{"id":606,"date":"2012-09-15T11:09:13","date_gmt":"2012-09-15T11:09:13","guid":{"rendered":"http:\/\/alexandrewack.fr\/?page_id=606"},"modified":"2026-10-21T11:49:23","modified_gmt":"2026-10-21T11:49:23","slug":"06-le-pliage-de-tole","status":"publish","type":"page","link":"https:\/\/alexandrewack.fr\/?page_id=606","title":{"rendered":"Comprendre le pliage"},"content":{"rendered":"\n<div id=\"aw-cours-pliage\"><style>#aw-cours-pliage *{box-sizing:border-box}#aw-cours-pliage{margin:0;background:#f5f5f2;color:#21394a;font:17px\/1.65 system-ui,sans-serif}#aw-cours-pliage main{max-width:1150px;margin:auto;padding:30px 24px 60px}#aw-cours-pliage header{padding:28px 0;border-bottom:1px solid #d4dce0;margin-bottom:25px}#aw-cours-pliage .kicker{font-size:12px;letter-spacing:2px;text-transform:uppercase;font-weight:800;color:#ae4c19}#aw-cours-pliage h1{font-size:clamp(38px,6vw,64px);letter-spacing:-2px;margin:8px 0;line-height:1.05}#aw-cours-pliage h2{font-size:26px;line-height:1.3;margin:0 0 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footer{font-size:13px;color:#607582;padding-top:22px}#aw-cours-pliage dialog{border:0;border-radius:12px;padding:14px;max-width:94vw;width:1000px;max-height:94vh}#aw-cours-pliage dialog::backdrop{background:#132e40df}#aw-cours-pliage dialog img{max-height:80vh}#aw-cours-pliage dialog button{display:block;margin:0 0 10px auto;background:#183d54;border:0;color:white;border-radius:6px;padding:9px 16px;font:inherit;cursor:pointer}#aw-cours-pliage svg{width:100%;height:auto}#aw-cours-pliage .badge{display:inline-block;font-size:12px;border:1px solid #d5bba6;color:#8b451e;border-radius:20px;padding:3px 10px;margin-bottom:15px;background:#fff8f1}@media(max-width:730px){#aw-cours-pliage main{padding:20px 14px}#aw-cours-pliage .section{padding:20px}#aw-cours-pliage .split,#aw-cours-pliage .three{grid-template-columns:1fr}#aw-cours-pliage .lead{font-size:18px}#aw-cours-pliage h2{font-size:23px}#aw-cours-pliage img{max-height:320px}}@media print{#aw-cours-pliage{background:white}#aw-cours-pliage .nav,#aw-cours-pliage .badge,#aw-cours-pliage dialog{display:none}#aw-cours-pliage .section{break-inside:avoid}#aw-cours-pliage main{padding:0}#aw-cours-pliage .calc{background:white;color:#21394a}#aw-cours-pliage .calc .small{color:#526b7c}}\n<\/style><main><header><div class=\"kicker\">CAP M\u00e9tallier \u00b7 Formage<\/div><h1>Comprendre le pliage<\/h1><p class=\"lead\">Comprendre la d\u00e9formation de la t\u00f4le, rep\u00e9rer les cotes et pr\u00e9parer le calcul du d\u00e9velopp\u00e9.<\/p><nav class=\"nav\" aria-label=\"Acc\u00e8s aux parties du cours\"><a href=\"#comprendre\">01 \u00b7 Comprendre<\/a><a href=\"#calcul-simple-90\">Calcul simple \u00e0 90\u00b0<\/a><a href=\"#fibres\">02 \u00b7 Le pli<\/a><a href=\"#reperer\">03 \u00b7 Les rep\u00e8res<\/a><a href=\"#developpe\">04 \u00b7 Le d\u00e9velopp\u00e9<\/a><a href=\"#bilan\">05 \u00b7 \u00c0 retenir<\/a><a href=\"#rayons-developpe\" id=\"aw-more-link\">06 \u00b7 Pour aller plus loin<\/a><a href=\"https:\/\/alexandrewack.fr\/?page_id=3429\" style=\"background:#e7eff3;border-color:#d1dde4;color:#183247;font-weight:800\">Choisir son V\u00e9 de pliage \u2192<\/a><a id=\"aw-calculator-shortcut\" href=\"https:\/\/alexandrewack.fr\/?page_id=3367\" style=\"background:#f38b48;border-color:#f38b48;color:#183247;font-weight:800\">Calculateur de pliage \u2192<\/a><\/nav><script>(()=>{function openMore(){const section=document.getElementById(\"rayons-developpe\");if(section){section.open=true;section.scrollIntoView({block:\"start\"});}}document.getElementById(\"aw-more-link\").addEventListener(\"click\",openMore);window.addEventListener(\"hashchange\",()=>{if(location.hash===\"#rayons-developpe\")openMore();});window.addEventListener(\"DOMContentLoaded\",()=>{if(location.hash===\"#rayons-developpe\")openMore();});})();<\/script><\/header>\n<section class=\"section\" id=\"comprendre\"><div class=\"section-title\"><span class=\"num\">01<\/span><h2>D\u2019une t\u00f4le plane \u00e0 une pi\u00e8ce pli\u00e9e<\/h2><\/div><div class=\"split\" style=\"grid-template-columns:1fr\"><div><p>Le <strong>pliage<\/strong> est une op\u00e9ration de formage \u00e0 froid. Il d\u00e9forme une t\u00f4le plane pour former un angle entre deux parties de la pi\u00e8ce.<\/p><div class=\"flow\" aria-label=\"Transformation par pliage\"><span>T\u00f4le plane<\/span><b aria-hidden=\"true\">\u2192<\/b><span>D\u00e9formation localis\u00e9e<\/span><b aria-hidden=\"true\">\u2192<\/b><span>Pi\u00e8ce pli\u00e9e<\/span><\/div><\/div><\/div><div class=\"aw-compact-figures\"><figure><a class=\"zoom\" href=\"https:\/\/alexandrewack.fr\/wp-content\/uploads\/2025\/12\/image-30.png\" data-zoom><img decoding=\"async\" src=\"https:\/\/alexandrewack.fr\/wp-content\/uploads\/2025\/12\/image-30-1024x683.png\" alt=\"Illustration existante du cours sur le pliage de t\u00f4le\" loading=\"lazy\"><\/a><figcaption>Observer la pi\u00e8ce et rep\u00e9rer la zone d\u00e9form\u00e9e.<\/figcaption><\/figure><figure id=\"aw-principe-pliage\" style=\"margin:0 0 24px\"><a class=\"zoom\" 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\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\" 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DZf2NfNfXlJJQRerCD0nD+inq65E5gvEQHr5fvqtj4VbybyayjLxt+6uPieNgctGWfHL2eXPq55ofS2MNbVJZ7yqR4oeqXnhJ2s8ldpVGyXPM\/3hsjKlHwDcB1qPpWIIS+SQOhnjd7WvuQLq4+N6g7ozV82NTlkbybUfOmdcAYeBfyikUeWz3q7lvkmva\/QRdp9bbeb+1oVu0Fb\/l010MlcRZAZrcO1Jly62XHVnlmpekCHo+Ueqknp6J\/Al6KW6nlEvDO+PdQu10Ko2eLgDgBrtFi5Meh10BEVTGcOF+GprZ\/cKZZt9RgY7K6uZpHb+yQ7CvBCTk+10BnM29ul1fm4ZrGFoHQosUgCP\/7KRUGdOdaRB66swSa70iE1utfPe6DRgb4UphHa7vv1DZH97KegUhFqINgno8ShhWGk5RJ6OzLjUs0uO680y6NYrVRza+NonpOY0hxfHEuDcEXwxNEvxG0B4Ym7MmdWTe\/GmFpzWxgJYQ8vaeVTD7w8wIKUlf3bes\/SZmZABkrdu1sT1eDQsLvCPQR6PLWnBu2VaWwOJthECOzwdZlpnt8bdSQweomVlG31B+1rimERCdN6znq\/JrAWSrXirY91F379vMEGS5+8X4yEu\/h2y4lp0hSGa2OCzshjTsxWKshrP+h0T2f4tQhvjvmV1ChXXW69VFSxYcXI3zcsjx6O\/QPygr8dnZEjNaX8SQCxb\/9a0tEscitAXWT2PfjHy2W8nDfSlxuzvP7dArSNtYXIwNIM1tt1cfG0+OFWr3FAmWA4GOTALQpKjhcjlDi7qPBavNMpyyxDiqOnzd8wDntxftGSmb+uw8UV7ijpySn7tvWfcwIL8O44Vbt29BXGa+r7cwoOxrjiDcmlV68CxjnZlIupDpsf4+Ns4OHxav75At2sImHULGo5LPr+\/tUwzGe0njkXboNQUF4xveY1tC4DEf17I\/9lXfyqR9L+t2Orocwj4LzIj31igxbfvlR2r5U5q\/0mTB8cIiJyqY078FXn7ekErpVLcxl+PxdTEjQDf5Y5fRv\/q1LxJJfxYyL1B6g4Myo11Wfv4VmWnLmWaAqmM4oUbWTlkxnFC3GBFtbAGpKbUh22jxtwvYIcH0B++2razHONzFKoasLqXQtkDslB7y95l4cU4\/\/iI+iuiCs7xMgRgJErPXxz\/SZj4oamu28rBVCvs\/0Efa9Uc\/tnMuMMDbtCwVqNMhchgy5Ki6+N4GTaCmanjaiEXT6cCDeigln2CGn7ueMi4uEsbb4USAIMI7lqMYdu7bysFFE90Z03lYKKNrJyv7a2p5rSDBsQ\/p2fYyV6mVD6CSDY\/K\/4mtJpH+abcXf7e\/CXrGdnQQPNao8uxk\/gsJeoX\/\/4vxUcS+ZqH9QZeGFLFX\/S\/UiYoSoYR+W1rJyv7Z89WYZt+7QDeEHCbEbgzdHKMqAJ8wCUOyOLRJUHoXQNWx3Uac02DiuMQ2grxA0DVnm0+uKV\/3S+AgZyll5lPMwikJcbjWYYHtazDFJwb+6M69+3AgKofei9ZBlW1RXSpY56krG7iVqzFN\/\/KmxBfTWrle6Ov\/B4tHFwy1Gx8Mx1TNYvR66gcTYgUnxLArvGWFkFoJTZHyPqZrF7YhiLUJ6OhNm+FWAMqSs33\/yscGuFQNsW1t0vvReNH+NZRjbtvXZnVvbIEZW+nfgKWoZK+qnf5AtfFuBidLo2UofoqhoAyBxq1Scj96q0RuS42XHn4bMWd58oFsP16W3S1qhafRFs+a7ovKxRgGM1\/bW1WCiih3JrAd8uCoxkBTtHv2jvRHStrq8zYjL0iv8WHUAvHW7ij3KzHvB3bRAyMTY8FG+fMiVgbdn84mEUPh7uYl9GXab\/Pu9w\/S+WiSi2vNx6zsLgqp00akSQqoIyUsi\/po1ZoL3MRLME7gzMfRO9q\/Mc00+RpekumlEET2dK3RB5N8J3iXitK2otxfGDWL4CrxsfgUh1nWINMnUKT+JHldADYWqriOefzksDO5tpPWdkFv\/c\/op62BxSiTEok\/9\/\/ine6wCIPKMD5J3kBRSi7y7y2f7iNmRyndtD\/2opBUZ7xHpCvs+aYDMjxk+N2b0JkdmI+oQcODFgSHfC7yRh9eQgcvWuuEJHLXQBuV9FKI\/5Fs4hsSVr6A1xJlT6RJEjVcBdSnI0bKdzh1rVOleaw+hPLeF8BrxujvPrq\/Zgj8LiY2DRz7oC7ty3Cns9lnitSpPUzMQxit63YB60YeyLv02nZ1HRUaQjxkS8eU6SHzYjrxl5h7PCm1OvD\/\/6i6jghEQ15FRZDU5I13pVG8mr5LbbPuYKb+M2vs+L7JbI8aw2ESvVG0sv4b1dsDOaowtiLXM13ZKOOZnpLX2LJbun1wvDmxka9ADp6aDNBuux7DPSFuLZcpwJa4+I\/SZGJ6mGcIiHEqLvKoDz\/\/\/KyefC2lcG7\/LicBfUIjR1x1eBs+cqh8ZfH+C6yeZgxZbTAOe98jZUiQ\/\/iiY+dlDJcmTZ4+hVl\/yNG1x0hvoRtysTDPISMvj1CQPosoiJVls+e94XI1kq2JbstKpjb6okAFnCRFPMZgTYvvpbewuk5sQFpVUX\/bi7a6O4c\/C9ojo1DLoDGKyDhPmXytznm2PR7C654\/DWA8mr5LdbbbHBJGEGAMn\/1ZkF\/sc0QseAknLItcFcqVMXYlQM64D4lFlhSWvH8H6ah8V9gvLKYtSdDNTF8mcHC9dWm08xoxpmbayabqX5LZ3m7mQ9mTlSXuFTJpSd5JWXbes\/Sh+CJE9UvvJOjsUC\/Y13KOH+c7rZZFP\/CqLqXfyxdhiYK1+JvnVk5I5E5UBE5T8uMQ6vbdXGonVVaRORCav61qAOpH1fF+RPjFIU5HI35iBhI9AeCSZkOW5pxXD3zChS6uXojD5rsFE+U0uT961QNO7Tva\/rEpY45y7zIeAoBvIFnPeQjWBisAsNcWM2W5A1CNRDlm56+aKx\/eaIiFH46FqU7vrQNcbH2WahDaOlCAeygCRmfbGhxFr7P05q+a8K4zihRPhVFOy3YEowawF8BY27c6b1nM\/U2yvmguDSGCu1TtA0B9Tl\/\/HMT0GY\/Ko8V0Q4AqWyx9MB2gWlnM77062efHv7vxGT6PwAbyArFrlPaJ2Jrb1ZCdx0ukbIimzIYXplOWpYyeT6B1LGa9qY5xvSlwlIkv38NHChnEq7k4tA5s82KkVpZtMpgx59aHjlbLqyNo7AUE4IwInJGI8pP7W53yLjR6wzLW3r4RrniTh04Xg\/aeigzSjzsOtSuKd5b0c3AXRu3FE1apxgNGWNa1mGcWpzpvKwDGxj5UEeC6uE0t2WlUbt2zLC7Tm9ZfIMF7TIGT4b6BzEHpIBp\/qCxCDSf5J9+83QQeXRBdWUPzEZfSm5UeX4\/4kkLtMypyRrtvFE9Ewk7f\/+7mUc8YqRgJFiPSQ81vjIrDgYNYuOaZE9eMcqzMI718SGvchwPteoNqe+IjzId6mJ1SmBhOs3KHoIUjWob6pVf2lMYVdg\/ey256SVduM6HeTgdsWrv2RHuh5Q47yUsiC6kWisu0eWPVcdD10p\/n8Q0aE53sp23Jf7Je2U+gCM\/jOS\/f3cbozpzpwoF\/b7ftbpuQO1Zpzt+4XT5cu4lcU+J6c3v1NuuTaLah+lz86y2tqi++FWo3S5sA6sQt1u6EIZ9IfvWwg0L\/j7dNYEERmXy5EwcavcgiDU9sHyB8NBXisgFpt9NmGKgvSdzz1k6qCchaf6K\/MU6c2\/nhyapf5GwS\/XCf74oq7nZqlCqH4IbUnKMlYNjYg6Mw\/0u74SLQWksNekJGYW1GpErfdrPoNtq6bi2qnoi\/03DtyglkGALEZ1ZTxjYo46e161gliGUsTHanMeLRbAJ2YDFuBOEoOLby8Af55Po8Ry4Eb6Yp5P8DCCPCVfaSG\/W\/gpMVudr\/dpZLJ7rLa22fcKCqqft6YkcRMEmSB3lSGKbENgVHzvzikf8L8Ox7wW2nwqORORB66cXD\/hlt0HvctGdKmTK1DxxlX7ttbTlCcFuE\/fhvAny7YIe2jTMkD6nN52xeX7xU\/ZWJn06OKlMmJh8CrfOonJ4oELxgD5Bm3y0v9T03QjFtjjZRFfy+Dvu\/+WHIYBAA34anJA8nvNJTwDq5KjZbNbsr8iHDlnvWxSPyU7TkRlRlJISEOlBvORdysMuLC8hsH+XBmWLpYcOqUGaEFjAc\/rzWb\/xBMQgIamt2TnTeVbHtskVRmzA6C5du87\/oFUFYe8vGZyNlm387113Zv5xkxAuaYcrEzcLAMgyMDnA3xVtzzWxbWJs2URbyWE4CQBunelVypK0gSN4QjsD0fYEUfJfZTclKnots34JAYar\/\/2uBhtco3byi++FW7f9lSaWyzNMFI84Q3ekQeUUyHhj9vXVy0Gazy7c6iPvMPkbeJoqAJuU\/XYcxxnupFIuQ2heELUNZW1DIXIaXfs7lFKSQTV82N\/2QJAk8akdaBcurlZDlpGNjvpacAtDQgItfDLrhJicVze5vRgf3MK6vk9igVWQIkUb9n0uOw2VKGrrD1KMJVLVNFGqWXyHnWGtykukXQbRrsawwGlJI1CQNEyNb+0fGZloL11Zg+N1E2sMayOrsjNmv7bSVpVbCx+tfWqogNBtBv6b5cGYZ8G6XqwBTmBCH0JAjeMxFFzkkoGsmu9KftmO4P551PuAx1gO3bXZNp5GYegKT3WsnJA68MgMabheXFyaH65bSp07R+gt6ylPW5dX1rh9n\/DDFKBkrXYYjX7IE2i7Mrds9VB6Iu28q2vkI1Qwj99C8bnXRdu0Hwr3FFMs2\/Z9sW7cjnrj182Ppp8nbdQQxKd8YvHEy+GpRvLlynmlDVO8Ecc0DkODlI8yhyvV+aJn+lD71F2lVaCKLHls3xJQ\/\/DUDCmQsoxx\/7