQdJfrVIfTbIfz2hWbrAAAIABJREFUWJM9v8aGUWZNL3ccbYdv0rI/Ccv2+JXb3OqPI21botY1XtMSq26FU7UhqN7kVWyxS3bZlV959V85ZfvUd1vo1KHS4CIP02dnANYnAek3ztOjH0y8saUgr83kWM/kPqNGmbSDFN7c/bPU+gI9+io/5a4g7Y7w5S1mkonw1bWhzBv8l2a8FFMcVKPGViJB5w+43C8FdyWxgcYDvoooP8lO95Ndbif7PC9gfS5jQZcHvC+g/c5Q4OKsMHlRnA43XLfx+blXuoAk1V9yTY/VPb7cYSOPclZCucj2OYn1u17AeF3Ag8Qx3pKkAEU6RJ3gr0AIVGJH6lGhwHZ38d5AOVKUFilOh5ZmNFx0b7HJZrHlxXzTs/laK9Hb64QIhf6gc/3+JwZ8/2p3BTQ6/dLjd6YfLENLMlmpc9vtCflBjFjvAK22um52uC/UO89UO4/mv8CFX3l55TToBCD84pG4i/8gT/6WJXMyS/p4mvjRTPkzrxUvxkv+FSPxe9glAEQCkHPvHCvl/kTxi9lKm6Vqu6kiy6GcB5Olz9c7POYb7VjvzEQfbm/2ui/1gGZ6/RZ7Az+iYAdo+H4/eL0dJCx80h2r3xmlS3/7iJNnzS9ynGn0PyAnHpATtgcQy90Bc21eCy3ey41+pATzGKMTzqcAHqcAMRqABG3Aqyt/tHoodvipp936K/uJeN5z2cxHYvm2sqyMJ5MVdqMVTyfrXqx2eq12+Cy1grZ6Q7b7wRu9/hu9Pssdbqvd7uu9nksdbmM1Lxh55pRcc16p3XxnyEoPYgcd+ZkQsY+DzzZ5jFS7TtcGUDJs6wINyUnmc/kvxl9e44QpM0OkBVANbqAO3QdI99Fk+Guyg7VYQZokb3m0qwTaTYISoMAAq1ODVAj+CsQAJXKwCilYmQZRZcBUSCEyVKgsF6nKClOiQhToEHUaWIcUoNvnqtbnqo7x1kR7K+H9FUjBcpxw9aEYA26YDjlIhRSswgzTFsYaD8ZdEcSaUmBauCAVKlybGa7PRRoJok2FMVdG4q4OxZrxo4y5EYbccD0mTJMJ0WDDNRlgNUqQEsFXnhaiRgdrkoLV8UHqRDCQGWFCQZj0Bxg3OOtkmJ1+c+0Y2lebFWZIClYa8DqP8TlHCBSjw6WY4Ur0MCUcWAEdokIK1SWF6lDhmpwIHW6k7kii2VT6bW60ESVUFxWkVmDxT5H1maE3T1ZrvCeKncZLXaarPCervCYbg0eaw4Zbo+dR6Z9YhV85Zfu0wk+0ok/0ko+0kl1q6Q61bINatkWv2uHUfRQ2fx7uOJjs+jrT821u4HCF9GONerjFPtwT/tge/Lk79GN36Oeu6HCL/2OF/m2eeDCN+jzStc1vXGGXLbGLFhgF49jMob6UsYH0WezrGVTaeGfCeFfiAjpjBZ+9is9ewWevkHI2aPn/wWuTkr+EeSVsCGGUOlLyHmGzzPpTdfoS1fvi1PrjgKg4HXS8Di5Fn5xhQss2pb4xomSaMN7e5BSYC0ufcEoeM0sseFXP+VXPOeWWwgrr0RrH8Xrn0TqnoRoHQbUdr9pWUO8obHIVtXoKm1xFrS5TPZ5Tna4zXS6LfR6z3W4jzU68agdqiT2/IXCd8vrrcOVnUfUWr2pnqHFL1LQpbFnl1i/SSxfpRUu0glV6wTaz/Cu/7rug4jMjZ60/kVfgU+J55fkZgMVRQJTuMVacxXiWfZWDDCvu9nKRMyPmapXdxSjtX4otLw2mmY9lPR3NfDT8+r4g/cZw1u2x7NtDmTcEaddI4fr1TrKxmn+CzgHS9E90eWr3+ymi/aU6PU51e57u876E8ZXC+l7G+otjAs/QwsUY4dKCWC1BlFGT9aVEVQDsEiBZ5Y/Sm+JtVsr9Dmq9jrI9Dpf6Xc5iPE/jfM7jfS/jfKRJAQoYkBTWT44ZBqRA1Tq9JLr9pXHh6tREPX72temqx8stL+abrRZan621OUyXPGUm6BLgkrjg0/iAf3o9fq+zBtTb/dHqLU6MNlqtA30ZiDhAI1dbfOdrXMdLXszVOK+3+g7lPu8N0X9//3KUwt9hF38LP/1nzJkjr6ROvFU4m3TxzyTxv6IvHoWf+iX0PCD4NCDoIuCl2XFq3M3xD9aTJZZzFZYzRY+H390W5txabLKdb7Lm5JqNlpsvtzst9IAWUOB1NOwLNmyvK2ix1nWw4Anr7b2+WIO2cC1c+q2uaJPO6Cu8Ars9VMQ3atJqR/Bkrdtso8dEhQsnywoVfqfWVT/vgXzOTYncWxczzY69u326z1+ry0874+7pnKcyZU7ayTfPp9w6U++nzcp+MFn9fKnVZbXDc7HZY6rGabrOebXDZ7PHf7nNY77ZaanDbbnTbb7VZbbZcbTaVlRhK6pymW0LWmwHb/WH72FCP2Jhy51+C63+m90R/HzPfEeVOh8gI86MF6PHDVel+EsyAxQZPuo0b3UqSIPhr8mD6HBCgGSQPMFLmuQnRw1RZiM0WTB1UpASKUiRHKJChaoyQtVZEWr0MAVmhDI3So2OUKDBlbkR+lSIXp+HaqejYpezKs5Pt89DoddTigRW5CA1x5NMeeHa1BAVjJ8sPlCRHqotiDUeTLgymHhVEG8miDfjxZqykYacCAN2hKEgylQYbToYYzqSYDaINGTDNVkwdV64NicUyICo0kKU6RBVUqASMUSNCNbEBWvSw415sXdw4KuNTrqZ185lXT1GAhsLo6/iA+T7Pc5ifc//f2wkQ6SpcAU8RLk/UAkD1sTDtKkILR5SjwbT4ETqDydeYyONiFBgi7vU2/t/VjlJDGVbzpe6jOTZTJS4jpe5st8+Zxc48Mp9RprgCz2x29jUHWz6Wm/iWnfCSnv8fFPUbGP0dGPMZHPsdFvCXHfqMjpzA/9ul/bhE7PsE6fq+0jHwUj39xncj2XG53n6t1X+4e7Yz93xw52Rw+3hw83Bw3XujyX6wRx+d7Jne7x9c6RpmVM5RytcoOYvUfIXCW+n+9PGuxIX0Omr2Iw1bMYa7vUG8c0W+b+vz1bxafMDsYJaEKPYhpb/kJx9HZum1xuv2hevPpAARCfpYNMMiK9Mae9uMPPvMPNvM3NvsHJvCkseTjfZjTbYjTY6TLS5jzS5CGocBmudx5tAEy1+Ey2+o02+ogZvbo0bq9qVUeXMbnDlNjoPtrpOdnuPtbuOtjpNdbpOtLkMNToL6pzpZY6sKo95TNxnQcEnYfEOr3h/qGZXVLMjqFlhFM/is2dwmXP4zDnCm2Vy7h6n9Kug7Bu/cI+YMVYFrQ++7yD2x71fAYEKf+HDHvJTXiSZ/tnsoTL9zo4bf6fOQRyh/L93d04Opt6azXk6mnFfkHqDnXxFkHZdkGbGSTHmpVxhxJp2emvFa52x/QMQJPZH1TOVPh/lPl+JHu8zvaAzfd6XBkCSWF8JfJAECS7GjJUhh0tRQxUJISoVj07GKwEiLwNeqR8punKx8aFc5zPFLmvJAScxjPs5rMdxjPcxSog41vcCwU+SHCjNCVUfiTXghmliAmT6/KTQEAVGouHgu7ujxRYz9S9mW23mO+zmW+xE7+/Tk/QpSCUCTIIEuYj2OVlv/b96u7+6/GWZydcXKl0/9sD2euA73ZDN9sDRYruZMsfVGg/ey4eEiBvUiIcVT9UDzwACj/0WI/F39KWjr5XOxon9GX4GEHwMEHgcAL0I8D8HgCkACqzEmWn3RwqeDRc+na+22Wx2Wa6zHy5+PNdgu9blMlFjOV37fKbBYarZdbkveKsf+rEbPFVsg08w7o7UZLy5Rcq40RlrRMx82J1woynCiFNou41CHPLSN/phY9Wu03VewgL7nsirhIRHE3kgZsIzLPxWT6A+CqKHgui0+apXOSuV2mtUOBtVuV9HGp1H6B2PvXG6BWo4Xu6w2uq91Ow+XePAz7dgZt8fLraer3NfavZeaQMtt3vNNjtO1r+YbrSdabKfaXSeb/VZaQ9ZbYfs9IXvosJ20LC1vuDVHugnfNJIqV/S/fMv75/qDdZgIfX4SG2KvwwjUJkZCGT4A+kBmoxATRZEiw0B0oNU6MEqNLAKHarKR+pyIrSIIYr4YFkKTIWGUKOHqTIj1ZgRamwkkIPUYoRqciKNBNE3ut1Vs02PZ5uerHwk1uWq0u0mj/VX5kTq0BFqTIQGDaxKh2mQwar4ICUSVIMZqceNMRIlXRtKvjGSemsk9RY/xpQdoU9H6DDgunS4NgOuzUca8iL0OGHa7FBNbrgWO0yTHarJjdCihKigfOWoMC0KXA8VoImH6HOj73WDjPLMpZONjmVePU6Fmw4n3CAGyOH9xCnBEsQAMbzfRWKQJBWmRICooIKUMWANAgxIRQAF0QacCD1+tMlo8m1+9DVssGaJ5anCx8eI4UbTedajby34GfcmC6yHcy1xcWbElDu8PNuRMvexCs+pKu+xMvfhYpexItfhAidetjX9lSUtw5KeZc18aysodBup8BuvCZpqhE83hc+2x61jszZIebvcmi+jnfujfV/nSD+W2d/X+D82hw53xw53R39sDX9bFx6s8Q7W2F9WGR/niFvj/RtDHRvClk1+4xanZpX6YQ7zZhGXuYLLWsFmrOMztsivt8j/bdjP9sMnugJ5VQ7cEivW+/v0rKvkdENsEhCdqN4do9SXqIHNMMS/MaPk3aYXPmAUPmTk32HkXhOWPJhptRtrtJ1scZvp8hlr9RHUeXGqvHh1fsLGkMFmyFALbKgVLmqBsesD6TVe7CZPfpvXUKfvZG/gUJunsNF5vN1rrNVjsN6VX+PMqnSiljqImgPWiIkbtPRNeua+oHCXV7DNzF8lvpnHps1jk5cIabOY1GlM2jI5e4uRs8/J2SG9mm6M6Im08VU+Z/47ACTzFybUaijDI9bwSIHFJUHSw8FE8w53uVjgr6mGAEak9vSbe/wEI3K4JiFMkx5tQI/Vp8fpspOMSBEGTS6acUAxSwDA5e8/y54AB/y1Or0u9Puf6fc7M+AjjvISx/qK4YMvERBilFgZYqQMIVSu30+66P5fccqAGJlf3gD/KjO72HBPpv6eeO29k2hncaL3JZzncbzPPwzERVLIWVLQRWqQJBeuxEOokv0luxxPdLmdxQbLDWfcmS2xHS22map3me1wH222HaqxGil5LHh7S/D6KjNBhxGpNuArVmn1e7PrWVq03kTek+niF3tdQft9sI/98N0++Gy151Kl21Tu82YvxX6o8WKhLyrkDkLpb6ejANAJAOzSH/HyxxPkjyUqHouTPxol9ztCFhB0GRBj9L/eMP3RohdjZbbDxc8nKu1WWj03u3yX2jzXukB76KDNXt/FJtfpWseZeuelNtB2d9BWk+9wjkUXQqUhRIqTe5uec68z3nSwwn2uAyqq9V7ogewQw76yYj6SIlZ6YbPNQZxcW1yS+eB7x6E8h1pf1fe25+v9ZBhpZqR4k7YgrRzLy5mPlOKvyYfqSzuLH7E6BXCQBFSATBZqgxcbfBbq3efqnDg55tiEK31RJoTke3NVPns9iMVm75kGx5lG28l6q+nmZ7NNtqut3qtN/uttkK2esD10xB42fAcbttwDXe9FztbD3tsrZD85T42+Opx2UxhtSA1SpQers6A6tCAgE6LNDdNnwLQYMCAdqk6FqNLg6nSEhiBOnxutTYIqEWEKrChNeqQaLUKNiQQykdrMSANWhBE74hoXeQfjZ/Da5KTfOUCo7C/F98832FzucpPjIo0n0m6QwMoDnpJ4P3kKRJ0G0ySB1ehh2vw4E36CKS/OlB1lzI83EyZeYyEN2VFGbKQhM0yPAgXSoNo0qBYDoc0O12aGAakwVRpChR0B5Efrk6HqmCAVVqQJBWGCDzEmQq4SQq71+l6pcdB9/1CqzEqKAjcSxphQwQoMiCwPIU8NksSBLtBCZKlgpQFf6X5/OSxEjQBTp4VqCqL1x1JujCbfHk64I4i5hQnQKn92rsFJYvSV+XaF02S2+Xj2vY0K28l35uRoHWqcsSjroSjrMTPlNivtNineBB9ryEg2Y6ZcxSF1OkKUOqGqPQjNHgSQlHiV9eoeM+M+881jxjsr7gen4WqfqTbEEip5i5K7z6v8Mtr6dXrgywz+2yr757bo5+7ov7tjX7bHv+5Ofd+b+b479XVj+NMy7+Mca3uMsDk0sCXs2uQ2rTEqV0gFy8ScBezrFdyrDdKrDVLaf/Ca6PIbanFjFVuyCx+yc+7QM64Qk3RRMaoDsco9sYp9SRrYTGPCu2u0wrvM4sfMDxb0AnN6wR1+xZOxRltRnf1grbOw3pNd48Ws9qFV+rLqwfyWCGF79FBn7EhP4uRA6iQqeWwgZrQ/bKgHOtYHm8OGT/VBxzoDZvvA8/0hsz1BI83enConZoXTYLPP3EDoMiFqhRC3QU3fpr/Zor7ZoWZ9ZGR9pL/aoaUvE5Km+uOm+hNnUAmLuIQlVPxUU1hfnF2guvhtAMDj8t+4CBteskuU7pE0s39IcDNhwj1amGGpxbEyiz9ZSO3htCusaG1ymBohVJ0arcNKMOQkGrITDIhhuu0euhkm0va/AzyOHam20ifBjLt9xbq8j3d6Hu/1OD/gKYb3F6PCJOhIaVqULA4igQmSRPtK1z09nqH1S7w0IFPlj5rrkk135fJ0/3qv92ufrRTDTxnjcRHvexEfcpEIlaBA5Sgh8kyoKgOihPcR73A41uV2moXUGs64I3prMVHqONfsPdnqOtTwYqLJdq7RfrzEYjTv/mDGdUa0TrvHxTxzQNmzo+RI7Yn3j1ZrXb+h4QeY0IVm0Fyj72KT/2qNpzD9Xt7TEy2+6ls14JE3rhX2mjDlvzxO/xIi9kvQBUCk7JF6S+1+z6v1LzTe3joXCQQk3vi1J1J/qsphrtZlosJuts5ltcNnvdtvrdtvqz9oHwffx0LXOn0XG92Wmj22ewK+EyJ+oMOnP1j3wNV6ItSmamyn6p1YBdarfaGfaWkLPaGbuMhPtJhPVOQ2LnwXF7PeHS4ocGRkPuG9e94K1UFeA0TfAFR6iZGSTNHRJp1QkwpXg5f3NYLUxDylz5n/+ev1XwBPTgPKvc0W66Bztd5zNS5ztU7DhU/7o4yzn19Me3CuH3l3oTZwssJlsdl9rcdtrsV6rO7RaNXjiVKbqTK3xdrAzY6wA0LcLi5yExU21xa82o38OJBS5aP3+uEZSvS18dfmo0nX2Qg9OgQoiDRiInSYCG12uC4NpkkCq5DAKvRQTUY4kIxQY0frcOP0WFFazCggN06bEaVJR2py4/T5cUasSAN6qBEFZoLxNyh/IhEmD4BK/Zp/93S7o1KniwIuQGM89fZw0lUiWJkGUWcjtGlQDQpUgwLVYEXq8eNNePEmvDhTdrQxE2nIiDQgwYD0cD1utDE/2oQXZcyLMGaH6TNDdVnhWowwIBWuRg9VZ0VoURAajAgdMkKXjDAkgI1oobewgWY5ty5k3xRvcDFo9zbp9zckQfSZoTpMqBITLEsPliD5XcKBzpP9pYiBMt0el9rdLw0EKhDgGhS4OjdSdyz5xmjSbV7UNWa4GRlmOOCvgQNrj768v/Lh2VT2vdncB7tVdmOZt7BQJWI4kBZjQoww6PRX7PSXa/eX6QyS6YUqdgbJNPuKN3hdaPQRawBdagSJ90KVcJFamAgddLQBOskUl3aLkvWYnW8rqvSebgtdxqRt0t7v8Cp3Rc0Hs9hvK4x/N/jft0e+7k3++Dx/eLBy+GXl56f57zuT39ZHPy3wdqdpu+P4naGebUHrBrt6mVq0TMpdJmaukl+vEtP/g9dkl89gvQPlvTn57U3y6yukFH1snEZ/lGJvtEJ3jEJ/siYuy4SUe4NRZM4usWAWPaEWPqKVWHBrbPl1jtxaF2aVG6sGxGkMGeqOmkCnzhCzlmj5K6zidU7pJr9ii1+xxS9b5+Qv0bNmCClz+MQlUvL0AHK0AzLZDZ7thy2gEFPdQYONnsIGj6FWn4nuoFkUbGYAsUJI2Ka9XkInrWASt4kpm7jYVUzkVBdsrAM+2RUx3hk61x+xio6ebQntj7cD60jdBAC8Zf6hxNgz4+zjDY/F6f/W56fPjLzKQpr0gaR7PMVpYRrsaD1ahAYpTJUUocaM1xakGPOTjKiRwP5AhTY3tfe3ZT2O/eJ89Lf3t2V7QKqt7mc7PI53e5/q97o04CWG9xdjwqXYYTJMmAzBTwwHukTykcY4X256cLrI6Eiu5p95Wsffa53MVDnyVuuvWnPJfid1jKcGPhCICVHDwtRRgep9ICViiCYFoonzl+1wOd3udoqJBNJjjTBIfV72o9k69+kml7FGu7l2p4Vmx6nKZ6P55qNv73KSjPsCpIue/l745DdCOHD6w9OPXf7fcKH7KNhElctQqfNEhftw/nNClGH246MlDhKjOfZD2Y6UGIvuwJuvb15EyAP8LwCilI/SYQ9mXrsMJlmRw25VOcoW2l3sRRqOldrM1jjN17tudftv9QaudvostXsvtHqudfvtokI2e/xXWr3XO3w/oaGH9Ph/sciRd5YVbmLtMLXRkhfrnf4rneBPxLivtPSNAeQOLvYzKf47NfkLKWEPFbPcChsudua9e4JPul7oJB57/fc3VicqPWRrQcq13sBW/2sZ91WCVC7anDn66Miv1wCAJyd/d5b5I+mhFOW11WKTz3S183yD60abryDXOuOphJscIN9BdbYqcK7WZ77BbbreRlh6l1t8Y7TysSDXgvnKgvXaer426F9K6jY6cq0PsdQF3+yL20el5zlqBmsAuoOAYxn3h5Ku8yON+JGGY4nX2BF6zFBtHlKfHaFLhqoSwcrMcC0WUpsapsGN1ecnGPITDXkJ+rx4fWa0FjNaS5hkPJRyhRdrzEYaU+D6vSC1Whup/Lsnap5LksBGNJgxGazDCjcYTrxKhasTQpRG481G4s0YcCAzTIcTaUAP16FF6LBjDIVJV4WJ1wQJV7mxpvRwPUakAT/WdCTpxljKrZH4G4MxZrwoIw5Sjx2pw4rQ4iB1+DH6RJgaPVyXANXCBGlREGa86Ae9XnqRKn95ngMkGB7v8DRghN8mgfVpECADqkTyFUe7n0S7n8B6nyX6iqO9xdqdz7Y4n8eEqDCQevQwLTJEjRGqw4+6wo0yY4SZUODG9HBTbuw1UcrtqeyHY1l3p3Me7tU6DWfc6PST6glU6ApQ7vJXrneTqHO91OBxqcnrUou3eIPHhQaviw2gi/VeF2o9zjV4X2zxk2wLkGoPkuuAKLcj1DvCtXqRhujEa6TMR9wPTiP1QVPd0Yu4jFV6wcehps+T/QcLpB8b/MO9kcODucOvy4ff1w6/rhx+WTjcn/13c/TrMvdgnvFlivBlErM/3LXBqdtgVy7TCpapuYukrP/gNdPtJ6y1J+XcIb6+SkgzwifpoKJUeiLkupFyPbFKqFQtXJYJ5f0tVvFjbpklo+gppciSUenAqHGj13rwW0NGepHT+PRVVv6n8Ybvc13f5nv/XRz4uYQ5XMEdruJ/LmG/zfcfTLUfTDTuiyq3uB/W6O+m+uOFzRBBU5CoJWiqBzrRFTzYDBI2eQoaPYRNHkPt3pw6N1Fr0NxAzEgTdLwJMtsOnmwCTbf4TDb7TLQEznTAptvBM53Bi93Q6SYoKtEObiB38xdAiNpJepw9GmoRo3cMqfVrr68+PdyUEaFPgamRoYq0MHVGpDYdCaSEq1IilJjx6rxkXU68PiVCAxUijw7SbnbSiVQ+5nkSkG50stNTocPzQqfH6W7PM/1e4hify5QQSV64NB8uy4PIM/2lqN7iDJA020eR7qaMsparvXEhW/1ohurfefpiWVrnktVO5F2T6nQyaXczbAXp90LM+kPMunz00UH66EDNfl/Zbq8LXd4XSKEq7ARTdvKt4ffP5mrdxqvtR2ttlzrd5hrthfn3uVnXh97eYicb9QbLVtsfr3Q4iYvUmit7vtvpt9UVsNQKmqn3nKz1HKtw5b21wEUb5Vgey7M5z818Knxnw8t4vljih0HcSjH9K/v2meJHYoK4x4PJj9nxdxcKndYqPYbfPx/+8GKh3n2+wW25xesjGrzZGzDb6DrT4DJV7zzf4rHe7bfU4rXY5LHe4bvXG/IDG7nfFkJLvNURokFPvztX47bXB9vHRX0lJa52wde6wg9IaV+JqZ9Q8esdYQv14MV68HixEzf7wQDSoMBerNRZttRZLuXO8UjDP2OMj6dcl7Y7/cuj3wEWR369CQDc+gUQpC4ZaXY57Nrx7miztc7A+Ub3mXqXnV7wTCUo54WSzSVA/C2xwfce662w6WpnYdFDyltjYpb+YNEDUa5lB9iw1EWVnG51gE/e7I9c60Xs4RP2cenLbTEpD5VsLwJq3BQmsx6JEq/xo01Hk26Mp1xnhWsxQrUEsYaDCcbMcC0SRIUZoc2O1mUgdQSJxoJEY168IS/RkBtvwI7VY8fqCJIMBpNNhIkmoiQzZqQBOkCVCNGlhRnRQg05yCusMENmmB4HqceK0MYFyZOhKqPJZmPJVxkIICNUm400oIZq0SN0BImmQ6nXh1Nvjb+6N/bq3mDSdW6MCS/GZDjx+mjyLVHsVUG0CS/KkB9tJIwzEsYZ8aL12ZE61FAtergeHgLs8lImgE1oiJuN9qpRakecjwGCpX+tt1elI26gfTWwvookf1mCzyW811m89xmS73mC76V+zwtdbhe7PSTJcC0W0pAZqU8IViGEqDHDDVmRJlSEAQGiS4Lpc2KuDqXeGc98MPr6/ljW/a0qB0GqWY3zuUqHs1WOl2qcJMrtzlXYn6txvlDtfK7G5VyNy5la93N1HucrnU9Vu51p9hVv9L5U63G+yUeiLUCmOVCqJUi2HaLcHao5EGtAfHmbkfuMW+Y63gqf7k9YoeRucKv2Rjp+LJEPN/mHe6OH+9M/v8wfflk8PFg8/LLwc2/6x9bIv+vCf5fZP9fY3xcoeyO9u8Pta5yaZXb5Ar09crhfAAAgAElEQVTwv3h1gQarbam596hvrpHSjfGJ2n0Rip2h0r3RCthUIDHTkJx7jVlkzq+0ElXbcEtfMCucOc2BtIZgejNkHJ+2KSw5mG35sTxwuE053GMf7rAPN5mHm6zDDfbPddbPNcbPNfrPReLPBezPuYGDiY69wdpVesEs7uVEX+x4d8TsAHKqDy5s9uHVu7NrnNk1juwa+4Gch+2vzEkfnFglHuP1gYsdwbPNHjMNrjP1rpN17lNNoKlm0GSz13SL33RTMCHdIcJU8eHRX948Uhp85dntfy9a53i09hFssJkw8TY7Wh8PlsMESuLA8hSEOiVcnRSqRAyVocXIs+LUmFFAaqQ6DqqAgwAH/AxzblwMVwBkmPzd5CTZ7n6hzfVUp9sZlLckOViehZDhIiQFUFlBkCLHV5buKUFxu0RyESc7yxIclLqfKdbdkyu+Kv3OUDpU8pjLUUDgpb8TdGQjNMUQ2hfS7yl9sNWrcNRr8zHqC9JDh6jhoIpYiBwWojDy+u7U++eCLIvh/BeDBVaiYsu5ZqfJWmtqphnjtdlw7l1agn6rn0Sj1yV0mBr39Y3leqeNdp+1Dt+FFu/tPsgOKvT/uLirrja0rm3AabfvOlLcSou7BXcKpYK7u0twd6elXoq7WyAEgodgSSDEE9zdpTgt38F+T55vjHW0fsA17jnXGvdee+B6ndt0nkmFK0exI/tkgcVSlRM113y92m2lxHE4Th0Vr46JV1/JNR9LUEMmKG1X2e03um7UOW+DPfdavVfrHZfrHbahnmvNzlNV5pOV5lOVlov1DlutnmtNrqv1LuuNbpsN7iftwSeQIESMWmeI7HSe1U6T72aTzxUy+edIynqD/3Sp+25L9GlH2nyJPybLkvTZdrbAmfLVeCzzeWc4sNyep9pR+KseG4j/lvezP+PlHvvyPNC5DVADAPT//cOc9l9blruR8lzJL7hjdB62RAPn6mwX6uwoJaYz5faYj2apOuwGNAAXnr/BINW1Wv+pEkty4evRbNX+d5LID8qd4cB0rYduT2/lWAtstYQddsdsd0Qc9Cb8gGcu10fn2gp78N8utuKa/fiKmqZOSlCay9TExUgPBwugwkTxCUBSkjwyQhQRyDcaLYGJlR6LkSKlKGISgKOxUthkOXyKIi5JdjxBCpsgiY2XwicAKalKmGipPj++sSgZSooaMkx8OFhkNExsOEgQFSqMDhMZDRdFhggR44BTKcqYcPGRYGFkmBgqXAIbJ4tLkCckKVLT1WbeaU+/1aGmaeDiFMajZYmxCqR4JXyMPDYKiI2SIcbLT6YqT6Wp4ONl0RHiyDCJsSg5bIwywl9mNEJzJESz2oQ3TvhvLyZAlOAftRb8gyDFdkfeTidOuBvbgDszyod1PIAD5csy6MkM92Du8+DscucaChJFhkkOh4gjAoSHgsVGI4CoMOBIqPRwqPRwqPRYjCIhSZ2S8ZyUrkXN0t4qtUDFy+YZ3c0zuFdmwVhsSp+rfz/f8GGFNUO5NX2p5cNSy/vl1g+r7ekqbB9VO9A2uTPXOtFX2j2qc34Mdmdq9mJr8eFoA3F3hPB2RQr0JUgg0hUGP2iN51vgyp2p4ND5zvRtdNHlTPvNyuCv9dGrHeLFwfT10dyvk8Wb85Wbk6Wb4/mbo9mbg8mb4+mfe+SzZeTp0sD+JGyHClknNPzvwh7iQqwwQX3TGnmvjEiR7o0Tag9/0hbxBJ4iPPZFEZOjMVaggy83oNZaTtfbUSpt8TXuhNZIHCxpevDDLqXyarXjZmfg19bwze7YzR7+1y7+5w7ueht/uYk9WUEfL4+criAvV5A/l0d+Lg9cL/ZeL3T+XGi7mm44IZTsj33dRWetIhKoEBChwR1b44itsR+rtGrN0soLEC0NATYnaCK/msxU2S3V2S5UWUyXGk6VmMxUWs/W2S02O622es7WurdF6/pLMpo//hviozHzyR3qoZ0gQ5cCfIgIUJ/M0MXESnZ5Mbe70vX4cA4GCQ4ECSKCeAZCOZAxHMgo7sFQvsFQ3m4/9lYXtia7J3m69Gkyf35U/bfU4EGL/WOo42OYCxPckwsV8GwsiA3pTzfmy4724EI6sw87scBtH8OMH8BM6HusnsIsBFtMxQu1+CKfPnR68IfRb7cM/rj1+rdbur/dUv/t1uuHtx247gZL0hdYiPZHaqHjVQYiRFrcmGts6VBxcn1hspWOTwfiNabzraaLzOZrLGarTfA5z+fLDRdKDbHvlLvDBXojhUmfNFerLPeh7jtQz4Nu/8027+O+kOO+sB994ac9oT9gAfiverAYILXIdBvisVLnuAl23WlyWSgym8l+g89UX8w3mM15M19gsFtns1FjPVtivt3svt3iMV9lTSkxmamyWmq0X2lxXGiwo5SaTpSZr4PddqE+SzWO2K8GyMwXU3lWq8XONc6CJdbPRtP19poCfo6kXg8knHZFbDWCGgPki+zE+2KMu8P02gO0x9PNiVmm2IxXpPev2/wlvxuwlVgIpqkwBvD9/kWXv85RI0WB24XtniYAoPv77XBp7kwdkQR1jpSXLOlG9A2R4vgi/elqC0qJKbHAfCjTIP0lx+v7gNcPAF/NuJcrPRer7OerTUlFOoMfZPvTgOUOnMFit1/+BQiR+Yf03faoK2a/O3qzPXwHFr/ZEj/6wabQjrfenXf+m978xxfkJMWJFKXhYAF4wDN0pBg2Tno8VmogWAARxD8eJz0eJ4OMEiekKIzGA9Fx0sR0ZcpbDUK6MjZJFpsgg08A/neQ4SJwEM94rBQlVXEkTHgwiB8dJjIYwDsYwDcaLkpMAI5FiGEjJYmxwLEI8bEI8bEoqfEYIDZODh0tjY2Xm8hUp6arU1LVqWkapCQVfJwCMU7xP7wIsQqEWDlstAwuRpoYL0tIlCcmKo5GyiDDpInxGsR4HWqKPipUq1SPK1boj1ih379q0EMdxQdBCj1uQnB3HoQHR78Lw7AXEy6IA+nLOOrPgQrgHvR92uHM3u8rOBIihQCJ/tdtPx6jMB6jiIlVwMQoYOOUcQmq2ARVXIo6Lll98sPLtUKLnlCxz2/+yjW6X2HNUmrOVGhMX2hMW27FUG79uNSSpsjsXpHZ3So72hoHujrnx/UuDLVO9LVO9LWOdA3OdK2eLO0+7J0BnD2hT3rCuHuieHpjBXqSxOGZKvAP2iN5VoQa0FLP22N85fVU++Uc/GwNfbZDudib+nk0938l0ecrN+crN2crN+erv37MX+9SrnaIP1ZGj5ZHdmb7/3fn1WiLLdIf+aQ++E6+N0G0M4qvPfxJdxwf+oMsuViHVPYSX/qGUmU23Wg/3+wyVe9KbPDFtyVMD2UfzTVfb8Jv9tA3++M/tzE/d3FX24TLLeLVNulqm3yxSfixgjlYQB0tos9Xxq5X0JdLQ1eLAz+XBm5W4TdLHdczTWfUiiN83g7q/Qo8caE7aqY9cArqR2n2HMg3Kw6V/uj87JsrT7mvUEc8EPNZnZitSfiqRs7RmSgymKkyWQbbLIMdiIVmlT4y7kJ33XgeIBONiRk21dayoYL/xondaXeTJSRqDIUKwgM4e/xYBwL5hkNEEYGCiECegTD2oSimwTB2OIgbEfi0D8TW4kRfZ/W4zIDum9bd79p36i3ou9w5utw5ejw4+zw4h3w5h30fD/k8GvRghDuzIFzYBt3Y+xyYYJZ0nXZscBehZjO+XA32RFFad4Y/nBnuWTy88+rPP1UAABXALXkAAAgAqP4BeP3gVpwaa2e4JipZHebPU2jyT6n5/S6QWJEpS4LCb7VOwqQPpnOFtkvVthNlBvj8F0s15pTcl5h3yqg0uaFEIO6j5maj406r2wbEbbfbb63Vc6cTtNXuuwsDHXeFnPWE77X7k4pMySUm6xDXTajrVqvTTovDbpPtcpnBfOGrmXzd0XfyuM+qk/kvyLm6K7V2pz2BK/WOkyWmxEJDaqnJCtjhoMd3B+Y5W21FLjKerbBeq3edLrbpjlcpd+Ot9xbtjVT7+JLRj//3z/qshI8W1z1xpx1hlz3Ra1VeueZPQUJ/Zj7nLjSRrHNU7A/THYnWwaW9Ib3Tr3MUylCly9JgiRK/HyP1qNFZfSjKqtJGOVOD14r+9pt/ABk6/OUu8pmvmb9aslWBBLszlUmlhrO1FlOVFtQSq4lCpwaQkofQnw7ct0tdhFdr3TcaneZrTPF5mkPv5UbeKfWEyxaaPfF8djtQ8hY8SXerNeigJ2qjLWS1JXyvPeG4MxH32QQRI7+cp7+W+5qQJIeNkxoK4UMEPsXEiGPiJFBRIogg3sFQQVyS7HgCEBklTklXI6arYpMVyW81Jj5oU7O0CKnKxGTFyQxVaqoSJkZyMJh/IIiXmAScylQeixZDBDxD+D/t9+MeAPGOhotgoyWx0VKYcHFMuPhYhDghDoiPA+LigLh4OWy8HDFZiZqpQU5VIacqT2VqTaZrkpJUiInKpERlfIw8MU4RGyUzEiTSD+IbDhEejwGSkpXHooD9IFFUqDwhTnsoULnRSiBL/m6i6O8lrzm73eWQQWroIOUhX/EhH8EBT85+F4ZBDwa0L+Ow12NCKM9YMA/ck6vVjrXLjRfuJwZz4+v05EeGyxASVSmpmqRkNWys4li0PDZOmZiiSUrXxqVozX0zXsq3gPjyZ+n+/t3oQZE5Y6k5c5k5U57+w1z9ewXGD0rNHxUa38nR+6PQ5N8qW5p6p8f1TvQNzvTN7kxgN8YGJzqw8+NWD6Z2X+aOAJbOQBZYMHNHGDssirszQRSWLAP/oDtW7DgDid0e/v4DV3tGhZ0tjZxuEU+2yRd7kz+P53+dLt1crN1cbtxcbt1cb99crP86Xb4+Xrw6mL3Ymzre+N9WCXK5Cfq7zvAH5aG38n3/h9fT3gRBzBelqYo31Ep9QrkBpcZyptFxodltusGD2BRE6sxcxJRdb/bf7KNv9sZ/7oyfb4yfb2Cvd8jnm6TTdeLZBul8k3S+QTxbI1xsEC9Wx0/mh45n+09m4GezfWeznafT0PMp8Plk/TGx7AhXcILPO8Fn76Ezt4eSNwcSZqFB7VlvCkHiBd6CRZ48Nf48XTHC/fHC/QnCyAwgIfv5ZOnrqQo9cskbbM6blgjVGHXmOBWm+RwXXKpZ7hsBN8Zbvuy3Sg2fIsPl+gKe9Qc96fJh7fPn6QcJdXnx9Po+gQcz94fSDYWyDQXyDIC44f5sLc40DbY0jbaMNWYMVSZ0zbaMne4cMGfWbhf2fg+uAW92hBct3P1+h+PDNlv6LifmbmfmdrvHbTYMPW7P+jxEK/Q54oT/9mS+5cH6r88TBkvae7p//a795++KAIAUACANAKj8CVD5HeDK93eZs1h3hFyL79NaJ6beINHhSJUCA9ZQIUCi/N1qeyFchsFOo+dinRU2X2eu0hj37Tn5u85csQE159Vkof5qg91qk+My2GkV6r4Idt7pAh3BQ457gy8HYg46QlcaPObrXeYbnZZbnBbBtosNlrvtDkftDttNFpt1xvMlLym5mlMlupQCbWKe9lqD/WGHH7nAkFxgOFNpMVttudRot9nmtg5xWW50mCq3wGW/IeWZzBTbj38ybA6ULrDmzjd/8l6XMUWVJsfk6WqZz3FLyEKx/Wlb8Fy+Q3+kbrmVTK6+WIGhZIWZVKkpf40NLyJUCZPwotZWIFHmToz4HT/uW/FAmnaf50NRxu3+z2udFN/pPAkS+/ejHneRvdB7Q7pKz2cjH7UpFWaUMqOZGnNikQE+z3Ct3oeUY1fmJl7oIIhI0Zkts5ouMybm6yA/KaA+qZBzXk9+Ncakvso348p69bg/RWe92Xe3K2S11X8dGnbYlXAOT5oqsIJHS5PfqyznaFPT5HDxkqNRwkOhfOPx4pg4MVSUyFCYwEikKCFFHpskh46Rmv6oM/tZl5ihTsjUoGQ9n8jSpmZqUVLVZ95pz7zVxMUDh0IERsIEScmyU5mKuHiJoWCebk/2Ph9uZIgQNloSFSIyFi6Jj5EhxgIJcUBstNRwiDAqUhyfKE9JUyUmK5FSVchpqtR01dksnakMLWKiMi5ekZioTIxXJMQqYCKkRoJEBgIFkGGimGiZ8RjgSIjUQID4aIQiMV6nzpw7S+HvaP5b6dJ3YS5SxNhXhCjt0UBFlL8U0kdowI0T4cqM9GZG+zEhfRmJEbyoAO5uFzaoHXu7E2+TDXfhG9oGGy5UpDwpWZ2coj6RrolPVEaGS41EyhDStCiZL7Ep2gs5FosFVmAfvo9v/s43o8szpi80Zsg3pM3S/CND9dbXV3+XmNEWGt/PN/ynyOROtS1tkytzkytDkytDswdjiwdDsws92PlxqztTuy8TDMTUEcDYGcLYFc7SFc3ZncDfmSiOeP8cU2Q3DY5Yh3/cR5WeECHnC4OnG9iTTfzpNuniYOryaO7n6fLNxfqvq+2bX3u/rnZ+Xe1cnW/+PNu8Pt04PVj6H7xIJfqj37VHPqqMvFPoiROGRfB0xfANpEvgvqtRy95M15lP1FsRq60m652mG90n6jwnWiPnh3IOZ9p+bg7e7KB+bWMuNzGXW/irbdLFJulig3y2TrzcJF/vUK82SZcbhIvV8dMl5NEsfH+y+2i653i6+3iq82Qa9mOy9ZhSf0SsOsSWHGILT/AFh2PZ+6iPPzBfjtDvF9ujcKXOHak64EhgW5REZ4xwa9CTJj/WrmjB8c/quGyN0a/K4981x7J1R94bZFuKBUndG4l/jUsxLjES8WC65fAIkCj9d3+AJCpCbCScv8WJrtmBucuTr8uTr8f3aR+IpTeQdiCIdSSQt9+Xq8ebqc2VrsXhUYv9Y7ANY6MlXZM1XZM1HcyBtcOBpcuJpduFCe5OC/d41O5EC3VkaLajhdjRtdjQ15vTtNpztjnw5z5/HPrsthfTb8E8NKGCbCB+dlumhwb3/tD++7bCbYDsbYDCLYACAGDFBsiz4YUGirf680K8nmKTNftAip+0GEL5//DhAnx/w0n9YLnT6D1XbU4ofjlZojdZrLdcbXnY5r4HcV1vdNj8r/i4w2uvF7QB8z5GhPzCJV0MRR51hq6D/ZcavQ7h4SfDUStQt+l6i2WIzQ7MYQ9qu95gTM5RmyzUWqzWmy7XRX1WIOTr7LS6bbW4T5WYYbJfDmSpDX9UJ5cazNZZTFWarYKdpsrNERnq/ama0HB5WJQyKlN/JEUPEaNbaivqL/jbh1esS0We520RcwXWs7nmUH9piJfCdz3+EMG7iVKP818LZL9g/vT8XqUlG9RDtMyUK17yj0BegP8zQIrig84AFXKW+UjCy94IdShIqd5DqsJJ+Jsp0wf9e6UubIPvNObqbOdqrVabbRdqLPG5bxYqHdbrvcnfLTEf3hC/60+VGFKLX49nq/VnSo9/016rtV8psZ79bjYYq9EWIkctsNzt8N/rCtyA+W/BQg+7Y486IxYrbFHp8mOp4gvZqguflPFJ4qgogeFwXmyCxHi8ODpadDhCaDhCZCxOChkjiYyRnHz/nPpOk5ihjktXI2VqTWbpTmTqTGW+mH//ajpTGx+vgI6UHI0Ux8SI4xOkiUkymGhxVKgQKlR4LEIcEyGJChEfDhTFRkrjo6UxERIjwUIIEB8qQpyUqkROUyamKuGTFMlpqtNZz2eynk9kqGPj5HGxcvh4eVysHDFBcSxKGh0uMRopMRYliYuTw8fLj0fLDwVJosJkSYnapW8Y0iUBH+T/LdBm7HaTRAUpjwYpYUIUhrxF+914Bt25UD5cmIAnmAD2ER8GbCg3OvAp3IO7111gwBdYbsAaI3z7mzYtIgiIS1DFxikQEhWxCfKoKClkFJCcoTP1Xo/8Vm+t2GHii1GZE/snw7uF1oyFFoz5JvRZz/9KVQW8Vb+V/frfIlOaUgvacivaWnuGalu6GjvaRheGRpfHYNfHre6MUHcWiBtriwcL1Ie5zZexK4ipL4K1L5oNHv+0L0mwO0li6JMOqdJ5vjV6G/HleKz8jAK5XB682Bo/38Zf7JKu9icvD2cvjubPjhcuTtZ+Xu1dX+5eX+79vNr/dXV4c3306+rwf/AiFuthcl+gPqkOZch1Rgt1RPL1xQsPvwWO52gSS/WmG2ymwY6kWntqvctEvcdko99Cd8omtvxypfdmB3mzjb5aR5+toM7Xxs/WcVebpKtN4ukK7nwdf71JvFjBnC+PnS+jTheHjufgB1PdR9PdR9Pdx9Odx1OwQyrkgNh4QKjdGy/fRhftjRXuofJ2R7J/jOWeYHKORz/uwBOnarzQX40HMtS74yTBgdw13iwtIc/6U4GIDJn+t5LIL0rjOTrkPMsqT4UA8T+gvjLTH63ggS/SFRh82AFRIgCoq0CPD3+3D3eFyd0ivXsQx2edHvydntzdvqwdXg+7Pen7vTi7XVm63Rl6vVm6PBihTo+b7ejBtvSNljQNFo/a7JihNoxQG/o2O9oe54d97o/anWmhToxNtjTNtnQtdgyNFvQtNhxgq6fZKo9COAAeNLf8WP6K4GeMFuMK5md2YvzHhOaPlw/+1LpzW+NvgOrvAAsWQLYZV6MnX6M7N9RLAB2jWWslFCn8pyvDLQ+W30qM+Sc+2Gw1eK0025HL3hALXlKL3yzVWO5BXXcgrssN9tRKi+l62/3+wFNkxPFA6Mlg2MVw5HF34GK923SV62KT71ZX8HZP4BLUdRnqvNHhsg1zPOhwmqt8M5QpOZIlNf5NZeSjXH+m5ESZ3jk88Ec3iFJk3BItVubL2Z4ggS98NVFhPFVputLkNFNphf70og4kEqv+5ydTFvwny7368O2acChIy0/otw+vWKEBcqtlzpPfDHsjZJvcRcDuMtGSjyzvA0IF7lWYihQZcCTL3fqg+XeJKf1nnXsxUoBwMUCEGCBF5a9WP7GZ7ybkj6+xb190RyrWe4p8NWL4YkhfZM3cEy0zWWw6X2u7UGd92Om51eI4XWqy2+px0OY3W2I1kW8wW2a02mg2Uaoz/EF24J3cRLHhVqPLRoXtYr4Z9bPR2Hu9hSq7DYjbOtRjs8NntyvkoDtyrz1ovc5xIlsL/05y9ovC6ndVarrkYAh3bwDnaIzIWKzoWKw4OloUGSU2GiuJjJEcjZchZ6oT01WJmRqkt5rULJ3JLN2Jt7pTma8m03RIiWrEBGVSkjIpSQGfAMTESI7FSGJjpbDRkmMR4qNhEqNhEqNhUsOBYqhgUWSI8Gi42GiE+Gi0JD5BjpSqiEuWI6YokVJVJzI1Zt5rT77VJKeqjMfJYqJlsLGyuHg5XLzcaKQUKlxiLEoSGyuDj5fHx8uPhEogQCLDwdIIf8mPSnczpH+v0GeGOYoO+skO+kmhAoCYIPlBLxG467MhD25MIC8uhAflyzLozYgK4EAGPBv0E4B7iSO8FXK0GLyYABnyD/oDgLgENXSUDCZWBpsAHImUQEfLTb5/Pf3JaPabxValOzrjxVcz2vdGd0rsmYusGcusWb/pPfjw4p9PL/8pMKIptaAvtaAvs6CrtmWsd2QGu7I2u7HUOdLV2j8Cuzxu9WKDeHI0e7JAvJkgPgwdgcw9Eaw9UWzw+Kd9iYLdSRLDn3Qolc7L7XH7Q99OxisuJqGXSwPna6Pnm9jLbcLVHuXyYPriaO70aP78ZPXqcvfycv/y8uDq6uj6+sfPnye/fp78L16F+oSC1+jPavAU6fYIgY4oQXiSBPKDEjZPh1CmP1lvMwV2Jje4UBu8Jhp9Z1tDN4Y+HU02/dpA3Gyjfm6hzldHThaHT5dHT5dHrzfwl+vY0yXM1Tru1yb+Yhl9ujB8tjB0tjBwugA/nu05nOo8nOo8muw8nGjfI7fsEpv2CQ0H+Lp9bNUhruoIU7E7UrAzmLsz8HV/+OPuQNp2V9x8nS+pyBKb/QqRJg+NFG4K4W8K4W+O4O1MFRn6LI/+qkHKNa33UfQXuVXnIrBd5Lb81b3bRzPv1dNSYx5kmCrcX6zbi6/M8ME7hVsVRsztLvydbrzd3uxQ14c9nizDfnw9rmzdroxwbxa4NyvMlbHVkQFiz9Bo+ajB4iHUlrHFkq7J7EGz+d0O23vdTg9hjrQQe7oG8/t1JveazB5BzBlhNtydNoK1L598lKCJYP3Tj+Z2OOe9qGe0sfz0wdz3PDn+dXlCY8V6x5zxlt59gB0r4JsBS43zE7Db0w4fsW4fua9arAFct5zpAKF89yEuChMfrFeqXBYbbYglrwgFutPlhisNNlsQ57Vmp4V6O0yhPjr/9R484AARtNbuOV1rM1luvgZ23oD4rkMClpv955s8F5rd5ltc1mAe+3DfTZjTcoP5dPkbXLY6IUd9tlJ/qd50oc54v8vtHBG4B/MZ+aRd4M6S48LQlQqklOlPVhovN9lvt3msNjlPFFnU+oumvLhb7SlO/GQzme1K+eJZ766crE5X6y4J9hWfyDaazTVGJqkiIlUaXMRBvH+7s936os3V46deY8OTrAjI1b9X78yc/ebO++f/ZOs/LjRjzTWhA/vwTHx7OZP7ejLnzViGVrOvSJElR5nt0xYfMcJ7/c16jw2w20q93SbYcbHKcrXO9qwbtFRpO5alifuiNVn8crPFbKZCd+SjLPqr6lS52WKl9XSOPv6dNu79q/FPryeKTOdqrVYgDpudHtsd/vtdIfsw0A7YeaH4NeUjcP6r3Hah1vJXFUysECLo2WiMCCpKGJcoTUqVI6TI45PlSOnKk1ka1HeauBSl8WQlXJoq6a0mKVOLkq49mf5yIlWHkqxBTdGkpmhQUlTw8XLoCHF0hPh4jNR4lCQyWHQoQAgVIjYWLj0aJjkaLoYKFcZESuDiZEgpipOZauQ0ZUKKAiFFAZ+sQMlQncjUoKSpklNViEmKhAQFfLw8Nk5hLFoWHSk1Ei6OChPHxsr+d48MkxgOkRyNkIU6cqVL//5R6W+I7bMRkMJoiPwQSBwZIIkGSQ14CSHceIe9ecdDBHFh/J96wIkAACAASURBVCh/9iE/5kEf1hEQz4CvULM1b4OJQKrkXQ8GwFtFOkSQIjZOfTBEAh0lSUxRQMdIoaKBlLcvqVn689+t18pdOyPlswzufbOmrfLgKrVnrXLgKLFmKrFmKrJkKDSlyzN5lG/yoNDkUaHpgzJLmjonxgZnxloH2mq7h40uj1u82Jq9OMBebC2+LM0+jFAQU0coa1cEZ18sDzxZpCdFZuTzC3K502pHwsFw9g9M+Tml5Xyu93Rx6Hxl9HITe7lDujqYvjqcOz9aPD9du7rYvbjYu7w8uLw+vLo6/s+v/x0biwwpJYaoTxrdSZKt4fztkQL9qdKYbE1yqT6x0oRUZ0sFu060+ExDAqchwUudcXtjuWfz0J+bQ782R642Ri5Wh0+XRs5Xxi7Xxq/WsRermItlzK8N3M0W/ufa6OXC0Pk84mwOfj7fezrXczTZeTjRcTjRsUeCbuObdwnNhyTIMRmyj284ItT/wNfto8p2h4t2h/N2hz5twdP2EembsJg1SOA6xHum0nbs22t4pnpThER5IHdTDG9Xmjg8Qxb7VQ8aohIuc7vc5slmocvSF+f+wOdlxvwQFyAlxRAVpoLwl26y4UqX+S1Ph67DVbTfW6zDlRPiSNfrwTHg9azHha3LmanHjQXhzd7rztLm8BhsQ9NkRdNo+Qhq97jZ4lGD4Z0Go7+glnc77R6129G2WNPWm96rM/y3xfRRhyVLlxV3hzkf1Eio5vnTTP6HoAeAQNrbINrfQln/jOd7mCD2OFyEyY//UYDQPR+e34KEAUUmbA1OT9s8BCEuwvkv2cJ5//JkAngwApJk6Lr8NSY+mc+XWc3WmBOKX2LzdKYrjdbB9tttbusQt1WI63SDLaXGcn8gaBXmiSs1aksGdiTJzFVaHXYFHvVGbncGr8P8tnsC1jt81mAe+3DQJsxtttp4rcFyvcFqtdb0COZ8NeB73Ot+1Oe53ea2WGePeKdWHfgMHCWEydWdrTVfbbE77PE56PLdgnjMltlCw+Ua/CQIn6xwWVZgH7UGD80WX506D7mhpFeIBLWxTE3y55cLBWZDcRpZOo/Cxf4oMOSDh2gjwjVLLJi/vP6rI4gPESVS7chYaE5fasPa6MFXYsNY78FB+KwxV/R6qdR4IE4u34yh3O5ZrhH7B126zmClxRLH/Rbf1Rr72WLT6UKTrQbnjRrH0UytoRQl7CdNar72aoPBSoMBpeQ5NlcLm/MGn/2G/EUX+06Tmq0/UWAyUWq8BLbb6fHY7vbchPnudwXvt/vvgp1XSvWoH2VmPkpv5amvfFHGRAsPBD1DRQkNhwvgk2RmstSm36kTUxWpmaqLX3WnPmhT3mrg09SwKcq4dDVihiYhWYOSqjORpjOR+nwqXZuSrEFKVCUmKo1Hy4xGSo5FSo6GiQ+CBAf8eUeChVEh4qPhYv/9MsVEiWNiJAlJctR0FXySPC5JDpski0mQISQrElOUiclKpFRlcqoKJUWFnKyMjVPAxStS09VIKcr4BHlykjIhQQEXJzcWJY2JliXGK8FcnuQ+/6dcn7bbXWAkQAYZKDkMEhn2FxnxEx3xFUX5iaJBIuhAflQANyqAAxnI0e/NNgzi63Dm/aBwJ0Pqfiz/P2E8f2RrsyMC1caiNQaCJMZipKmZKrgkWUy8HCldh5j+auqT+fR3q1ovoXeG9/KdmSs8OEsdWErtmPIt6P/zK9eEJtvgXq7JgyILujyjewUm9ypsaGvs6RucGBpcGBpdGZrcWRo92MDeHK1+HBA/llZ/5vZA1s5Qzt4Y3oFUaUSGIvLLK3K58yosfn/o895I3uF49SkVdjIDP10Yulgbu94iXu9PXB3OXhwvXJysXl5sX1zu/OfX1dXh9fXRr6sf/9/Oy4hcYoT8pN6dJNkaIdAWKYhIBxILX03WWFDqrIj19pRm9ylowExb2Fxb1Do845hQdrHYeb0xeLU+cLE2dLk2cr6MvFgfv9rCXa6NX6xiLlfGLldGr1bRv9ZQv1ZHrpYGz2b7zmd7z2f7jia6Dqgd+1TYNqF1E9eyQ4QcUtt+UKEHhMZjYsMJoX5/tGIPWXKAKtwb+bYJf7s3+H6jK2m1LXKzI2wVAppr8Jqqdhn4/KYmUqwq4ll9JE9LlMDIW63OCJVE5T+KTJhXc2wn35qBHcVTZO/kvWZHR7xAhz8fCFDs95P7ovYgU/aPWhPObjcRiB1nqz3rgDdvvxt3ryN7tyNbtzPrgNcTuCdHu8PjZutHEBvaZutH7Xb0zRYPGgz/bTT6p9XiQacNPczmMdSKttnsQZPR3VZTmi5LlnZjNqg+F+Q1T4Uqxzv+ByG0gGA6QAANwI/2dooA3Xs5jkw59iSpx6lAulTgnfcqdxrsnrW58vd4izda8SWK/evNCPBlux3K/8+3l1xD0dqT2YZTxYbzdebUCn1c/ovZKpPNFsftNo91iNtSi8tso8N8q+tWn/8qzBNfbNgQIQiNFluptd1r996F+R/BQ/bhQXvwoDWY13yz8wrUdbXZabnOZrPJbrPJdrHKaKPRchdqt1hnPFdrPF9rPVtlg/6q25ki25+lTC03XGiw3Ia5HHR7T1dZ4nP1iTnGyLevR9L1hpL1S+xEUjSZs40lO8OMOiN1Rt/pDSQrj6QrDCTKTuca1bjwunAAMjSYBqNejCa9AXsJfze8V2lPj0yWQiVLwaPEoP7C5factW58uZaPW0B8U/mvSN+0sB/UO8MkqpyelVg+zVB7COIDpKk+GEp4Pp1rPpyihkhQ6oqUaQaJFNuw55oxdUfKUr+/nis1WKh+s9pktFhniMnW6MtQQn/Uns7Xn87TW660mauwGs99OVltttvrddAP2usJOegJ24b4rtfYLRa+omRJUzPE598DyUli/SDugSAeTIwYMkIIFy89mak6mamKSwCS05VnPz4npikRUhWxyYroOCAmSYGcqTH17sVM1quJNG1KssZEqhY1WZOSrE5NVcfHK6LCpVCh4uhQ8ZFg4aFA/qFAPoQ/z1AgHzpMZCxCDBMtMR4rRUiSo6Yr4xJlx+KkccnyuFRFXJI8Lkken6RISFTEJyoSEhWISUqkZFVKqvrs+xdTb7VIKSrkFOXxGBlkmCgyVGQ8WoaapDIIEmp1YO9yfzrgJ4zwEUL48A/68Q/5CSADxMeCZbAhMuhAUYQXd48bY78384A/e68XG8JPAGLHG8V7O5TrtzjBh9GCdz+ps7V7KIxEaAyHy2IT5KiZKvhkWVySEjlTdzz1BTHLEJtlUOzE/cH0YbEnR6k7W7EjU4Uza4H140JL+kJL+iLrx3lmtNmG97IN733Tv1No+qDclq7Kjq7RhbHFk7XRjbnOlbHOg7nRmw3ix9EWwN4eyN4RzNkV+qQ7kmcwRWYoQxX9RY9c7rrSFrPTn7WB+LKNLDomNv+Y7DyZhp8vjVxtjF/tkC4Ppi4P5y5/LF+db1xebF9e7F5d7l9f7v+8Ori5Ov7fsbHEkFxsiPyo0Zci0xYpBI0UHHqnQCk1mqq3nQA7UJtdJ1r9JtuCp9rC52HxO0Ofzyfqr9f6rjeHL9YGL9eGrzbQZ6vo83XM5Sb2bGX0fHn0cmXsdHH4fGHgenXkenXobA5+MtV9Nt1zPt37Y6L7kNK5T4ZtE1o38ZAdYusBpe2I2npEajohg0+I9Xuj5TsjhdtDuTvDX9f732/2v1/pTF1ojVlsjVhoDllpC1vpiCDXePR91oWkStdGPKsEscOiJSEgyUzNfyqtODby7ec/WUDdJOMkbmcq3Wtzk0WANBD+auNRr0r12YO5AKkSf9abcjRbcUNtuYe9hRGuz7psWXscOfucuQY8n8I9uLpdWTudGNvs6VusH7Xb0rdYPmw2vddi9qDNkq7DmrHTlhlmw9hqTgM2vNdi/LDN5DFE7zHkDWuDDvt3yYdp3H9FMt6OYP0zku1fEP1vcXy0WTIcuepPvyoxf5Cl+apMU/aaqdNVuNtNqNdTvN6UJ5r3b8/HABDn7wnStFW2Iri3r2YK9Uh5z2eqDWdrTSZK9JbrLbdanNdbnJYaHeeaHCbrbGdbnJfa3XfhoLkGu4ZwgcYQ3vUG2+Mun512z70u3/V2j9U2jyWIy1yTw3yjw0qT03aL63qD/XypMTVPd6HSeBtiM19jMFGuN19nvdTgQCkxhb9T6s1UoJQZrDTbrkHsF+utkF+e96erUvLMZoudkOmGuZY8kXJ/p2iwftIX/6AnkG/DN5z+fDRLlfhNEx4vNZqpkWPC6MoBKLYUHI7T7gmTb/Hlb/F72hMphEqVQacC8VmayCTNeg/hOnfRAmuO1iCxmXzD6Tw9VIZqf4wiLBBYbPb0kw7T99dczS7S5HfG1C9G6FQt7NuX9e4CCcq/h0oAooG3qpz5JnNMthvtV2qNVhoMVxqM0V9UOpNlsd9ezpeYzJcYLVVZT5aY9qQrDHxRX2p1OBoIOuyPOOyO3Gzymco1wmYqkDKk5z8qzr+Vw4TzD4CeYqLFKKnyuHip8VgpfIIsKVXxv3xEyVBBRYmPxUmPxcuiYmXGkxQomRrLX98sf9Wbfvucmqo+kaY5kaZJTdWgpKgRE5XREdLIMPHxSMmxcLGRYIEBEHefL/tQ4DNkiAAmUhwXJ0NIlKWkKU1kqJDTlPDJ8qR0ZXKmKi5ZfjwBiEuUw8bJjcfJjscDCYmKE+mapGRVYpIKPkFxPE4OEwscCBRod2Pv9uRChogQYoEjwcIIf4GRIBFkkNiAH1+fF/egP+9wgOBIgCg6SAIFkhjyEexz5+xyY+71Yu71Zu10Y+ny5O1yl0iTvB/K9VcI1x1v5t/jxB/VWov1B6sMh8uNxQHxyXLYJFlSuvrk+9fj6bqEdwao9JeFDpyfLGnK/bgr/Z5Ue3HVez8tc2IptmMosWEosWXIN6P9/Obfj6/++vLmn3yzhyVWtKVWj2odGVo8WMEerPXuTPWezPWezE3eLLBAzr7wZ4go3v5Ivp5w3sFEmeFU1fGvhlOVbivQqM2+zM3+jzvI/GN8/Qml7WSy53wecbk6erWFv9yjnO9PXhzPXZ+vXZ1vXJ1vX1/s/rzY/XW59+ty/3/wIhQZkIuNUJ+04Gly0EghaJTQyEd1aoXpdKP9TKvbdLvvZHvgZHvoZHvkfGfyHvL75Sz4Zmvgagd5vj50uYG82ho7W0efrWPO1jEny+jTFfTlGuZsZeRscfBiZfh0Ab5PhR1RYKcT3WeTvSeTPYeUrj0CbIfQtkNo2yO1HVDa90jNe7i6I0LdIa5qd7TkAFN8gCncH8/fRedsDX5d7/2w0fN2oyd1CRa7CItZ7oqfawvDVzsO5eq2pUpUgNgaA/kgIIkyK642b9G1XOuZjyZ9AQoZSv8myfyV84KtVJ8X6qiAjzHpcpOP4f8njBtQ/IKhxYIPbPa02ZSl5uXdmpf3OmzY+114hrwFBrye9Xs+6XZja7OnA1s+aLV51GJ5H2LxEGpJC7NkbLdgbrdkhtkww6wZ2izp2y3oW4xp6nTv176gLdegyxL5K5L5FojmFoj+9xC2OyDmv4KfPEwRY8pV4SxQZsiWe1ihwwyz5hvwlOxyEOiwF6wz4okT+MeNBuDDcjsR+LDGSYj4SWe2RIeYpzJdqTdbbULMfzFbabJUazNXY73QYL/e7rnR6bPa4b3e7XM4FLLe5gaJFq30Zp8uNvzR5b3Z6rQItlkA267D