JpFSPTV\/yR\/FQxGKIF1zKYBq52dyLBTAzyrJiMK0LPPdNoPbIiQMNVh4CUtbLODWkfzdHG37s1+29dof8bcsifZfCvr9jLfsVc2UT27LLa23Dr8R3rAtMorcfxrUvI+YsUKDsD2vkHvLY9xw3s95scOIuzWpWoD0fWzHoO4lcTcZczvSiI13aiuavFuFb\/8pvA8\/HYWau1tOYlqTDRetazsgNtzDIWtjWfsz2h+cTqwOsexWNwl66SjKFIxUN1J0jLQKuSJom5sjH7tkG+zZLAh96glfR3ws0qBVq34kYsdi1bffSuoaBXYWPh0\/\/ggTDw+NmqhqY7xP6YAjIvS+b9RAzjcfSv5+owh9ALZ+omALqLKdaaDePZH9q+80ZTd4qTJCndgSGr0JOb7EFFN2Jp8oasFxCrjbwIJxAHTLbkqetpnov9C9+5rnENdydhA9wRH+taPj9CU\/ImzkpBaBMUk2SCykx+ve\/rfjG4ODj+CmrHyfxHx2+E91Q0Pk1k13ltdnnNJEBshYIVBHARbzsqoru3VMzsGQJJT0S0yx\/QRv94NKiA\/hC4iqBj\/eSBv1haBux4au2zCT6Y7AS3a5oysne1jWgQI8xv76M8bJnAunay\/J\/\/cwzbtlUYsopjkcExdS8Nmxq\/aWQfArZagIbNVii0GCYa6AU17kUUNRGCMQ\/\/5ZlyO3UrJ39\/JWnzUkzYbVAEhpxOh7ZCAXYnyjjpIJLIHWM\/A2cWyWZDm+t34ckkOPY14g7Wr3PGM41YahhCUXJ6h39jmYqw\/wlDBjfmNDPRQlbVHe4GvFxyxBBvJM7hzc6WbkTqufkUdCDqeQpHkFLQUkjHqSk0X+2FEXLEyBslhttXxu2jZCjglaSBY8rCjazAeWAaXzqN9XagHRCkgwjKrKbT2wVKQhdpuiy3qjXIAWDJhOSQmNrTrPmzsYi+r4R8\/\/tSBk+5LFBKmgt5qyqU\/2BSuP\/9lTyku3ss+uGBvhb+aNXD+OkbN1Pu\/MRNRSjKwL8T\/0kN\/96rqHbgmub0zgPIoslSGg5dg\/kPvLhpxvRW18tp8Q4jbs3BqM+6e7pEwJIqipMfGysVh7wxuBI9s3FyWz56v1opxZI069tSHhWo9rLs+FFbPLXc+kk+BYeq02KyokY+J+rHPnvK4EeNkU\/UC6Hrwa\/ChGaYoDkizevfL0k3h7wfSiPu\/j9XvrP\/tXh\/T9X84eo2SKJgx3X2yVLrxRQ7RqmgVQcC6dbtV9+eLdZqRiSnP6mBncujcJfDnW4Yj+Hft0LdbQjdNIUd\/k+r8MGP\/\/59glh2F8lBpBKXFyfF6ia6yNa4FEvUMxFfLby1bzcgPDfgxSijO\/G996jST92tFDfLZz+QaPdjWb76kuaGtBC1eINfnGqSVspoknIbReHn+fDMAItVigm6R00Pq07K6hhHUJ3mosNEBsHIwC+TW8nP2PfM3LZc9+s9JXoojpytEx89NKNVs0zB8ngbQgAMX6cOCaQroRu9Vj\/Rh4dcu1Qzuq85DNV7lIAPzsL0wtSI6XogqYYTahIjD4KquNcjCF3EBRAC3YwkX0cXlMSV3GP\/\/h3MCX4wn+oeyXP10pt65bAWhnAunazCS6qal8OShs829k+xcsbJpciK7JI0UE1u8DzKUKNVMYVq10o\/QEQEipBz5FAkxKjC6NqHiOHA3s03jkJRZAbXlS7xa3QehvGyZ3OSSD7l0VVOu4xpeh9SIY8njY+nq+CtkBqu08dMDyXiwQ4mVf2jUY1nvsp2qoQWvHHDJU+uCpsSiLcWuzcO9tOpdXx2LaGiQd2215iMt7p+CjP7JEz2+R8BANEKbn1x2tnVvf3Sk2sh1Te38Koo16ei9mk+Nv2c+JxcN0sEyItQWWuQq53KtAQyeqXoMh3AMjbim\/fOzAWgs1\/NDFFHSoR5DnQaN1sdc\/E+CSZ+eF98KtP4laSiAqsjA7xRjuRp9HgJ8ZNdIt2sVZZO0Vx+SSrSVEkKmTT3638kpMF7AkbAcVC8I1np19363OwWo3eW1ts\/ShXkqyt3CITV\/cKUWz\/Sh96M1utf6TIzpvXVy4ISOVRu4VRu3dtt9yRbrbbZ+hRQ1hePCGqTePcm28rAjBVCzX9s+bGsBZKZ8N8k7ySm9Z9zAgvvhVq+Sv7mCi3BSksAp+7c6byjA2AEk5I13ltbVYKMD6KFuLQKKz7w4PU62qtj3UlUwDfh4GpOtHSfJKfJrDN0TOtbbq5cNFkq8GW1kpnz3uQFW1rMQwQaae5wEmA8m7hE1tAV6HAgG0EqXyV2A3ki21XHlARCdN6znUn5bHwq3cIhNbsstraowNgDUne\/W3rP0KNrJyRyJyqNZRFxjbtvXZs2Ru3o1k5IHrs2bAKo3cKpjc9fNeENs\/0oWbJgG+90Zq\/uYEYEW18kpMNMLeFQTV89X5NYYJzwpRbW1RgfIR4G9+a2qL8NYCvkr+4Uyzb9nPeQjU5IHlFMxKOERE1s+bHcbqSITrLa2qKZYCGYLs\/gq1e4rAi2vklJNdt5Rfh4G9+a7JvWfoUT4Vbt20NtDysFFuCmWZxe4SYzU33JK0q6rk8DkmUcqmM197vzXZOq\/VhFUxupmgWvuSVpVMpM8WFpEHrs2ZGu9KpgPa2AFAE9QAAP7+o61FoK5FzCTV44AvuZYHvs85vl9OOC7wViFcBstjtB+ji+J23T8EmBu\/OAdtpRo\/0\/6l21ieYrmlAnUoBO\/8dH62EkjzdaeolXRq8wGwReJrqgF7b8EdKx8wfkRuYV7Y4fkeb4488jDD9NoJOgFMuRqaYWgoa4h9hi1NG5oUxmFqPqWSDPCV1P9jMCUqLoGw5l7j8w5fuq\/DLcxHOd1BSkAcN69HAVllUJcZ3Z4a8dAxqPvocJFpIHk0PsGjSCdLjAGfHwvrisyIvPYDjCAIhggAMtr8VMJpAX6lI\/SGxJJ45qTRrdAP3rrjwAXtkYJik4kQbugvs6tAC4GCeAGIY4youEQ3p7o8+Hjk1lzyT2O4FpirYFsqFr6g0k0VYD0M\/if+l9jXIr\/2Hsb5GibXlgDHWQPuc2uAAAAJGXQorzvT7JYAVXddstcXcWm+ZaDj0LjyQI0X1ayxqjJq1Iot9gAAFeqFtOOD7FQeEYONpL8MZFrU+jIrgADNnnj1RPdUxQWjE9wkJPjwu40AIRILMlV9RPADVcPAgH0+Dtw2W7vz\/gMfsM0IIn17Q225vRbeHhYHkceIiYfH3SrWpbEjYORtrjzF+iMlAnhAoM2ALI5UQFzXQam6b4GEzfjfFBG5zH7O2BRurnjN1ddJKl73lqMDLsA7cB8LtQnmF\/kBF1Oq8wY0A8OTjl4ybh86zWZLTCjFemisrcf2+gWvbER29SUFimUrSWESPtnPzo6MmDIQ7x+nr0OsZQMxHbdukLqsc6bslFhtV\/UIeXxPBcm009cPqlrUHaZUMfVii7Ks3a+WiUxN\/6ChxlR6qQY3\/PoALyjpflrUJl+M+kJ\/yKQrp4nS45U\/zjGwvccANiqX65XPaidZY5ZKTrCrN+vHaZhJbPDWyALHHxb+\/CG6wfab5CAwF7ywbqAO6BKccOPmzlh7Y9Vx6yxM5jZgJHbQvRqcbfh2lE50DACumiX4Hj7KtDawY3IsCPug+sBSV4qjB0uLTw5wUbxDRskWPHv5NNyyOc2AP9yzlbZshH2JQf0PHYOuZw2TH3c8C6cIkMx9zUoHAl0u\/R5r3jP+kIQNRwmuxOnvmHN6SF3v6EXjK4IICo62iXSInDba2sR1dvfkgI2B4Vn0eA+fpsPWSERDMVMKeAWj6nhsadD5qVqA\/deVEvso9cEn00ow2Osk4emxMHIk8hGaQfp3UP9X82tKNo0+coFaDuz5u8Qi3Jr6vIiIV9beW5n0CaF3LYcpgHfYEgAb08xoeHiC5k5B+MfWKdM8mkgm38OgqHh7jRp86Uh1uU3m7m5mZ\/0hd14HbPaglrxHWwp2Ju4WXGIMIiu8LSvz8Zrn5eDlJzy8GUE1MupZxAekMt1Ga1GM4EVIRR\/N6HgYL2Czv+NsWWAznjOYiAB3cybmyi6gaDxFlR6D\/D8Ijs9vvE4k6\/go4AC7prRPTYFt72KifqGM2tluxGCcivUnX2RVIXzww1rfHWjIHU+aFsxtZWrdDO7IRf8Sf0edtbrGF58zXrDxaSMHgX\/10OIIcyJZcFxM8yX0Yiz1HBtiKU7LpCmAAo+gWKBc8RkvNoALqYqb7I28EEuQtBnpctcIRb\/3gVem9LWcuqeVU5SUpSfMf5KN9Xd8LJtAmjp+psIROg0oOiqrfi+JUP2xYZVx7VIffVYROL2ZzwzA3xYK2UHqpju+8H7eOXrdHsc91s2eptfeJ+A52btbOmil\/jUTyu0eC7tWrvje1JdZ7O6CmE4qUgJOAmnNJojI+vOXktWcTtQGLZHIG3ogvwbc3znvh7gDAzFmMHpnR9aIBUPMpF5Z6ZYk+luAMWhoeNvIJaFc5qQb3T3+Q5\/MtlFaWkpnu3lG7i+9uqKqs3NsBVzpH22Ukhd7w8hq3LAwuP\/EVj+\/z\/a3FOfk0Fw8OazXs0Mnt\/33k5whpew2WrlerD3Nz9JP9wpsGO61UIpNAJo20bbmdlseRCc1AT3PEDTA6FjcniNoPc\/igfG5fFe5Sdykp2uslBbWkM6O9EjRwxje04tb93QbNAVMBbTsOF0nGJsqN5VGaQC6fPx47V39gGqp5HAlyc\/n+3ntKoZxGe\/oWShSwormX4CprIoSE4xd7xIM9f2IC5W73AaXzCeec4GaypYLN5aTYt1Z+VJ0K68dmgr4qiFsz6LvWBjJOr2jCIZ9dSKlrNLCnB3lHycXuLf1bg\/7PAjNxDdlMpgyfkr+mnioIDobQtcHPA1D10I7RQ3gOiPBgBYyoI69TJRacgbcLAbBwl3gsb3Aw149oXfqAsMK2BWZCt5yN+mMlKAHjAZ8NpuOStyNcjmF9BIgQjs+VOb9S7A9ItedKf5EG\/CZoUFvA5ul+gYt3xzRA3lbX+5eIouw8VAz0Jr5sAH1XKEousYpgLLQ156P7enBqSzy2J5UyW3ubnKhleWKAqbzo7HEYhnIkAlfba2MWgmMEljw9oaJPk1vQO\/xfdgBYIU\/j39BoOlPozuOBGr2WnP5uMTqmb63N+mKsJCHlVleF+VaMs92eO5ZtGjvtDPLi06Tb\/8hrSSO+OZXefRlCfQOgI3WTmt7jIpSr4r3x7t7gdT+YeVz\/80c5BsTDB2IwOg0mDNKcURP8J6lxW9g2qUQYVPlV5tIK3yn1BbxJ7b2krRV3ULArvqBl2jd7zAbLf\/Eqt81zh5C+1ntFMmQkj7PEMT40yR8OgfSltlTB+S+ASeTBFJ1TdNFUCBsvLcbilxR0E\/hqcLEm7k26Q6GPJE2CB7pNAs+IIJQ\/UMQ7C8BpvC+n7Y4GYJ5eX64w2jyaBg1HAC3UoJbJz\/8SUNuWW1CL\/Dplcp23XXSgiVDj6v9bK1Z9zQqf65LOvzzVdxJv+ddc\/sBovU0XT7C+XgjUF0lRsbd0\/HDIRdbxP5VHEAkF9lQLRKrV9djId6Cc2vI2RED227cTQOqXUzp3BOqbFAYenXP75Zm6zFgn6o7vdVzunnbg4boJPkAakM690wM1P+xQNOUCaBmMg\/1P7ug9EOAW\/J9JxXbIZD+HBc7\/duJdI4CFxvvdAH8Qw6ZJo2NCkaB+RXWTJEu6UnXvT79c3l2w66zDnc2GT4yASBbsVU4P70y5JCO58ns0iJnlEEs7\/HQw+kI6zPXyfgVu2tMlqy6KQ4SSEc\/8X9vPx+GfQ9kN0aIrJJESumvg9n5sPIn0e1CpFMLxI0G0TfqfVJ9NulpofRYjH1FISbSAdI5XwAypU39oYDPkmA0hdHOBTJtrutkGnWPiSmEy+cNMn\/zT52i2m\/byB+D5GvKduwCtNrGX\/qkU3GU7hIvzLwPOhSAwdASPbOPsCVq+Xn0sOEQUODc6mkSNF6wASBBjvICemP2UscU6y+ofjsDukQJby5B3CiFFn\/vDZC5ruN+SVbdyYarW5So06M13l\/gBroxsgQG58zqs\/0LZazVKYT+IZhbakxw+8FQYGxDjH9JouvxR744JKk4S6xgUpDO9tIu5Lqd9g38ML8YLP8EixLl457W\/cH5jRPf7sxA2gHBOFFs3eUFIZEU66BR2On0VMFK\/RxSNTf\/x0Z\/XBRMbS33fQpolthnCTmdIYPSQ1WT64hAMrD0m79OrBtwzoJi7yPgNFf1NRR57\/6iP4WU7DV08RGp\/LQ8zvbAEayj02qbHRKRx+FF4Be\/W1sxqwWWaqEi7vi9qBcuhg47t0ttNWlOug6kOpYqRNhClRu5adJmduPKSxSjOUXAtLllxAdr3hIjSNNurD97AF76XRX9KsRW32c0UwKDmBe\/j4IXZVPKPH+JxNVSY5HtMKVmFQ\/1wR5F0AkJNvhF1Ux2LFPsXb5LuKVgztett2yKC\/\/qHCSqO76Mut\/r280noYzs+lmH3fr6QejbIqKOkpI1y1e2Epoc6CKKGqyzVWI6318EkLntuKdCwqjdCArj6KoWS0E2RVYnXXccrozwhdh0Qji\/PHABkbeG6wef3nbKK1dQbtnaf3U8ovooM\/8IQoCTGyKCRHcoihj2i45ODZTZ61FF8QjMWdi6Ururj993zZODBzH2rLsRYN417oNxSgc5NwvWj01IWESKz6dvNXWH4OUdCNylm+lt\/c4RPxDMnk8h6Gy3FqDtDlzIfKoU94sGeIaNTk3Af15uhE4LYO1MvPP41+j+xJAzR0C5jdhPHBLIAL8urK8kpv1Yrj7ERgORkE0J2KiT0AaZn8Eah5FdGAlhr44TcBkTYSo43QEy3dGrs31uWxlHMEgLv\/m38MspiINrbNwfz7keZMvnvqDOFlJ9ZWvFhPmbaiixsQKJZrZxr8P9ecKJSozsFsLLfPL0oSAp79\/g8VR63URwLiFur8HF\/3iU0KzI7VGywTg4MlpcpDSuQTY5V8U9CKrFFDwTw7Siww\/+pebuS+D8vOZevGZu0wEp5HePNFW98BEtAlH5wSPk8NS+xuJiFGEntIYtBOkpH7QdwBEUFJWgsIUwTV0D4KAci4CbAXj5uumN0K6xd\/Q3dMPHwnbkERUHNT1RBJOyXlcueiq\/cmzHH1vNJVIRmyTF+XN7MED6edsIRMYkXVWpwp3IGgl34wPehsk0lbgvS7CfTfyEYC1SFlgvaqGKzK7ESKXHJoYrF0EuUC6NgaPpPPC6FStJXICFzyBXC93GXb5Fs7mAZVLCv9ViYNUiu6hU2gP3kbC5oo\/Ek0moVW95com4ijeAjxRwlCs+IFlgYpfVybMi71k6\/4QAWU0qSeqGGIOe8wnDAuc\/+XfrkQafax\/m9Ei6RiUtxsHM595McEN9rHTAZuhLnswoaIuXjo1k489QDm2SIfx9W+3qgNI8R5MRUw47hVzOTZrCsCWD3CrVD1Lru34JibccOs3z+cwAxrPI+5W9eSI33Uk5AoSQzdZFSFnBSqcs\/V+ChL\/3Q\/MiUmS8XcL7urSdTrP0+1zldm8HXbC+5NO0Kra3RvCvHcd6B4b5NNrVm9K7IMYaMjKS0aJC0IihwBf9ea43du8Lvj1FDn3AvbnvzFjMsLJGSF8IdmQ3\/iBz+3UA\/9JFoOpXMnsB2eIYf4O4A5Si4XNckPN9y9kjNfXPDwMNLfPo+XkUAT3mpcnJWa0BO7WtxRas5W3u4gm9FkgzHNZFdBpu+Tf9rTmT4Kx\/GP3GtkozDxiLACP5OrWn6lnFNOCCuF1n8QWDpLC3F0G1wBEwPPKnuK8\/SUNXVXj1GHsxcDF7AIFUGyKlSVHwhhxukgjXH2Ra3AL6ksTXYerPsThrcRP1i4QzpnG5zx2Vb0rHG0fhnIbMn+aeXYH4ZMSX1ZuZtFm2zLmYDbLm0RI22p6XlkzC7ir9qnf\/l0\/ouiTo9TzCHAohdZ+BzY4EA1KUd\/ilXj\/Q0knYVKjRY0F2h6SByGJzP195vm2p8NyBzb4Md4oGCxvQZsdw4Pv35\/DGLfa4J1UE5BIulq8KTr+NZrcsH99u0Jhj3uGnwlT0KZ81iYgW74BMOwuJLnD0hbbSPb+aCFJyunJGdw2BfKczD2uDD8f98ScrDTJLBYa4t6uR6BsFlhgpMNNGKzvdKFP6\/t5IAWST5t+EAlC2A62cP2rAh5BoGg0MQNDNjFkz1LExFMQJb\/\/gmJe7ZsfD1hfDAC4lbQZKT0EMRB3sUsaQYkCQCra2asIstO+jKN0otjjpyU2UUc7MtpTzvYLPULx6WzlZv\/tvW60q6HmXZT7Zl3sPULQKwxTnNebnr82CKVxYgJYBZfT9szq440XXKvoHDAAgYASyJ+TLdsieSwTEhoiIQ66sP4+3N5w\/sSijQKYBRZTkwC9f++g3L3\/e3L5CCfsEPA+17kLLS\/z5mx1rXw4DNu2Im+audf3tTI25AbG+ObN+aW7eBhFjQ8wfdD2TAN3v82baJZr\/v9co12DmCmQEV+6hN1llsHfYGs53DNePoHQ4SAlqwnQaMULc\/ueKDw9cfWg\/6MLUBtI\/4BV8PPiYJvFQYB\/VIoMeQdsiVjYNoNWTSb3G00tA65\/ABOplXMKF7\/SB8G5KFW0lGFzg2AHtqOxH\/Dqsp2J4G6XzeTFx7hKstiGRyy85uq41SHcOaM\/rIxIz08+IqKlyjQPpP9qR7d8TjleXaCHsICq4lrXL1hJ1AFDNtMHAtF2qCTCYVmD+Z1iwtpzsJ2yo4K9zuKu\/9fEWTq0Eqfs7nyv1cBJnwVvnmOnr5akitPGrATuq8mF2nD8qbbzWCE4dPwGo980XsulFehbDeNJHeVpFgvOu\/wXEhJDkBiK4Ah\/q31THMQnFKYDIKIVn4gziLWGkDdMrKGoyDpeTst\/RREmAMMMchWaoYs21zt\/E\/84jMMW+vCgomqqz9bfqEst4U0oRWDhWAD3oS3SbDUO2s9rJalOb8+fbdV5V8S9sNzzYFOrtbVOBBsdzhY7lBIENMooGBDyhRG17hEfWB3K47xT2YjzSLEpqvne0XHsSR8k35tKIh3hRzn8sZ\/7Hp8j33P0scciMlnw+8fTKj1w8xWaqB9rgb50lTW38ANyFqfvUZ3blSIC\/HMXX0IGIdJQVOKcW5Tnv7bxMzOp3oH69loLH1RMf3XC\/UjsLoHXISjZ+burgfWmzLuKl5QOSI61iejeIIjYqZjO8LyKeUR5YoGwWINx011oK22waR18bTSh\/3qFDqNt\/efvQVwSpO9onJPRfuy3XlcwRoroCevVjf+fusZ7UTDpU4KrbNI+GJ50emGoNTzyvLr8AaQQApwx4+Kh4thj4B2vuRyUbuYYWqSCVMuTrdWA2rf7xAjCpILnLCsu2K\/\/0oDZuyVpe143iJ6CRuDBEJouXP0pCjyOHMiAd7k+NVpD7Exb9F\/64bAJkgOMDEAnhipIwq5AF88lMm854cjbvmQQ9r1H2LKewpQfxkP+OjwixnNAB8lvyf5J\/sbCjMkCfJ8JGWs7FMPSJrIoqoPG5+wUDKOMEB0G0i43fE7Vai\/DG5SW0RNfR7kw46LN2cNmxt+bmovUh0eKVOX3a57jbFn7s3ggZ\/3jvaTaCa5lS0d5oECGAS4vvVGt72ETCIax\/A6jCix7Z3WLeCaJlugqGk5kIDMFQN+WkRb75+2UPtfDXJdyukKehKJKDGgzFR6nWy1iO1j9ndzvYr6wGuNlqgqYxxOM2zeAlZEl8g9y7d6rsxkoddazyFRYfXyyOrM3Vh5D\/asxHtojpiHqxWKj8Y+gPnow1cD2\/uO2IIcV\/lzaAYUqu2KJcymtuCj90G4xZqBa4EQ24cj6qCRa4dIR52XYxRkkEkmib1sz1Lu\/sGx+RMGCfH39Ydjx5AFsQoiFzYKmFnFGyIEzKF6+q7CpMPS\/73Jo6QuY3Nus+9d29vU8ns0SNup\/PxJPnx4L7bGJ5majGrZH9Mufm5qa8Bha9XezIvVpxKc+gpp7tXhD9NUeP1n5Ex2KTZzLJoz4Zu9K++xTZSLYQbMic18g4Z7kdH0KOevb0\/wvBUUDZVtVEKaUYyEebGA+rzaiFjqvW4cFlXfcfn5qVuPvwkOWNRVpfy6LGgiMIYMbSgm3PBR+Hxr7s9K5aI+0\/3AEBnx+vszsrOcsl6mOAjbV\/Hb3RBZ5UeB2Gv\/BAqTAF7WF7daDZPh2zlRluXEjUoNpuSovOWEfa6EGd7Xf1LTDZ+JcQvKnph2hnkBThrAvMPwq\/v989RWrfLXkfYE\/84OpSN8XO0v7d1vLirpd6eUqN\/9TrnPp1hphaUE4Y6tbBB9Yon7UWRx7J356xRWKvrlEvhAJOB3PTPpmuGqK9+YTaIaUuHvIB170De84mdM3GaaUEAg5V8I8mi1TgTABFeBOn2FXdp0q+YOAntdtVIsjg20Lz3OFMMpNYOj0wR\/eU5QMC4s42UYDWNcLDcMj37gVgKdQE2\/E5zRZzu2yPHD3Dh\/rDrOI0mOUk9m7ohnHKO6w2+sXcSzBOg4Z1b8NsIdWYfeZ\/eGkTebzNKphPIYWsNzeU90SB2ldI05KM9QrFE+yBRdeFvi4pAExQ6SOWDFmZnEBI7wLmqkVnN2BwdJpK3+Vkjd8PfsjJ6hdZemlwK530qwCTvpdcOVx1cfY2VBJOzGezzxdX1dgEto94lXm5LKD54QseqqOFl7ZM0DJgss9oALVJmI3KEYKVbGDS7A+v1Q0FMX3sxzJnaptmqTgUzNJNX6hAuxyLr0ylXsZpESVkEeORhj7J1tliYMUMAGnxx6ykBpt6iCOWkDSaa+qKnmmmAB6XntWslGtDwoLaIksBpV9I2TCDNo+HLUiO+xY+V6laUvh7pUZ9DgzSQPrgh3x685oizeyv6TrL60dpSDubEKIcNBA922AwVcPkmMV6na3hZlopVYikcRZV\/\/xhFkLYjWMZiszVJD9HxWhgxr5hWzJ7L\/MG\/ZLSvgp6H3R9M+ZFFUdr2iROIZA90JENIw8h89045+TyS6GrZ39Mf7utcbVt19AXCqTPtp8fcHdF+KuiQUD4PWuomJGbJi7Z1m5jPZrq3lAvnExphWAJkzbOym37MwsD6lhU9JL5hPjcRSITZiGjBUHTK1SBKkPmAHMlOPhTQXWp0Q5u+EOkPtQJACBmGeE3bi1n7BsK3CtohKFddeI9fe5zPrQyDfehbYUnzj+H8RNV8FabUOuwwlMiFUPQ\/aBt2Za6cmTFAR0sZmbPgJ0XgzjtIvJ24dEbimfmeoQFURyRvuxIkHrsOG2gvRIGZ7z5NwiBy+54BW1IUKfPJbx\/O2CWkdjeKTDYrHpFtOcgVhxgEZBgVh9aUvO2o2sr\/8kd7zwrYhJgjEOtOr9X6VGq\/Dhie9yFP+ZcCj1Ldad8grMd5G3a7JCuf4s5GubwCD7H6gbd4cskd+3X3ifaFxb0ZpFOumLvx2rFOzROi\/YdqVfAklFg4NMq7AQ4izuWigH69AS+yk1qsxI\/yhpCWXYCGwlCw3WXYI1GuDDR2Gvlds3OGny+ixkv2IVfB+bB2zHkwl0UoSwBM\/aB4Pbf+qGisnpx8CcnamvOr49Ky2HSs7asYF8mi+cJb01Ng3F7pJcgXXz9W7kJwEMdICoVs2Wi8rmyygrzqgTeNqLB2xfdwUnM+j\/LU0E2aiPHQwgdVcxnP5AkWuiSPHjbmBDssFw7y1eVvznWMXQCFa42HpiKsPnElyxl6dg3aR9bHfJ4MzqljjVb5SadqzFAOT7B5ThuuGFrrnEaVsGaRtprwVe\/xrS6azMfHnAL8ltBLhpp3Kz3N3A5Wiilz9ATR194k60r2TlLn2LSjV\/VaMk3Y\/\/agGoULYkZSgOQSBCQLds0z5QI1EVGKFDDM\/AIBGn8OJ2X9YDJPebccGApZUMutHNr3mgQXKlsr13EJj9AjlSg3LVUR3xTEcj96aBNBcvL5DLbziyinSgDm2sfEDkavSPHN8MH+hMr1rAJeh61nfLdonh9hr5VtQxkZ3m44ljmDtHcBRSuOLFWjPJoXrLOxlDDOY65HqxpHGTnOsU4j2E6dLZrYQxxVtlUycLgmeg7HNGwgEYJg169CKACGY\/0f3S3NF8OlKmuE6E6d\/guN3jiMV\/AxQNHk0WeX2F3sralDxV6bSBHtVAuasE8CHBmJxusTcGWq8reLypaB01eiYT2amQNHgTTFKwpIbTElt4T1a5PVhAodX+BtcvRvfb0k2KF514MjKTlroZkS2syE\/Ib\/HFs14GAgxcTdAqAjs2pkg1LmfbLTiFQVdzRyTl8xOenPngsjbZyQkcbb5kP8ZSv35kaAFPHpnwP5RfhcVI2EXR1oidr46I5mjn7rYMT94a1Ksm+fXKRfPc+kN+qcU6BhlDVWIh08PZssQEhM1gRvnxqOPv+IVFzH2AHggarfMmZWT5oCEuoPyQQljrq8wx0sPltYHdtFl1ghHEBB7YtBNEdNOMrBpHSGaS80W1gbGjNb2deE8neTvrchKwgU2prMu\/ZK0YLlPCvC6Sbo02vULqjvRafZyBcxE7jHnPZ+FETDCTKVJXq3uk+5fngDJ2xWVQJfgVD52kvX6bNMcJ+SjbiZa01tszDOm0ukI4vzp0X2NXWD+Jnal2ZMThSpQQmeGknjk5jA7fw57NL4ENAXJ\/PJAZasuI6cACF6Dg4GNyYY9s5uY+e2EEp6w++6sZKkyYOn8ixyEP8m+w+EnRUaBn\/iqRK28YR9FqejF5dG3k\/Tqr8YK4YiHSPMp7fZAFPjA3\/xdMqlRkU137B5JtOD0bK94uxhvXBTITfX\/+DJkNHau2ZBjImFRD2DvS7aE5G6wvO\/ix2V4acknv4\/IZ4WBVZLR0a9EkqTQq2M5X\/JvstFBBlvo5c\/+Mm\/4jY\/eHzBJEvb4Q9qkSfe7bP\/QPhtOuvL23aIeRt9gnpjDWySXPrUC0+qQDwlVTQ3P2dI1NQghWUUZf1gAkcdV8jFyw4I3yfVMCETDRYHzSbHoBX0tr7A006wJeWR42g1tZ6GCvDS5NDDOmvvtkWs+pvTpmVbQf4uQRQpq+LcqwfxE+my9hIjvXrZpPiKJcsm0cjSL8P6Q8p+xjs3k1VWkWSxaGy\/bwthRktfGEI52R+4nUKwDmlxq8yts1DHtyZjcIfRfMup1dHvd67nETLGKDTu1kVy369kdwZiCTuZUlP0PmZ4CJmvNSfSN5FSIzTAhP5ZDxVkN4vDPPKXJk\/xeqLg1KwGwGrxe0aII6vYrHpv8vA2vQuc3hFLvorFPlu2hJS99jAxQN1EcxAREGfpOipeUvPzTOaEfKT2Y2PWn\/U3zNsDLvtLybW0Vbnju6QjWQzrXj5jHYA3bMU+2qUCLvUMV5Y63j+qrRbemqYp7DW8Emic5heIoULigUxYFi5ozoRt\/XMaA8a7ccrauN9ps6VddfRb1ATWs\/2cvFRstNpOmTwcZp4kY6vpX25CcfnUeCeX8kwa6vd+8PmJ337M+r\/vuotc9oJPmMSyQJ5xYYs9oBUmw2S0zi+7TSee9jdv3DyxDoFnYNBN498x9TYzn3AvVyR\/reFs3Nh613RqyalBAVsRDM\/LugL7XiPAG4nQg18fC17tQWTlvV2D0mrHT8qzHqFwlBUKysF\/W0NlljJhS\/KWdFcKTDi\/N\/Bf372DZ4Qgmk3aLzI5mum\/TY1748OWOr3Kc5JHlQa+itxhqtfp9gS9lD0KfZ1P9dBcqWwM1cGbRAPhewMxpk8WriVUoUqvfUEdwV9BdNyOhVbNdtgkSHr0dBuo14HbAriGREIucpZUpz8mCySVNESvTf43nZ5Mb1h6MVfoVKvUOCvHE\/f+KLN3IFJneY3vonpkzZDDkc4GlDML8Gbg6ZIUOYxLt3ep3e0y4e87D6rKvz+X57un6lUBjwY9qKduO\/6j5v3hXHTbtnnKTIWbVWO1Faxfeg4xEz6\/xUWdlAAzpGiv\/SqMCHtqFyVXJKHzAvrht3DceKbMld8ftc8zxXsDy9WEVtb\/ZTlu5PNQJGqyb+OoPi7KmEPztj16Xcc5wQltqpTBnBhrdfMX5xEtlMQOQ+7mV0jEtQ0AselxvfLH0M\/kKUvxfzzdbSmAFfe5o2MT3ht24JPp0SLKH6v5hoR39phhH3EdHSCsn\/q+Eb9A0Owei3BZ8jDeLBecrr7H+mHhiWl0B4sJzsRNDok\/SvZETTba6O1B2y9lW1\/lXhqNWqrHErz3doQ1jXXhD7R16FzO1d9YTm3rCEGZINR1wSkn2VZ90pxvY5zQym12eebbzQs3xo7xREQN+s2dC8+nHnkkEG9oaHq0EUlGdFTBN49pRv9nAoSPRG36KNGFNBczf+iL6bSxRlaOwhYM5yVycUyOWz4NDxNrhGg8NRZ42\/BynPMAtx8h9Dh1QUF3jL\/KrlpqbrL7j9VkgwRonK2HZ\/WAqxjZarFdoeJYpqD3HIfYa4xovnFYKpIS3sNqJfvSgrvYzaOzv9lQMCUcY5SCF7QgzNdKlGuHbyat2SefOjQmT6oYRumF4KFxUaWewDLnhie5\/BuGJbeoLB3LGx0OyCLC\/YknrI4vNKVMuaoIlIIa4sHsmkcTC2YPP5qV5gOxaQegecfZzadYccx3li4zHVNmxLAHMjsl1nWnQOJ7hMgAA7b57XQe6fANR7y201hOgrDHq4U\/udxNKWzG9FcZP4i6TbbVgoNEPuNYizVvK8FK32er0NiNZ5ukTdK7ryl1ySnTYGz+cKhD3unp7Hd0ln447bMne3aXQZfRvb8B2Yftz8UEAHj5YjMYMjwjMTVqArdYIf7F1R1nB3VbKSKXRLMVQnUcSes4xM5fs3QF7O\/z2Vqtt8gOhsHF\/oyxEO0g3MusYaTjhJvaBAdy609rAoDuAyEt1KKuI8S22hbTLO1hyvbpoa+fMI04yKc\/r0gMLoY2IKXro7Tqe94fPoXSfXXN\/ucNTTv8m5Z3\/V0h3HWRCPTYfjfp\/9IrehhiPuAYMuLJ3BUq2ON0ZwRrGlr2IeUhTxFazDksP\/uyPC07TLOEV\/ze8V5hxe1YJk3HsGHXCwCDYMaK0pudNJVMoFEtRcB9LW3BTjeu7uYkCh7lDf1PFJ4FwFN\/dHiMVxZ2OXk2TmGYPuj+R5qCkk7xxMaLE9khYxz\/sQfCiXFDhKyxDNnrrox0Og7OuSYICVxJvoVFe1JN5lBtOEREmMB7Q7aM95\/x4hWBLvWMrzGcslFysjQXScmTnWFXnU7BxiVUqtXVOR0j7EKJgk4URZwoGA3eeFrx0Gln29B01PqiEkRa8Qo5aylpjxCuxstd3uECKao3fOWhQxbiWWU9nxokAtg6IUn\/Tq7Nsbkt9t9SjLlhAVzo2EkDh6zZ3G0TgKNzb+6KMOLYBz4T3D7LDp8bPWEJmxi3lcyM6fcKyTDC5FdgQpP0\/ehrXLfRvTx6cZ0N6PN1hHA5NiyUlviMcGXL36HVhNLRfLIsgNs8ahVCW9c\/s0iIvii40UKAYADC3ZspggTT64SkTGbvAE1G8Tls48vLjTO7mv5+710QRzDJ3w51jXiQWbLNOTzLWz0I1Sq5IIVInyRC0vgDHkxdwkFHEclllGe2GC+3cxlFnCy8em5qXYbsxm2Q7xyXoC9hXVXOamoLOZD6lUKQiJXPFvNSuSGMwdFTbQW\/Ym7hsIfdCmp38+uR3bBpLEDk1au0Hmj+Uo2ab\/yIMlZ5IW\/oknDVAJl4ZoCP2fBogCQhL969WjzywdIHwoeLnHdLt8N\/lJAUH\/Z2oOqvEBa+kjcQEfr7K1wjPCGx4T1Iz++HEmu7DF8yKwDW4DoYeXxx2qD8m39XQc3WxaMhyG1XXAZ00Ph9aDGvqd7Vxzide9Lk0gvksicGPl9z7ZusAGGQJlOFkxgJ\/5luUeCiFLt9HgDldScJhYuLvC1U07lpt4i6tG\/xpUdoAoX1Rgz1m0d03bCCns5qbddjQaVSMz0JTCWaaHKG9VlOaWcwNXvY6jxMfeLwBmyCppQnAopit3mbjEp0eFnhkGgqFS8lsa5l2fU11a35d6s5X18m2dPnUk7TOjAniYViEpdDIwCS0l6MJ6lZthbLX4V3U5UaAkUCNVrxAivBUi9EHuaATsAIz8IPCuLXbn7l7nNO5C1ZpBg8ZQ7Hwtt5o0SZpCfLKormCr8rluCc8ibGWCH4wiKV4yIh4fEVEruIppxvWFKoUv53FNu+D8v00s0t3s7r8qha2GiKl2dEXoT60Dr9u7E5eZhBGpdpCbMMvt+uFQPPDpHumfgnveV6A41H85CAZwZToXI11v6jfMe4ZiLFqz3i1nf\/SGhv74Q7z2\/CJg+kkKyYURTTqH8kmMpC84yq5+mC7cdOED\/FZxDjQgJraDHDTNYsiLfFXEzr2VmobmwSKS5VJNPP3qQzS4TM6jDhw6gHMoq5prbB4HVeDrBYh\/RWOTKNL1L6CtdXLrI6lt6Via0bEQ094OuhLJHQb9T+NCbdsL380iuPEwlpShx4FTAiprT62rEUlHdcuFlgB8Ytg7mgdgR0OHPL\/KuF9EaJRH4MzrVoCBmSO3Zass4Yy757HEJkTWcWQ729cYy16huxuvmYtpCear4rZCkDvQEodL\/nf7B9yZ0weDKTrdSVe4hoCDQrN9F1EJcKWabfXPQ4Mg+h3R0RACiDV5lWsAXx5kmFMNGKZq5q6zReIFOpSurnnxi6jLEKSrh9xMb0ZlH0Cjax5SN+QdbNyouukJI9gV8St+5JD8dHiVM40akSMoBuM4dqoDNDUnW4yzFDzr\/3n6MldRo6BOXHGZvd1fv1pm\/OfMqz16\/BoyinkM7UXsOVNUE8vZNSjYOJXa6irnw9JKQLG2GnpPUMiKx36BuihcjqB0Ay\/GKAmiwO69G9Y2TWfQJRpFuoZ7E0pPMwi1kqGXd5jrg\/tSJ9J9cJ8\/4OHG4HBaBg+y0EYrZ\/TSzjuiRyVqiRv6tuLiMCMB6\/W+\/V\/qAjAMmlz4\/SNf1olkNzHrGDaCU2aGxMMuq+8DV9GVnSZfU+9DyUAvzUL+IcqiV1Wy8eK1A8iP0D43kJKYphMCsNkSpTxrIT+Y2px+UgZ7BvFqQf9UK4eyTb3QQDrOZvqfJlwn7MOcUvcwn+UFWZWb3tmO7HLflMwrN8\/SoNzDew76inQjZBlKhqfXFWuxR+n\/hukT7IPfvcf2kZZp4M+sll7k2lajUCbpHOMdq1Lk4MwceBlKfVGIFNOA+snStXLRJgc79\/S4NRKCprOJ1lvUNClnW3sNdLslrTADHXUNkAnVYhkAv5LcHetJabRSH4f6AURE+4XNqg98QMy7vdB9pYjeE8FhtlkCoFLMyZxk2SR\/m\/Idiqw4gFBDvkf+ibAsSdp33hZWpPXllkPjF67Hx6SEY4eTDy1ki\/kPQjAFcELdA5KHddHot1LukwAPnpgX93uC8Hp1q+UX\/eIz6GWD3n6CFKhO8wmXkyonOR+PjZv6HrwdQFOy1EVI1yEzd7QFk0du1aa1p1uN2hTT2SYPG1kf4C6Awnve0L3xDoEJsY+6IW\/a88iqOt7nGFJYVyOfvV9nm5b3\/bVGVyOiWUOEeVc5iX02REdu50He1nFBQRII5aWJXrtVDF8VNANbKmQZYTZLOhZ1esyqrNk1Z2us\/OKba229fKSHQpfBvce2fBD13GkJCKrm+VKpRIM\/V2dX7jSi\/2ajdg2Csb95f7zq6fCtED9BU3fc\/+NokAxG0d5n7HK\/VXAt2fgOLvChoaxg3gwZb6GBWJb7DLfkOpfwpODotWzC68s7lzsw2VSlbqYWsYmSRzzHtNGMn9Dueo8ME8hVc5S1CMy8WSxo7OiK7e1OIIYVrSXRcn\/6gKInez\/zsjd7MWsEhdXg2dFI97QJCJqVdaYynkNfvUJo4bN5zIMFkkjimH2qpB4CatutoD+aY1d7\/VaSX2IjUJjMoxgJe7GJXHmVeObOnfy2ELQ8Hh763yAEoJEwk2Jx1WkitQU\/KyWW5J2XqXGdqcrXp\/luncd4DRWOKOmPsHDRnDgdCsRH5rm\/rPbFKhhXAgRczur9NAXDyhqvLZaecNcKk8XhHJka4suMP8GvjFq3A01eJgm5i3zEZzd4GqZ49NRjmD4PgttWndjCjLW2FAKoJGCWam8rzfPuvU4r\/DDlzfkfubIhBWKdqfjvsIAJew4MrWbe4JccWfEHN5+cd3rN20X4FfTO3eHi4jOxVI9IGnxnqtkny\/T6nQ9+NwPQFgsL+8pjpqXctgC6wKE7NDJyfOoSLhB+87vtz36SloWxblWrGntmRAjs7gxZZKpphANhNjAB1qDGxt0T7yJhsJzKmXVAdhOxy5U1+VRi0rT36rMMf65Czd3ZFzKLp8cKNnMBTlDxlbG9kZi6WXNl0LDYiuh3TE2OgGGo9aMy2nZZOafhYkR+YgE2z6lUazZV43ZwtGboSW3A6LxrhR5begE0ldbB7saX1qmlzOzPBLGk4noTRXdMVAyo5HvT7neiZET6E4U92F3yQQVc960xCpT8ZhS5SSXWJk10tyO0MKTnv6a9dfomUQ5qnMFB0ZSMxQRflaB+d+MHltlCYadKDHeHE7wfAZwy8s3JYej7uElXMPSHAKjqktZhnnOIgvSCVPlqlBTsBxOwpXtHfV4+xlkRK3azQAeKkb6E2UhVicNDQcrontdqlUL3Yn3oY3vYWaRd4yg1O6Bx72\/tr3oFTOf+Ku1kU6uZL4o7PiibR9uFsBTFyy\/w6qM98Fx578D9mh8iFJowXZMH7AGaHvbnxsOg1VIHKFymfLGiaQAceVlMEU9m6ATfdhXpRkamaIQQCug316s16Yn7KmeZjO97trancTj4aBdMCteAwVgV3o50kxpxAP+5zYWtTnoYBCabFCqqpnsBwrZ4IgRGq7X49Y+XgfX0fqbXoiKGSii4Wh7aFHwVInlolivoh5W\/dfu8ZuFpx+tR2D9zyJ+Iif4kTaf1w44X7vOfUu3mKVtbswC50tT6h6rL4Sopb0w60GGixTE9CVGsqAptmNxxKiGCb5qRj8FQqAf7hWjyfP\/w4rG4DANBoskV3bFSXOjNWaRyLD2Gknn83UtZKUTnsYDdtpjTszDcbXfOXLPhl5smPCNw0xBEuRjc\/5kN5MZ7nHkErrBkQRyCNw5ft9YOMs6sx8lEYJ8wVQPBuPmUXyQc7dL+3DX\/6b\/Y3JcfZ9cOkHI0vOAAAcvsejIXVj6ZufOS7ABQVeaKodUJcJ2Gqhh1nodqKLbZok3JYP\/6g648IeB7WjVE0bpmDWUbkuQ5GQuJ0RCSnybrdfVLITjKeOyw8\/Y\/6\/mg2ifFZwXTMS2PvJc+Lnc8CHb55Uas5\/ibLyTyRKvN6iV1k54\/0M+ilaNWOlT4ICSIhZXS4+6DtkC6hTtp+tMVCcMVt+QWR8p6qfKMDW1xARvti9GtO8O\/JlbUjrzxeVXb9gW9TAyBAA1j1c0G2BZCgAZRgQdYvP8cSF3J3\/BNOnezEpLPqOMTUE+MYAe17w+511Qkc4EDP3iKBo903PqCzHjsf8+LZQRtTKuNDqi38314BirfrS\/4WXRONh4zQJhCT\/\/1iVFrXQsoaaijbGdhG9m2mcTgrXXWlKptyTvp0Kz38mAJjfrQULzMNKsTuIXF3nP3iFCSo78FEo\/0Ln5HiqwzhRZaE+BHFnJIMiDg8m7+Dds0DdGg+WFKw2+2cCMCMFmc5HCfLrdi+\/jgGX8FSYmsUV2KTxpi3msnDUI6Oam2mFgXCo0i9960jWunfESJHJ13WPcv1xK+UH2wrH9gp9qFb6t1OJC67DUscXHOyZTW\/nqPZ3efZtKldZulpHM90UZwDuReLvQRDA+jbJIJm7Iz5HxMy3KJJBMzWKJsFI2wNh8lJOK8zpCu3LUo86LCbMaK0eym\/cIGiNRfHROYN0VTEBj7LbXbdsRiDqBdS3IltWyo1g+UJTZZcUcQOFAuVEX3qxF2Maq9RLW7O6gamgB6hnW3bHSoYRTEqeYy582UVzvubHeyc0oAjuK6\/4gQIbPW7hIGdTnaphXYyQMS16iywf9V3aRymERiFv7cvjYQASX1qOKs\/5kLpbK4DbkPfJrf7LbXopwOBTNf8tmuoZgwo409NwM8daypyX21NqZinLln5yWnC9Xjf+xTEu9cghgX\/j\/5h7FhtPx6ti9P8C6CyzM0FaYChO5YG+06jhLbAgrmwYxYWzrmfijst9MzWrVFRuShQ\/ueVIUO\/8yE+0CgfEsjp5r5dq80A2YaEEAU43vt1XXBrvt2+cHSfV+pcJKX4W7INtF2lg2wGmaaqdedJr9WADsRhuB7uOoPP5W1g1zr9jgGQL26zDq\/assKJLXOCd8GLno\/l2CAw\/tbrQd64nPYMDDUTT6sFK539+aK1OBme0QE5gBcNoirmkDcWgm36HrUf\/IlCpdzsFEGj+qOCNHh2QaxYTuiuNMR3nk7kE09C0STDlHwOR+3eySyHDf4srDG8ROWm+0VWqy5mIWVV8olWJPCtnBITeH4yAFUO7Db5Op8c7a0lWIMFqDvsS4HXsrczmUgbxVE1mUQSvQjmJ6NZJVdDb+8hqNsxrypoQJCeuPhqojpsfPz9xXWfYrHnjdws4hUWcisoOb4EE06mFCBMUncOMM1fcBjAEyBgqBkuwJTVg+jTfNibKMQv\/W0t5M0wA28gNmYJY4zzk3fr9kh\/53UUQbvJdgDuXIUPSboI7DxjwCA5YFx0TutAL8IQAFdjfVefsc1taTZatOFjLpQ1ASKrgtc\/+qnKx8jKBVqTGkLTGeTqadooEtEO1WL228uugbvbQmiUftf1DPg2USsZH03Xb+Cx3yHBJ4fKnxKzar6FPscHSRHmlJKxh7mJoK6nd5ClB5o9dz+vTT0EcAI6VPw2kapmPkNLyU9r7EFW895RLHlMf8mVcA6QBISljzSYz1IUqLOEoMFmlnGnni159DRYPGmRZW3dNwibFZyzPeCGn94O8P0ca92+wxXXuG9tT7RUH1MzJNHndFr5ohtVYgqNm17vszzai9Q3i7i73uAKxLmx7HGiVXgIR6hlzJwt3m+UgUwkpqwCrBcEtN+pO46kVVk3GRqVI\/UJotS2qdDbgAn0pcijcxk\/n6nBoy\/MdQ11eIb05\/RA4wrdm5pYCSEd\/UqG89FbQq58wweZtoSfNOq38XX\/iBio7LUFJp9cCFVMD7fdrIqV03CqZbhCn6Ge\/enZoJZl7d0uUVhNdwdO67Y5yQ3ti01HEeIyme+littoveRjs28akOsV\/JJIJ4ChX\/nwEYknpqz+FJzTapFfFNmskp+dCw4QyX5cH3eybaAASN8\/ua3JT1WQkFIXAWKpiLOAepiEoPqrQukobY1sTFue5p6piSzlag+3y3rUVnmUr6IEKXMrLAvL3QmbZ91Bxs3c3ZJ7aSLtA4tg+ti3+wos71G0Yav6A7DWmxb1VG3E6UsFMKys95HKoTCFGRMqioKWPk4bsfYc55+x4utb2vWF5MVOhHq0IrxdzxnW9fMDo12UKOefTj\/u+RHxLtNC+dhrbxxKezDq8NiqZYUTnhgFz7+TZr2fRTtYHP8ywOC1Ps2k5hRJpPtYq8nbN+YP4dRKAQRlR7UbCJP1oaaDzxL9oWIxaMwq2ijwAJI9U6RP9BbiAKTdHwayam47hD6h+GW6QdXo8y4eDpINBGvxWBPgeqfZWMOATd05Mrqi9E4cHO4\/tTLyIvXLtS3FjPvynfspCFkFN0N6W7R4TLlBEYbqbQCFnt5h5UQHMjKlxFegHK+sBFGyMG5nMgeVQ6+DRDXkqLcb59cc+GTFMJwswXsDvQNtCBXzeh8oQKdCRMpIEoGBFoCE1qp6C\/FdpEG8881Zn0r93KPPIJ901Dn\/evbJp0bYthZ5OwDCi9pJkGkqhhkgYYQJ9fzzk92\/xSJhujXoL0XrRyBSn\/5tz9RvnTrO9YyG+VwOKhnOPPvXhvPfkS2R9o\/2g2FcW9huee51H2s\/jdtq4WeksqxHY1sKmEv0BchoMseqTqlCua7vmQyzjTP5YBZMpoTNEEG\/RsXJ5Ldg+5ok\/1A7it6QU4Ri\/4ZIKhgPRfVgCOlOZ0tF\/vBWpkcdrMst8WJ2ItycMPOec1HsESRBqWLHOcYWM0hwLzQphprhUyx0S3+8Wdj1\/p7GPQuI8nrSuGFoVaeIZ9Ez+5ghSSxA7gENVCZDUYYV93YhrrLIl\/NGbyyufKw5mTNkzGW78qAw3slyCI9CBWVdeNQUvySAZ5psQcnelVFI8JAbsRCDpI7aMVNGHul6X9cMUDIWr9c1B9MiBAOBonDms0tj+kxmHwy9WBTvUkjsWN4jJb8kAOcMdglGD+jZmEv65O+XBmC36FPwQPap7VWZt1oqXrKMRhbC1pOzvopw0A07FvXZj1ECsPCDR3WH8Q5Eh74676iUZXcJAgN5mdnEW\/o8M3GjIXcOYMlBgwhTI+aNaSX38zS8hxsjCeM0CxyYnzuz4OlUW5rCfI7u9CMwLoLGaeY4SsjKRgJjb6E1onTJRyrmk3QQsB2yFvnGqj7pDTIhVhCS2t+BNm7jVyzF0gWPpZh+WkTEmwSIU86Wq\/StcWkBvQW5xx5NJl9TukrAgyKOcJ6WDrkEelm4iJDazCYquwYYwxE3misrsPHiWGQSqj\/GVsRPbCodAmJDPmu+ZeU5PklRAc49et\/lKn3kqEog6YBPGU\/m+5QKhO+IJAJKtt+nijlop4pp9nOeWkF7cBQlRsOn94VPcPW\/E+XsUkoehB5cq7+WrFLgfKk\/vWySwIxq0vtCGO3edBwXWbdHOo\/aC1VonBDCmAgvk1ier6UlTT69uBdpIcUSPPuPsXDb7Eg9acm3sqILb5ikWiyZWs0BlQ\/V\/dwYiahebVq5tFKtBNCeD6mN86D97kfFI8zZbYCGTos+Ted1mZTyETLkh3B5bbcW0lr4vT4xLyHwBu7d6gIeVHFkt1DLXtnnVXaDl8zxP3RC+fj7FnfmVxVCyEn7M1azwuBs4C9jB+oWuNKgzaljdo\/CgXzdLsJzjZUTt5BvI5whBtAL4jJ78Rwk0L2N9oFAstqBYS6G\/tHJ3bEdYqhbj+G5mHzUAA0F7goo6\/IfJmpVGlO8\/yWkqDwwB2Rp\/DAbMaO1CKdbAtB4vzei78eAIFTDLwCKB1hXcp1hxSxY2OL3cQ5wUGWL6jEQwxyZ14sEAabnmXXcg+KJmB9\/P69p2ritrTsqSTnLZOvLBzqftgIrkdcShYCiOq0LnNqg7qJhbDU9DREaHip+mHhvJhCSrKSKzbItWX2joYGulDWhB3R4Lh\/446truN\/yGnutGFs3+V8F7FRys5T+MBI\/BMXGWc+kGngWgcwJaBI+eh9ooGw3D4H9\/3BwJO9aZQzmj7oLOP8cRL5IU9u79W+YmMZq3aHdC6wxx+tNcbkK+CUz7\/DeWUIXx7DtU8EizInFDnVg\/8tmwAnUfMHUIDZz8jXlHlEHb5lwf1ExNucys8\/7HR8l48rUYg7CRftjX\/fpbXOK\/0pc5GP7XL6SIdlUi18RwcPM0L6p9FsImvzRj\/XQvWPKcX5Pk0XkZOm91ynYfCp8WVwPg5owlAEUGnwgMKw0sq7Z4Wow26xkqgQFu06Yqk4BsrPtcsFvz4w2DQ1VAFTk+lZMJWFOKPhyFpoloD\/OEv+4n3Zrsca8AQfIGjxDqP3y2SkYv+jQ+t0DwBQPZDze7NIwlP8OG2N2g\/77wYimKFSIR5LeLB3SSYwbunbDEQvgESbZs\/oz3l8r9qiLJHi61MMf0oUY7OEtFbWxbkpjNDApfzQoDw0rxJsQZv1C8CiKPyq7f252fkXJnfYcKhn09TfIavn3t1\/ltX5KlA4kl4fXKbVfAEMEnlLffRJrzZtiMoeBhw9m9705QE441ad29fS9kjqAmj9QCmnCOq3bwN7mMlhhMXsP66s7t59MD6HItUpsGBPx5fQIJBmmzMv0Vns70pasXhskiGyScjXpy+KpzJu+6cYpuJSZY1CmJj9lqTe985aKidGhP4M+yvSCBLkoupGWTdMsYeO+WRby6PonAPuzKCq0RDwW0scnjSUF6plQSyiJOvwIhab1\/IybJC17IcJvYP8gvi9\/mou6RZyMwxqh5X5EvvLPALG1c10Q5u+1yYIQQ2NQOotFoZIdmwdwx9HOHDi5wVQdFQerEVLFulKur\/oXQZlDfBaQVmBeXlVifWQhb5rXryFcEJv012yXkp3zsGTKDoJFKvIdChe37DV+GZsDcL0Pc7ir9nQqePHDHQnVx4yWWUnoxlkgqloNPn05SS67y1bgzhCu9WZmYd5IdrjQmtIesM7EqWvG9R1qmhqRZzSt279SnizxnKAKSNFQ0MxbB3fLCwdzm8tnC54GM83lLq14XJLEWxCF4PiuNBoFQw\/4P6F\/aZZzMw5+ZaAHCpaaFHophRyYvVOLPdnz\/TLXSPKC\/hKBWL\/8ufmhbOXTzHu6mnDz37o7uS1JA8Y1ykusjCFqZY5X6+El\/4PkKqgs3dtfODDY8OEdQRERvwdLygxpe6oggIJcks+8ayECO4+T\/QHB2mpmBlES8cWCtd\/waBoOE56Bj5inpmv1J+CWxgym70EGO0OAPfZGid0unQMb9mGowqgkpI167iZU0vj5m2e7XX6tb\/q2gwpps2sPqLR6DbZNiJqWgQxATVGPb2Gw9NNjxdJf+XPzWLJNkOZTBAVElRaZw2U4kuUS5QWbjjjhpklQjVZjpQN3E1JPl3dUF4qw5BicJBusaUYycwk30DEcf542e3wVRtvCrEy9zxbt9aRfMYZ\/3pBys5XjCCOYQkvoLqdkSFVulTZgGpDvKbtVBAEsg5BsbZaeUhKfKd\/wrSNMMV044IeTRCBZk7Cx3c8i\/jB0cuTAC7cod7hyd87dRYtteAZ2O67zcvX6Q5KgAuT2dX0eP4nUNOjOQzR+lNNWeg1xw5rhr0ul1OoqwC\/Kgj8gDen6I3psOBU96ecfGSAn8UJW9ch8S1ZNlyuLDYdQ2rKRpf0khnG5rNCSCfH\/XPQnRuAfdIOfLlpUebeYkk4m8\/zn5HgBDVU3QnOT2uoBZvV67otCpJqtVzKAqw570gZLKQcLucytEK1i9kJYaNg4jI6rAbelVinBZ\/HjLKzcy+blH81zZyCiyAZ75FrZux1MG5JyxbtEkUeglmoCtr81Vsxyv1iDJA\/cZW\/n8b+RF5OHTdSsiFtrAB3lmgmQbkeaX6\/GsGdTXiSPOTRpahtLV3O2Mn4jZrmQwjgBTXAxaNVoQKyY5+M1he0bi75dT2x1I\/Te0qmrCR2R5MFplVChCnC39Q3hzdAIaAwdD0tEh+5\/iEYlPXDhbsndpmhACwI5ZCw85i2kcQPGM8Z8oyYBXgwuyBz5iF\/lC+e20xqEtThZcGU2FouuM5a1bqos326fqP84K73LD\/gp2eELEwOl5Qd9zwa0RSj6aqfey3U7P0qHR99vLI\/38VUB1CBiEImBf++mQhCUWwCf0og7n51s3mTTfGSBd0jxMw9ZGSOAM6J0a+u7lbhiNWFf4A2P0Jpe4tJUEYENccWs70o8WMZN0ST3q3dc+DaoI+tK7yu1BBuztowim4Jo3g4CSYNQLXZJNiQn6PZBbBBwcFDBT95z13KC42hEB2oKoTBnv\/UHFPd\/wKo4E3QNQAyRGm0axSn1\/LPxqG\/m7A\/qWRQID\/WK4kkcMGT7zKknNEDwvkhLZvEP3P+asfvn0QwvWQ6rNGLalkQ+iFHfHvY6R9cBuWYk8ywDn7lV+KyMVxuXSXxDKIdAbParN5ixqhphqmyS1MlMO9J3iPsBfQxV7YmHIsfPH7MFprA2LF6T+8YPaaR87N1GuPhMXasNbDcggSYDwADldF\/\/i+Se4\/T5jClRPdsu0afuvcog0BSyAs6uiTr\/Qf\/S3Z4Ccordesmto4E3UF3VRgLEKSONrIA5plIOKjSo9Em4n0udX1bgunOW4BoC9Ed92Wi4aAreuA7MNDCIfBSfTIeplL4e8WlkwZg5MpdPGXwtKyeN9NDCnUHNh3618tcrFIEuzQ2o9F5eMzTYgulxjjp9yflG2lpLUc\/snhiFaASQ1wrhZHDoAQbsajlEzxABpOA+anlXdUrIyejlmFDE+rMMVg6Qd7pjjvqOEd6EXDglhst0JNRIW3+gojn5vfhmxBVXky3n+AC\/RXllf8\/Zj7Va4+89UuRLVgsZZQ\/IeGQjxs6bvmv6Zk6y8DJsNHSlTRqFKu1POfLIRP4UYyz6Th5DBXUL\/bHOQAgiWGaZzIgDZo8504WiK\/LKpAPuh0IDhXol2vyZsX9qDQklx5AyYfnMCk3ft3zmWdR++dp\/0dyGE6SA+LVfTbAR69ugtkhL+WD2Osun1LAr7EvQAm1hcmC\/PAk7liHYLo8yDk6\/rLaRdKAnIXpdCpHzPtzV3cJEybbqsUWICOF2qQmqHQ672j91vSqbdvz1u\/azi+gnvT+9Dsg\/Xj6vtXIOk+Ac\/vYmdQJPurH62te4g3ueoOLmtnUPF1UpJ3W37qziWn7X97fWKJoGzgSjd2DGW4MgpXd0\/YzVdY7L34tp894ll6zrmg5Z0AMpyc6mjmK6AMIlcbxu2B62nBcr3tOIUwviZL0JZ439hnczxMhaAAhloIGlVBF3ONCZCwR9plRyvT+FCMSucjku4bOMraMWAiwk+bhWzdZD5imxWM6RjknjpSOtmiNvNKnutxPOPiJdTkx8Ay2OHOZl+MSbJ7HzuNhrQqDoopIa+pbo58K93AAtnLqskOJy8+wNdju\/25Ni6OfvOfmP5X94hNjvpOk8bPPdr\/PkzoQqF1mayBZ6eUtGtX9i+F0DBib4fRDlkqzkexYXOWktNWonPYX1al0+kWIMU67rxdSKlAXFJYM1dy18OR3BpYl0WK5uQZ2rOa4TKV8JssFJ3Z1YDN3ZIXQcoOnrZEP2ESrwbA3jsPVQzJVr6E1kCcxi\/HVpyeTwnzQhGM2h4Etes2eVLa6\/dGMJhQjJKL4RAHj131Z6OdXDrqUhhfFH\/wqzgj+js\/+xnJzKq6vgOpkaQ75f+CIgGKujJ\/CH8LuoOpuLDMfitJs52x8TatCc9Xj9WqYS1kTdzKxv6tIiIQe+S98lPK+Lv\/coAriA0Io7JzXz8p9Y60VkNk3pZKA17tZoscB9OYgCY7lJlrzL2AMmYaI80wVDz2A0vEendKMj2PVS3rkRVvRi3xpPUHaojjbiWrxSNnDzY73wiRhgn2X0H0OMzvZmc83UZ6AKgjc4AHjNbUfo2G++Cmpd2gQeMyyAc5iI1s7m\/XIPCzRHx8vy9BFkz1YOSzoeFTQ5d2V3tHBUGPWNzVMZ2nQ5BSKPpUPKbQ6ViqhitB4dmGFESmW\/KZ0s7sZvfHshXDR2FGTQ4S5Swiz+ArGa9fpqYOm8SdjMFbLlMkoxLuedlGW3q7mc6\/lgVZcuc6StqLoq34jf0RUA7dB4vwmu0DqJb8lsaEhePZJEM9128or5ZaHts6F6UdiavrN4OCNKCb0oEbXhkexypb8lEbS9MT6PR6AgCXdc9YqYhunw3W+X2n2gGBHJ6+q+MRoHsDkk+Ft2\/vUpmxPCPN5qf8r\/tUJMH0nPbX0odsH58qODYGruTAkGEULbpbK91460r5nPNSS4inZN91XdOdpFrt6TlVl6FgO+yBGzblQfnYVtLDrkLs09isgcZSBpMTs7qZ+GgNghS+Sr6cMVNgjOO0fczlMB69\/zNYAuqwS4tSW9myMnr6htdJ+T5qe1q\/Nzz6rlQus1EXOXN6BJwc73FcUrnfVtFXf5pZBh7xGJ4U+EO9sHO+COW3ewfd\/4\/Bv\/xYPpXW6cK1tZeIro7p+t6lfrZSnRY0Il1oEaGTO+H4XWdrOKc3CM+\/webWUuoGFsBXyg2usqdT0uLguGLVcARCfqONNEHQXoVQjScf6Dq7UHHUtCi7aKSQ9L1WtR41j1CFeb4yytKbzPl58WGEhYBAPzhuPwMJSRRs51vKdnp7teSHSyNH0O\/vlzt6SkYgW0ciMXYtWeW6Ulbzb0bDiiOKhKjIVhqz\/h8P\/r+HcsRzozcL4V7La3mI0fjhbPYWBjcxXQq2566UsLT8Z8WTdDNZwtp3EvhPRU4Wg+F6jwjo\/wukJ8r5wzYU7YiQdZ5H5G55A7c0L28wANDwu1FDr+Xg2JNahTBAdnO2vo9ZdWPEycuYhHtJJwYBXQ9XJpk235o4qRfNdm4E1lI\/xqbTpYNpEt4us0tMaL49OqmAMkdQ+ChVziYldgTSNz16bd2qnnz6GCjWF63Zvxjw4YvHbgR5MZkE4gw9gY956VFLvxc931ZgavT3xEu5ISYZ01YROR2lIa8B095WsJ7T3fdjSWIU4BwyE+3VBinUKjGviq\/nWWoMWGblcArwc8pAd\/nH28jODJYQ8CBQF5V3YWbz0GmprW3jxjz\/ToZF64ktEuaM6WepFmIOknScrvPiKJaO+gb6w8mBCI\/urfvs6AhVca62Wd85W+jAbh4lL\/GL6ZG3mz7tqYZ91xzJEXFxb1jgyFZ3ig4LXS5Zg7MLAD9nI9cEK0q0l2T4q6\/v+nXMfneiFsg8GzLnLUETGlmX9cBEXfXxHUL0Jeq1UgRMo4FgTdh8BhuheeVcrluVoE\/7iaQXgCGfHwD0eXj+h2vz4ZizdRub8iAceqUzl9MW1d4LQfwFJ7mbzRUGqNMlFtSWybklDOANzK1KUA2G0gZuDTq8gn9wBK8s0Ds2bL1tMSO4w9DA57N2fPWEh\/taeuvGyCUzDT67zZmlytK0zR3SDFgJLrgdhtkI8uWPeA6qSqLz\/zkSwUxldF9aKz2ZESoTjpcsIXdmJoKUtGvszJogZlDZ\/+PIaGH9wmOCnglFVOYB8m0jtQsd5wJ4U\/DQhhStO5bEb9Aoh+9kW7pli70aHV+S+gVzMBTqbelbmrLgC+891RqKagqn2wrK49xVOR9fDEaO7f2ayWIL7oCqH4rpXfUhrZTG56\/aujtBDlZxP4vq9GMR4rW3D4Rny1LpVCk40gr3auZqZtXuRO8BUtbnvFR6zaqw7BEm4TvR0dKFM8Xgnp7UVRCoMnrFDbVTW7At2gQ2sblaT4cUCkobU3E6AKffXpIAiO8U99w6uBC712ZNsQsoYs5\/uhvIXGTIWImz9XtvU1vzgp4osOVmisVvSqpqXF02Jelf+2k65R16HOueaDUctXK3oB9TIRaqt75mAP0pZ3bsUaD32YdfLvmIgd0OC4NDXkd3cmfVZ4wMyhrIHnZzNt9Dm\/vewLEcWf2nPO69ZpBsGhe1VNbk5nEB9u6TPOqdQzMojDDCxacJ6HW\/emMvhFj34BXDvdOEa631Z513Kf1MU2j7ZSXlOz3yupZLn1gw6ylcUn\/h1Kv+UrhhNX5Fz7O3dAL9irS8heotb3pcTYtUEYvY0qasVXaKTVQvhYpLD6aUetPj1H5YY1upMNCsmArYihgWH6HAfq4KCVdkXhuYqIXY8npeN74oB0lPwXB4IYIBxu\/88flKjvm5AYLjaxJ19Auabo5RioVyGkZn793RBn8nz9UGbT26ApPzYK2eRBeR4UXCBQJiIRGLgtVH0bph5y9QScaXHdOguBU1crBf79RHxXbvhHuwQtjqK4WQUwB2pOnC6rL66w108v9e3yp2zFkgCAaRxHyUUWGEUfDIAxb\/tBHvW+x1OtMGMGLSpQK+tnDe58P4bNZZrY\/igT05X0teJRe\/itj6j3U2dpqetJR1hZVDAA\/1i1E8XyEGSGdljtPQuSNwfDpUCgQtr2tuD1Ktj7UUIjsRvrvWyND\/uX2LZ66b0+JLupdj5zgQggSoxR2V5KDI+6MB3bLnurGXER9cxGmaVMe8WXN8RJKc20Va3vyVM+6fpaUF7Uc8WJciicFgiH7nHCFpoD+SzlRnj50\/8euXX0AH5a7JLuF0Urq3dL86CcRc5pmNE25zWXVaueX7y+wCHwHvQbwmscDiYX0Tpbn0\/vIVLomi0uRWSVttZuuBdGGTnHIDcXj+tETKOOySZvK3TXUL3TYuBxMaYp\/a94oIRjQb11hY6OddbpeUrU8vBptw9AkY6aUVXjx5foIzUqtCMFm82MIQS0jPAyOVbd2Rh\/vyXX20cU4R\/w1py6U+2eewYDH2WTce7bfYJgtT35vCY2cjaSHyXlYWwn9r0RuLWqZeCL6jR7amCjhqCfH5p6zVVUGFthae3UZGAh1nE43WKK1qFFUvSa36JTIxTAd9NmPr2MmE\/bThGfptKKC50lYG7ZF\/55yrbxSnpbMGEmY4ENGLXm1NliK0mz5SlXdWnEPWzocADFfZWXqOZ8eQB5ui5SGjMuKcZkNl\/SfWTk0m6PYWdAJN2x7lZQhVyoYMZaCywAsQAxm9ulosJaWGnGuRNNDflo3RMJJp0ovjwhs8asG6PGbnek4s0xKpn3O21A\/HkOuBkmiKoMz8X4\/+S0bo25nTZbheGJN9tFOQfafOat5r2YtOZarqdf9syPrCNbYsi3YMn7OtgJ\/gunNVng+cSp8N2Pm3hXQnzpGwoIEVQjm+LcBhnt99GqP8tuIscBq874cTfGEHKtByS4x39DURHLGfXofQWzc7iO\/iWqogt8OIWACclES856+\/cVFujgWdcxgSsRvI6lVIQTn8Yfuw2Gl+slWGvYAsdWID4AJuF6rXw1zCVJXURpv5fn7E1k5lZoOVWHqCpIrcee5yt2GZm\/9rw0jUg0J+RoWKDxRVKPmPhQc1LpzXpsgyo01EvwAsxiuW8zK6hupWs85dCtpKg7hqGPe3yJG265kZg+0coG4cNeaegAAhdup3cYddgA1JThbYyJXlvxK73SyfTVzFVq8m+zAmwG6Ih71LY7cEBst1hq0RXhFGO1WmP4c8YwBvVXqCFP+3HvBRuusSklqQCwjQDvbmnHF2AvZ8W9mq1GhBikNFJbWR2Uy34FarXAOzbp7p3hoCyIEdyTLqvVeUBp76DrA0KfJP9HeJcDRqLec48TmlgTqT9erX0sTe\/DuvvHCN9bLnRqCMq7fdZS7QGqaJ6vowQDm6ASQSqjTC1X\/kHKPJhKyPqUyltqgLJ4ldLG0arxD6Ja2wpLACl95nvLzSPXZkCmd8a4638GuHjFDaBhnmlEaGWpY5XJ9RU\/E91rfG43eIK5JNYRM8nbJ8wn+7138o0pwADi7SDV8+HgJGjwmdiKpTHaQKgA75FZ15\/6ywyAOx7nyW+p7iyhxFhK93s8TtDr670udGykf7\/fhX5\/QPZFhWt1UP+VXm5iF03Vcd6EYAd36Qh5D9AaPkrN9HBMyVxcPGcEIsrCwjB2gom6GxlHgWhYYhWyf5uCt0ljCVI8c8DNtkBJIq4x2s50ABQUUN4AJh3kJBMDjw8BtxyCoLHgNb+V+e9f+aJlNlMolJ80FofjuWSwU2PiwytaZjrfq+uvZ7M\/FlDJMUZxZjor4cO\/dUNHwiHM7AIoFG2mLfFug4nP9y7YpmaJWbYZfB4BoY40uXtAVTquHHbcR5A\/nHvVfrnbkDeyQ01rGk8UY1dLh86oLiJc1ob8bndIsVCJQoqXgUHKHP9xFijD47rmM8lj\/DI95BLGBu9xYTzULnXaeOm5A7CIH9H5fwYdgaTHftut1aG0EogIWPzZEUWLEURjegp+b8CiCddLhhIWUD3J\/RQMjIqXXTrvBRCXzbUczlXbSX3jxohs3gLPos7H294VnyOuZnnUkoWxfchgqmGR37JutuEdJxkNcACchEpxKgnzPmbsY1igEA0TqjM+zpKPb5Eht1LpjQD1qtss\/e6ET74RAHHVv3PS+IVH47sK\/BYPc8QAiuPQoxwh2TRvl4lMW7ydBtpIK76jCgbY2pqrihZOshnsaI+tcwF2VsA3i42nywyJVEzy+oywO6ufqcSZQs6OXNcRzPU7d5sU6X6hCjoidF1PjJzdl+rGbECa\/+jWFqwsG4n2nIs5xbBiTO3q5PfAuYEi5xQfVbDQFI7H6qzwmKy\/bbLUwEG4oWce7Z61rDmOyBNS0vReGdDUUz+RhSFrtUm\/GIu+aFGpp4+nayqgxlQX09yPfQ+J6Ld0+2w60ogxrRm6M0iQy3EBUsa7MW5pwcEVgY1ZXFubWgjT1l4JxZvipeNFnRh+POAzf2On54d0xAJi0fAfYFOQiXpt9UovRDrISDPf8LpYwZzQhOXEqujdlNLiN0jDiM0dR5MXGI6xD2gBireg7uoNopY6OgkZhUzPBuZOQ\/6rNLwpuDJzjCMEQ4DpVm3GwwgLbqKK\/3fzLQicpj6EoTfnIkMujAYO8hlSAevlLiY1et+oBsyBz\/G92yfaGtg9TXaxHbAf6HFWKTieE6eb9V6Q4IDuoEcNECFoSia6Du1gtozKiTfMB70gnB+l5T1ZS0GiZJb+Mct4+2QiFnmKqe7B3oDRiZfBCmcrvm4XkN4lxTUNuUW7Yw3\/wOAwgNbBeYxLTPIxh31pQLyVFckQqeaBD\/UhIJBD6qx3tcr9T8cttrlBr1ESkwtFE3\/zHE8q3zjBfxGJMqj2\/ofuuq\/FyiLZHaUHwkZQt68iGL+VCE0a\/uqJCPLeM+7uakyZzbJykgZqVkpsE3Fhsm6LD464AI1LE8XnDptN0F8oX+J8naPEz7XWt3G1gdzXDRdLGuOagwlQVNZhGILXYbTTdJ51Twpoia8LlAg7N9vhzJa6qzQL+CYRKkvlFwPlAio8Yz2gDz3uLlWFM+0TcMLUGqknZ+67zCpP6J\/D9+nmw5RXnF7GxU5j\/jNOiVBkYUoq9ZDvYoKA8Sxwi19lKpv8qMX4OuHtTYZb3xzX7ZJjPIZaRoSzncWgRI2mY0tcqkWiPbmNIEhH2aBrZFN4rtctyKBPHdixBQAE4L6lGvo5pYw5ScHvVm\/qqSL08zYutPovf519rhGjyXVKY12KBhVFB\/Sqy4SSa1YMHYsy1Xj\/kzOKYUKouMP5C5U9JjNBnrm\/WrzyYUwxht5ayhvcEX9E\/It7\/xsJ0bEbeVzshkTAk8dgqciA20liJXX+aoxi8VAj0JtsnWdtCKXXfPO1ESkkoez6Ci0IJpI11D8vuVgB7PhAQp\/5ICkE3vpA\/qVHPDkL2zddrEGJpWD8ztXDE48ljgU8zeWUQWrHeqWut2Iq1HEIQP5Z1OKVhvhH\/fZhhUeIHlYA3DjubPx9sVPiTkRidOJsZ4rGJHlrg6Uyd\/fS7ko4XGLOKFiT87cFXJR84+\/vrBiIYTcNuuQDVlFrtPlGrEjFo7SrLA0KlitpSFdHaDt63TtiSnc6JVqUn6igTuGxIfanoOuIqZJnRplKfHP4sgjFEYw0+MdPhwd3J1655Gd0B1hqBzvGsTuoaqZcFIkNH1ClJiEkB\/mCDFF9qiUBJe2w5RcZYvRZzl3k0NqhvVtPiQF0e7wUPZlwe35eUaTAgu69ipH1Gil4bTupD\/WvfoZhgkg6PExNJ9x2dP2w81981t5mc3b+tAgcFeQpZdAFKtPP+09Ge\/0v0SzS1FNfqKp64CXfrMOjuhkJecybJKtxljE04WowA+y+Yh\/0uBwbg6B7xNmvP2hABNy7JdqYihPCjiSGq5TyUV7rOciS8Sfe4eEYx3D1qrM2VYPy2AAVjYLZ3ubJr5w78wjDKKzbXSnSpwDQXQ25K7t0bIK7wVV9HSxk+d2jetASiR7pw2rw272iHVLl5m0jaio5rDdEiHuP\/ZJvsSYAOcFAVaABwTpnQv6UKysLu5iThd4xSN3d916gEjL51qqGnEYlCFkQboPEpzTByKEutVi+KTNgi4dWDaBI4pO9X8UFFqSH9DZrnKuPwTxYVLVDtLckLGwt\/JpxRWAp+sQ02nSNFQKl3xKdyqTss\/8Xt\/lqHROaRZ5CNKdt30sazhlcFtJ0HqBGRW53bXsfpVho4QTYhDOi624U+uc\/AvNdM4q\/CqLWTvw0NqNgXIxfZ8W+UU2i5U+bas2bX4kYjGOqqpy2R08DzCEa1dS4VvWtiTZwmMFxpa772rFntPKcTEAZesqtlW9SgCs8t0Il\/e5OS4fLlmAuZ\/hZftcYw\/5GfJlTSXslH+K9CixamgQZ9bEWMNEYNxtvs8k9g2HbgRKW7kn23rkTDG4rg7NE2JEamV6Fzd+avRTMqZUanJZqGoxGC3AxgGy2FqM2CQVrzlWg48z938iaxxtq+Ctm8A1HgHGnO9GQ7a2XI1m83RlhDHPNJNx1gDk0hEfe62qtqnMYmyfEntHyXc4lf7W8glfxjymw0w\/LqE35nTc5++P9U0Y9cpCvijwkwoIQidyKn\/akM5r1jwoglRn9uuUqOAKWCRhPX8c+bkEjjkXQtpzHY15P9lFcM9+2NGhM4ced37KXlMcqV58WMwDQjkuTq64txZn3PrRQmzOcAPd\/NoL3n\/KksFVJJfmWJpcA\/XwjfFYsadN7RYftCt117NL2L3AgGCMxNt5yTe\/eqTV9Kq4ICdaLk3mAOKrgi21oNmZWyicVlDK4gsluX7EKOgAcruDgA1oQEczNyYPgBkGqnoPWHx9JUpk\/AJPrvt9Y+t4BwZux7OpKqZoklKNH8H8xPZXXHgo\/awOsooMAgTCHp\/5vzjWVbQ5W59sgTqi+iMfrh8ShkqJZvmapog1Yx79NrC1TazmpmzAo5IAb1UbgqRJVROusjzlWnbh0dCYU0RuAuWksstg9RoGW5zGCffQXy9Q+j50u6+F845nUB1tq9o896UKTWsc5SRisGJkkl49FNnkdM+fIk2p9xBMeYrpoCBOKNpZ\/ZAutsXI0IIDwTFD67EDAwsxgszXCK4CzRfZZuGmB2zMdturBVfxahBJGWGLiSVhF3c2B7tSw5cI9xdk0O4AK9ibQx1FRv0u1voFGOOoJaevCJJivXrRSOMf11E1mz2w\/mgzWVJfz\/gEMIEFz8z0TWfdJy0Bs3zKCGscBiPkB88mm0cGNkxAZesnKJDjWtPdPu2zPndjdQ2y3u871ueJXkYOJOb2U3cVs3AdwFggs\/Jd+K67+l7AmMPaHRWkkjXonvUYv+tHOhzPALBCx3y64FQfrDzc+NuwAAFDtpbsfhhaVG4AAAVhY6nKi\/AFiAZ0a7SIFcr8JPuLIPv2uDBDGnh3sjvk5D722PhoITcwLBwVhc0rOSuYjMLrozwewzvjcGUTwyuvlNOGtY5yypOXH7OqU7hz9uqxCCt9f\/Wv17cClK0CPc+DWeUbCzhEWVNuk8pUPqLNZGyOmKNWL1tzQA3c47UiTWvWvc8VaKkwr339i8wUioB4LCI+UH2UA2sFre1RF+kAnlzoLDMVxPkqdMoaEDiEfip0zxpCEreFUkvZCYSkwcw6z\/aIQ7tbVMGcVeoN4bWzBs43u9E7bKATZmolze+F1U2hdD4cJL3jhoRy1Qm8mtn9moJpozk3Zkw0Zsik\/JAi+Gm8bcwpZSfde+ebRZUamYen6Rn53LXSKS36kprTY5sJkOCQ0n3dWlVZeicyR40nisrsaMxKNnPESuW\/0lTglERKoD\/DR4VG0Nb9DCeVOEMV615\/YMlpVr2OcpKfNSsOG8rISSRhEP\/RJxg\/PZHJqek833joxbN7ZAKoU013Uu\/fqSD5DxBZqbyrw8cnc2uW8jyDpX6RDguRBHPs1SnyRORT6fEQb7DCoBSJ5ZMczrR1fWF\/KVBO9f4FvSkcvMwO8nMS1wV+xFEH732FI6PHyG7+Zy+YU1xwp+BA\/iLaU7z5f8NY20ceFNMHwoNpKsxtvygzrNT9ev6OsDSsoETy0BvteVGNlRgZ4S94NiwsX4QBh6IJdnLRgCZrvTavgo90cPbT+sWdrQSkO7thawBzy3OZ1H0PpYJ6GFRWeeyyD\/IxcoVGQVLm\/8koD9bvPyuFMfEuYunGzx4c28+5DEIqOLMDChT1Gswj4QhaQcxJt0y0S7FuuDea+AE1NJsiPZGKkTmBeSL7tyqCHrzj9fDNWizhDjugt\/gQVVZ\/67HT9Ggol20RAwogi8eTiQvjhxomxvILPF2oFCC9enDpDIqCIy1Yce4\/\/qWAlFUAoLTNivNokxAnb3jV8myB9p5GAEl9ztVGl\/\/OOXv1D1kZMJ2nwgGkokUX4Bh1OLamGVn5hXVSLQpNH7u6bqBlUh9mDMT7jVCRiV+4N7728te7UGeoFhg2NZ3bOTUjfbQJNaMx5\/lfcIQXYlAOVrCPvAZj2nZ5Xs4Kc4h+\/u7iZTRf0X7ylHzjdTbSuwRI1o4F57YVHL9x6Jp4DbEn8i5RDLT2B+2+aHelYYgcN+\/SiooHEVR4bRtou6Gs\/9krwXWMU6DI9M+g64Nf53OuNkjmMXMpbnsXusN3Td4MAUFQ1wdT1mvPky3cH0RmmuzCDZViu52PJBXVIgoWtJ3qGljkQb43FF4LvSL6IMsqr3tGwQVGxoPhUfwkLX3jP3p+zPvawMcw2CIy5MzeT33K9P4LhNX+pKne6tAI9QMlgZy7Yol40xoPiXbfk5gTci98WeEXqIQLhwzvvGoLlWK6Q6fj30dF1CHOxsU6kuYUFAFx\/DhswE2iHmWxQHdQLYQAA1jNeAABxu2bzel\/AV+kgQAsbn+zFTtxg\/HfZhNhnxB6Wg4\/xGLsv7b6fmpFQyWLm915E6lqL8xxCLhqY6z+kJS00dP7Qgt33tSXNfe8m1Za3y0igC+NxS\/bos987C+BSsfHW48TbZuWTLGIgHdw69kwnhuV3hmKOipD\/c5yZwAhcPaN4yNizdFDBLhIXKB7oe2YCdB\/hNQ+Txkp1E97145bB4DL3h1kGY4s5jikWQePscVxtyFByJaGNxIxSQj0E4fnaAIzFWtYxdA26PeaL8cIvTnH9GN15iddv\/9Tz63dCCI21ZCCthuCQd0c9uiA8lpgxWCeaIip2oqu2Dha5H81mtdUlPRjsyFn+gk2flDdCeDOSPAbaX5q1U+3EgiST0R8JW6c6\/m3ZpzfAfrNfmNOm9JsceVuVzT0L4rqo6sTv7LnPJ3donYnzZ12IYUXNbN9DYOY43yLkuVpGgl\/ZSmjJM7oWYGOHpAdcdoUYBS3ObzcxEQw3T2OJ6f9f7pTcfZYwtOlJqdTqsD4vaBjNR04tjNYjEvp5trrAyISFBhttc9DIsqoKG65jU3oDHQm0ctnRmwN7qAymc6WoHU\/lvutf4qJyS1xlWOyAUuYUORBygq5dSsmodAafUiNGAoK+jlVYuAxzpZ7dNPkyzcVPk5fyQUBbMSzrItObinz6gHNYSOWxL5BZCIi56Xo54myhXP69Q1KrT81rStugcEsheCdd0Jz0r\/WB9Qal9cM8zRoRyuHg9pXvLt\/FrNf3Q86TAoOWoKpGiVz17WiKrvMpT72vFTaKq\/TrN5ro5fQcdyCn1VHAxCbfFJ03hSkXI0w19F9MtRb3ypATEfwBdkrokf\/Gfv7avdd1XkFuJqrPGRPNRI+GXkyH7BXqUIoSbut0txP4lYdSqV3kItchTMa3aTRkiPoykHoCG0fIYASpuAFvJgAAAN0eAUMjB2L\/PcFe09yGXj8pIG7+8gFg3e32hhj9lqotzJmvTCtDrnnFq7MmXzzLseVrsWSivM\/hWN6XDVPl7d8GBONnFtN008hp5PEgWtYQEGyWeyyxao1VlyffSvNRwU4ifb6EgfWK0zbB8fOnTSRO4gFslE60JZOEe0DoJjm1rdKBUvqzJ4sprfU9+9fbMEBB5Q6a5USWuwUJPnR0IAOiOeIY7z5aJfPPVzi2shiHgkHXxE6VpA2H6IE2T+P1X+ZnzwrTLNfu1tiQsKKVDSvI7BVT4l54tT60v\/RX76SgWJObbtLyyhAYEVqr+iFbqHMZn6FmZ5Ws8LHT6H\/BKIJuuASSzh7EBYZLgQEdxTyHthPGv2ReNdf3Q48VWKjtCqFjff0kPcdRYcFUXLATIdqkh6E8CoOQ6W0YxqhmhZwXDAgVkTB8jF20jCCXh446RWfX+4a4YME34tCjEzz50VoWwNfostobaSgL\/le8\/d\/PyhVmZPWC3EbO+2HaaHggVArkZxAyhx8HR8fz\/eilqtdC92kwmTOC1ztG31tcOIq6U0g7GtnrXYyg3Cx8ZvfQ2qVZjXxekzr8mmNdw76bx\/TSP1rQoHQjlwvhAkkUXUhOKb5q3wq2U0ZsbAxPs4F8OeL1\/VGySmIDZ2OixSHUWIgXHDeQXeUtqSn0HRbDTlfYU36yhjdgf7J71beuNZh1w7szXmZnplaE5fJWxLLrsfoS2tTijcke\/6AJTPj8E3dHSHzZ37GHwEI7JLyila1zcOP6wAhpMGg+8qOQ0P4eBY8FvRCCt\/W9+AdbBxoJ8Q3XEBmyr24G\/AQYxZA+kcitSUCPgWOYCywar5wVfd\/wIS89zrMgap6D\/ohqQEQWBm5qMq5ytjYQv4QbHv26SmKrBnlivktBAvl12\/iSYKEq5PP6k\/hwCsYZ0MpUIEG0BPFMYGzNy0mwB9DtEwvYmo3qUuzi\/q3Ioy6Gmo0hcwsi4q8A55\/\/SK0DcVlqsW0ka9J5X8FSayd4\/GFX4b\/EnYaw5h\/COnmozJezIdzck1P6PAJwwVr8pk9ttelsG42BYECpAWOic8exKkYvGBWh+O\/TP\/04dwVBnxt9aTh7sxE+Ddo3VK9T68p9voQ5gIQJhhUL+x8qwMEEy1\/TL0wK42EKcP+FrR63IQ9m89dVQV7FCPJmVavAgAFV0ngYXnjAHMYtr36jBOILvdqoIDrTXsaXLGy8tbvy1V5cQeqsdmDTCcJapm5dh01pkZdFe5\/\/C7sw0wi74g36ld2LpTk0eSNZelqjQv+FTkujzCbFSqQeXtYRUSSFHmFBiHaTvFx7+bngSOEaMiR4tEAlOgrk5s3g0iVJkHcrm2+VL1wDU\/+2NErNp72xLv+MUrnLRm1sFDzm18spGCJUavdiTFfuK+KZ+PKIYm2N\/ZPMVlEi69WuwY9fdEczfvhwaUrrli3WLXFuSYfdw4vNGVR9uDkcwNBjUQrJ4oesuTyStpzsg4kiDa+XFzGBrzHM1t8ZT8iRVsb8jhjCHpIFDvc7EfIQLunAz\/R2wNfWlHvODYSQceHZap\/VPMx37egB0a25J6Nf1iZ+t9Uks6RWCvzfHPK4zC6EZNdqdJFrh3eYIzoNt\/CHJpI\/9d34n0j1lpo03d3MZo8UickNNByRDmk3Mk7qdRrrlexaYoUejdBXEP7o\/eU1FLSerK2a4SbbGn+AVOYgbV2DkbOUE9ZmNbqwe1mqTOk3g15QZggikmCEQSqXfNCOU0zpuSHrpleBfnOGc425lmRYXUz0WyU7O78z2hj3fQ97q\/jFOQc2yjHc0PPvFsKFYASOXtU3D5zwwMVczGY04+eBZ6eKfS4DGSdAn0\/MJTZXLYSoIOcNfrCJXhBfv1GzZC5IhDPBnvTTioyYTevwItpltkcsLM9YzhDCYNB5btKEheNDpV0wlN1p7PF6iBA9G627OMbIiM2wSaUB9E8o9DU7QmuaJ3NgiaQSnGA9M60ZW3cWPUVpgaFsUHKpaiPR8zQkRIKSNffCamol8QKrn0ubhSqU9LLDFKuIbW1dC1Qn4Q8PpqQHGsEOsAAAH32O9tE+6o9vhKAF+PbI805ZL9u+2tPBWNfNDGNk9tzSvcapCpk7V\/+Nx\/zA\/MObPgnV08X\/KhnuhFQGO6Rpi6kjWH8uioY7AkVZyNVV7Gjq4z65W4k4L9xNAt9x+8cgMT3kP7m93IJmABL4so46lDvaAhU5p1F2WVX96yJllBqVNTOQMvLvtQM+G\/2eZrbSf38HmSZb7B98z8J8\/ku7sv\/awZc7iRAvnNrCa6BnD\/ExOrQDFHfB4mec9CLgeXp7nMvP6tvX1CLtVpcqpOxrl\/sCouq\/3rM3Nc3+h9MjUQPYhK9X0CUeK0+723Q5iB3WhLtiEujffqCF5pYHpXzTUZvOM8jhpC+nkogobMTMlOEV07w0+aBrAmWJCtOnwa3Xbu9KIz1Woyu5S4VcwHaTKUcWDID83GIcwtjh30hR07w1c80ANL1VUGAefO44qOgKwjWO7Cm64ci0dtOmH\/3QqDP4N7mxLHK1eD7rC2iDNi0NahuBlc4h+hv2D\/vKqwybGd0A253fRfQi02dlCLxRmltSpK0K2I4v+0aUSCpozo\/oW60aZAvNrU3qjJOZTBTztXW6Ex1j5HhYx3LOMTf2Imjkks40B1OMC+X3qBh0cgV4hg2oR5oCVTLk7+bEbYcgf\/kCO8QKd1sQ1BNoDtjo3jrVn4ZY5QEoQvhjQ+qLA\/jqFiM95Ot04R69I6Kp7yUZkeOW+uG0Bp8iRHeASf9tmE09VieaFAg8chf8ijMR1z3SDeWJnYIQFDA7X\/8IBphViXFc6IDApFccKdHhAY1Yse\/UMFp\/wzD9PaUQxTTadzhcX+azKmWa5fiLPdvsgVCuGtqZ8fWo5nGOCA8MZFsRMxI0Seri7ZFHKrrj6e0HH7Dp+DNuEoDi3gzTvjO0Uen+O7Ud1GajyReOtMjg9cg1q5uybURINKETVQ7jme1YCLBcvzmkNrgybGllU7r12GwJtWVTfqVZX