3PfhoN0ev402zz2Yz1lPwF6L60yBPuX7i9U689Ne950228UG01WwwzrEdanRafizBixZCl/4agPqsNhoOVFmQCo2WKiy2wX7UfNswSD5D/qsOaa8zT46mTpC9hy/p72k609WIeVoEb6r98SK9sXLVjrzfNJjAvtId4UrwGPkMG9Vp/J0J3NfYN+rItMUEXFKYF/pXPNnOaY87/VZPpswQoIlkOlqHWGSQ/Fq/ZEqdY7C+QacPX4q1AxzfNqb0RStmW8mG6UunQEKiQp/RUj+FiQI+PiKZfK71XGr9z7EfhtitQE2J+Q9H8hSJeYbrNRYr9XYrNU5zFfb9r9T7fugMtNgvdvrv9cdut8RsdXkT/qi1x8phk+R3s57sfFJgxAtOhouTIwHUpLkycny2DjpsWhJcorC1Fs1YrICLgGIjpEkpipSM9UomaqTWZrTH7Rm3mtNvVWbylSbfqs5laE5maFJSVGnpKhRUtTHY2RHI6XwsdLYaLHRCEFkKM9AIAc6nBcVKjAWLjYWJYGLl8EnyuISgMQUBWqmKildGZ+mhEmURcdIjsVKj8cBCUnyhOT/8pcyNk4BHQkcj5UjJCmOx8n2+fE02NC3OjIh/HkGQLwIf56hAAF0qCgmXAIdIjzg92zQ/9lQAF+/N1+/t0Cfh0CvOy/c6ynC78mAP2evD2uXB3ubC/cQSCX3OVcY112ne7dt7wCihR/WWUvCA1UQITLISMnxBBlcstxElvbcV0PyewNCliEiUbPQmfOLLV2pL2cV6ElDwLMaT848a5ocK5o8S9rvZg+zjR/kmNIUWTwusWYstqIvMHtYZPGwyoG+yY250Y2lwYO5yYel0Yup0ZOxPYCzP5x3KFoAGSs6FCuOTJJHpauTc80W67w32qI2e9N2EO8PRvN/4OtOiW2n1K7zGfjlEupyHXuxTTzdoZ4fzvw8W7k+W70+2/h5vv3rfPvmYufmcud/8MLl65GLjUa/avdnKEIihFtjRNFfdaiVZnPNTosdPjMdfhPtAZPt4dOw2KWejF1U7vl088328NUO6mxt5HJz7HoHe76JOVvDnK5irrYIV5vY683xi1Xk+dLg+dLA0Uz3Dhl6SG7/Qe48ofacTvYekbt3ce17+PZDUschGfZjouOA1HxAaDgm1h9gK/cwJceE8h/E8mN86Q9C2S4yb2swe38k5wCZvd7/dgWevtybOguLIjd44CstxwpetsWJ1PnzgH1Em1yFewKAC5/MFj6bE5JeFeozJ0ndjhf9PU74z3oLcWKs2WSKZaEueyQP4IvyA7AZX7MZb6Hm/bdigBzFP1vNWLodnw54CIz4Cg378ve6sbfa0jeY3W22vNdicafN6iHMhh5mzdJqxtRsTN9iRg+1ou+wYeywZgAbPazVvVf7kq5Cm+GD5J0gZoDzXYDjPYAnw58gThpfjkfxIiw5yhxlasz58g/qXrL02QoOuol22fP0Ogt3O8nkP2ePFbz3VpG1zEKoJ0xhOld3tlSDWqy6UGs0Uao38l6FUqi3UGk1W2U1X2e3BvVYhLgutrrt9gWswTw32z0IeW96E2UmCvW2mm3n642na4zmmyw3YO4/BkOOB4K327132rwO23y2m5xnioyWKk33oU4/ut03IVbrLTbLTQ5LjU7b7V5jOboNEQLdaTJT1UZzdWbkUv25GusfPcFnXRHkHOvuGG1IoGq1i+xHPSEr5ntGdLcLHQThKcqjn1RQHxSg4Xxd0VLQIMmeKGVogFRHqBTpy8u5Yv21GpPdJpupvDdDySqN3qKf9VnTtBgSVWnCZe+4892KU71b48bb5CPU6ivZ7icLdpH4oEnzUfMx2Emi3omv3oUHnfR85otlX4haotwj32e3A/hvZemwYN4arVY7bzc77bc7brfazlQbEQpeT5QZrzfYbTY6LNXYTJVZdKbIwVJlyZXmGzDv7Y6QbWjoLiRwodgGnSQ/niS18kV9/ZPadIosJUmelCA3HiU5laZMSVHARIsTE2Wn36qRUxQJSfK4RDlymgo5TYWcrjT9XmPmvRYlXREbL0lOkZ/OVKOkKFNSVIiJSsREpYk0dWysLCZaihgPJMZLkZMlyUkS6AgedDjvWITwaKQYMkwEEys5Fi0xGCI4Hg+cfKdOSFMcT5Ibi5cZiRRDRopjYqUpacoT6er4REVMjDw6EtgfIDISJklIUsQnyI+EinR6cMJ9nyGDhTrd2Pq8nwwH8KODBEdDRNAhQggfrn4fDoTvkx73J32evH2efL0ePHBPboQfN8KfC+7HNRAg0ObMMwhSy9PmCWL7x/oPgMODW5mKHJ1e6qiI58NhsqMxMoRkeWKK/MRbjdlPr6kf9THpL9vD5ApduL47s5SAnpT5c9T6clZ5sOXb0BbY0uVb0303f/Td9GGh1eNKR7YaF65SG8YC84el1jSVDvQ1To/rnBhqXRnAPszNvizNPsxtII6uoCf94fxjyTLYDEVMhjrmvc50qf1GS9AWLGajO3kb8e4AnfcDV3dKhJ5QO89m4JeLIxerY+cbuNNN4tne1M+zlZ+nKz/P1n+ebfw637i52Ly53P7f5FXwilyij/qi1ZkEbAoXhsRJorJfUqusZsDOCx2+szDQZHvwdEf0NCxhqff9Ibb8eqH71/bY5SbmbG3sYh3zcwv3cxN/vYG/XsffbBJuNnA365irZeT5Qv/JbM/hZOfBRMchBXZE6jgmd/2gdB+Tuw6JHYfE9iNi+xGp7ZjUekhoOsQ3HBMbjol1R/iaI0LVPq78B7HqhFC1iyzaHincHyvdHyvaQn7fGP680p8x1RqBq3LBFFugsl9BoyUqPLhLbDnrnYSQETprX10IcW+Ica+63CTzdeiDuQDBTwDVprzUFNPVr06dXsCPKvc+KPxToc8KseIp06V9L33ri/xv1W9o2m244K4Cw16iw15CXfYcLeZ0DcZ3m83utJj/C7W6B7Oha7WgbzalA5vSgi1oWixo2ixo2y3oGg3u1716ADZgqXvDmavGHMV71+pfgPEfAJO/blve+8fi/l+gJ7Qf5TiK1TgKlOkqdejbLbk6bDnabVn63HmRIGCLFf9XdZoqc77BcA1spvZkjg41X4VaoLZYrk/48rwrQmw232Sv0X213nmxwXG2wR5XakKpttqG+S3UOG43ex63+65UWy5UGE5XvMbkqeCKnk/XmCyBHY96Q07g4XuwgL02v+1mz+Va+7ly860Wxz2oy06b83qL/SrYYabKernB6Udf0FydTVuyVGuiKKlMb7beHFf4erLK8nww6qwvhprvgMw07Yp6/c2U35bjlsbvAD9Jms74F6Nf9NGfn+OytQcz5AdSFTvCJXqjZGFBYuMZGiulZpO5OoRs9aVq48VyM0Sccq2bQJHFk7fatAmK/8bK/uvBCQgWvlVizg3xlIF6yPf4axUb8gXx/BbM+/tXHfYcA9ZcY8Y6J16YP7A/RP2dOqszMyBa+p9GT3nqd4f5CuctiNd+p/dep/saxJ5Spo/L0Zkp0V+rs1ysMiMXvIElSEJixXDFhmtt3luw4HVIwHZrwE6T19T3V7hUGWq65NxbmcV3KtNpGrgoIC5KejZDjZIIRIbyY6MlJlOVJlJVyclqlBR1coo6OUWVkKwwkaky9V5t4q3SxFuliUwlcqoCOUWRmCQ/FiWFjZWhpqrg4oCocFFyohw1WW4yTYGaIkeIFcdEimBjJMfjpFEREpg4aXSUxECIyGisDCVdFZckP54oOxonjYwSH48HEpIVJjLVJjLVKamqlFQNfILKYJDYQJAoOlJqNEJyNFwCFSw8EiSAChJsc2DscGYZ8edF+vMMeD0Z9OJEeLIjvDn6vTnhnk+G/PgGffkQ3s/6PZ70enJ0e7J1eXDC/YSgTgIIP/U8HV4/5j+s/gI4Prr1Qe0ZMlwPF/8SHS6Hj5OfSledSFGmpihOv1Of/KA9nqkFiwTWBonVRUpVRYmWgLgqPFhrPVgqnZkqXVhKHRnzrGhzzB7mmD0stKavcGQpsaXPN7tfZPmw2OpBmc3DWqfHDW6MLV4sUD/ONn9OqD97R/BTRIwIMhU49k4FnaWF/qI3VeW6Agld64jf7MvcGfryA1d+SgYfU6E/prtP5+Bni0OXa2MXG/izTeLlwfSv0+VfZ6u/ztf/k+vX5ebPi63/3Xnlv6CWvB77/rwrDdgUKdoSL43KeTNZ5zANdlns9JuDBUxAAyfbIiagCcv9X8+o4Jv1kV/bhIsN/Nka9nx1/P/M2iTebBJuVjA3K+hfy6jrxeHLBcT5XN/pXM//PTKSO44pXT8oHT8onSeUzhNyxwm57YTY+oPQcoht2MfU7o3XHOBqD/F1B7iafWzlGbX+jFx3MF55gKncx1ZtoUs2kHkbw9lrA1lzsBhsucvgZ8P2BJVqX6Fixyc5pkxl5s9aHGS73VQbzUWGfFWGfRXAFk/iBW8FcAIKXjOOx2vNfrIYi3/R4ixcos9UYcgCsXtWa8z0Vfm390BAgebfUCuuPmdhhIsI3EEAasYGNqJtMnrQan6/1fwOxOIO1PIB2OwB2JwGbEEDtnoEtaZtt6RtM3vUbPAArEcDMeYAG/FWvBbIlGV3pPvD5J9br34DaAMAurcADrT/JIow5ahw5Gsyl7ygg1ixtFrTt9rQdjozd7tx1Zoy5Oneb3biwaZoUb/oTuW8oOZqTuRqrpYYjKcqVduxULJeb5Q5LVU4rDa7zDbaTdXZLDQ5HncHHrb6n7UHXnYG7jU7bjaaz1S/HPoiNfxVHpf/glxiugb23oYEbIFBe62B2y3eC9W20xVmq012yw12K02Om1CPzVavlQaXNbDbcW/QToc3Jv8V4rMaudKQWm0ymv9yus7ubCj6oCtirsKL8NWx3k8lGPhI9y7AkOF2jr0I4q0h6rMRLs+YkGeA+qiBfKfaEsTf4MUFj5RcKjDaqDAff688mC49VfJ6qcJiIF653l2w2JI9Xe2vLK372a8YUoD/vFN+2GAj3uokD3NV6/XRzVRkdqQDRArRFBuLVdmJVjvyFZixFpiwjURrl5rzeXIBUtUeDifrr9eD5qrd5xvcF5qcVyHOy2BbfMGL4ffy+GyNjXrzvWbbmVL9vhSZ1hhRbL7+Jsx/qyNotRW02Q7aavWcyn+DfytLzhCjpAhNJEtTE1UI0QrURIWZNEVMhOCAPxcmQoScKE+MUxoJkR4IkBoKksbFKWHj5HCJMoQ0ID5ZevKdylSWKjFVjpqhTEpRGI2WwMXLUNOUiDjKdgAAIABJREFUsXFSqAjRiRRFarICMV4WGy2FjZLAREhg42TH42WRkZJjsTJjsUBUlPRojAwhWQmXKI9PlkfHSA6GCY/GSo3FS4/FS48nAMfj5MZjFbBxSqMRMugI6dFwSWSwKDJIZCRAEO71BO7J1Wz5qMWKdtDrybDPE7gzy4A764jvk2G/Jwgvjn4PzmG/Z0O+T5EgXnQAPyqAbxjE2+fN0+Uh0Gj1rN1Z/pvGE1ea38z+ANjeB6TLs8H9NYZDFAdB4qRYhfl0zalE5YlEuem3CuRMeew71aEMzZFPhugCK9iHFxVhIpWeHLVuLFXOjOVOTMX2j/OtaPOt6fKtaYvsHpc5MRbZ0uSZ3SuwuFdsdb/clqbOmbHRhanJhanViwMW8LQzhBcRKzaUItObINWXJj/0UWc0z2yqwXcZFrPem74z/PVgrPhyEnw+03Y43X4833uygDhZHr7axF5uES62ST+PZm9+LN2crd78X+ba+nm5ef3/4YXP1aIUvSIWvRr4qNIcLQZJAOJKTZfbveehngud/rPtASSwHwkcOtmWvIXMv5qB3qwjf24RLzYIZ2u4i1Xc9RruZpNws064Wcf9Wh69Xhy+Whi4nEdcLw78XB64Wuo/X+z9MdN5RO34Qe08oXacUGBn5Pbz/9feXQTFwa0Lv++4Q3AN7u4WICGOBJfg3ri7uwYiEEIEd28XHJp2oxt3d4i98RDgDvap79bZ59Qd3NlXtf/TNf/VU0+tWmsS9WsK8WsC+p0J+sbs+sbs/Ges/Quz7TOz5TOj+ROj6ft4y/eJ1i+M5s+jzZ9GW/bIdbvEyn1SxdbIy5XejJmOcMLrJ/AUw+YgxbYgpQ5/pTZ3pdLbfGlyF18ZcPR6qeNDtHt95JqtOPO1zlaYs2FiNaaLLWaf29DS76EDlCEekkgfqS5Hwde3LxSoAV4bnAfZC/d6yPV5yA24y6KeiICtOcE21+GO1xFOLDDHq5AnV7vsr0Gc2Lscrnc5XEe68KAcueC2bEhbdoQtH9JeHGov12yuUKwr7M934cnVU+bnTpmcAZgCAA6XzkYJXS7R46t4KFhrxg13v9Hjy4/24ekB8kFcuWosrtTasHWHKzEKH8y9MV+ps1qsfbxQabxaYUFM1Wl2EqCk3x0rMp8os5qqtZtusV+He20hff7pDT0ajD0ZjvuJDvwIcfve7/UB/WSs5jb+ld7IM338iweT1U4LDT4rjcAdUPAeLGip2Xmyxmqp1XGxxWmxxWUHHvilP+Zjd8Q2NPAAFbLW5UV7Z055bzrT4jDV5DBWZ7sC9t2Gh8w1eM3VAhdrgxHx96PULzsJAlLv8Q/kWmKLrLDFZnON7hPVdiNFt0by9JBx8qAgEVyq9vzrx0vvLSiF+qSnussNVovVNoScO+BA+cK7l5PVAVU2/FA/1aYn0q2O8hBPrU4XjXZHzZYnmslKV51ZABGSV2rtVeGhBuhovTe2vEX3r/RF67d4SCeoAUrMufpSbk9UOM03ec63eS60u6+C3Odb7cmvjXqzlfqzlCff3N9ssVuotcA91YenqlLLTTdgQQe9Mfu9MQe9UWudntTnt2kFGvMlWlN5CqMpclPZOrM5N6eyNCezVcnxkthIUVqiEiNVczBErtWBr9KUtdGWeyhcmZCgQU3TYORo0TLUxnK0pwv1x3K0x3N1J/NvMjK16GkaY1na1FQ1eprGfMGtsXQtYqwiLkqOFKtEjlchJ6kTEtWGoxXIyRpjOQajGbqkJHVysgY5WX00U5ueoU1J1WBk6dIztPAJyoREZWKiOj5OnZykTUvRpSZpkWJVcJEK+Eh5YrQCKVIOGyoFsmdtt7066CtICBIb8btBDBGjhEvhQ8QG/QT7vfmH/YRGAkRI4VLMBMXxFFVGoioxSqk/QL7ZVqjTSaHUSNDn+hnbMwBvDsCz2/w9QVqDYSqDwXK0eM3pjFvTGYYL+QazT/UoWWqkAsPx90/WIXE7A7kToKjuZ4+7YpTbg8Sb/IQagUJ13vy1Xvx1Xvy1nrx1XjzVbmxvHS6/tbtY6Xi1wYO91ZenHcjX4c3b4ckD9hNAR4oPJSsRc7Wxudo9Geq9eXrEcgtmg8cSPHYXU/CZVPYPternROvxEvL3cs8/i91fVwZ/rON+bhL/7DGOPkz8/TB19GXx5Nva8Y+Nk5//hdfx7/+B13SNyXTt4+k6C0LpXXCyMiJbZ7rVdbc/ahEZNAcPnkNEjIPDJ2GJS/1PP4/WHy+jT7YIR3tjv3fGfm0xfm+N/t0aPd5hnGwzjjdpf1eJhyvYP8uYP8tDv5YGfy72fV/o+baI/jaP+j6D/D4N/zYJ+zYB/T4G/j4G+jEO+s7s+Epv/cZs/THW/m2s5ctow0d63Qd67Ud67Qda9QGlZo9UtU+t+zTadEBt2KfUfqRU7+BKNwZyl2EJ1AoPSKJhlYdkk68cLEwXEahbasQXIQh4ZXAd7a6AC9EgRahTYzU7Xbgbn3D0RypOFD5aKLEay30wGKGK9JVC+UpCXIQr7l/LVwE81zzbbMYLdRBHOUsP+ygNecnA7HjANtchDiwIZ1aEMyvUgaXL7hrYga3Tnq3NmhXmwAWxYQdbsHbb8aDtb8BtxKC2so2mctnKXN7sp+wvAizPACzPnbI4c9r6LCCQB1Csw1VpLFhtytHlwocCCqKBfCggH8xHoMGevcWFfyhBm1H8aPa9xXKTzXKT5Wq95XqV3XCsZoU5Z1+E5mCCHrX4wWy9zWybzTLYYQX8ZLnFbrfT5SPY/UOX0yeY49de53/6nDfANpN1xtTy+/Q3ZvON7qttwOVG721Q4Kee8NUO96lam8WWJwvNjgvNzrvIoK+DsXvIkC1owDbMn1Ju1p13k1lr86E39GN/+BoEuNLluwkJXmr2oZc54AqsepIe1HurVLjJdKfeZ75xwRebU8usNzp9pmvtRgoNBzO0iTkGmGRNXLL2SJIWMUuPkKWDzdYYLbk9XvqI8dS4O0qt4M6FbP3zMH8lctqjvjCDTg+VBnvZ92ZipfeFsrQ53TlPWZwHePIA8m7zVbvI1rpLFj66kmkAaPWSggYptQOlexN1elN08M8erHZ6bcN9t+E+2wivhVZbYokhPFmmPewGPE6aXGwwV20++d5sIF+fVGayAvI96Iv9PJT4uT9mocl5MFMdn6m4Wm64/FxzMlt+oUh7tlCTmixFShLHxQhjIkWwUdJD4XLtTvyv7l7MVgcU6JxudbyBDpLBJ6hP5htOFRhMFehPFejRM9Rp6WoT+bqjGRrYGDlCvCIlRY2epj6dc5OSoIwJl8aES1PjVGjJ6oQ4ZWys0lCkHDlJY6bwzlT+bWKi2mCE7FCkDCVFjZmlO5Grv/Ds3lS+ISlJlZCoQk3Vpqbo0FJ0RtNvkhLUMWGyI+Fy5FglRrLGZJoOLUa5y561wexsjwcPPlB0xE+YHCpJCpEYAgoOAYVG/EWJIZLkMClapAw9WpoWLUOLUyBFK/T6STVY87Y/ka4yFQ/lP+t0ERAmeqrGRoyQYEhN0R2JVBoJUyRGqzGS9RaL7s4U3SJkalKfPVxpC/k28vLPWP0XWuUCPHm42BwUq9YYLN0UJFnvK9IIFGoCCjX5CtR7cVU6Xa1wvFzhdKXS6WqdG1uLL28bkK8TKNDlywcJFERGiPUlyg9nqg1mqQ/kaI08u0uvtJ9p91tDJ34hvfw5VvOT2XQ0Bz1Z7T1c7f+23Pt9ffjPNvHPDuVwj3H8afr48+z/xOvkf+I1U282WWc602BJLn8ASVdBF9ycbnNbQ4fMwQKmIQGTkNAxSOQ0KnVt5PnX8Zbj1d6TbcLf3bFfO8xfW6O/tuiH26NHW6NHm9S/a8TDFezhysjhyvCvpb6vs6hPk5CD8a4PY53/TIG+T4O+TrR/ZrZ8ojV/pNR/pNR9JNd9JNd8ItV8plR/plQfkN/v4Mq3cGW7xDf7lHe7pLfbhDebuLc7xOoP9KZ9WsMepXafXPWR8m4f+3weHEd55wFLulNidyP3HutLM74KK9EXhhxZypeqTfjhrtK4YBVqtPpoguZwmAwqQBSboDJWeHf86QNCqm5PqBzKXxztKw5zF6015XiqfrpI7XTFnestZgJQewmMjzIGqIB4wg+2ZQPZXYM7siKd2WFPrnfZsXTasoLsOVssWUE2HCALtq7HrD12vGhbAfBjQYi1TIOJbIYCewDPGY/r5xwuAOzOn7I/f9bhAiCQ79RTHY4qU8HqxxxtzjxQHz6oFxfEixsVKNLuIQD2k8SnGzCeG89UWC41Wi82Wm61OO7WukKBsgV6Z7u8ZIYTb85X2q60OTDrHkw2P1rstJiqeThdcX+8zGjm7Z2l+vuztbdW2o03IdZrXXbrnU47UN+P6PBdaPBSk9dGJ/Bzd/geImC1w225zXmxxWm51W0fGfRPf/QGGLjY5jnX5NqTZ4DI0lnu8j6mZ53QMv8ZjN2CBn1ER/3sT16o8UQlGEDCtfuT7o5kmzBL7RlltpPvHBYaXVdb3XBFRp0R0vAoeWKmIT3nbm+4UoMTTxdQBB0l1xF4AxIpRnt6e+K5aXeUWrkVa4UtFyZOfyzXvDtU55UJT+5N1mS1SxFSp9y5ATZXAB78Z8Jkr2Tf5iky488wupxicDpWHfDsEftAvN5yhdPMW1ts/u3x9xabUO91sPsm1GMX4bXS9oT++n53ugokSrIzTASTo7VYZ7Pa4kR59XD0ncUaBLiDjjjoi/3YHz3f5DyUpUHMUll/Y7Raqj2ZIztbpDL3TJ2SIo6JFRoMv9EXKoz0E+nyEGl3FHvzkCtH42K68pnSe9erLLkg3pLUtJsTuQbMbO2xHC1amho9XW0yT4+WpjYUIYmLlaMkqRDjFKiJKv91sStZbTRZnZqoSkvRpCRr4mOVSQlqM3lG80X3aClag2Eyw1Hy9DSt0XRteprWRI7BWPZNYoIqPk6ZmqJFS9WlJWuPZehTErWwkQqEaEVKnPJokvpoohopQg7iyNZiebHHgwcDvNHvxUcMEsMHig548+ODxClhMrQIOXqkPCVMchjI3+PBOQgUxIVK9PqKNllxdDpJdjoqpslfAnIAMjUuQXxkaWmG0/l3mWk3SdHqI+FKIxHK47mGk8+M8Dn642/td1FpPyk1h5Pgk6We31PtS6DE/sLHzVEa9cGKNT7iDUDR1gDRrmDRViBvnfv1Jm+uZm+uKudrVU4s9R7cLT4CHX6C4ABBWKgwMlKsJ0G2L1WxL1MN8/Qmudx0osFlCRK22Zv+nf7mcKb591T70SLqZG3gaG3w59rArw3M3x3y4R7tcJ9x/Gn6+Mvcv+P1e/d/wYv69tZoxd3JOnPymwfIXK3Bl3fnOj1X0cGzsIAJsP84OGQCHjvXm7mBL/022Xqy3n+8Q/yzy/i5M/pzm/5ri3a4Pfp3i/Z3nfh7eeRwZeTP8tCvxb5vc8jPU9CDsc7d0dYdWtMHZvOX8caP9No9csU27s3W8KvNoZLNoZKt4Zc7mJJdbOkB7tUe7tU25sUG5tnmyPMN7IsNbMkmvmyL8G6fUntAb9qh1u9Sag5oNV/o1fu4l3Nd8fRKYG+O+RsXmUS9i1HKgFSNCy9usddbiLTaiIGeiOJDlWmxargIOUqC8ni27lThrYmnRrRcA2ySem+YDDJABO4jBHYTabTkLzO89lL3cunNq69vXq17yI1ykurzkII58ELtOSD21+GObHBHdog9a5fdtQ4bFpAdd5slB8SWB2rNBTZnQ9vwIqx4IY8FIVbSVXdFU6SuBvGc8+U89+QCwOY0wOEcwPkiwJ8bkKN+peqxQLODAMxHCBUgBPPlBXlygb0F2jz4EaGymFQdXLb+aOmDuVrzxQaLzSbHxVd2DXZC2Rqn6mwEusPVJsvMCC/1Qemi+Ddacy2P5hsezVc/oBZrEwtVKS/VaeUac413F5qM5xrNNrqcP3cHfh2I3IUFrbZ7b4L89uABn3pCduG+iy2O801PVjs89pGBH9ChG2DgTJMrs9qh/+kd/CvTz4OxJ6N534cTPvdFH6Ai1lp9tlr91hu8SfnGyCgNaLjqQLI+8+XjtUaPr33RX7pD9yHAgWzdMnuWVj9RTJIeI/thi7NQocHpKmv2LqBoleP1zkAhRtFdQoZ+k8eN97bsbV5iIwn61MyHXT4KiWqnfAUBodKAOJWLCepsBfcF6r00OwJvg8LutgTqv7QVKzDmDJI9G69xYTj11maDF/2FCb7IaKHBfq3LfbXTdQ8J/IQO3Ohwn6qwwuYZ9qWodScoUouNFqqt52ptGOVmsw2OqxDgGiRwCxG6iw5fanWjPLvNeKq78vrWfLEaM1NqLEduIl+RniWHT5DuDxVH+klAvKRAHoogV7UKE4nn+rz5WmzPDTiK9a+8NebsDVEjJ2vhExQoKcq0VFVGusZ0/k1mpiY+To6SrExLVMVHyRFi5GlJqpNZulPZeoxUDVKcEjNNZyxdj5qgjo1SYKRoz+bdZqbqYMLlsFGK9FTt0TSd0TSdiWyDyZxbjHRdeqrOWKb+eJYhM/3meIYBPUmbEK1MiFYiRMsTYxRwYdKYIIluTz64C+eg740Bb360CwcGeAMfKDriJ0QIEsf6ifa68fW68fa6cSOcWEG2F6AOV4b9hYb8xboceREe0n1AjfI7PMmyZ96Zcg6EK5CTNafz70xm3ybFag2HqQ6EKVGzDBjFdzF5RpO13h8Gn/0e6/wzM3CyRT/Zo/xkNk61x6IKrDoSjeqDFWv9xJr8hNsCbjT7cDZ4XG/14Wrx4a52YXnveK3KjbPBS7DVTxASLISIFEPFiPcmyw5mqg7naeFf3Ka+N5/v8F1Hx+0M5/xgVhzNt/+eBR8td5+sDh2tDf9eH/q1MfJ3h3y0R/u7N3r8cer489zR58WTb2vH3/8bXoe/dv8bXsQyXdq722M1JvjXd7oLbxLemS1AfFe7w2agAcxOv0lY+Aw6aWEgd5NU/nWm/WS9/+824c8e/efu6M9t+q9t2uE27c8W6c8K9ufy4K+lgZ/z6K8z8E+T4E/jHR/G2nYZzVvU2l1q5T757Tb+1cbws5X+wpXe/JXu3JWe3LXe3PXe3LW+vM3+/I2Bgo3B/PWhgvWhgrWhwnXMsx1C2T6l8hOj/sNo4xapZptUdUCt+USt3MeVrqNzJhsjenOsKz1V02+xh8gA4hTOvDEWArsqgxylUR6yxHDV0XgNcowiPVl1Kk9/Ml+fnq1LydSlZuri4lUQ/kJtzpztTwTa7MUbHgtX3OUr1riSKQ0oUj3f+pgf5SQCseVGOHIjHLnhjpwQe7YuW9ZOW9Z2G9YOK44OC3akAz/Sjhdizoaw5EJY8iKshGDWku/0eeKEz/iyArxZAS4XAU7nAd4sp/05z0QKn8lRu1Bhyt1oxwNy40UABRH+/FAf3jZXjlY37t4YxaEUzcFUTerzO9NVpvN15vPvLRk5xs32ooW6F4sNz5eZssAjZAfzVNG5MpT3enPNDxcajGfe3cNlq2EylYjFGnP1Dz51u6x3WI9X3p+tM9/qcvvcHbSPCNyDB35Eh+zAgR97greg3mNV5pO11usgz20YcAsK3ID5L7Z7zTS7Ut5ZzbW4/yFnndDydqAh8w3uW53+0+8dMFm3CXn3MOkGPbFqqGglUu6tmdePf/aEnlBSf/VH/OoPp724X+HKBQ1XYOSZLDyzrbPmz9EAVFtxwvwlO32FsWla82WPe6KUyi2vvrO53gWU7I1U74/VrXMWiVcDhMudK7UQAAfr9ieZUJ+6TL4OYJb4EgpcUYmWNb43X9pIhiqez7h1nVJgvl7nM1rymPnabKXJaQvktQv3+4gO2YX4rzV7LVa7Ml+YE/KMcDn6zJJH42Wm5Gf3mG8eb0GBW8igdXjQNip0GxWy3ObOLHs48dJw6ZXhfLHGXLHaeK4KJlYcnyiPiZIHeYhVWfBXW0i0OenUmqvnqQukK3Aly7Amy12NkTiTrnS+zVmGmKBDSlIiJioQExQoycqTuboT2drUZBV6qtpoiho1UZkcr0RLUmWkajDTNBmpGvRktdFkLUayFj1BAx+pQE9Qn842HEvTJUQpYcPlibEqzHS9yWzDqZzb07lGUzm3pnPvTObcZqTp0VN0aEla5Dg1QpQiNkIeFy6DDZMeDhQfAAr3eAt0e/Jh/EUGfQS7XbmGfARH/ISHfW7gAsQwPsIIB3aIDQvM/nqPK2e/J9egNy8xVAIbJA535UV5iA8HqnfYS5bfZe104R+JkSMmqjAzDYbCVFocBEFuEkNRmqOFD6jFDzBFxjNtYR/xb/7Odh+tUE52Z04+Tp9sDH8kV5HqIpAFNjVhau+8hWt9BJt8+Zq9OVq82Vt9OFq8Oerc2Std2CvduGu9BFr8hWDhoqhoCVSsRH+awkieFrboJqnsPqPaZhUWsj2QvIct+D5WeTjX8WsG/Hex+2h58HBt6HAD83sTe7hFPN6l/d0dPTqYOP44c/xp4eTr6sm39ZMf2//a2R//2vl3vKhvDRhVdxjVD0ZKDQdf3GE02C9A/eaggRMgvzFQwDQ6drYnZbo3ZwX/+uts18nm8NE24ffuf+H1Z4d2uEM63MT9Xhn6sdT7dRb+dRr8ZbLz41jrwWjjLq1um1K9SXq/iS/dGClaG8pb7staQKcvotKW0WmrPRlrPZkr6PQlVPISInkJlbLak74+kLUxlLM+lLeBKd4mlu6R330crfkwWr9FrN4kVOyRK/cIb7eGnm31Fa5B00mvvJqDDVIMuXxFAbHyZ0vuCNZbStWY8vd4K5KjNCjRqrQEFXK8AiVZhZyiik9SJaRqMrJuUlO1uwPFWh3ZQa6icE+VNjv5ygfCuYpXInkBaRKnG4x5UC5iUFsepBM/4gkv1J4bZMfZacvZZcfZasHSaHKl1ZQFYc8Hs+boMr0Mt2RD2fCibQXhtqLVRtxpUmdDeQAh3IBADkAIz+kkCZYshetFWqylhqx1Fjx1lmzNtiwwL76+YJHuIGGoLz88QASXrIlL0x7J1GaW3J15bzL93ni85BEhxajdRbLanK9Y/1zJw8vdsUq00tuzjcYrXZbLHVbTVY8I+bq9CYrEnJu04lvTFaYHMPelJsvx9/fn6ixW2xw/oQM+oYMOUIFf+sM/94d+6gtZB3viS+9R3pqsdLqtdXmug7x30MGrUL/5Ds+xOselDuB3bNqXgcSJSidCsenUWwdS4cPOENlWP9FGTz5wkNhQshopW5eWb7BV7/ATFfAPDHjQ5TmcpVPlytXoKTwYo8fMNK63FnhheKHBhg/sLdYbrjBR/GC+1AweJP3K7MI7G5ZmT+FWb/FGN+EXJtfS9QFv7ATxuRYL74Gz7/0m3wDJz9wGMq07I++9ctJIuC0YonodKHMq5z4nJsNkvR44X+UyXWG72uy62eWzBfZfbfVZavDabg3ZrAuiPbXsS9JFxaoQ8m4zXhrjC4zG31l+6A790Be52xPxoT96vzd8tdNj4o3JZOnt1XKjnfd3D6pNJvJ00UFivaHynW6SJfc4U5QupStzFd2UzVQWB3JcDuC6BOQ848sB8LwOCLsBqDITJsTrjWdrj6arkxIVCfHyzEzNiWxtWqISNVFpNEWVkar2r6efSfFK9GS1sXQtZqomNV6VFK1Mj1cnRSnS4tQm03Qn0vSocRqESGV8pDI9SWcsVZ+ZcnMi3XA6585kthE1SYsYo0qOVcFHKeIiFfCRCphQGVyYDD5UGhMo3u8r1O97Y8hfhBgqhQ0Q6/PkHwYKD3rf6HXjxfmJEf0lu524uyyudllc7vfgoUdKj8XIUSMlB334oY7sCFfBAT8FhKt0/WMOsBvPYLg4NlqBkqTX9kQkWx1QbswxGHeT8cwMX/SQVG6/2Zv5ldl4vIY72Z78uz33d2f65OPY0dbwfO+LgXKfmgjtN95i9f6ibYE3mn04OoAcnb4crd7sjV5c1e5cle58tV43WgOEEZHi6FiJnkQZTI46tlAHU6RHLn802eS0gY7YHkrbwRZ8GX3/Y7L120Tnj2nEz7neX8sDR1vYPxvY3xv4413a0S7jcG/s78Hk0af5k69r/4bX3/85eY1W3RmteYh/c4dc8Xiu02sJFjTV5TcJDZpGRc50J4wjkxiI9BXCmx/LiJN9wvEe9dcO7dcO/c8O7e8O5e8O8e/myK+V3h8LiE/j7Z/Gmj8yG/fpNTvEd+u41ysjpSsjJStDBcv96Yu9KfPoxHlkwiIycQWdvN6TutaTuoxKXEImLKOS1nvTtgeztoYyN/oylntSF/uyl4cK17Evdsnv9mg12+SabVLlHrlyfbh0FpG9jMo5GCjaReQQnnnlGYt5iQCi5M5narBnqbK8vc/b5SgJcxUbDpBhJmuS45WYGVqTufqUVC1sgiopRZOSojkUIYcOEB+J0MJH3QM5q5fo8yWLn4/kB2TLnW9+LIB2kYDY8qCcb8Ad+EHW3J023BAHfpijQLsVe4Px5VbTazBbTrAFS4fJeZjlVbQtJ9KGG2rD32rKV25w/anGlRzlKxlyF3MUr5XqCbw3Eqp5IFBvzNNmw99ixd5qy4ryEcCESvYFiXQHivSHS+GTVIcTlHBpGoyiW/RiQ8bz28yie9gkgyYHkfIHbAW6p8pNWTGp2jOVZnMNpqsdNhsdT+YqrfoTtZBhqqSsh/1J+rAYteGcmyMFuuSXtyYqTObqrHahnh9RwH0k8KA78MtA2D+D4ZtQ75EXRriSu3NNDkutLltQ4FdM3DLUZ6z+yVit4wYk+HNv3GKzD6bwIb7w0XiZDTpeo9qFp8aFq9qJrd2XHx4mCg8VG4hXYhQZbTU6fAR5MEsf1njxvDS/mH8H8NaCYzBct85a8NWdKzXmXE0OfL2hCsw8I3KGXpMbb+G9U8UPz1XYs1c58ZTbsBebXCmx5oRH6069dZ+vBNJLnIdyLLti7lQD1Z7ZSabcF3KXOW/NC3AWAiTqX+0I1ZxNOpjMAAAdk0lEQVSpcF2sdWW8fjxTY7/S5rHS6rnS5L3e5L/bFjHx0rXZW6HImP2FOSs6TmPytSWj1Gyy0mYL4r+FCNrpDjvoizroC98Ae89UmM++vrdd9eh7i9U/DTa0VF2kn0xPkOY7M5EkhcshgufDhdgihHn9uNjszpz2uHrBh+2cN9spb3ZAlMiZajPRkShNWqrqWKbGaJoaMV6ekqQ0mqZGS1QixclTE5VGU9QoCUqEGDlSnNJoijozTZOeqEqKUiCEyxPDFXAhsqRIxfEk7el0g6k0A0aSHi1OezRJj5liMJZ6ayb7/mzOA3qKATZKlRKvQU/SxEcpjITLjoTJDgdL4sNlSZHyxHBZQpgMNVpxLFFtLF4NHyjR68HX58Xf58Hf48ozAhTBA8WRDpxND882Pjjb58rDiJRlREpj/QXQLmxwR/Z+b+GRQDmEi1itCUuXM0d3gOBQmDwx1qDRWixZ4VSZCS8m5R6x0HQg/wGz0fcL9fWfBdjJLu34YObn9uzP7Znjf+ZOfk1/nYVOQrNBOebVIUotYbKdoSJ17lcb3S+3erO2eLE1eXPVevHUeAk0+Yl1BItBI0SRMeJ9qfK4Qm188U1M0U1y+aPpVpc1VMR6f/LmcO4eqewTvfbjaMvnMciXSdT3hb7DjeE/GyO/1nFHO9S/e4y/u2N/9yf/fpg7/rxy/HXt5NvW8Y/t4187x792jn7+d7z6niqR3xlONj1m1JlNNNnPg30X4aFT4MA5ZNRMd/w4Mp6JSJkdLP4823Gyjz05IP/dpfzcpv7epR/t04/2KIdb2J+rvd/mof9Mt+9Sq7dJ77YIr9exJavDz5cHixf6n8715s6iU2aRsbPImDlEzDwidhEZt4iIW4THLsJjFuGxy4iEte6kjb7Uzf60tZ7kRUTcLDR6AZ261J+7NvJ8i/B6m1SxRa7cwL/fwJavDJYs9jxd7cnf6M772Fe83pHRGHAnXPWarwggWPRcpPjFFnvltw+4X9++1OctRY9Vp8QpT2bqzRXeGc3QwyeoERI0SIlauBgVXLTqWPqDiQxbuKdethJrpAAgTer8Kz2ONkthmJMo2J4X5SoMsxdsN+duNedFOIr1eEjCHPlbzVnbH7OArFhAllfA5hcgFhcRVtegVixga3aQLV+njVCLpXCNsUDFPd7qewJNJqIdFhIdFsKtZjzNpux1Dy82mF6EOXP1eAvA3LhALuwIX4GhKJmReEVmvsF40e2hZMXBJEVMslqnj1iZMcs7E7Znhufq7PnpeXcZL+/jivSY5Q/nqmzJBcaV9uLP7gpU2yoU3uXPuMVS4yHWl6Y5lK3Vm65KfHFrscl2H+H9sTdgE+a1CfPc7wlYBXuS35qMVjxebHVabnPeRwX8wCVMt7pQKqxmWzx+YJJ+YZLn69zG3zrMvndcqnTBZd2u9+Crd+NpdOVqduMEAfkGYuQxyRrjLx4uVVpvtzj3paqX2l1968BWbn39vTXPaIYxyF2m1OjKu0fX21xuYOO1KBkGyFCp97aX84xOFd6/0OIthIpVQ8aoQ6PUu1MMcAWmo2VPCM9sejIfNYVqv3gimvKQLfoWa4g2q7PUWReJU8Fq5/PNeDsjNBmvrGer7ckv7zHfP17v8lpt89wBBS3V+ZAKraqdZUOkAb7CgDS9M0Opt+YrnCbKLWdr7Fc6vBbavTaRweuwgHWY3zrIa77GavH9o/36x1+bLDdfm4xEa3a5y0F9tJ8ZCoQJXfBmP+vHdd2Hnc316hWrU6dsTwFcLwNcLgMCeAAZilfanygMhar2B4uQ4mToKUrEOBl8jBQlUWE0RY0UJ0+Kk6cnq4ymqFATlf71+wYtSZUar0yPU5lI0sCHyA4CxbBBMswE7blMo9UC4+kMI3qCHj1RnxqvT080JMfeHAhU6fFXGgxRIsao0hM1SDGKI+HSI8ESg/6imCAJfJgMJUqBmaA2lqg+l3lzOkUbFyjR487b487b48bb78GP8RHB+ooNuArCra93O3CSAyRGI2SpoRJD3tw9buzdbpwj/qL4YFmEs2CbNQfMnQcNFBwIVurx135zXzBJ4WyFjcRIpslA1oP+p6YL0LhfU/V/17qP9yhHH6f/fFj8vT9/uD9x/GnsZAf3kdZArAlpTzJsjVToDBdv8mZvdL/S6nO9zY+rzY+vxV+oJVC8M1QWFC4FCheGRYn0pyuOFGoRXhgQXhlR3plOtjgvwUOW0PGr/VlrmGeb+Lc75PqD0c6P44ivcz0/V/p/r2P+bBL+blOO95knH6aOP0wfHsweHiz8+bR0/M/G368bRz+3Tn7v/v2x89/w6s6Xx5bpMmqMadVm440OcyDgAix0BhY6CY1gQqIm0KlrxJJ/5tr+7g2cHBCOtgmHO6TDPfrRPv14n/JnC/t1EfVhqmN/tGGXVrmJf706/HxpsGCpP29lIH9lsGCpP2+2O2MaET+DiJxDRs3Bo2ag4VOg0MmO4KmO4JmusAVw5BI0ZgkRt4JKWEElrKATV9CJy91JW5i8LeyzLdzLLVzpJr58A/92HfdmfeT1GubVxvDLreHnq8icLVT+P32l9LLQEgd1f+kLnjyABIWrNZby7x7xlxhc7PGSmk03IkYpkWNVGem6lGRtYrwGMUGTEKc5HKrQ5y+NjdDBRT9stFGMF7sYzHM6V4n9nZFg42MBkP0N6BMBpItQ22Puunts9Q+4wLZiKBdJkB1f3cOLdQ/OtZtfBttchVpfQlhfRNldg9tdA9uygGw5u+z42m34Gx7z1plwNxrztJsLgK2Fusz5Ox9zdlpwtD9m7bK+3ucliAkU6/O9gfTkQfrw94eIk5JVZ4rvTBTeGoiV64mU6omWrXTgeP2YtTtQoezBVbi//NhTY3S8KiRGbjDzJjJGp/ghd5AI4MllQJjIFV/+sz6CgBeP+RAx6oh4FUisPO6p/krrk489fjtIz6Uu51WI+xrMY7HDdbLBfqXTbRvusw52/9ATuI0KoFdbM2pslzt9vg3EHsBDxt/YzlY4LlU5UQruwcLkGj34m9x4653Zm1w5kMGi8GCJVm+R7mg1fLYh7fnDjlCpFzaXK125W4ESFba83cEaYA/Zt8ZspXcuN9rzEpP1CCm6dc5cLx+fe+/ACgqSoBTcWaxyXKhyZL6yIhab9WYY9WXfB8XrVQcoFtnfiDO65K0IcJEBuMoD7EQBgZqXy93l2yO0kMm6o2Vm4+/MerJV+/M1p+ttVtrdt8H+0xVOPcm3npvxu/ECHDkAGfpnKXnGU2X2uLy7Y2+s1rt859s8N5HBW+jgNShwrctztspy5vX9rWqT/WqTuae3hyLUu9wUKs0kkuRZgvkveF4/53TpvDvrlScXz1qfBjheAvhznwniO5OmeKni0Y3BYF18lNpQmBgxVpqcIEeMkyHESlMT5OlJKoRoGVy0DC1JmZGqNpqiSk1SoSWpUhKVSTEKkylay9mGjFi1QaDYgK84KUx5PFFvNuMOPVZ3MEBpwF8JE6w5EKDeYnOj/C5rg5VAj68cNkyRHKuMj5TDhEoNB4r/H7xG41QY8aqkCDlGvOp4gho5TBYbII4LFB/2Fe73FBj0vDHgIdTnKtjrxDfiJUIPkaUFS434Cgx5cw96c/d7cQ8DhUb8xVBugnBX/j5/kYFgqYEgzToLiWixC4GCgNeWIr0p99GZ97HljnvYoqM16NHu0PEH2tGX6d8f534ezB4eTB3uMk72yH9X0Gt9hb3PrJsilVpDxTqDBbsCuTsCOP+FV3ugcGeoDCRSERotB4+RQCdKD2erYAu18M/1ia/v0CsfT7W6LMCDl9BxK/2Za8PF/4UXo+PTBPTrXPfPlYH/b7yOvm3+73j1PlPGlOpQ3t8nVxiPNzvNQQJnIKGTkHAmOHICkbRJKf253HmyP3DyAXe0SzjcIh3tUY/3qX93ib83Rr4tdB9MdmxSq1ewpUtDRSvDhUv9ufM9GXPo1IXu1IXu1DlU8hQsbhoeM4eOnENFzCHCpyEhkx2BE23+ky1+0+1BS9CoBXDEPChyARazgorf6E3Z7E/fGMjYwz3dwxdvjzzbGH6xhildGylbx77ewJWvY8u28K8OSK83+wrXkLnfMG/24E/7st3zTeWAYufDpa/k6fHUWUvXPubv9pVbyLnPTNIhRqsS49QIcRqURB1Koi4hWqPPT7rdjqfDURTqpfHmkWgg92nPy6cL1XjrTaWrH/LUmbC1WXK2WnC90rlQqHTmmerF6rvcndbCzWZc1fcv1D0812l1FfmEDWZ3GWJ9DuVwBe3EArW/1mnL0mXP2WnH02bD3WrJ1W7BBbHiQdjzdzsKIe35kfZ8UBtOxBNurJ84OUIWHy49GCSC8Obp9r8xEC5JSVWnZmgNxynik1WxKSqQEDFUuOxo1p06O56RuJuzpTbIGLUmoER7kFKZtVCI2BkPFoDNaYAf1xUfzvO+vGeSNa9Wu0mg4jWHcwynK60+d/t/Gw5Zh7jMtTusw722kL4rIM/ZFud1sOcGxGOx1X61y2W2xYnwxmyi3mET4vt9IHqj3YtUdI/50oRWdK8NKFzlyNHqJdjhfaPVk6/dix8WINrgzFdlL9joIVXrIfrGibfI8mqpw/Vmf3FopHKXvywYKA/ylK6x5n1+61zZw4swP0kwUOy5yfkSi0uwcGli7q3xUrPZ9/bM15aY/HuIZL22KLVyL/FcK85cG+5iR+EcK55ArTMuMgAftVPhty4VOYqgMx9QS62or0zG35tMVhkPFan3FqhM1JrOtdittLkuN7rPVjjjsh6UWQgGSpzJNrw8Wmg5WWqPybxNeW6y0ua1AvLZ7Qk+GIjYRgVtwnxnqy2ZLwxX3t7ffveQmak9EKaK8FEp1uf04wF4c5zyYjtjfx7gfPW0J/s5b84zCXKsZfdEy+7xVT8WgHnIjSbeIsepYiMkiTFSxBhpcpwsMUaaGCNNS5DHR0lhI6VoScrMNHVGqho9WYWerEJKUMBGSdNjlRYz9efT9ChhCqQwRVq05mSK4VzmfUqUbr+f8nCQ1nCQVrONaJbKuWSZU5XGfAMBKiMh8qQIOVyoNDZEmhghR4yQo8Uo0WKU6LHK1GhFXIgUPVZ5PEGNEiaLD5LEB0kO+Qj1uvH2ufP3uAn0uPAPuAuTAqSZYUqUQMlhL74hbz4MUGDQh3fIV3AYKIx24+v2vNHvJ9IfKNMfoFOkzfnkHMCH+/RbOwl0yj10rjGzKejXTOPJwfDJJ+LxF+bxj5m/32d/fZ7583Hm9zbjZJ96sof/Odk41hwMStZri5DqihABhfJ3BvG0+XO1+fF2BotAI+W6EzV6k9V6khSGMlRw+RojhVqE5/qUtw8YtRbTba7LiJCV7ti1wcwN7LNt4tt9esPnic6vM4hv8z0/V/r/rGMO/3/ghSpQGCrRHq01GW+yXQABl+BhE13Bo+3BM6jkHXLJn+X2kw99JwfDx7sjf3eIR7u04z364Q7hx8rg51nk/njnFq1hFf96vr9gCpU+jUqZRSXOIuJmYDHTsOgZaNQ0JGoKHDGHiFroiZpFhs3AQmagIbPg0Jmu4Om2wJmOkFVE7AI4cq4rYgkWs96TvDOQuT2YudmfuTWQszGQt96fv9ZftDr4YmW4dB37ehNfvokr28S/+kApP8CXrHbnrSPyV7qyGe+jwDG2SXrCTlwAf6Fzne4a/cHa/YFK1DhtZqIOKUoFF6lIjFWhJeoQo9WGg+W7vcRaLTnqLXiaHWSe3+LzuQ7wvHru5U3RZkvFinucVY9Yms3Z6h6yZssAonkAcXyAZyqXm01vdFgKtllytliygmyvo5w4YA5XILbnkY5X0C4sELvLbVaXOuxYO+05O+24Om04wTYcMBsulD139xM+hB033J4LYs0OtWMf8BLGBUthQyR7gAJQDw4kkK83WGQkVp6cpk7J0Canaw0nKRJyNOfKjCcKH0D9pAlJt8afWiIjtV7b8eXdZ4+UP+vJAfBlOeV5+TSQ5Yrv9Sue7Oc8eAAF93kw6XfnKpx2O32/9oV+7vdfh7quQFzX4V7rMJ+lLs+Fdrd1sOdcsz359V1y+T1mjTW90mqty/tjT8gfTOxak8twls5QmmZPnGK1E1v1E7YuXxFogERvlBImXn0oVr3FTbTUhO+NtWixCWeS/qnE24ASB7Z6PxFQpAIx5w4mRX8wWhviLVNlyVFlzd7hKVTnxPXW9mpnoCgx/xbjhTEmx7A7TacrSvG9j3CxPUe62eUwA0CY/ukCe97mKJ2WaL1sS55g3TNp5hz1UZrgVIPevDv08sdj78woZbeobwwpb/Txr3QZ1Q/Ga00may0WG513OwM/gyPHXzrUOktX2UtMlzjPvHbCZt3D5t+dqnmy1Om5gfDf7w/f6Q7ZRQfO11rTivRW3tzfrTSezNEjxusMhGi9vMPpzwtwZwF4sgFcrgG8OU8nyHPm6wo02qsMht1G+6n2+CtgI1SpcZq4CDlStAwpRpoYI02Jl8NGiI+Ei5HjZAnR0iMRkvRkFWaaOj1FlZqkTE9WISUqYiOliOEyEwnqk4ka+EApTIAUJkCWEqE5mXqHGKk3GKCJDdWHuirka14L5QckSp57/+AG2kt5JESeEq1AipQnRciRoxQo0YqMeFVmgholSoESrUiKkGMmqDHjVHGBEoO+whg/0QHvG31uvINeggOegt3OfD0ugjhfSWqgHMFPHOcnPAIUxPrfGPLlH/IVHPIVQrpyo9z4er2FkB5iaA/1LAUOxwuARCX2Zh91RPIdZI7xRHv04Vz7yebw0Q7h9z7l92fmjy9j3z4wfh9MHu6MnezSTrZHTha7tvqzBp8/hiSpdkWJg8IFweECoBD+jkD+rmAReJT8QKoWJkN7JEONmKdNKtLFPdUhvjRkVBhPNFjPdbitokLWeuM3hrO3CS/2KO8/Mpu+ToN+zKO+L/b+XP5/8Tr5F14H03/3Zw8PFg4/Lh3/s3H0ffP45/b/ghc8R3bkld5Us810q9MCyG8eEjreETwFjd0jl/xZaj3ZRpzs9v3dGjjcwR3v0473Rg+3Kb83sN8Wez5Mdm3R6pex5XMDT6dQ6eOweGZXOLMrdLwreBIUMgUJnYGGzcEi5mARc/DwGUTYNDxkBhYyCwudh4bPQ8LnQeEL4IhVRNwyLHYJErsKT9joSd3qy1zvzVhFpy8hUpaR6avd2as9+Sv9z1YHS1aHX60Ml65hS1dHXmxhX3wgvdoaKlqEZk21psw0pYy9j2sONPMTv+TJe6bJWQUfc3s4RLXHVwIXKkuPU6XHq9GTNOgJmgP+kghXfqSzAMiGq9GCp8LsRoY6qycLIIDz4uvbMvVm8u/ucjSYczabszeacT5XP58qcjr5xunnqqwtpqJd1iIguxutVhztliwwezbEE1bkk2toZxaYw6VWyzPNludbba60217vsGPvtGUH2VyH2bAhbNjBVqxdFtfA1qwga1awLVuPh+BQgNhAgAjaVwDhywf14e4LF8XEyhJTVRk5+tgkVUSEWF+K3Ez5I1ru7YEo9ZH4WwOxt6ocRZN1z4bKATx5Ad7sp0K5rgawXPU8f97t4vkn50+bnwYkqLNh0h8s13httnrvwXw3Ia4bMLctpPciyHWi2X6y6clSl8cOAjhVb9mbp96Xr0F9ZzJZZ/cBHfxPb+i33pCp948R8bKQcNGuIOFGD84WTx6wvygyRIaYepOcfgsdplxhI5SoejnvjkDBQ76seyxZxpcLra6VPmHviJAde2E6XWIxmvewO1Sly1u8O1SxN0K5zUeo0YsfFik3lKnXl6rVHCRR7StU7sabb8uSYX4515Y934G71FO0JVZnsNhqsNimIVyrxF28NkJt6MXjoWePegsMMUWGuGcG2GIt0itdZtUdesUtSoURs9Z0ut56ru7JSoP7F0jEQVsYLc8WFXZrvsxzssQBk3FnJO/OTJ3TOtRvBeq7gQzYQPhvI4GzNZbUIv3198Z7VSbT+brEeNXuALlKc954udNe7AAfrtNRUldSVDjLjKXbXDWGIo3wcbd7AuQx4QrUeFVChNxwsBgtTo4WJ0uJkaHGyQ0GC/UFCPxrCsNHy9CTVUZTVEnxCoR4eUqyMiVZmRAjiw+TZMQoMeNVMAESg34SvV5iIwFKzEQjWtxtTLAe2kv93T3eBInT0SKAbJWrr4wEW20kMIEyo3HKjHjVf81ZwwFihDCZf01ejHhVSpTCv44GgMI9XjeGA8SH/UQGvQVH/EUxQNFuF4FuZ4FhL3GsryTWV4wYKEEIEMEHCg8DBf6FF9yFC+7C0+8rBnEWhjqp5qpwRIqeq7JTgUffaQrXQOaZbg4Unqwgj9exf7ZIv/epvz4zfnwZ/XpA+7E9+nebcbRJ+rvSd7IE/odSSq/xQOXcBMVJg6NF4TFi8ChRWIQoPFyiO0Z+MFltJEOTkKNFfXqT9tyQVKxPLbk9WWU202Q33+m+ggxe643dHM7cITw7oL77NNb4babr5wLyx2L3z+W+P+sj/47XwezfDwuHH5dOvm7+H7z+fWGPLlDElutPNFqP1ttNtnnOgUOmwRGr/Zm/pmtONiFHG/DDTfTh9tDRLuFon360z/yzRf61jvm12vdlGrpBrpntL2bC0hiQxHFINKMzlNEWwGgFjrX7T4OD5uCh87DwOUjYJChwDOQ/CQ2ahgZPQ4JnQCGzoNBFcOQCOHIBHLUCi1tHJm2iU1ZRKcuIpCVEyhIiZQGauAhLWUFlrfbkr/Y9W+5/sdj3fK6naGno+dLg08X+vG3s8wN8yfZA8TIsZ7Eze6Ujl1IcnndfJkDsTKmJUE+gJjZCA+Eh3OMjPJakMZWmM56qQ0vU6PEWAdlzwhy4Oq3Ya0zZSu6xJ8hfcr8GCOC4WKovVW8qV/WQp8mCu9HseoeNQKOx4Gsdrmcq19/p8zcbizWbCbaY8zaYsjY+vgxxYEM7s3c7syIdr3Zan202P9Vseb7F6lKr9dV2G5Yua1awzXWoNQvchhVizdJleRViywaxY4c5cPb7iOBCZXCRMthImd5gkU4PNmQgX3+UxEiiIi1bl5Sh3R0rDYoUxOVoEtJ1B6I0sAlG8GDNPCOWMHlAiDQgQAgQKXQ1VVIoiovH7zKL96XLzhdOW5wChMtdRUXfmnnjstrocYAAbkLclrucFkFOM21PGPU2E40Oc+3Om1DvqXrL7hzVnlw1Ytn9iRrbD8iADwjgDsiD9sIIFCHaFsjfCuRp9OBo9uTuAgqjw+TwKXoD0RrvrbkydS8Fip5N0ebKus1dYMrz3Ja30Ob6S3s2cLQC/fmj+XIrWu5diL802FcCm6g9kqiFCJVpDxDtCJFAxquAYxRrfG9UeAm887nx2utGVbAMKvfuSInl8HPLwWILbKkDqdx1oNASln6vO+/B8EuToRf38a8eDBbqdmcp455r0d4YMCqNRiuNqBVGEw2PF1ocllvdNlq9v8AjvoCiqbl2bV4aIykmw2n3ETGa6GRt5nubLUTgBjJgDe63DPFeA3tOVphRim6uvnu0Xn53LFuDmKDSHSgDcpd5dos9QhQQL3e57JFcja1qs4tmT8htXIIRJkoT7i3aFyROjlagxMjjwiSosXLUWFlqrCw1Tq7Xnx/lw42LlCDHyxFj5RipavQkZVy0DDZGhpykRE1RIcXJ40LEGTEKk8ka1BgVSqTqSJA8IUx9MuUBNdYI5alSbSyYrnA+ShiQKHUmVf5yhuK1t3e5Bv0kqdEK9FhlcqT8SJDEAFAYGyxJjpQfS1QfT9KgRCmMxqlQoxWH/EX7fUVGgqQwAWID3oLDQGGMn1i/h/CAhxgOKEMMkCX4S+H9xAgBosRg8RG/G0O+goM+AkhXbrSHACZQGu4qjnTTfKl/I0+LFxn8CBl377WHODzX9BPp9clK9+EK9sc64ccO+dsB+cs+6cMW/p818q916q8V7O+l7pNl6I/RN5Mt/r1PjSBJCtBYKUScBCpOoidOpj9BfjBZFZOqgU3XIORo0YsNmC+NqC9ujZbdnaoxn222X+h0X4QFLKEi1wZSN7GFu6Syg9Gaf6bafizAfiygfy33/y947c/+/bD499PyybfN4+9bJz+3T/7s/Tte/+k//af/9H9X/8HrP/2n//R/Zf8PxitocPeWcN4AAAAASUVORK5CYII=" /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-AR;"&gt; Ingredientes Base:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-AR;"&gt;&lt;br /&gt;
&lt;br /&gt;
* 1Kg. Easy Pan Dulce.&lt;br /&gt;
* 1 Kg. Harina.&lt;br /&gt;
* 600 grs. de Agua.&lt;br /&gt;
* 150 grs. de Manteca derretida.&lt;br /&gt;
* 4 Huevos.&lt;br /&gt;
* 1,5 Kg. de Frutas (pasas de uva, almendras, nueces, castañas de cajú, cerezas marrasquino).&lt;br /&gt;
* 100 grs. de Levadura.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Elaboración:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Incorporar en la amasadora el Easy Pan Dulce, los huevos, la harina, el agua, la levadura y las esencias.&lt;br /&gt;
Amasar todos los ingredientes hasta lograr una masa elástica y homogénea con un buen desarrollo de la red de gluten. Dejar reposar 15 minutos.&lt;br /&gt;
Incorporar las frutas: &lt;br /&gt;
&lt;br /&gt;
1º la fruta abrillantada y las pasas de uva. &lt;br /&gt;
2º las almendras, castañas de cajú y nueces.&lt;br /&gt;
3º Mezclar a mano las cerezas.&lt;br /&gt;
&lt;br /&gt;
Dividir, pesar, rebollar y dejar descansar 20 minutos.&lt;br /&gt;
Rebollar y colocar las piezas en moldes de papel o aluminio.&lt;br /&gt;