0avKVPiem8qjFo53mqSgVor2PHgRIqq14onafe3QTO4cJXMD4Duj7PuAD1yhsY3f4qqw2K4v51ZdIRDfEwntbWZioXgi9xL8TCwzRCF3464UzBOy5r7YBSuRPd6CH70PR0GN4cxnT5Nr+6Cfigd95wP1tT0Plt+ko++ud0UsuVThje1Khxwc\/n3TtMAMSQ18yhtg9fCLsbW3wX5CMYQ1HH4jAfXhs1ZFFuPPKCDWk\/Uc6TeGUykZwu\/oiuEcsIW8bILSLuELfKu+CcK5xR\/iZQr8tdbvA0\/WV+bh3l\/qEVCcMnyrqlN+kQbfwGDSOuG0eqFojVCHm9JdGowKV1V\/AE3qn2jVpV5llc\/KqUZrVp9XHTPqxDtAMDyPfiDOKR+FBL8WbCdhxHMApWvsv6RTlTDcp59+O9tKL519yvFQM+KJUuZ+Xsmrg+mrwpu2kKGIG6fwKFBkKsdrJJRvthS3fe6r9e6FbPV9QiVh64HD9A8x7CcWubppQpJ5S9HHZii6ilHecWNkYkBLFS+dgyZoFLybtabRxNqLtCi1Ixzb7JaSGOXm7elSps7MMPu7XSqL0\/gfbKvuVGS8M10rcx8v8d9dKaBFu6a+6qGUdnvSplKk81dHgPrn5o3WlDy8UuKnsoy1lI9S+P7attpYvmiZYS09ujNk5ryp9AvECY0PrLp4iQvWlp8zv\/\/WGEqgj59ld7xrzIz\/KDxsX0S+byhTqAYG4cQHs4F2MOmQoJykeXvFQSIxiz7lKLfM7YgXTHKJWS9jCH6W7JKzufoAgjyikDup8sWfbP8c2v5MJfIQQQaIKX88F4RLUNeZ2Scm8ThZXvFaJQfi6JcFVR11stYK6DK3BdgAzhAKqAH0VKTGVJLIN2opy6EMjFcTDyLG5klzj93LsOXcDi9sWQ51bQ+OTrqAcBzEhtAbjV7+TgWBVmMAMmy1PWOdjSfxwVBn5nmAAADpcUhFoXzoAKKz461Uk5YrLz\/nTAX585og+P4dcqbjjHe6rAUWCeeX9W8an+CpXWMybuQdTGG9m8F4U\/fsXACgMBPuiYVehvrF8j\/xVbSReTuti5WgdKsaJ\/ngdC1OTRD25lfmxl0pORAXJrA3VvbSOk9fh\/ZK8yzCSkYNbBoL+Te2zFsNkRqvVifhjkGW+WoCVt1OOlouETJzRW2JfngDiFLq6u9Zpwf3in5c7knME7JmhnY\/EfEEmDwMhyKy8Oz6gcb4XgvBFcHA1VEq0VPKrtEvdTu3lvj32xdXHMnYOCcBTOpQUVhZxu9wb3Q0EfxNpf7ysobxp4OF\/JFaATV7SQtmzU9v5dfNUUyUpkgPwI6JOW1JlpR0jqEsq8HAWDBOJcBmcIcpBmzPlSAzShEouX7g7Xdh4vXuR5\/F2QnbGFYoR14\/2Ux+Ps7uOCFxZpAovyulxpSv58CYpKc9rqpZzOQ9RYZt7vNUaN3o6PgHsF5tBWd0M+CP7qVH24IytlDr6jm1d8GFjlQbiYZNKbj9N89hl+7I1tKiNtyUK1U3e1ulrZRYqBDpeEpERLUTq2mcHFqll8HBuYOcUgZn4pr7v1xpkaLPonfLRy2enqp6Orm3GhboUlNremoUbhjnbu\/vI9CT9+SmEc\/5biKI0hcawHvoJK60jI9R\/JPumOl3lwoVyXGvAQj9sC8Bjofy\/Qw4forr54g2M8Vt0+CSEPULw\/hywFg5\/9Vsu8bOruxzslHxBtnGPVXbLXWcRf\/dDeOh1gK6dPfrbqrUaCjUUQu6fj6x3G98L\/Jn2DNGkh85fGaM2FAwjWABTEmPImgMSOFdEfff3bhDy+Re1S31dm+FZxOPW9LgAhNmiooR3Ds06FAWRb0iTiqTiuSwsOsvh4WnWZ9vaJigRBgaahvLD3eqFeVANa\/qVDC5CpHs18YC2rJRAt9qd\/fs34TYkciBMdvnoyK9dpIKmyfEKN95qaCiuGTnawx3ChCEuwMsf64WliZrWhg+ma2oknRIONfouf+A13xAAAwzLiFl6qJoiU08mSj0g0jFF8OO9UBv9bYI1Qn7tbh2iMlTrhm0qCe5DXksJe7UuYmDeL7poBRUWqMQkDANYHeaKZALw6WeMgdAt\/ibPWTy0GLaqBYp+by8cpJpQZJcwyru2pPWiHvq3EwYY7jOJ6lTP55d\/wukEK1quq9coIaYtby+13gwEL65qEBWh2b1CSyBOUhOppgHbsoEwANjihY5um6aSkYK2cQT0uy5NMyjU6zzUAMULtaAAAEexKAqCBiequ4mJYmZMyUuEvNCLSrn8u0TiJXaBC1nLPcq+F0\/\/3xRZeyGg8uH4NYEo08B610+g2GaOFxAiIzT18HcQeXor9fcfvODnXUe8BuZjRkEg3HoGZ2uTmjzqLsyisQVWEjBW8VFqGcx3Esl2CxB2vfVxFsVPYFxWi4rA0fnoVx+6ZIj7lE2KJI\/qcWr4NN0872IWto2HLBotqJ+N499\/8IZ2tdznuCKWpiVsNOAehWJBu517c8QqOo2YAQmAn3FbtTWcszpUnEnsSqjzJFS6kPGyn+7DY3Sxwx9gKwZ+8fH11PHfpzk5sA0f5esmlOLEqGiOU4d+IXHvuUWvXxIl+iUUtxDPcDfm8BNxkdwQe8ZY9cZymX1tj0PFLckS2gO6iTgoqoFjDYkMP92ynxo8U1fzqoO\/Eye5j6in\/1Ooc1AP\/ZiZlSsTtlMybl0\/ZBRlHbI2J1rLQHihAvAUz1h79LXZSC+i9vkrXZQCyvc9DUbVAqq+G0N4bGO8tO1RhdlhOGKG6Vw+CBFQnQMT63iqkT9u+AiDgHhj1lbWvjfBqbIG1jrJIVPV6\/J5cB74YRZsQRZxZpjd2gzgl\/CGJM+mEq84aHzJ3kT\/Tcttwv49zqTZ0UDfvsxM2F\/gO2Qpr3pz3N7sJyOAzO4LrcWRjsMvNIl8y8GbbzrvBEI0ILkVl50AAHsjXIABS1U8aOqt6PxFIY1UCRRKUkqundD\/JU5XTVMUeYZwMr\/vAcOjSz9nmAkB9OJ+C4vE46sV7kST+k6G86UjLSzYjT7c47LRPNDOyNAypi4vTsQnXTaFCN4EziahoX5NBVeAO4esytTztoTRDf15R0NZwpaeLPJSXYo31GaQlGkE3ZhBwaChZKTGZtzKBHAbTyTwY4VEFbkR1gRXgBPWxK1qI+OQgMc1a4iqLaVSygm2+TczD2\/8c90tNHCgWx+GSqBwO\/4GNPc8hNiUaAgrDIor60y4\/\/D9eVT7weXeh2kTbSH2YiIWvHMAlv\/0xcB1TBZQDulPa+q4jcJDV\/zvUuPGVSxY7sCLImWQqZNDdxNC7be1JMOUm+\/u\/nqYLStx\/A6EgiXCE977pTwIxIFSQs8uQ95y9EpULsFeU4WL8oHy\/IH2Xj7gKXymmBVfamJ3myKr9\/fOWyNTN2vl5uBrR9OKmmm3nIOEtOA9IATs5590OVir97UZgavOUG4QWbH3y4UwT\/kgsd5yUXylE9MtWhVb\/Sl0LiuPURf\/ruXUkatSmFNtrxwN4bPvGCQN2z84o\/s6hOa+G0Qa9SKCJHpZZ1VBwZhCEUVCvV021Sa8cMLkS6WwOj0oT45xSMQ5hvVVK9EZAlRFLEqR8XzgYDxGZYgd\/OLOc2G6G22smGMYAnZslu3N\/ZDaXlcMk\/ONYy9PGvUL05f\/wWS10d42mfyDTyexEp64RyIDFq7yzdYZpvjX78P0vj4tyRbPdfl1x77B6HfApAL4aYv3Iou\/EWfAB63wOkp+HzdQCiogM8UQicQ3pZhvGKPIcyy31DkFtZBCj5Wzk\/W9szxN70dS\/FPdeJqfFoZQnBttGh5UiJ3eW+ewzusy+E\/0WhGDbqD4Kp324p090loKfsXknE6fLOTcP00T9DPchdmmSUmDGhexyQLPFGLy300S75IlpGetWrhfLb7aCoDzcvCpg7q2k7wzdE4qbR0PwZBUsRQYqe2ec1bF43NKgqcPmjZ+JPWQgTX4B3NmSPbHlCt7WRVpKbiZoF58HdBXKyEN\/YdSHsxfPXLyLtM1LLIbnIKOdkj9jJxbaYNDxtBmTGWlqbq5m5HVnzHkb+EJ7ibCRcRXxcM91B+7p6nFUxnKWat9pRKjDWHWUHYuVwyjmk6PYpqWiJe0s1PI5wan0q5gjo9Oye2e3Y3UMji2cI9VsjzGF3YaWw1tLtpRIH3SwS\/+UaMt+jfXKhWXOu2FJZPW6c7EsbMv9OMfs\/lrh9IPhEwfozKml99NzNhjbyPQkEUlNxypSqsSSlGvMNLMUZ66QizsjmYViNT98rxtBFdej236egq+v8iQG0FzBHBrAeUr3vyv6q2Xmat2tueJ8QojL\/y5UFozutScu2VHg+6ucmAqxEVwExHCHypOSACeQAXtYhYlWlojqBytHMAH3nl7qii87WiC23HM5qsoChld8wiolSRUCGg4o79LBLU11x1ip0PgAd7EhewLE\/pRs28TVZ+Cl7EDQ4FxXqXf6pRZjNeL9zNhfvw93fv7fqS2+WXLVffT\/bnKixFj964O1\/p79IuzpO00DA4dTFrFpYaWhfKc6oAEuOCnm\/s21D4pIH53dNCMj82VlgWQ6DFKPDqhxp2qqQSZpIfuim8qKe0E3VqGpmuTqLwVRiraUc\/y9SaMEte80YCHykJKsBDlSkpJiwqgLMmgcsq+\/xlbjVl1wKn20dvHDTxq5MTKcC8DYlJQj7ds\/I9i+iaQVIl\/ycwNpyHgN09Ix4k\/frGjisnrkq9h0A5NeuKt0qve5zntt3skKRQJxgBa4adObpkT3OE3ffoEZD54yEmqsxvtvWbt19ards74HSUb\/qIns3ROhKKwF8z1awqjBZyY5ItHTUU8nrvYOjBzyQmsdwHBM22vOM6ZUSnjiGKwAvUQAMXsDvzVsZIFwP\/kVgvQBqEzIupYtD7feOHz\/9MxNNj3wEd3N2CI664ZQapc9wknOMyI\/3s5zJfmCXM+5gaUNgq4nB3Ixd3jiJK+AJYgR7cjoz99MbblMClM7RSO8FZo17JECnH2kcmkPbEjjlHIYlJPmHDIdlg7Mq+OZinTAH6zYC\/N2jGrxsxfQg19RtJ41b+NohhB0VnDjy\/EBYCKL1TwA4pxf+UHo9rHqSAK7GkaRgY\/jtW7vhG+NM9WJCdAVsxYTPZhKkmPlm3ldJVHqd25m6ZNsisfF5btt2lvUA3iDg6lX+Osvl6XdqJ7VBJcED4\/Kd2WWJLrbqWpxGXwZYGygFXOls0TMIQSwGEAFHwwJ+b7BRAa9SqUBryB551k4KFl00U5qygdi7sNJilxvn9WqooDpB+XMPGaR+lHOAvHY9G1ejfXJuMqMHg990ARORWwq4kWnxqsVrOWq2kpHgiWVPGeamhBHirL6nvxJi4lyrhM77\/QBh\/+BTqI0XfRr505p1TNM5KoMqBu1kfmYGcyo+LEa+vVJd6edN+4BY6s9ZINWwwG2hU8+ugX1D96y\/Z6eUuc7DhOvHgJpMAAAADMPEI6\/JEOp3dtp+rWaDsiaCC6QHLaFvBw+n0bIGF40EPlAGupxTq9O0qwGM60UTrXllaJY6ckVFVKvuNx8zanraiGj8J\/Nn1tw96dD8JrecaQ296OpQZNG3bndXpGs4GMHQIDDkArPgirXmIi+L65eY2eJR0+0y0fLHXla0\/l5OEKCHBp4ZVVFT7lIrfYzPoKBhSqNGiIfmS1ogmUa\/3czF2qi9D0uuSLe+nFtXCm+3nHmfi6CzC8mCSHS3OKbAMA2tE1AXerLcPT0+7yHGpgmT\/zNinmD\/CSEkDRVnT3Juel7vqYCDKh5CW5l3fv5LBYGHVq4OMP5Fi+UEMY5LccAxFM5ofholvIE6ZJeblJAFsefPH1EjlVN1VCMeTOll1zGjkdbC+2gHv4ShscZtOfyWtmsYPlaZrKbIf02cxxGdDDNxQLBcIn1plNrJjVMglkfiVc3eJHjLPAjw9Z3ereq18WxFR7ohsPIfkjL66ujiQZQvvr6jaCZK\/QMHUKbm9vps49TJ0Vw2M++ZupG84fhMVbBKbNVNb4BfhmFdhGWCjpSxhZ8+AaKDHBLVMQ3O2NDY9ChR4aPv9rmSfrxIcCm83eBeKFhqr3h0EpBHxy8SMExFZJi3R6X0U9zovf3Vbk9CdjKs6RPpMNxfmk7h\/5oNSKRCB8H3\/nJU27eyBmcv+SC4umQoK4btJ0VkBLkOBH\/L9vx5q86ZP7E9WQilINslQAS+MR1x8nnU9R02jNMAVRXtgk1bQSq5BT2HvdZpMTpSvuHtCVPc09zhpQv1I0KeM2sWoAjcGFH4dYF\/cROAas2ny5slEOBdGu+aQCU6B78Mb+Wx1Mfayx6VT8YHZ9+q4kX+MBbMrRkxwbJ+KDQUBSi2rLFHjYhWeSEAJLOEqRq9fFQKbr3YnzLeAiCLeowDPYin5dw472729P9l5GOGL1k5neGqibGT5zVOTu7OZd68Ctz1v3ieUa21Jqsl59y8539qM+yhwy8KWbXRI\/cGOBoMbATFdaiZmzgMbtzBqnsRGvv161Q7bbNLABoYw8mYE9gKSol9PyBjlVNwf9bMBlHEumizo2t0b\/cFsc6svuQCp9qT2XDJFx0vUZViO5OqsfWZn\/dNrPSZ2VrGOZxbVSWkW9ylbox6YGMyVjPDdK81BoCzVubMtpAzB3ZqdAmme8K3Hfa0MSA+0BhB87aObDChwDgpBDZe4R2KHyyNuN7LgqyHae7N6oUy6eQ97m3DRKvcGJUHSWIwYmxFRvC5uUqYpKiN7HGcqJsn2Pgfld4K5LvF8iVvbvpSW1rF+sYgGMswsGO6LEu1tT+X0fPhwmg5neuFEQZ+VylCupFAF7ouSAA2XTsAh0u+sQVMC6W9hMdxz5MtrtX7wbelFQtyNolQSmpzFCYfwdmnQdme49mySKWw58\/SosD2wne8X+TAjj9zW00CuKXc1SZki+F3y2qmkkyv\/LnNvAtUYa4DFJ5QOCQrbga2LCdNwzY8vOeXsRv6wM\/pOrJU61qOWM7kvvSqLcJnu5VgAIhgRBwP9iEYIuX3Gl2\/lop8RrgVy7LawgIL\/Kgem74+ixSA177wEtfSCl3QomaeV96M3QpBnoK0ih5M3UDfvADM5HHjx83GxFM5+PnqoNfHPdt8sH72Cf\/KjGDgH+hH\/vTyE6Yp3szaH5LhjXvgNn1ItS042dSKBkPysG2JbB0NeoLnDlcCL3tTn2tEkzpmmNjfC6BlQh8PANgD1H7Hr+x7hfun2nhCHpDYnPD3t3q0OnSP\/8uQUcjtVK9M29OGkdGX\/NND6NiEiHvc6R8AUtDO2KHxtARVzqHuNa5CJz5sQmslXQJQJdkCNu3A\/kIYoZCDnn4XmspeO09tQrKYEJPRnH3gNFbqb4EwIqCwC7Q2lyMYn0FpPDgiu94IhJTDvfC3Oqj1SrfkpLYNDfupCIiBmJZJn5ocRPxm6u6fgeBkWhd5XdFJkWeu9oF8c3J4wA\/duwUfPTK6d+Xk29tXZu5m2jQ7URuEapZwLoF4C+PCnB5qLpVBqidKYqQ+j0kMyZwwHKZhh2kolebvTjCdM\/KQtCMM4ZQkjd8a1ZwstxuqigOkVTLFEe5i1nzsGIGBcPblh7XuOtvbRRQ7pZGUj5EdYcDUHzcDzSBWNnsZK9+Cvic1cP\/K6ueW7LxXbF3tq1ZL6aWLx7P4yvM8GFnaUlgBc0JvnTN9dDi0Ah5R8Gquw8uhFazeyd11fU0fcsocTQ2xlAo\/\/Mds\/LwcS5FSWPm9YXQjSsuFLjgA+rdqegWgFwQnxBWFJr86mAvdn7QmVHf6ZtDTLRjQevB4+R0zdrCkQxGIh2W9FE26jiPAcQskEF0vU6Wibsa07H4MnQT\/UDRAFMeXiWA6w9sXG+UlS3dbcu3IpK36Mj+Gy1ccx1nN2eGYSYImTNQEaim5ynfVe8tInxHtSjKoUiuL2JtiT7FqMZebTT0q2PsvRZ5Lng7TTWo43m6OspHTHP0+GMrYMWOpxdAQEil8bJDeBozZPDEfVEC7e\/ErVRXhXe8qPqWrxPKL5X36nPMAkY3+xoAYYDyrnr02hJICrFWQ\/vmmD+RZZ\/glJyvFH4lcTNYuY73kg5wkSzj52owlS9AYu59AMwdeIVNB+21ZRdaA3kMDGOhDYASNiY0++axZm82gSN9E\/h3fNmoAtW7844LSZXEzwC2PIzvTuT7TVjxInytZ7jBB28noHfqr\/Uq4KiCaXBy3SAEJhkpaymqQSygeswdE49WD4aERou9M+2FqLPAuGa93hgl2YImb4PSpIAAAuYNsLVnXteZR\/rEPufph2R39WG4tYxrlWwlYlthR5macbgmmFgqsWF7mDl3zrkAZxgrix8B7MU1DaaPATROhk2gTvLajoJF12eKp+7\/yEhmkH+G90dgioQa6HkWTdRJ7\/IIOaMG9KuM2KAVWYfEeP7FELtfSD6k7KCNdnndDX9cFNA2GjqP330n+S32H6q+aYWI5iDvYnC8QfN9jnb3aFzMZNpQmfbm9L7DrPUo33C9AGw3NfjVebLgtTnvtfO\/iuNOGSWU86leC1HMt85m43uildGnpC40ewO15RSZsaBbUmHmyTrIxgGDgOb9c\/Bt\/nlPZ2tbbSMrfvjA7eeFL84fb4Z6MsJW0CKsl1tC5qHj2tNnAmgO54CRPvr3d+KZB\/DEGX683JBoDi\/NfCRtLluGlrxyESwid1r12SZ1OPGftPpQdZrqi8rFzlg8Lnbb0NlwPyRhwA8Hsi8VkQuaasBJZFroyHlwdK32kG0aMdpSP2otBRlRlKbkcD8sDNh1ZrJJMzpMbDxoIsPO1f0KBAdvWNRQFvO\/ulQadaUy+LU6cFH9fXwyraP5N57djJEprgcHOOKj1aePAhAykn6DP23Y0lhcQdF1zKnKFHIxzqw\/jZcyiyt9dZ0A0OOb7qzPnHWshv9vygAF9JvVyKGYu+gFdF\/l1ZdGGngTqbdSvyfQ8oZVHkYzfMSjE9zGhgw8OCeCGYJq+M3aVaYNtLLBk+Oy7x42cG1Lv3WWI7O9\/1Hs8zn\/WgfHB+RWSKTzEjQfUCdhbJ3mYcuN2fnd8DN0NCPNwB8xHg0Wcas3mc5rp0x+FuUTH6mJIO+GiSA2NkOSrLl1WYfzl6qjyOaRSs29a1tHoSYJZ+i78ss18B4yq9nh2\/U\/enuko7Z7hMAiq5YQWz4zfsMHrpFKiKERo0iYygKtvy3aPBi3cGBUrdBB2yY+X6ElFq7EniPA+D5tOw\/1s4yakwtEPBQCvV+SGQAAUFKfQcz5zUO11IKOcSH7r3OARf9lG6RbbsvDP73DAciKK4RVdQTQmvffFXazyTg6CqFegUtBhKy0CFQ3L42e3gJmkPHdITnxFtNraATSCZO70nVoMwSEcHRRasAyK46\/k3fFSDwTB1\/BFid8Z4otLyCyElQMZ7g6UABW2QXTOiDjyfpigLqskeGXvM69fJwsk5XeRpAWSrgeUrTHOoTaaAPiuC8vKTJwCt5DDBrdjQklO\/4Lt3rV+EuO6b2gk+ngoP2wp+2AmK4AKpils1fPBRUADqr1+l4naq\/jXSPf3uYJpHQlXhPRYIh+XK3IxPdBMy5jWUag\/UxRqAqRqvkA1cYoxO6BAY8FNoXPudbDhZClhPjyw8QWzqwWdpOo5t2NSdq+Gfsc7nVoocha7rj04T2lwH9xxpAKcUPvnnhxDlIuYZ0w+JZgqNTf8I7K19Vp4RzKN30+x+7yMnA2i2nEF4C0kbFxWGai6nVEKVm1Ob\/nq0zMCu60YgbYO0CMrUKtYb73b6M8sQPuaZV2EbKvFhnONwp9lUB5OhkdIBg0uohkdKmCDe2D5GdQ4BD9DeFj4nsmO9l5B1fH8ec44xlrau\/oC0udkUmLh9HhfgjArsN46u+yqU\/0w7SAhPQ9B2BH2kZE8N5+DtJohY+RVl7DhJJbkMw3JgARm7H5pAaYhtcnwRVuWzVEfe25GqZeD4urJqwuaXk3myKie6+IQiafR8LPWCFjtiyiCCJ12jkPLU1fQKS7keQFY5PlEDkY+CUnItKQT7wMY1pbjh2MRAVo9K\/JURbBPZ+57HRTwelhBCK9c+ZJKR6zJenl3ZXcUD+GF0eOSvQbHFE8YeH1lBbKFjHRjaS7v7iGX7pCIVeHxv5OPkB2