Dejar elevar en cámara de fermentación hasta que la masa alcance los laterales superiores de los moldes.&lt;br /&gt;
Pintar las piezas con huevo líquido y realizar cortes en cruz.&lt;br /&gt;
Mezclar con clara de huevo los frutos secos (almendras, castañas de cajú, nueces) y decorar la superficie de las piezas en forma circular.&lt;br /&gt;
Cocinar el pan dulce a una temperatura de +/- 170ºC en un período de +/- 25 a 35 minutos. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
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&lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults v:ext="edit" spidmax="1026"/&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout v:ext="edit"&gt;   &lt;o:idmap v:ext="edit" data="1"/&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0.05pt 0.9pt 4.75pt 3.6pt; text-align: center;"&gt;&lt;b&gt;¡Curso de Pan Dulce! fechas opcionales:&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0.05pt 0.9pt 4.75pt 3.6pt; text-align: center;"&gt;&lt;b&gt;&lt;/b&gt;&lt;b&gt;Martes 22 de Noviembre | &lt;/b&gt;&lt;b&gt;Martes 06&lt;/b&gt;&lt;b&gt; de Diciembre | &lt;/b&gt;&lt;b&gt;Martes 13&lt;/b&gt;&lt;b&gt; de Diciembre&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0.05pt 0.9pt 4.75pt 3.6pt; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0.05pt 0.9pt 4.75pt 3.6pt; text-align: center;"&gt;&lt;b&gt;¡Curso de Budines &amp;amp; Galletitas! fechas opcionales:&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0.05pt 0.9pt 4.75pt 3.6pt; text-align: center;"&gt;&lt;b&gt;Miércoles 23 de Noviembre | &lt;/b&gt;&lt;b&gt;Miércoles 7 de &lt;/b&gt;&lt;b&gt;Diciembre | &lt;/b&gt;&lt;b&gt;Miércoles 14 de &lt;/b&gt;&lt;b&gt;Diciembre&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0.05pt 0.9pt 4.75pt 3.6pt; text-align: center;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0.05pt 0.9pt 4.75pt 3.6pt; text-align: center;"&gt;&lt;b&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0.05pt 0.9pt 4.75pt 3.6pt; text-align: center;"&gt;&lt;b&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0.05pt 0.9pt 4.75pt 3.6pt; text-align: center;"&gt;&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;b&gt;¡Curso de Chocolatería &amp;amp; Bombonería! fechas opcionales:&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0.05pt 0.9pt 4.75pt 3.6pt; text-align: center;"&gt;&lt;b&gt;Lunes 28 de Noviembre o Martes 29 de Noviembre&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0.05pt 0.9pt 4.75pt 3.6pt; text-align: center;"&gt;&lt;b&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt; &lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Dj5kCdTJF-I/Tq0857dh5oI/AAAAAAAAARE/vf7kPQ6m9Sk/s1600/foto-inicio.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="202" src="http://4.bp.blogspot.com/-Dj5kCdTJF-I/Tq0857dh5oI/AAAAAAAAARE/vf7kPQ6m9Sk/s320/foto-inicio.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;
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&lt;br /&gt;
* 2 cucharadas soperas de café&amp;nbsp;instantáneo.&lt;br /&gt;
* 2 cucharadas soperas de agua.&lt;br /&gt;
* 225 gr de manteca a temperatura ambiente.&lt;br /&gt;
* 50 gr de&amp;nbsp;azúcar&amp;nbsp;rubio.&lt;br /&gt;
* 275 gr de harina&amp;nbsp;común.&lt;br /&gt;
* 1 cucharada sopera de cacao amargo.&lt;br /&gt;
&lt;br /&gt;
Preparación:&lt;br /&gt;
&lt;br /&gt;
Disolver el café en el agua. Colocar en el recipiente de la batidora la manteca y el azúcar. Batir hasta obtener una crema homogénea. Agregar el café disuelto y continuar batiendo hasta incorporarlos por completo.&lt;br /&gt;
Por otro lado, tamizar la harina junto con el cacao, e incorporarlos a la primera preparación.&amp;nbsp;Llevar&amp;nbsp;la masa envuelta en film transparente a la heladera por 1 hora, luego estirar y cortar las galletitas. Disponer en placas y refrigerar otros 20 minutos antes de hornear.&lt;br /&gt;
&lt;br /&gt;
Tiempo de horneado: 20 min. en horno moderado.&lt;br /&gt;
Porciones: 20 unidades de 6 cm de&amp;nbsp;diámetro.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-4441978074313395987?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;br /&gt;
* 420 gr de harina común&lt;br /&gt;
* 10 gr de bicarbonato de sodio&lt;br /&gt;
* 150 gr de manteca a temperatura ambiente&lt;br /&gt;
* 150 gr de azúcar&lt;br /&gt;
* 150 gr de miel&lt;br /&gt;
* 1 huevo&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Procedimiento:&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;br /&gt;
Formar una corona sobre la mesada con la harina y el bicarbonato de sodio previamente tamizados. Incorporar la manteca con el azúcar batidas a punto pomada, la miel y el huevo. Mezclar hasta formar una masa.&lt;br /&gt;
Llevar la masa envuelta en film transparente a la heladera por una hora, luego estirar y cortar las galletitas. Disponer en placas y refrigerar otros 20 minutos antes de hornear.&lt;br /&gt;
&lt;br /&gt;
Tipo de horneado: 10 minutos en horno suave.&lt;br /&gt;
Porciones 30 unidades de 6 cm de diámetro.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-FlG6JyCmhSM/TpLv0-724SI/AAAAAAAAAQw/rBsHVwZlqQ4/s1600/exps11763_CD10095C43.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-FlG6JyCmhSM/TpLv0-724SI/AAAAAAAAAQw/rBsHVwZlqQ4/s1600/exps11763_CD10095C43.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-4422732227564864860?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/WC_IrAcP6pBiSAd8RbWqRLP-xEM/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/WC_IrAcP6pBiSAd8RbWqRLP-xEM/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/ZjY9m05wui8" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/4422732227564864860/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=4422732227564864860" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/4422732227564864860?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/4422732227564864860?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/ZjY9m05wui8/galletas-de-miel.html" title="Galletas de miel" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-FlG6JyCmhSM/TpLv0-724SI/AAAAAAAAAQw/rBsHVwZlqQ4/s72-c/exps11763_CD10095C43.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/10/galletas-de-miel.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUEHSX08fCp7ImA9WhdVE0Q.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-3717865448343821547</id><published>2011-09-18T23:00:00.001-03:00</published><updated>2011-09-18T23:00:38.374-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-18T23:00:38.374-03:00</app:edited><title>Nuevas demostraciones para el mes de Octubre</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-eI1c8JnXf6s/TnaiLdHM7iI/AAAAAAAAAN8/k2QJMPldzdk/s1600/poster+octubre+dia+de+la+madre.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/-eI1c8JnXf6s/TnaiLdHM7iI/AAAAAAAAAN8/k2QJMPldzdk/s640/poster+octubre+dia+de+la+madre.jpg" width="454" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-3717865448343821547?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/bwX-zUUj1sXWuO5Tp_g6ofxmkZ4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/bwX-zUUj1sXWuO5Tp_g6ofxmkZ4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/VW-6WWs0BD8" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/3717865448343821547/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=3717865448343821547" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/3717865448343821547?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/3717865448343821547?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/VW-6WWs0BD8/nuevas-demostraciones-para-el-mes-de.html" title="Nuevas demostraciones para el mes de Octubre" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-eI1c8JnXf6s/TnaiLdHM7iI/AAAAAAAAAN8/k2QJMPldzdk/s72-c/poster+octubre+dia+de+la+madre.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/09/nuevas-demostraciones-para-el-mes-de.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DE4ASXoyeyp7ImA9WhdRFUk.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-8754250059696513812</id><published>2011-08-04T11:36:00.002-03:00</published><updated>2011-08-05T09:22:28.493-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-08-05T09:22:28.493-03:00</app:edited><title>Chocotorta</title><content type="html">&lt;span xmlns=""&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;Ingredientes para 15 o 20 porciones:&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;span xmlns=""&gt;Un rectángulo de pionono de 25 x 35 cm.&lt;br /&gt;
&lt;/span&gt;&lt;/li&gt;
&lt;span xmlns=""&gt;
&lt;li&gt;250 gr de dulce de leche común.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;250 gr de queso crema.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;Almíbar liviano.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;2 paquetes de 250 gr de galletitas de chocolate, cuadradas o rectangulares.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;¾ kg de dulce de leche repostero, para decorar.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;Grageas de colores a gusto.&lt;br /&gt;
&lt;/li&gt;
&lt;/span&gt;&lt;/ul&gt;&lt;span xmlns=""&gt;&lt;strong&gt;Preparación:&lt;/strong&gt; Tomar una fuente rectangular de 25 x 35 cm aproximadamente y cubrirla con un papel manteca. Acomodar el pionono. Mezclar el dulce de leche con el queso crema. Pincelar el pionono con un poco de almíbar, esparcir una capa fina de la mezcla de dulce de leche y cubrir con un piso de galletitas de chocolate.&lt;br /&gt;
Pincelar nuevamente con el almíbar, esparcir otro poco de mezcla de dulce y continuar así hasta terminar con un último piso de galletitas.&lt;br /&gt;
Llevar unas horas a la heladera o hacerla preferentemente de un día ara el otro. Retirar, desmoldar y cortar en dos para obtener dos pisos. Untar un piso con dulce de leche común y aplicar encima el otro piso. Colocar dulce de leche repostero con una manga con boquilla lisa y cubrir la superficie, tratando de hacer picos altos para que la torta tenga mejor volumen. Aplicar en los laterales las grageas de colores.&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;Buenas prácticas: para hacer un almíbar liviano, poner 200 gr de azúcar en una cacerolita, cubrirlo con 150 cc de agua y hervir hasta conseguir la consistencia adecuada.&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;Las grageas pueden ser reemplazadas por copitos de chocolate blanco.&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;Fuente: Libro Pasión por el Dulce de Leche de Miriam Becker de editorial Atlántida.&amp;nbsp;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-8754250059696513812?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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Ingredientes para&amp;nbsp;6 a 9 personas:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;span xmlns=""&gt;2 kg de dulce de leche.&lt;br /&gt;
&lt;/span&gt;&lt;/li&gt;
&lt;span xmlns=""&gt;
&lt;li&gt;250 cc de leche (si fuera para niños) o 150 cc de guindado (para adultos).&lt;br /&gt;
&lt;/li&gt;
&lt;/span&gt;&lt;/ul&gt;&lt;span xmlns=""&gt;Preparación:&lt;br /&gt;
Colocar el dulce de leche en una cacerola, agregar la leche o el guindado y mezclar. Llevar al fuego para entibiar. Mantener a esa temperatura – puede ser a baño maría – hasta el momento de llevarlo a la mesa. No debe hervir para evitar que se acaramelice.&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;Como servir la Fondue:&lt;br /&gt;
Enjuagar con agua hirviendo un perol de cobre, especial para fondue y secarlo bien. Verter la mezcla tibia de dulce de leche y llevarlo a la mesa. Acompañar la fondue con las guarniciones y pinches dispuestos alrededor del recipiente central.&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;&lt;strong&gt;Guarniciones para la fondue:&lt;br /&gt;
&lt;br /&gt;
Buñuelitos perfumados:&lt;br /&gt;
&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span xmlns=""&gt;Ingredientes para 30 unidades:&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;span xmlns=""&gt; 2 huevos.&lt;br /&gt;
&lt;/span&gt;&lt;/li&gt;
&lt;span xmlns=""&gt;
&lt;li&gt;4 cdas de azúcar.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;1 vaso de leche.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;1 pizca de sal.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;Una cucharadita de ralladura de naranja.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;250 gr de harina leudante.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;Aceite, preferentemente de girasol, cantidad necesaria.&lt;br /&gt;
&lt;/li&gt;
&lt;/span&gt;&lt;/ul&gt;&lt;span xmlns=""&gt;&lt;strong&gt;Preparación: &lt;/strong&gt;Separar las yemas de las claras. Mezclar las yemas con el azúcar, la leche, la sal y la ralladura de naranja. Agregar la harina leudante y, por último, las claras batidas a nieve. Unir suavemente.&lt;br /&gt;
Calentar abundante aceite en una sartén. Tomar la pasta por cucharaditas y deslizarlas en el aceite caliente. Cuidar que se doren en forma pareja. Retirar con una espumadera y escurrir sobre papel absorbente.&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;Trufas de Chocolate:&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;Ingredientes para 24 unidades:&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;span xmlns=""&gt;2 cucharadas de dulce de leche común.&lt;br /&gt;
&lt;/span&gt;&lt;/li&gt;
&lt;span xmlns=""&gt;
&lt;li&gt;200 gr de vainillas desmenuzadas.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;Una cucharada de cacao.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;3 cucharadas de nueces picadas.&lt;br /&gt;
&lt;/li&gt;
&lt;/span&gt;&lt;/ul&gt;&lt;span xmlns=""&gt;Preparación: mezclar el dulce de leche con las vainillas, el cacao y las nueces. Integrarlos hasta lograr una pasta con cuerpo. Si fuera necesario, agregar más vainillas o dulce de leche para obtener la consistencia deseada. &lt;br /&gt;
Separar en pequeñas porciones, darles forma de esfera y hacerlas rodar por cacao.&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;&lt;br /&gt;
Fuente: Libro Pasión por el Dulce de Leche de Miriam Becker de editorial Atlántida.&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;&lt;br /&gt;
&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;&lt;br /&gt;
&amp;nbsp;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-38704547632150282?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/yCIJes9WPAT2ITaojmkr-CoEhLE/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/yCIJes9WPAT2ITaojmkr-CoEhLE/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/6FPwPN4qhzw" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/38704547632150282/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=38704547632150282" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/38704547632150282?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/38704547632150282?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/6FPwPN4qhzw/fondue-de-dulce-de-leche-ingredientes-6.html" title="Fondue de Dulce de Leche" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/08/fondue-de-dulce-de-leche-ingredientes-6.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkcNRn8yfip7ImA9WhdTGUU.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-5927808363530240396</id><published>2011-07-18T08:12:00.001-03:00</published><updated>2011-07-18T08:21:37.196-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-07-18T08:21:37.196-03:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="puratos" /><category scheme="http://www.blogger.com/atom/ns#" term="cremas vegetales" /><category scheme="http://www.blogger.com/atom/ns#" term="ambiante" /><category scheme="http://www.blogger.com/atom/ns#" term="chantypak" /><title>Cremas Vegetales</title><content type="html">&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;Estabilidad, versatilidad y rendimiento.&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-pw1ZoxKMlrU/TiQXN3zgS8I/AAAAAAAAAN0/oykz8fcpVOg/s1600/puratos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-pw1ZoxKMlrU/TiQXN3zgS8I/AAAAAAAAAN0/oykz8fcpVOg/s400/puratos.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;b&gt;Ambiante&lt;/b&gt;&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;La crema vegetal recomendada para las decoraciones más exigentes.&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;Ventajas destacadas:&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;* Ideal para sostener decoraciones con mucho detalle.&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;* Excelente estabilidad en el tiempo, sin resecarse.* Excelente rendimiento de su volumen inicial.&amp;nbsp;&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;* Mayor conservación y menor costo de almacenaje.&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;b&gt;Chantipak&lt;/b&gt;&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;La crema vegetal recomendada para relleno. Ideal para mezclar con crema de leche.&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;Ventajas destacadas:&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;* Mejorador de la crema de leche: al combinarla con crema de leche aporta estabilidad, vida útil y color.&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;* Versátil: Permite el agregado de otros sabores.&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;* Excelente rendimiento de su volumen inicial.&amp;nbsp;&lt;/div&gt;&lt;div style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;* Mayor conservación y menor costo de almacenaje.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-5927808363530240396?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/ODjHpnZ_VuE0yAm6JvzdjS7frAs/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/ODjHpnZ_VuE0yAm6JvzdjS7frAs/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/ODjHpnZ_VuE0yAm6JvzdjS7frAs/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/ODjHpnZ_VuE0yAm6JvzdjS7frAs/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/QrOxPJSjeAY" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/5927808363530240396/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=5927808363530240396" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/5927808363530240396?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/5927808363530240396?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/QrOxPJSjeAY/cremas-vegetales.html" title="Cremas Vegetales" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-pw1ZoxKMlrU/TiQXN3zgS8I/AAAAAAAAAN0/oykz8fcpVOg/s72-c/puratos.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/07/cremas-vegetales.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUcGQn87eip7ImA9WhZaFkQ.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-4884338632002418490</id><published>2011-07-03T08:37:00.000-03:00</published><updated>2011-07-03T08:37:03.102-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-07-03T08:37:03.102-03:00</app:edited><title>Demostración de uso de Cremas Vegetales</title><content type="html">&lt;span class="Apple-style-span" style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px;"&gt;Los invitamos a presenciar la demostración que se hará en el patio de comidas de Los Gallegos Shoping, la misma se realizará el día 12 de Julio a las 16 hs.&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px;"&gt;&amp;nbsp;No es necesario anotarse en nuestros locales, solamente es necesario concurrir al Patio de comidas.&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px;"&gt;Los esperamos!&lt;/span&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Hb70EpgH1tM/ThBUCrAQQAI/AAAAAAAAANw/RUNa0ENUSoE/s1600/Afiche+Shopping.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-Hb70EpgH1tM/ThBUCrAQQAI/AAAAAAAAANw/RUNa0ENUSoE/s1600/Afiche+Shopping.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-4884338632002418490?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/YUrtIJLWR6YwrZ5E3sa45RS9dNU/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/YUrtIJLWR6YwrZ5E3sa45RS9dNU/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/dCUIt_oUa1Q" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/4884338632002418490/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=4884338632002418490" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/4884338632002418490?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/4884338632002418490?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/dCUIt_oUa1Q/demostracion-de-uso-de-cremas-vegetales.html" title="Demostración de uso de Cremas Vegetales" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-Hb70EpgH1tM/ThBUCrAQQAI/AAAAAAAAANw/RUNa0ENUSoE/s72-c/Afiche+Shopping.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/07/demostracion-de-uso-de-cremas-vegetales.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkYFSHs7fip7ImA9WhZaEkw.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-7053649441565820481</id><published>2011-06-27T20:41:00.001-03:00</published><updated>2011-06-27T20:41:59.506-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-06-27T20:41:59.506-03:00</app:edited><title>Budín Inglés 2</title><content type="html">&lt;span xmlns=''&gt;&lt;p&gt;Ingredientes:&lt;br /&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;4 huevos.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;100 grs. de azúcar impalpable.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;1 cucharada de miel.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;1 cucharada de esencia de vainilla.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;250 ml de crema de leche.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;50 ml de brandy&lt;br /&gt;&lt;/li&gt;&lt;li&gt;240 grs. de mezcla de harina.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;10 grs. de leudante.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;1 cucharada de pasas de uva. &lt;br /&gt;&lt;/li&gt;&lt;li&gt;50 grs. de nueces picadas.&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;Preparación:&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Bata los huevos con el azúcar impalpable y la miel a blanco. Agregue la esencia de vainilla, la crema, el brandy, las nueces, la harina, las pasas y el leudante. Transfiera a una budinera circular con tubo, tipo svarin. Cocine en horno precalentado a 160°C durante 50 minutos. &lt;/p&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-7053649441565820481?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/zcCD-B8RNWcNPcf12ai5DV7fcNs/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/zcCD-B8RNWcNPcf12ai5DV7fcNs/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/agqA1-LmCOA" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/7053649441565820481/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=7053649441565820481" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/7053649441565820481?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/7053649441565820481?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/agqA1-LmCOA/budin-ingles-2.html" title="Budín Inglés 2" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/06/budin-ingles-2.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUADQnszeip7ImA9WhZaEkw.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-1769777935125401653</id><published>2011-06-27T20:35:00.002-03:00</published><updated>2011-06-27T20:36:13.582-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-06-27T20:36:13.582-03:00</app:edited><title>Budín Marmolado Cathy</title><content type="html">&lt;span xmlns=""&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;Ingredientes:&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;span xmlns=""&gt;3 huevos.&lt;br /&gt;
&lt;/span&gt;&lt;/li&gt;
&lt;span xmlns=""&gt;
&lt;li&gt;300 grs. de azúcar.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;Esencia de vainilla o de coco o de almendras, a gusto.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;250 ml. de crema de leche.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;300 grs. de mezcla de harina.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;10 grs. o una cucharadita leudante.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;60 grs. de chocolate de taza o chocolate cobertura semiamargo, derretido.&lt;br /&gt;
&lt;/li&gt;
&lt;/span&gt;&lt;/ul&gt;&lt;span xmlns=""&gt;Preparación:&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=""&gt;Siga el procedimiento del budín a la crema, una vez obtenida la preparación debe separar 1/3 de la misma y mezclarla con el chocolate fundido. Cubra la base de un molde con la mitad de la preparación base primero. Ubique en el medio de la mezcla con chocolate y tape con el resto de la masa base. Cocine en horno precalentado a 160°C durante 45 o 50 minutos, o hasta que un escarba dientes salga limpio. Una vez desmoldado y frío, cubra con un baño de chocolate derretido o simplemente espolvoree con azúcar impalpable.&lt;br /&gt;
&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-1769777935125401653?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/qnlcrjd4-pebHW7NQK-x9rslhMU/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/qnlcrjd4-pebHW7NQK-x9rslhMU/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/yTgpNx0gBlc" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/1769777935125401653/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=1769777935125401653" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/1769777935125401653?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/1769777935125401653?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/yTgpNx0gBlc/ingredientes-3-huevos.html" title="Budín Marmolado Cathy" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/06/ingredientes-3-huevos.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DEMASXYycSp7ImA9WhZaEE4.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-1897586089618104532</id><published>2011-06-25T18:14:00.001-03:00</published><updated>2011-06-25T18:14:08.899-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-06-25T18:14:08.899-03:00</app:edited><title>Bombones de Fruta</title><content type="html">&lt;span xmlns=''&gt;&lt;p&gt;Ingredientes:&lt;br /&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;500 grs. de pulpa de fruta. Pueden ser  300 grs. de frambuesa y 200 grs. de frutillas.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;15 grs. de pectina.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;50 grs. de azúcar.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;450 grs. de azúcar.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;75 grs. de jarabe de glucosa.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;100 grs. de dextrosa.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;12 grs. de solución ácida.&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;Solución Ácida:&lt;br /&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;6 grs. de ácido cítrico.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;6 cc. de agua caliente.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Mezclar el ácido hasta su disolución completa.&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;Procedimientos:&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Calentar la pulpa de frutas hasta el primer hervor. Mezclar la pectina con 50 grs. de azúcar e incorporarla a la pulpa caliente en forma de lluvia. Hervir un minuto y agregar los azúcares restantes. Llevar a hervor hasta alcanzar los 107°C. Retirar del calor, cortar el hervor con baño maría inverso y agregar la solución ácida. Verter de inmediato en un marco adecuado o en moldes de silicona. Cuando tome consistencia firme, cortarla en la forma elegida con una guitarra y pasarla por azúcar granulada.&lt;br /&gt;&lt;/p&gt;&lt;p&gt;En caso de reforzar la coloración o de agregar aromatizantes hacerlo antes de la incorporación de la solución ácida.&lt;/p&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-1897586089618104532?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;br /&gt;
Masa de Chocolate:&lt;br /&gt;
* 240 gr. de manteca.&lt;br /&gt;
* 240 gr. de azúcar.&lt;br /&gt;
* 2 cucharaditas de esencia de vainilla.&lt;br /&gt;
* 240 gr. de huevo.&lt;br /&gt;
* 300 gr. de harina.&lt;br /&gt;
* 50 gr. de cacao amargo.&lt;br /&gt;
* 10 gr. de polvo leudante.&lt;br /&gt;
* una pizca de bicarbonato de sodio.&lt;br /&gt;
* 2 cucharaditas de jugo de limón.&lt;br /&gt;
* 100 gr. de chip de chocolate.&lt;br /&gt;
&lt;br /&gt;
Crema de manteca con claras:&lt;br /&gt;
* 120 gr. de claras (3 unidades).&lt;br /&gt;
* 240 gr. de azúcar.&lt;br /&gt;
* 300 gr. de manteca.&lt;br /&gt;
* una cucharadita de esencia de vainilla.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Procedimiento:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Batir la manteca con el azúcar hasta lograr una crema, aromatizar con esencia de vainilla y agregar el cacao amargo. Luego incorporar los huevos de a uno, batiendo después de cada incorporación.&lt;br /&gt;
Tamizar la harina con el polvo leudante, el bicarbonato de sodio y agregar junto con el juego de limón, batir esta preparación durante un minuto e incorporar los chips de chocolate.&lt;br /&gt;
Poner la preparación en moldes pequeños para muffins, llevar a horno a 180°C de 15 a 20 minutos, retirar del horno y dejar descansar unos 5 minutos. Para glasear dejar enfriar por completo.&lt;br /&gt;
&lt;br /&gt;
Crema: Colocar el azúcar y remojar con agua. Hacer un almíbar a 120°C. Batir las claras con un poco de azúcar extra, volcar el almíbar hirviendo sobre la espuma. Batir hasta que tome temperatura ambiente y perfumar con vainilla. Ablandar la manteca y agregar en trozos pequeños. Homogeneizar. Decorar los cupcakes con la crema y si se desea pueden incorporarle miniformas.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-8e-H2eTLlMU/TfYntGkEMzI/AAAAAAAAANs/4OI4-a89IYM/s1600/_182843292010smallchocolatecupcake.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="316" src="http://4.bp.blogspot.com/-8e-H2eTLlMU/TfYntGkEMzI/AAAAAAAAANs/4OI4-a89IYM/s320/_182843292010smallchocolatecupcake.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-983878557915828939?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/LmW2-sVVtqRgVx7zuYBMLbzqZVo/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/LmW2-sVVtqRgVx7zuYBMLbzqZVo/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/PnPpFHiPbCg" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/983878557915828939/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=983878557915828939" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/983878557915828939?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/983878557915828939?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/PnPpFHiPbCg/cupcakes-de-chocolate.html" title="Cupcakes de Chocolate" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-8e-H2eTLlMU/TfYntGkEMzI/AAAAAAAAANs/4OI4-a89IYM/s72-c/_182843292010smallchocolatecupcake.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/06/cupcakes-de-chocolate.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUEEQH84eCp7ImA9WhZUFEs.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-8945254915977190640</id><published>2011-06-07T13:20:00.000-03:00</published><updated>2011-06-07T13:20:01.130-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-06-07T13:20:01.130-03:00</app:edited><title>Consejos útiles para utilizar moldes de siliconas</title><content type="html">&lt;div class="MsoPlainText"&gt;Los moldes de silicona son ideales para la preparación de recetas dulces y saladas. Ligeros, resistentes y prácticos, son la mejor alternativa a cualquier placa o molde preformados en otro material. &lt;/div&gt;&lt;div class="MsoPlainText"&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;Pueden ser usados en horno eléctrico, convencional, microondas como así también ideales para freezer.&lt;/li&gt;
&lt;li&gt;Resistentes a temperaturas de -60°C a 230°C.&lt;/li&gt;
&lt;li&gt;Óptimos resultados en el horneado, de fácil desmolde, veloz y perfecto, sin pérdida de tiempo ni ingredientes.&lt;/li&gt;
&lt;li&gt;Ocupan el mínimo espacio de almacenamiento, doblados o enrollados, debido a su propiedad del material que siempre recuperan su forma original.&lt;/li&gt;
&lt;li&gt;Antes de usar, lavar cuidadosamente el molde con agua caliente (a 50°C) o en lavavajillas.&lt;/li&gt;
&lt;li&gt;Para el primer uso conviene untar el molde con&amp;nbsp;rocío&amp;nbsp;vegetal mejorando su antiadherencia. En usos posteriores esta operación no es necesaria.&lt;/li&gt;
&lt;li&gt;No poner el molde en contacto con fuentes directas de calor (planchas eléctricas, llamas, grill, vitrocerámicas, etc.).&lt;/li&gt;
&lt;li&gt;No utilizar cuchillos o objetos punzantes directamente en el molde.&lt;/li&gt;
&lt;li&gt;No limpiar con detergentes agresivos o estropajos abrasivos.&lt;/li&gt;
&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-8945254915977190640?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/Gj_AzmcWUKZ2ZNa44MxxOIT_t20/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Gj_AzmcWUKZ2ZNa44MxxOIT_t20/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/zlCfnu-7t6Y" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/8945254915977190640/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=8945254915977190640" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/8945254915977190640?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/8945254915977190640?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/zlCfnu-7t6Y/consejos-utiles-para-utilizar-moldes-de.html" title="Consejos útiles para utilizar moldes de siliconas" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/06/consejos-utiles-para-utilizar-moldes-de.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CEYHQnsyeSp7ImA9WhZVEUg.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-4871011069203792909</id><published>2011-05-23T09:02:00.001-03:00</published><updated>2011-05-23T09:02:13.591-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-05-23T09:02:13.591-03:00</app:edited><title>Cuadraditos de nueces</title><content type="html">&lt;span xmlns=''&gt;&lt;p&gt;Ingredientes:&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Para la masa:&lt;br /&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;140 gr. de harina.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;110 gr. de manteca.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;110 gr. de azúcar.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;&lt;div&gt;1 yema.&lt;br /&gt;&lt;/div&gt;&lt;p&gt;&lt;br /&gt; &lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;Para  el relleno:&lt;br /&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;3 huevos.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;270 gr. de jarabe de maíz.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;1 cucharadita de esencia de vainilla.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;40 gr. de manteca.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;200 gr. de nueces.&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;Procedimiento:&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Precalentar el horno a temperatura media (180°C). &lt;br /&gt;&lt;/p&gt;&lt;p&gt;Para hacer la masa, procesar o mezclar la harina, la manteca fría cortada en trocitos y el azúcar hasta formar una preparación de consistencia arenosa. Incorporar la yema y terminar de unir la masa. Disponer la masa en un molde cuadrado de 24 cm. de lado, cubriendo la base y los bordes. Llevar al horno y pre cocinar a blanco. Para prepara el relleno, mezclar los huevos con el jarabe de maíz, la esencia de vainilla, la manteca derretida y las nueces picadas. Verter sobre la masa pre cocida y continuar la cocción durante 40 minutos aproximadamente.&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Retirar, dejar enfriar y cortar en cuadrados.&lt;br /&gt;&lt;/p&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-4871011069203792909?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/38w3ZTJudplKw74FyjMZMSVL3_0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/38w3ZTJudplKw74FyjMZMSVL3_0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/LQ00cuA4jog" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/3193989698364750849/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=3193989698364750849" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/3193989698364750849?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/3193989698364750849?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/LQ00cuA4jog/lenguas-de-gato.html" title="Lenguas de gato" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/05/lenguas-de-gato.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0UBQHc-fip7ImA9WhZVEUg.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-5107627062736691259</id><published>2011-05-23T08:47:00.000-03:00</published><updated>2011-05-23T08:47:31.956-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-05-23T08:47:31.956-03:00</app:edited><title>Vainillas</title><content type="html">&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Ingredientes:&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="line-height: 115%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;*&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;4 claras.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;*&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;60 gr. de azúcar.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;*&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;4 yemas.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;*&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;1 cucharadita de esencia de vinilla.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;*&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;50 gr. de harina.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;*&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;15 gr. de almidón de maíz.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="line-height: 115%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;*&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;azúcar, para espolvorear.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="line-height: 115%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Preparación:&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Precalentar el horno a temperatura media alta (190°C).&lt;/div&gt;&lt;div class="MsoNormal"&gt;Batir las claras con el azúcar&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;a punto nieve. Incorporar en forma de hilo las yemas mezcladas con la esencia de vainilla. Por ultimo, agregar con movimientos envolventes los ingredientes secos tamizados.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Colocar la preparación dentro de una manga con pico grande y liso y formar las vainillas sobre una placa tapizada con pape manteca. Espolvorear con el azúcar.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Llevar al horno y cocinar de 10 a 12 minutos. Retirar y sacar de la placa de papel manteca con las vainillas, para que no se sequen. Dejar enfriar.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-5107627062736691259?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/1TSHCv0SrWwn_nB32Cn1YPKD_bo/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/1TSHCv0SrWwn_nB32Cn1YPKD_bo/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/7Op2DXLdW8A" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/5107627062736691259/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=5107627062736691259" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/5107627062736691259?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/5107627062736691259?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/7Op2DXLdW8A/vainillas.html" title="Vainillas" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/05/vainillas.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Ck4BR304fCp7ImA9WhZVEUg.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-3308901584304125974</id><published>2011-05-23T08:42:00.001-03:00</published><updated>2011-05-23T08:42:36.334-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-05-23T08:42:36.334-03:00</app:edited><title>Galletitas de almendras con corazón de chocolate</title><content type="html">&lt;span xmlns=''&gt;&lt;p&gt;&lt;span style='color:#323232; font-family:Georgia; font-size:10pt'&gt;&lt;strong&gt;Ingredientes:&lt;/strong&gt;&lt;br /&gt;				&lt;/span&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;span style='color:#323232; font-family:Georgia; font-size:10pt'&gt;180 gr. de manteca.&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style='color:#323232; font-family:Georgia; font-size:10pt'&gt;70 gr. de azúcar.&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style='color:#323232; font-family:Georgia; font-size:10pt'&gt;½ taza de almendras procesadas.&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style='color:#323232; font-family:Georgia; font-size:10pt'&gt;130 gr. de harina.&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style='color:#323232; font-family:Georgia; font-size:10pt'&gt;110 gr. de chocolate semiamargo.&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;div&gt;&lt;span style='color:#323232; font-family:Georgia; font-size:10pt'&gt;azúcar impalpable para espolvorear.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;span style='color:#323232; font-family:Georgia; font-size:10pt'&gt;&lt;strong&gt;Preparación:&lt;/strong&gt;&lt;br /&gt;						&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='color:#323232; font-family:Georgia; font-size:10pt'&gt;Batir la manteca blanda con el azúcar. Agregar la harina tamizada y las almendras procesadas. Unir y llevar la masa a la heladera durante por lo menos 1 hora, hasta que la masa esté fría y firme. &lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='color:#323232; font-family:Georgia; font-size:10pt'&gt;Precalentar el horno a temperatura media (180°C).&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='color:#323232; font-family:Georgia; font-size:10pt'&gt;Retirar la masa de la heladera y hacer bollitos de 2,5 cm de diámetro. Colocar un trocito de chocolate en el centro de cada uno y volver a cerrarlo. &lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='color:#323232; font-family:Georgia; font-size:10pt'&gt;Ubicar sobre una placa limpia y cocinar durante 12 minutos aproximadamente. Retirar y espolvorear con el azúcar impalpable.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-3308901584304125974?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/nEi7hKeAebef107V4uJoFKmKh8E/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/nEi7hKeAebef107V4uJoFKmKh8E/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/xxqBMa-ZWZ0" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/3308901584304125974/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=3308901584304125974" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/3308901584304125974?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/3308901584304125974?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/xxqBMa-ZWZ0/galletitas-de-almendras-con-corazon-de_23.html" title="Galletitas de almendras con corazón de chocolate" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/05/galletitas-de-almendras-con-corazon-de_23.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0cNSXw5cCp7ImA9WhZVEUg.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-4219809737046783926</id><published>2011-05-23T08:22:00.001-03:00</published><updated>2011-05-23T08:44:58.228-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-05-23T08:44:58.228-03:00</app:edited><title>Galletitas de Coco</title><content type="html">&lt;span xmlns=''&gt;&lt;p&gt;&lt;strong&gt;Ingredientes:&lt;br /&gt;&lt;/strong&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;310 gr. de manteca.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;200 gr. de azúcar.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;1 yema.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;210 gr. de harina.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;190 gr. de coco rallado.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;50 gr. de coco para rebozar.&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;strong&gt;Preparación:&lt;br /&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;Batir la manteca blanda con el azúcar hasta obtener una preparación cremosa. Agregar la yema, la harina tamizada y el coco rallado. Unir y llevar la masa a la heladera envuelta con un film autoadherente durante 4 hs. Precalentar el horno a temperatura media (180°C).&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Dividir la masa y formar rollitos, pasarlos por coco rallado y llevarlos 20 minutos al freezer. Retirar. &lt;br /&gt;&lt;/p&gt;&lt;p&gt;Cortar los rollitos en rodajas finas y colocarlas sobre una placa, separadas unas de otras. Llevar al horno y cocinar de 8 a 10 minutos aproximadamente o hasta que comiencen a dorarse. Retirar y dejar enfriar.&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt; &lt;/p&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-4219809737046783926?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/6kTqBuexwTN-WFn_ntTHJTt0Ets/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/6kTqBuexwTN-WFn_ntTHJTt0Ets/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/fuIIY87XxGI" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/4219809737046783926/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=4219809737046783926" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/4219809737046783926?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/4219809737046783926?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/fuIIY87XxGI/galletitas-de-almendras-con-corazon-de.html" title="Galletitas de Coco" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/05/galletitas-de-almendras-con-corazon-de.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0YCQXY8fSp7ImA9WhZVEUk.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-8981443481416453284</id><published>2011-05-23T08:12:00.000-03:00</published><updated>2011-05-23T08:12:40.875-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-05-23T08:12:40.875-03:00</app:edited><title>Galletitas de pasas</title><content type="html">&lt;b&gt;Ingredientes:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
* 200 gr. de manteca.&lt;br /&gt;
* 250 gr. de azúcar.&lt;br /&gt;
* 1 huevo.&lt;br /&gt;
* 1 cucharadita de esencia de vainilla.&lt;br /&gt;
* 350 gr. de harina leudante.&lt;br /&gt;
* 1 pizca de sal.&lt;br /&gt;
* 75 cc. de leche.&lt;br /&gt;
* 130 gr. de pasas de uva.&lt;br /&gt;
* 110 gr. de chocolate semiamargo.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Prodecimiento:&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;br /&gt;
Precalentar el horno a temperatura media (180°C). Mezclar la manteca con el azúcar hasta obtener una preparación cremosa. Incorporar el huevo y la esencia de vainilla.&lt;br /&gt;
Agregar la harina y la sal tamizadas alternando con la leche. Añadir las pasas de uva y el chocolate picado.&lt;br /&gt;
Colocar la preparación por cucharadas, separadas unas de otras, sobre una placa enmantecada. Llevar al horno y cocinar durante 15 minutos aproximadamente.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-8981443481416453284?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/kkvGKkDJQrBPEH7ZA0G5Sc6gHps/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/kkvGKkDJQrBPEH7ZA0G5Sc6gHps/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/PDfMMkJS30o" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/8981443481416453284/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=8981443481416453284" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/8981443481416453284?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/8981443481416453284?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/PDfMMkJS30o/galletitas-de-pasas.html" title="Galletitas de pasas" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/05/galletitas-de-pasas.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkcASX4_cSp7ImA9WhZVEUk.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-11184754793767506</id><published>2011-05-23T07:54:00.000-03:00</published><updated>2011-05-23T07:54:08.049-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-05-23T07:54:08.049-03:00</app:edited><title>Cuadraditos de manzana y chocolate</title><content type="html">&lt;b&gt;Ingredientes:&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Para la masa:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
* 75 gr. de manteca&lt;br /&gt;
* 30 gr. de azúcar.&lt;br /&gt;
* 150 gr. de harina.&lt;br /&gt;
*1 yema.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Para el relleno:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
* 3 huevos.&lt;br /&gt;
* 150 cc. de crema de leche.&lt;br /&gt;
* 150 gr. de chocolate semiamargo.&lt;br /&gt;
* 75 gr. de harina.&lt;br /&gt;
* 250 gr. de puré de manzanas.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Procedimiento:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Precalentar el horno a temperatura media (180°C).&lt;br /&gt;
Para preparar la masa, mezclar o procesar la manteca con el azúcar, la harina tamizada y la yea. Unir.&lt;br /&gt;
Disponer la masa sobre la base y los bordes de un molde cuadrado de 24 cm de lado y pincharla con la ayuda de un tenedor. Llevar al horno durante 15 minutos aproximadamente. Retirar y dejar enfriar.&lt;br /&gt;
Para el relleno, batir a blanco los huevos y el azúcar.&lt;br /&gt;
Colocar la crema de leche en una cacerolita y cocinar hasta que rompa el hervor, incorporar el chocolate picado y fundir. Agregar ala preparación anterior. Por último añadir la harina tamizada.&lt;br /&gt;
Untar la masa precocida con el puré de manzanas y verter encima la preparación de chocolate. LLevar al horno de 25 a 30 minutos. Retirar, dejar enfriar y cortar en pequeños cuadrados.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-11184754793767506?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/uelV3Dq5QLiiG_r4MNrRMBx-N6o/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/uelV3Dq5QLiiG_r4MNrRMBx-N6o/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/Wn4g4GTgMsc" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://lacasadelarepostera.blogspot.com/feeds/11184754793767506/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://www.blogger.com/comment.g?blogID=7899170568320859127&amp;postID=11184754793767506" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/11184754793767506?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/11184754793767506?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/Wn4g4GTgMsc/cuadraditos-de-manzana-y-chocolate.html" title="Cuadraditos de manzana y chocolate" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/05/cuadraditos-de-manzana-y-chocolate.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Dk8MRHs9eip7ImA9WhZSFUo.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-2992137392106710226</id><published>2011-03-31T09:34:00.001-03:00</published><updated>2011-03-31T09:34:45.562-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-03-31T09:34:45.562-03:00</app:edited><title>Clase especial de elaboración de tartas y empanadas de Vigilia</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Selsw5dKP_w/TZR0rVnQrHI/AAAAAAAAANI/2gIWKWR3bz0/s1600/vigilia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="281" src="http://3.bp.blogspot.com/-Selsw5dKP_w/TZR0rVnQrHI/AAAAAAAAANI/2gIWKWR3bz0/s400/vigilia.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-2992137392106710226?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/wtZnjNFvN-EuwkyMQzkJySlRRRE/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/wtZnjNFvN-EuwkyMQzkJySlRRRE/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/iTXUXIl-wPY" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/2992137392106710226?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/2992137392106710226?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/iTXUXIl-wPY/clase-especial-de-elaboracion-de-tartas.html" title="Clase especial de elaboración de tartas y empanadas de Vigilia" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-Selsw5dKP_w/TZR0rVnQrHI/AAAAAAAAANI/2gIWKWR3bz0/s72-c/vigilia.jpg" height="72" width="72" /><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/03/clase-especial-de-elaboracion-de-tartas.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0MESHs9fyp7ImA9WhZTE0w.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-8680868477749769131</id><published>2011-03-16T18:36:00.002-03:00</published><updated>2011-03-16T18:36:49.567-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-03-16T18:36:49.567-03:00</app:edited><title>Fabricadora y Heladora Jenny</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://lh5.googleusercontent.com/-5a4uG3OWils/TYEtT_9cEwI/AAAAAAAAAL8/IPQudaAQNFY/s1600/cerrado.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="223" src="https://lh5.googleusercontent.com/-5a4uG3OWils/TYEtT_9cEwI/AAAAAAAAAL8/IPQudaAQNFY/s320/cerrado.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7899170568320859127-8680868477749769131?l=lacasadelarepostera.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/4hTZ6fXv14tykqZ7yHgiGeIgs_Y/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/4hTZ6fXv14tykqZ7yHgiGeIgs_Y/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/LasRecetasDeLaCasaDeLaRepostera/~4/vnuE5eoBpCA" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/8680868477749769131?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7899170568320859127/posts/default/8680868477749769131?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/LasRecetasDeLaCasaDeLaRepostera/~3/vnuE5eoBpCA/fabricadora-y-heladora-jenny.html" title="Fabricadora y Heladora Jenny" /><author><name>Recetas de La Casa de la Repostera</name><uri>http://www.blogger.com/profile/17744108385861577372</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh5.googleusercontent.com/-5a4uG3OWils/TYEtT_9cEwI/AAAAAAAAAL8/IPQudaAQNFY/s72-c/cerrado.jpg" height="72" width="72" /><feedburner:origLink>http://lacasadelarepostera.blogspot.com/2011/03/fabricadora-y-heladora-jenny.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0QMRnk5cCp7ImA9WhZSEEg.&quot;"><id>tag:blogger.com,1999:blog-7899170568320859127.post-7238714343595290049</id><published>2011-03-16T15:44:00.002-03:00</published><updated>2011-03-25T10:23:07.728-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-03-25T10:23:07.728-03:00</app:edited><title>¡Demostración de Pascuas!</title><content type="html">El 23 de Marzo a las 16,30 hs. en el Patio de Comidas de Los Gallegos Shopping se realizó una demostración de elaboración de Huevos de Pascua a cargo de los maestros chocolateros. Los espectadores no solo aprendieron&amp;nbsp;técnicas de como elaborar los huevos de pascua, si no que&amp;nbsp;también&amp;nbsp;se deleitaron del chocolate con que se estaba elaborando los huevos de pascua.&lt;br /&gt;
&lt;br /&gt;
Se realizó un gran sorteo con huevos de pascua entre los espectadores!&lt;br /&gt;
Muchas gracias a todas aquellas personas por su presencia!!!&lt;br /&gt;
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