nNtHImM9lg8VEdEcMvHVR65AAEscMcgoktqEAAGF4rpeOZx\/L5fICUv+4bVKX1fZyggHVUevkRBc0KTZwKO1M5S982Pjp1W63LWXntj16xSuhOY\/FDHXCkok9IbTuWjYuhEPG2K60TScodkm6oxVvbl3KQ9s0EK3M0gnM0cI\/AluinCDZ2PmoJn6WfthNcBs8CUvptTvCwelUSy9gtx34Fzm7Bt44pZD9FipquVCJtetOeGJROqB\/MgG+gp2e7L8O3HjKUPT\/pT+NHxOjfNgSr\/1nC8ZvrCzMPnUBVKjH0w8oxfcNPtkthb8nLG7Mpjz2mQFaSBQeYYQ4IW+XwU7\/5r6+48t50Sg48eOsIuiDMZKYLXT0\/0tlDTAwQHRqgZhUmGK5nwdjVgRWJIg7BRFffmnpz9ZndvIQzRobZoUYZ1wFarCCc4ySfxFWUV0FEQNaOsAOIHlHIMRe2i1WSPyQhgVrSKBe0bCIBOoB\/7MTMEv9UlKoHJngFnbFjLWZFRZOVBBC+cM7QT5nNit2D0I\/3E9NhR7JEJN7VMJMEC4fGadyEGutthu43HZScgwv4y5W4K1zGP8kaDNOpUzRzubJOV36HQ6Vwdd14EsxH7dntz6nZX3h315X5wEvHgJOaqciNm2vUTe0IsDy+9YGTf4BJArkzXtkE\/vVM3\/nzoONaPDaxXjKms3N8t2jUjMUjDTXc4Vp6pNv8b3o4LSzCGcwnUr7eS8XkBCAe4j\/VbbRGPBUWGKed9ld+grTh74kQnOsCnHQJT6Cnu9FcxF8J1pj88b4WafF0+QSw7tXkHMDgqGQ3GG9rMMS4K\/O4gdiRsshLLuSzY3hsL0zbd9VX1fs+YzLVYcBP+cUdOwPHwcTbNdrIrQYI6DcZ+ZsoKG17x59Q7UToHZIZneIeasQhP8VkA8zza0vabQAal2zHIhYZCLFvK48JW\/tCurj+5qZodmQLYuCUTHW2ZL0K+YNKOllr3rxjQIcuF8oTMQ\/SmEje0BJMlxIxIgBVOUU1Pr+yPXUm7FY7M7c4wgAoKsmAP7aWkSmdOJsBP5iJHUsgvbHi8CiXEOCpSO6OoVtggir\/4HoDWrK2SKkBbwVKrru40M+yWwPYHzwTLjfsBgLO71qLx0hIX6CgwbXF897FE4DjSair8RaKmMD42EXrXM\/KxNCtnO0zIv+mwtXGuWnEl3hriLQxT6DDvEhukkVUepCuP\/uOYWdEYFdzYsgXuNqe36FOLRRjAJmassFf9uRbmhkDoyXgBPm1XdGCA8NbgoJnkX2pibuNPNzt2rwolRwlABNW2ru0A3EkmAaUR7TPJpZp7aj1ZTjJWK\/ZZdUd4uZ0NQGl+nDJIEozfJ4\/f5SEK8U94w7dMGjoEljbDtfaoXJ9c1ku1DrsNxcgc3kXKZ3vPtqCPC7sDESUzsomLusz4TKu+cCqnByLwqRCAl5dzUG2DuC1lPHAm5O41guQ03BkFGhbHRL7ZjL\/Fpeb1tYyVIkeztN9R4sLP5SXSWC7UCYtIMTqN+U0+SQIclyB8Q7BJ364ImfH\/mwA\/jQKYXNJbpJjPwsK0ORTq52eFRC8OR2HlZNO9MVCMOnBlRCoX2ilgGqyNkNjz2m\/Q0+3TNEGxtxDvUOByQFdoe1UjLpIlhPJXZGyMcVU2IVmLa6wPJyHpYPik0ZQ4e+VpRp1FCEt8g\/mRp2PU0fTIHvyoXB8IhMF7XRp876rQvCrW3kbUaWADzjA0Bw1wStPzLXiDMfw0\/ZsJ1VdgtWZdhEoBGAK3WgnfU8h5cS7wb2L78a96PlZebNHy4eVlK12WLrMIeZplgFY956ZhZGhTvA2XPeROIEbpJ9QekGMK5rkTUW+9JMRDDOdfFbCZceh9eLB0I90+JADqf0rd3h6rGeJKHkYILOl3lJr8E6utnnyXaG1FRB2SO6wDGJ+7HoFzlqwd+A9hQrXvRcBDIh9AzJJCrMewqwmMWrzss4RxxybzWcVXsj6qz6mXmsBKhjS4KTmxgkzmldCLdnji2rP4OpZy+AIdMWVK5Dcsn7yzyeRNGvoOZsR28bvGfGapVIPW93hDOfMGCJJFb4wdJq1RAlC5vxutGyddKfQPLV8ejTGLuWFBt7Qrh7dSX9oDuDnu0yFbOTGEtkVh9tn\/S+qA5qIEHU\/eoyDxBZ4AB0XaW\/acY8SxkgOEue9KodGUTkNec3zKYlxTbH+nIiyFfayquZ+laV4U0iV1kMi6gPnRWIbENa4ENMZD1jjVCoEWdIhLA7IdW6K2bdtO2OyhyuLm2LJ3MTfg2k0NAqRlzb6a\/ZaKeqij7gXxeRp1azqtylNmoX6URP3c4aGOxIktSvXbhC7BtCewRpc+H2+gzM3EQqQShFvhGW50W5TWdeWYpWIDe6O0AtJd8q5i\/ADjtjxJt6d7ZYl00HOq4NtOnC1tVHiCBXyylbKw9JjLTFeNeQr1GhU3DmkXA0Qz4rZP8IzjIF6Nq+DblR91nqRkt7\/1MoIwXQtjnoqQvgLOJVTn9y9N6wkCzaGIWqFLOJG6OIYCsWVLUfOiON4DfiH6WQDLTa+4NXrRcV0ZoRmp9rW+9mEhBEslj3NTiCUTUL3bkrSO5lxKXMo9ZvqWWKCGtOExLGBuZwDezy9W6JnEzLLmLYuufxijjWjIiYmzAm87eGrFpQx9RxbpEKXQHxNf2MPeFzWPvRA3tK6XH7OKgNwrKX\/LW3m+fvMQAYoBOqbcYr3LWGDo1VZRM4FJeqt53AHzOMI+7aj1C2fNkDvVCFIkwFXtU+YgFeNisESNBl5Nr7ZVKG7AUv3JaoqzOP+tK\/xIsNMj7BYW59wK+y5VpWUNK+glNFXmwLKRYPuWi45KoRYmsbueFfBGDnzxFede+WRQ5bxlNc0xCTqmMCu\/Ec8PYclZzQNUlUZTXSgJynXNAQErtz08JxkMMUeq4500aQZ10\/Vg\/2Or\/37uCLo1OFKUhWTjvi4t409sOZ3lp5QyUli9ZfcleW7hbnb0bcf00o4kSZRGgSEfcW5xfSPO86h3b600DaFiWsnjKS\/264De3dHxkksj3Q0volKpl6qyqmYsAm2xF6k0QJqypxnbLfwIFQzrez1sAOmyP1Hd8c+Jo8ubsWeZ1sE9QIqReMsGfoYCvwgqe5IQFlQFOtGyavjUL4q4JBxi1mKnEkFB+BfMpPiPmeus8EgL\/isLI+pNPTMb+0e+S9Lv8STwwiX6RtKdAz8hGhcqHdJJlBrw1TT7eN9eJhQNdnCxMUwuZmB33P6GGbN\/k9XTHbhTvexW6sBojBaY0uRNwo0F8npAb92y+blYYla9HT7poEYQqIoVB5j4sbt\/eIAFjoBOXb3N1uD8vnU9CTp+\/Gr\/Fkxq1qyZqT\/IUHU+4\/+Uw5gfDA9IUUBTbpX+IKLuE9XQkhnfF2ksB7haNloGEDFQVf1AKXhb4sYDsxy+Y26mbAMDUhnOqxTBRxeqpoAAaVFkErRqSzNAK070f5FT6LWAyDl3gdIRPr48RYLf5Qd1wiZdA0UKlM0XSt5NtKVCj1cRbUUceEXfQ14G6zqpoNYxJLPU4FuwQz2Gj\/ISelMjg729i5cQC7S9Q6XDCOn\/KUDN2hlyCyk0vEedl0ecOuBPg281BhCzYz+lPAxUSJQ3bDBLrrFNjLLFCDWSpMKKXoNcP7gHJR\/d4TDuIriE7N0uZJ\/HkmNwnXz362t4OTQVU9GcF9k4Esr7yTyU7Q4fftqY92c257edd2SNraorTnNPS9e5a9mS0LS6ZUIjWVAn7ARFr2l0XIbiLt1oN0kBcxa0elY5axkc6CBQBUZ2J3qHLXg6B6tDo5lPpeBvPnXZAYL8iu4f5sdf9wU6JoqNGARiod5B4wNqmUmmNoY7a7Aah2\/ad2ipDDWux31XuD06AV2TxtCf+aKUG\/ZiEWNLQJxbrUT1xlo6EsLcxKvvH7uLoujtWZ4oUhss+MTg\/G9Z2BV+1QVBXpGXShOrLSM5K9hfbZjh+W3GxrHCuEkoe9\/nqRHTwKT69yd93QtXrgjJBzR7sHFUjFFrUWE1elmFykZzgbidFL6An90T8b3FKnupDnCAtYKCZGRPVS0rOrkd9+BQfH9X+lfWYb8iqnaFT88lag9wQzXtZgc+ts3hIDAgrq5nWnP\/4z6yQQ0DfGdyTBwuhJ0i180vpWUJn2SRZgAnmvqS8GwKgCt+uSmJJn+68W9jaITiN0y+3ydRbFZvFxlxAdVwclejH9sNfU\/B4DMk550KlaMERH1dTDegKiQg6kXehVVnGpcSgMrvMCGfGI+e9VGVhQjGMYTu3ybCA\/A23wNHONJswPKjmUuhI6zUBJpIby\/RF9vtf9tP2BikMh+dVtHjumnNeiBC4ty7uWh6Aiv1cpEbFKENnOCNu3E4PtcoWzOjUcLsBzlOL9QcdnRL2r4Vgr91NYfyJaZPCxFmcx8TJ1PjgcnbZzfn98qGl+wvZKVelEfaqnxOIQqyLDwPB2yf2Tm2vy7O8wjWx+c2pOHYKulNK6b+PX\/jcMQgwTd2Vrb\/kCxwhHnFEm8k2HE\/OicnDSsQ+0ZGTOQn\/eoStSx6Vu5TckmWbW\/k9mHpeWr\/EfYDIXDjJJyWfT7RqQTfpPWVdP6NlHt80\/YrgcTQqHHk9Duf2p29aKFdNAssbrnX0hI0l1S\/CiWVzDWO39xOzYgGoAM2Aaf7hHYEZolJm6Ei\/LgK+Ne7VOtjhnh9jvoXWARTMbZcATpeH\/W4u1FoFm9+lRxa3PwvlztHMbx\/JLJOccTrU3rZiVgLLke6idvEzyNRXjslW95IFVUzpgtolmigQbrvbRSLPt2u9fZprP8+qUkdvCW4V1\/+nCMiPAfwUhMORN5WIDp9odt9Rnmm+xDgz0AJZe22jrXId\/TVgxCwlu4TMplqmVUCMp1HtwX2oKs6Sm4N2w01NOzRnkxEuN\/rprcU35l3rhDEDSQNDXFoCr02NTAoe3eSVOE9EhWE6ZCv+KcEqvc2ki3qoO7l2tAKtH4ZR2aSjQEGXDnhDBuGUpZAWMBMwsUY9+kAOxXrMLcifsztA4JSN44dsBHmoj0NrzrOuOrL+mP2KlfURYse2I\/XPvbGGZfDukn\/lMJwL6zRNgESsx99xH1Ip1bLtWFXdME9aUTnATDfIBfyhx1UVshh28omjUH2dxherWoj9bStN9LKz7W7vabpRDm2mbOIhBdrrpStBAltvTji\/sWH9GX9oBex015o+L5Yy1M2jvCLkYYU7fR\/gg\/84Ch6v\/ZIAYpSKmxaTTJxZnRvYIHfF2wuXljMXjj7OM3v4lZ7oAfOtzbtgVIsCId8DBfb+4d83dTufG4DZ8FO2eiT98BoPDMWUoA9EzurLoCOjfPGn\/xjTqIziCK3hwggqBaoR5rWzCntbCnaR2NqJlJRFTQZIRmbHzF5ixRmZeAGtCoHLpPrWGZQwTTOeO0P2bKpVlEqNc3OPiqG8GcXNGl0BswUarR98OtxhVizkLPfjqRKb5oVdxPSn7iP\/+v5Oxe1xKzti9NlQbQMK917KVMcC+WfzATb70utfN0e7pCgpEOM+dfl8BZa+wl\/LgK2PrlkwPuCdjvoiq3nivQVnDFuF9yr9W+GxVcjp7CE38igEjh95q\/A52Wd2DNF3P7PbmQbC3j198aHELYYvkvDjltUAyosOyvhn\/bee8pJDmTo+wCm\/lRk8Iryuz1A2wg62XQtcbh5ZaP+FcScjtXUzzMSmIJt3kAPB1b6IvZgoiaT1hGcKXArX76OzzYbXi6GES6gnu7jAmw6K0cWdBheHbxc9WRVGXSI7I6djyx9AMIM0fRpy24B3MKQhdLdiY7s++Ylsxoo9G0Es9HTXrAPUdhfJTJkTePhwunaXLZmhtMG9H9uZZRbbt\/h04T+cIC5oRdQ\/LCivhMMMDVJ4rRgGFmWLZFlY7Vg\/TLjMUVwjw9h4qajNkxPLVspMjLBzp6xBKvUpPtv\/tI0veNgRYuphUh9vZiykTTlODFXMZVT34nNpp1hH9QZ3\/x+KQXuV9mzEI4yUg7JPRtA9pjS2Wo3eMyKUaTFAbGTKBQeiJOa1YMi67OgmJrit+s197OZgO4Z24KBj8eYap1wP0nAwiBdr9fB4G1nmHloOYgq7SS6i6onjSz23UcwMIAIuuRP62uVP\/7RHHCsK0houA1gbPeYNkwoJoqnFgyCQobfOvsmTjcXWWkkNyqpgVBT1aHWRgv3\/Iy8CrjGkDlpDZNQll5p45vt2pTdNQF4hVjQAOXB\/3jE\/ljITYIPrOEo\/gk8A8lTKjbRL0cegruJVpUMKRgLC6l6MYlVeAonxrwWFa6tPu48LNfH12AE5DpzHPnVeZrdSzGK2SdSOHHwTu0LtRtBQbQMiq+k9IbvuwTiI5lru9YBLYF4ym+4q00beGPVCUg\/wGz2MCTaCcmmAiIamKSNvtB8rPhNIodhyP1jEVCH48dypb5QTCCz7Wu8r8HQJI6Saoz4dp+oXHEo9NMnxw51PLLqvaSrJtRPMBUp18XFaGZpldQ62GAJp12Ap21AFKxCzOuGqelpjvIMfXmAf31LA3GcBETKbP9luyV+bywbzDTH8RFlnqFENiJ0NUzsAWGFxT3P0\/Jl6K1\/UKx8S4770\/AcEK++ZoitmcQLSkDKeV8Y7dA0fK0JZPW1xCqpcOnBo\/dyRpsSsFNBRVgWdMgTDCY6h3NuQwq+iLxGZuqjj\/R1uJlhHghmLIo6yzyKfdHuWbBkdPPRP2H+mammtgmp2CW8hV8r1ImR0xkI1NZGcT4F5dLpiQELoWdAEeY17c3Cpvm7T9L6XVwYkHKCXwbK3euHQHHIDJDNgyBNs5U6U7KGQn1uoQcclq5t4u+9UC\/MU1L\/KA+my7Wx926Z5fWVEEcHHAmIL7rgbH58keyBPrEMrpliBVqVnIOCwE3vcu0zSn7Ik9H6hz9qXLYhkN6aG26wL2gBF\/Wh5s3AMMYqK97hgvJone0l9fZyLqkkrsYRDA2HN1EAslvXFeZlBuwu6mjdofuv8Ps0KnBPBUWBQw4lyPIsGptF1u8v319wPYMVG5eoyTAbyyx5BLfiRkpT\/SSMgB5nr6XcZcaIar2xBWB9mTbr+XILydsf3ErrpSBabmHgLl6YLgfewnrG1ONvS9vssH8N2LxoOn602YCqt1Ce6OW326\/tXMNavItCWLs9EqU\/5mMy4ZI5g\/ieOcT+2D87kQqSqFviJCkv7bCpjq6xzBmwH3Xjqglko2P4D+iTHI38eFELBBD1KOfKqhxEDqH4yFoYj8VXU7owe52Gvrdyh5NKU5j\/rfeuaAF8NERBRmDpl2RXKtf6yFU2XFaH9Q\/vAI6Au9NbeBlcokMY0fm88u+HV0UtdlCsypuXpPJgrXmYZni4jXT6EEOoRS6aAPN\/5yfzLKzQj1OWISLj5TL5mc15z\/Z+Zc8ka0HalL9mNUyJwJDQqsBS3oTsTf5hHH9SFvdJHiV7SHwJOr9oyDxyoUU8NFqVMX2bWHDZl4uqgHIfBmhPka2mUQ7OhfeWWGlCNxJBdpVUXPGSpSYKAxMlIMw3zOZs8RQsb+CWw\/b2WF1aKbdVlOdH2wPQJ9PSCc3CSCHLzyrVa0c7MhoKNUlz9w7Us08NVlgf\/tEPycCAxpugWjfPQ4s+JLZadRtmB7Ng2S+WbxNUifFYRoJwm+Fz1xmtpAt8PF3AC248eXgk8u0w9V8VWLq3GzTLLGYOaj1YeRMsybHoOnwqgzc83pEBBElXrVbgIduUHlFyjGaIq+q0t6lGi4nDbmnDhLzxZz17lw2x8\/EKGdv\/2hiUjeR1FIJiFzf92kfYJab5ZZcJ+GYGt4r4UblmYnnbkj+FwtqTm4Cbk34iBQHrvr\/ArsvffFnxYU+yHoxd4mhEv48hWITEy4hLfqVzZDlgsw9ogHEXlt4ZYQgzOAswXXfncIFgT4rx4sLeMzNrMllNxMJM05y\/SJKXwQFEwsGNKjFwUYQCCQp7aV2QT42Zbq8qLvt1lk36qF4XkQTuU5jy6t6ZDbseEyLwpjiW2bdZM8Q9VFTnm2nxuE\/NtA\/VCQIMwSZFZfAvd4\/H1DzBsRLPBw+JGNilo3ic1DHNsmyE4g3+7zYJkas9n00Df1mXuAwW3c0UZKj8xgWLgPkXDEV7PJgJLUf\/WyNzzOOaOXnxn\/AYGiiaJHjAdokyeSrDq2AQLcV65TxxS3oyMTmoH2a92dWoHENK0Zo6KNwpfjTADeqL7mW6rk\/kJ0xwYLFqeOcT06d\/KeIGDcIhlyymkmBA8HcmICWbMB5h+\/iEiL0kyj5na28UlR6vk6cuQmVrEhPGhsETMOuLE1se8hTrxOia9zVqXkkp8DBP1aliXXiBAlh0dddHtU0rguLqvVGpSHZhQ1Eq9P8qyx4qr\/EyhA4a74aXFJapzpFmldklpTmb63sjXkNd2PPJFHobKiLsmrUvs2itvRHC5cTvaLzLToXGx3ZMBL3bC+3hSDCKN9mWTiV2bppC0NRavJESsT7\/vRhE6Jkc99Bv07B3PDk09z4tw9HX5rnsH7525Pj3gmRl8a6TP7GfvlTJ2uUuWn08jSiIUB8bC69eCPN6vGyVzUSTLfx+uNmrUTr9tgVU4WNmDrbT4y5YgrsjSq+Tf7W6JSvx99sP82XXB3h4NfxyqVigqKxmSvd00IQU5LW2iBsZcA43L\/A84CA11VfaBVeNokc\/8pqeCHq6C1eCDtnm9RjOOuW\/xuSfCFACjMXo97gsEsKzbdCz12hm4I7jTpTl4qEyuxGiQcNm5Pb91AthUoKxxnugXm7aWGtktP+IznEjMXdLcV17AowmG223MBF9EH4MW7S3w2stH5DtRDAipJVW6CrGYUvhVMRKrNepgLB\/ZRBfPfmNqkS+3mNixa6Wd6SOig6Axztvt\/NLlGsxij1vjgoi\/wu5R7Oot5qV+uicnvMVGrwA702m\/7+hCplHs\/lh8Mt\/3bk8FymbMNtkgWuKWPm+YJh4yo37HdThoo7vydxgdvjOsAGTaNJT+\/0J1NVtt19J\/jPOcIknBvALG1ud4TrRBDWzuypo9iAE0RJmLoIZc+QmaQBCQtPib9rVf0hjWFaCXp1WCWsi7K8MK6v9+nQlpeeImqKOUJyTVlLnIkwT2iwEfWlOO60ZfJ\/P0z3BXNMBhWeonOH\/K2+WY0N6QGTb3i7VNBEWleqwZV6c9D\/Vd\/0POnryPcvhAOun5vD+dMVxpd6nP0+UUFow6iSLrtYKNK+1dehaCHD5bwdun8CT+s9UpP23WzYV9D6bOv3usCGT89\/KBDmxLU8D4N+bcGVdVH9k69jsOJUDkpsh2TMJsKGH9WKuNFaBqvV49wgnxJVvRju1xHRfLp5BDWDzmSICU68nrk29AMyfMmKnz+4sYIRKgtWWzb1q4PipFu5nqz0Kdxtt+n6itt7dMWvnSkgvYQdbkOd19y7M9Nduqs2wQsAAbHRc5XNQ9XcHVZ4upPInvIEVPAP\/oQAGwSyM8TVLLICjYvGu1IVgYfh5ugTfomPmRyADxlHSjF6UIdOgfYJMMuOmiZSzjYqj8T8ITuyQxvrPy4bvdRl0mCWFfz+LOaMUfiHnHmZsdsd\/RZTRFU4ncoKook7OFztO6flsXuLle\/Sjf\/quNZ1w92nY4cAXILSg\/AwCuRecr+\/wldW0h9tTxQ1zBEtwDuo1Hrv9B\/ikgPQQnmZ8IfGaDrCtTIo3qkegzMlHncXwM154ZLC5nEwQn3BDfT87lT7xgSqKMaKrzLPqgFDSBEiiDr3mx4d955j8lKl9aDHauNvwVTg+oWTm2uiVAnyw3\/QsAOyicD8WuLhpevaVFYK\/niGbKBilO8gjbbyiOZbKbCgxfuJ2+8SUgHFQVDmIsGJdPkHbpuZ2xs4hFatWE+4NyiSh1n9sg+e8xkPXFpNeoS9nqE31cEP2+xqWZ8GqRikTMnNCsFAiQ83fLPMiigDvl5YgpFKJQfhdkc57c8OazsyImdMTpr82N98UvJ\/EMHHCv1eqCrC9r\/ulHX7JUB8QLu7tPyWBeTZruOCFklxolT+0lVhJvllung5tuF7grpaIBVOlZ96jkO7Sr3i3mmyR4icqBN6yp3GAyp9OcMp2\/GVeXki9XJqcVncsLqSUL5j2QLbbKP3MjejZrZZKwwD9fFnNK\/Ew5qACI6bqOY3XVAako6YB7Ltj6MxUwTOFkEaVRxuFJx9k7FzfCaYKP+IyuUguMtluPsN\/CBaf6MHDNE\/N75T8pv7vZKmr3bWtGNwJh8gHtLQOrzd9clkOmwAbywQCa0tAHC160JRKuKvBNqF8HxEGDglzf\/sEUaQGxB679NRBRO54Gsr\/YXiuNoDsFvMnfCC33ndFkU+zcIJYG6WfouR0BUfGfaDJOqorMZznnphz3FV0SaR30KK9djYB0Gkd8Dg6Ga1hFvoTouOfBUYPoOzku8HtLvJ2mBB\/ovMjdg07pEoR8i8HEhEu4P4e2kxcB\/5MCNtRiS0LWqbVl3SvPA3tkhejtu5hk16komXRFyvcho0ePAaC2bp5V4q4ijUf464mp5PeIJnmilQP6u1KhgAMbFVA3qalT65NCQiS9Lg63ggU8P43lBVk6nfOGKsITn\/d0WhcIqQtBxULn06FbbXgDrdxSePv4gtGxqX5\/tzsxqa5dmfM5r1c8DUOK7H+f9rNUoRtsiWAmgUfHO6iDRAstOIjS9RG2uWpR\/qHJzikbkekzDB6h8szJLisOR3IfCgnnWxANPF4yEGHBLVKTUBARvHLhSIwdP0Dxrj3zbPkgMRFbSIuZtmkeXn1l3JiaOmZSL5cWzOblyoA4Ew4o0JSvZPA8DJOmbtWrzKky\/Geb4jSrtdPZXuBIWg6RDC6d0XiT+F297Z2I8ce1LKDvqoezghyNgcg6ER3S6c2+PhFUtIkewx60V9HN4igw90heu8W6xXcKbUVspPeqDFpUU1JK1dqQf+A3AVDrieDg\/BZKJSp3TIcVobQAUP4nIv\/QvulYn+lum149rA3S8NxZM265ItRsHxXYm36mK3BMjlV6U5OcEnrYy92uXTwL1U0obsNjBKl\/UrBt0TDutHLMwp\/ytJfCsLwbNcWhvYZgDkJ7zn19APlOEEhiBZTncwakOTV78ZpxDgfQNyd+PVEa55OypQ1WEvHllT2L0brGRyiTE\/FvgUty+NAkxE6T0pcOeGouZXrcO0DjB53Gqip6iB6QCc1KkLzHtXTFE5V80iPhCZ1B4CO05L3rZoaSS41wrvtnR3xEAfbWJ7EU3yfyIpqgAZn40zkbmjX\/kenclDHf39qv1NKBloTK6kUeKazOcRYy7Y3i7+e3H\/uLkmeV5HEEYy6PCFGMxUu9Lkfgl71hZTVAmYpgGW7FjTC+NpgWWMgZstu4Db1rMV0IflshEcr47\/rwMvoS1b3NNVD3Xbf+KU8PMVTz8F11E0VhcerBaAiVVmbvHdSY7hR1Jryo9T7yq3RWQbtuelIopjFdG5LzZ8bscNcRi5kmIYrfnJTRfTFg113jyv+BrNhP7ZchpZ3iY+BXtfbTzdXoFmSz2O5vUltoKzf3sdbHu+HQ45cPx8riGSRsQ+NBzjKPYcYi61AQAI7OULAlZI4n+5E3uSoh9k0RhpPa6O3cM+BiBp4Bnk2oK\/eVcLLaWOH0FP8IDDGOn7VfTEir4lAdpWmI2UarO+2GGtr\/ycruqwHdZfVtEIaqm6FbmRoyUdzOD7kaoL42+QEd5hQKJ9jfQoOYgrQW3QmvU0ZhzWQLER++nOwUR72Z6k0b3KrHj8xhla8Nk0VrS\/Av1l9X3G4Pyh8usOAFEen8EAAAFCLyBY6B18wUO4XDUtIOVLMof2rMnrz+XfRYQwB+Qpq\/4PBqti36AmQPCrDpo\/g701HsEhLpsNrrrayZJr2myT13Jdrb6aPxhY1b1C9KxTUhq5Hkbxj3iPYG9mfQ3w1\/uNJ4NTmqHRuD7XyUK5OSE9BySOgl0upJ+HIhdqMMe2Iqfdw2tyQ3aAjTnGLdzwHb7qiez\/Vdm9Qd8ayk+Oe+IAg6PMZ5b90LXJ884tNLfNLRimi4IZoee9l9GpMjwvlfG9aNdC7LvM+fvQXZ9cVsSC3p4a3cHQtI7bAB1T3cAGx0ijOtPQATgnbvGFQJe7lUyG\/6aaEx6uCbndfq0pzzleXcNDqT4wQu6dWgAX7QC9KiLw6LVZ9BEWPI1+qD1E7HZlQaYvJegA+2lSfWCtbYjX8MdGjTnPaDEreC4h71ln1N+UWkH8xmH\/WREVX6Ajl1W0JTwrNiIxFwO\/LJ0EqEyI7jC3SMDwB66QWBpFwVE8z48mXLxbbAOJyOY0uKIUNg8Vo0Pip1gLtFGy+Odfwjzn8oXug5qi8lS8DSCjpUN87abSLJcI4SBINJ0cBtweH+GS6H6VQda8cHXqoZcvI7udqiHckEq4kfuX35Y6qUux3Te3W\/7Lux955XlfzuxL5tLv3TqRq5scXzqHIrAw3bgyEo0zP3l8l0cTJh4AFY2CGpfl80YP13WQqpS1JGbZX73ZJ2gKySIk3knpGoQlOsOrVSNlUH32ppF2+\/c7U0KVGUuFL7KQ2tQkzpAriz7zp2\/UDRcqTKH5Xosp4sLm\/UnFwIJ8QLndv65J40mn1z+iSkze+E5L5LVJwm0wozE+CEm5AEctCh9lSnCzcVggG5D3lWXxCrf6OITu4pPLhch80dFUClceJmTwP8PR881TW8k6XZ2QYSQMkk6RZ5CIr01vm0QcKZ+0byLnoqjx+cI18tRCmqeiTs6tUIlne32T4ZqorGMfKC8VZIQvCqHt+Xdgti5nTm\/1QsV4fRN2TVWEaCQAaKAWHlAMZfL1To1tr3ujI+bAykz5RnoB8\/kIcGLWfqqcBjaIIllP59q9C4ORGQxXupxS362zjudiBsMsQCwgxb4srYiWglWBoBtCGIB+J+s8c+uCdkIN0uvj9\/kDW9zqZv1\/6M25GiMLMKj2gxyomihEbiE8OyuaGH4H\/hbgiJjgifxNcpTv1CxF6v93VugerKKNsGFIn2lat0PZS+5JWyYn9DNlkUGP60HXXnpmnemA45ff3FkZ6Hq2ZxJPJEbrrIXSWUEZc51Bydg\/WCxCxfsqDtV0gkqe\/3HDKQM8Cd07R6KB0sXiZzVmMf0Z9HC69jyjl2J1vy42pYCL+1AIYVAh3JnjcAGY3qe\/IxdtLVPGTUv09qEU4R2Q20PecUg\/VaLMNbBiPUAmV4YUwDye4eOEtKTlFKtkqvcXRGyCbL12u0xLQnsjLWUgnNzqfL1sv\/HKQNoKpP4bCYkgAtaBkSBs59wNjk8JHSu5\/SzI0vFweUQO7Rw0ecep\/0kZi7PI7GRTVM5Hykyu\/UiYDcLOmQI7x66XaKQ6NtD0apN0AxAbe56Ij86qJ4fjGjrWyqOAQZxpKCtX0CZcyed9iIzMUvgm01YFGzXxcBy\/VQqQ6U33p8na5ANyxuIVzFVbo+2XvBvOWUJAZYHBs5nODa\/XFB4XLtpMzRyw73GQ4piFXpFkH5qXb956HbQNGDTXYqcnX0Yxh+8ETlXAd3PmmHDU373FXIsr8ak9ZLbKaZJJDldegpQtGuJYLg4oHa5bSh\/3yoL91Grw3\/3hHWzydMFIGcjQ91wG98um1PSZK9GkD\/wZuiBGN5P8J5pPyItf8\/LcWagNz6CbSB3uUGZLGRAzEIAcWlxeDV0KGC00ejrFdfwCiYHmP31lTlPIAZV1TrFi1OOoQfh5yixgfuUd5Md+F156fshZVfyKhI6u0k4EF+KP1jdzsOGUIA+Dm2ifVCEacJSRv5E\/TTKy0YVDxTIHQ4\/lDAqV+rr+N8efZGENcsEqI\/nhrQEjlrhkNpYkzBIgXslYjaZVtkeq89uLs6dtwGsc1SQAQ4qevj2FA7UosNT+fCMCRY+Z31gW9738+BXV5y4vAhd9+IPZfphpwPYWzG6k3DVYP2a72f\/e93f3UIjuiAM7iPhMNVDlGOYdfvpiCjWNadgjEuCHZfWXY4MpN8xrNWFjhD34hisDbVwHcaLEBjU4mQFM0OIZeh9m04ZYmK7wk\/5vd5QqcPpg+mqbvCMv\/FFQfIcG8UAnwR\/bAgAhdMV+SYalRHYE2wPD2J0nwv90PEEGaYaA28+R4\/OzdOrEg86mQMwaxgnBcyzm1tO3ggAbJewT5kPThKBpoacVs9G0wD3Vd1c9KrSPZPMhQ1OXCt1Np7BBHV+Z316fl5gcRydzppl9WBG3ae3HhRgGrMUv4sRYtUAVKgAF8gBMLZ6NeW6LfRGhWzrOjoZvdXY3dd9gqKC1I6DXJev00KPgsuO8g8Pg\/5zEvbL2FNCPPBRHuV9mwbbnr3IkxKR59azikAIkPsTauZdaSrNA9WFdokKW+R6hy0FNq\/pzieU\/qCNQAw8FOUsHVkWW6HviyBPR2ug8dbiLWImDG73V\/JFUryOm3NejLPmoQAa+AY4GeMHmxxpbQp2xXfNjoier2Z4t30gPepAQjNIqeoarjjzcohHyZ746dK1mu5FQonSDhMo4RB+wSJ5Ftdqfb1tqdTl7thHg2\/qAAR136iH4Lvn74JWeSC10MGwlfvsJf32QZW5xnfv+5RMz9BXT+Mcq11Adre8arfW4OuvuobaJdGm5xXRlqBnnI\/0IDmp3YPPyTMrbajlPD+DVX4XcXhaHgRG5l9z6Qg44JM1JlusTTPGd+u2m962xLECvzT7HeV2k7nKuXHnh+1zQgRfaNOMhETyMinpeXBBPVLFD9jihCHp0ZcTsNhT27FzyM\/nzdDlkgMZTYUATUKy7aAvJR4DvNTNpP0r4fGJ9M0cl\/opSXrc\/cTw6c+k6KzQWj1uI2ULarfIQEO8802uFu3ojkIJvprc2o\/nnqLQ50iVTVPEA4KrTAFVG5k2JR0iUwC3ACnB21PY49AtfmapXYvn96yboBxAf\/\/FsCUDfYmtF5ehjn0uyoSfWz3cnt0IN\/r7OkizKMzlrkn\/XiQAAnJ0KsW02Z9Nr1YfRR4Axt\/KOeeHaqjtJ18x+USPn83cBkWBlr+kBC\/R4pjnGwb\/lHS4Mupr7bGSa0ayEFASLeHdA2GCe9k02CxWWVh\/skKUvqi0jdcN3el5f6w4W\/v4\/EurA043vxLFyYR\/cjluaytxu2wYqLtJWQC7xF0eDngtkV2BP1o0hpIY1m8atqwRXLhleirzv0MerWi1ZKB3rxxuCFCKT6h7l5maYk4YJAd\/veNdfroSBeBUjnb+Bd5HIoqwqheBZf82lyirUGGNl54RnEDVSNPZgbsf2Pdo\/JSmEGGU+JzdF9EFvUty2l72zMwV\/RhfbgxrWuuCxpo4voaVuDqxKRwV7qEAAC\/Nxv3C5uQFvc3Qxh2xMBZHwxC487t0UEkPWRHnUtmFSUFnatMi2ph4G2rjNGVfWdezqzhu0TbeG6zsY+1Qw33X5Q4UARPQKwaeg1Kiyoiz+OLeYymcMT956nACXKtl5L7muEiDJ+LailCCJYBjZx7eqn8KXSN4V3MBfQ79\/+v1pKyJUebqAGRljBVsj4r7TZYa0eyI6rTUMrCzJTIUwFF\/2i51Tl+streO9Hd88bpw2uoQM1fS630Q4j46+Yi0\/H5gIa3IkCRMAN4lckYB2kKzHoMwyPgL1KpxL9iqKsQaOYC9hx7mBLJD6pUjZzJtw6plfaJCyPEUanaJ4rtcWkn0nH88WXLLjbZJcfzh1y54mDZ1WgROafv1Mub4BZOpaEbFQjQvguD8hpv4WnTF3hCyMF\/\/zod4qv8ZaAEM1I78w98w3YWANRkw9mZIG8gCit3JNU9VjDZyGyf+Ch89xzNk\/V0F881Iv+IhFT01cTdv3\/GnMoEG2iTikCD0fs2n58hG40tUhJ1BwgU9YLSyOMWHD00ibFWcEFJ6EnvfAls\/4z2TB0pPIrByrHuz2rwayIHBhELO3RTGlAEaM1E9ybRMyzni1g2ooS9JMpEHFfY4Lb4n7YETWVGxopciwmBVe4XGCcuIV6rozNyNrPqln+Ppp49q5s5BJzULV+2IETs+DR6WMsuK38G6rSK19a6nPILNtqYfJWQPeSz1WWFjNNzNVuFsFhDAA83jPcoAhR0iii\/gO7bcZs0YqSlgSJVjoC4d+vQJV36j0cDUfT8q7RiAi7ZNu\/nBHOTitOk+ABHz3a6wXXhcUESo3\/uPKX8i6lXZSwoGbVGiUjixr1UdAu1x6XhTa3244RiR+MVwkKMUm6w2GBQ3NoqKh8IM6mIZl\/7iDfRXy9v3sFCMEv2DxADbys2TcYh90KmYcw9APsOyJc6sCj4FvN7OFsJ\/ls8jZ7Su3pnwmG9aDHxKac6yuiFZFFp0Xj1oJUlWtGz4WneqeFjFEEu7deyX0O6A4lZlcCFwpCYv5dfZiqpBvwB0uUg+ugG2pyz4QFqAwUW47BhOsc3pcibIf14rjbAaFVtu3+Qij+iO1TPOl2Bm9kLUPn9o1ilYbHV3TuGx0O4NbP0Oyn8jsirQawCp\/ZScz3ip4UzdqFs\/TBqIxo1PU3qJeB6iE4k9HTkuhj5Xxte1dS93Jkdf0yc263HGuHDwFoFuKXazMAjVAd85fRvmyLwzzzUAvNPaH2Uu71HK3dxNgezqLealf3XmzpSmoZYjmI3p9pyZcg3KEuF1Aja7AHYH\/7VtUd0PQD9xJDE9FnE4GxhezgbPHCzu3pZu6spPAYq5cpnJJ1\/J45m0Ies3Wn1f6BjvjdEnbtLCQOhyWoXbaAHbuZ8FRShCAjGXIAUf6HvEs\/jRcLqveyymoJplm\/eGuzBgysH9QGhKGFsZpWCu+Sp25G+jXcEWAK4mladnqW+fJtoGVdxlUG9vySbbO6oulFF6QMU1eTbA6qdzIsAVSntvoK+1MryAh9mPZHiNVoLXfatCqJijkaUEDnClXCJvjF5\/kmhwAbVDaOwE5Q0+LI9tNu6WCyxsfY\/bGpBmSzE4hJQ+fH8M+MeOsBvyBS2xeanhdsQs5YzFvS9Y1rudDys8BwgJUbc1MlXucl1L3Z+Mx1qtdBzYOK\/k4RNWQxl0Ae+yEbeWefGRqUHsn2sodb77uLBQLkd9+BiCo\/OV84F8z\/ccXTif405XncSNb942DutbAeHCN2AAMkOWeNwxE6tUKyKbBZ+NzFmz1bWcje8G\/i6YfwT0gSl6hDLlJCZHx4otfwwE1405skJCE9TB9AjzJnP5cp4HsXWQY5hjHK9Um7BhZNkrgm4L2C6Z\/CA1FGPpxJ9Mskz32gW86x6bNVBaQj4dZJ+rTZJn5oAcuGZK1\/0MSGu4QfNkkNiFmmj9M0I\/pVPtER9yFlpJkVpVcM\/9m+2LxbJSp6fYmq1+qPo6WOe0w8VzRLcnyDB7NfizQps+tNmwVs4wM8mqEw4Ctg7Bnj3pxkkkraPRLOWu71welr7VtqEBPbFoNuWTXO2DYRYSvwxaOj4Na8iWkxfj2v0jmxQPesatS5O4Gy1qAlrgzM1Rt0yzY\/4C+WRDZgWWbqQ+SgLjD+\/5FojnPIrBg6o6gJ1wNlT8zAKH9UfX+y51n+MH4300Cke2k9fH\/K4\/2I2rpC\/sGXooXfwENck4WgGhMCSW+k66KMXiu6d50ICQ6qaRWxMHRBSnR8QOQMhreKrjukq8RotaPYvfBUvO0q+nvAH6Jrs8\/nF+NjX5eRT3TjCRfM+yP02PRyT8YIlDkQK0NaZeSBvvc1djvlr2i\/a3yDC166iOKyDRlBql+4ieJXowdlZq+8RhcJoryC8iQ9sxV9CZTfRGkJWxjkJ9PFQ0enRkzstgPSgad2PkTsThQofn1+2jvTid+4t+Wd2hXnLd7eUXxvNX4Uzv3l7KIS12JWR8+Fj5mTuvHznQ6QlrHm7KV+rlnXxZOk5TlNk5GJyt+8MspTh\/vs\/cPivJ\/N3LWiScFld5IH1ycISSx4e4UpkBIxpRbJfEqwIN+P++fCpcPaIHfW+gLC6QLxVtM8o8gZ0vR3pzWWiYyy3j1gwnnCbYFgf8T+TrPj58mLiJESuCWmX0B6+8gA\/bLCkgqY5QzXG8PPdZa0rUjcYwi693nIKPHo0hjJrVIBMBPtb7n8\/Oy52eGDX34kpLPPeNQ5HLiu4Y7IZZf0g1c7xKEGqYkykuOXuDfMAVTDwFIAJyU7nvtPyZ3o\/FKY07bhgfMLJjStk998Ben+BlydUrLDw9GaG11N5forK6g2UuYOIIhPqnz1CXk4z7bTfkIXVDuHC5dn896pDidYXuyZOX39NNqdVAm09YcaedDcvbB5rXtVK9NbJYrQHE5zv3\/hqPWOJUOfFs5m+30XL\/EdYz1QIKGspeBkNOpjliKDoJtXWiFtlkwux5xVdn1BJw9Ld\/g0YjFk4KG5dpEiTro9tosdSFrU3LOu3NJ3RfA\/BOTgw4yURTZ8BWLS7IMDmxXWBp\/avHJNfQUhF3beTDUcQENQsJoDJ72yR5INVsf+vOFPqgYHTvMzYT6vu2+s2vz0UWBMfEyjHtF6TToN\/uGGvSyD\/0lN7qtja6vvhk\/Lk+moeXt9fTum3K+4XcEjOmF5Eb9lslNXBUBb74fav9vRCyInSLk\/pGM9emtmifuKiU0rIYrFpKqKUqSU9MLWJWjD33\/PSz+LoZbzFaXNk+o2an8It7IUi5x0pV0\/ELRsuY8Np9NSrw6E7KOYZQJ3uu\/MOlCwQe+YZeELo2r\/8ORLrf547tgQsJxKLcJCrC2qFnyfacd5ActhPLMHow9kl\/HSTFFSJ1KkqN5nVVZm6qiqa2mQieNjWNWy4jwxrTuBYZTdQjJOgXgT5h+mjWwUSmPVbcJJP7mmvMN4w9cHH\/agR0mLCBa8gXH3uecixAGWqYDlwmgEYT+nYZkLMgfTI9l3P6C520x7LZGyvBjXcbVvEVGMl3VewKm2yqDz4jcAbSEauC9EH0rfZ6jtAJUVdBU15DMHkSmLaIIlPSEhnUslwQFs8M\/gDoee9nwCbKVjRhFwBAwy+DXY+FKfRHRIDeinNJR9vBBzCzcB01RMJZbCvZC8P7w82I6wSqL8jdAjkAhhLzMQ78EAQGDxCCiMC+d6ZGMbW0CUhRK\/qPQXZWE4tsiCp9vftKtt2e4Y9umYo9\/kMAl7hQF1R22ePbjdjBeoRJSb1TBtnmB+oRKxcy4n7FevnUsqx\/61C46gPE4F8AsLhetQ7ll9tpI37Ir2F3aD2PiFgLT5isUfyTqK0zAAOZO6WwcH5OSVuTyFgtUi0HVEuwoVeqVRQHSNLmiW1jQMccXGb9scItzY38semWeORyFiyxU3zoioQnLhbrZcfQEyVQvFWYsBDsrHCYBmNulUgFWE\/mTCxOwrxCFdZe3bwu5mFq\/bDPnUpVyOUmtN6zZU+f9S+we+jO1sIlGuwnI1aKyLiIVjzmrnvXS3ruStgxtxMgiRdQJErH2M7RHUhpx1GqAhVNTl1IWTBZ00me0DBh7xg3XeVCTbptgaDVp5li77yTWU\/qkqbmDxGUPnylttbuXSNnIcz4svD4mt8PrCz0ShFhD6E+P2YmFa7mNAcbUETSlC1k0mUhKSP39Gwd1RQAuD72kjV47QfOKM6Zn6lIAPZjPJ\/uix5C0O1YmLA3tfkAfypZFgCnJu9oltYKLdVrfNGhiY2S2b6q7LYA6NWvxdFq8WGwctYQDtB44qqXg3USfA5dq1FmPRTI21TBiSejon\/Fw7CPric+7dRCf21fVyOncHBFyFpqj3F7FWntGtmBpnbEe8KowXNyqWcgwKs20ckeacq57hPxGTJ51RBnjOIia47vyKNxZm9rHjqE350Aqcgr42rrmjUaMBjZb14I\/k9mdlmH5lQlZ36HYZHkBNGm6stvAQEowgDLKmXrvPDxhN4f6NWxmn3QLufrkIO+SNkcy8rR3xMeM2YeewiVVR8i9XYsngVcHttMh0v+FcyWF2NF+oNPq4+npz8kAkL1AbVCftAaZYKS8sTq+Y8FbKIL5puTWVYNTqn3XhfMnTWKEsW27w3+D\/LUkZCrF7llHihtw3aOWJn3T4qbRRbJKzuEpSdiIrXe+OGKfhqlcmS3XFW70jbnMUys8Etth6JEdG6+\/e6kHOvXB+IJX+YLTvzEi3lW7D8sBvY2BuAocvFcm2wrxMwEZgPSWfVjLU0jHv9COhSBmhCiVIVfOvzvvSH6BOGbCCsqUh4qDg0S4kjLV86RNWdXJroo5T5k8qBlAfrxOY6aLAnGNXtgEPxc2Kh2mvl1BPErILdIr1RaF6LMss\/IX1TRzHTIwJwo5gsZZSK+PG5L2Mo0e7HB6N7QJV\/Ni50n5CMaRZCFWy0tOOKWcPSLGhcHvVymXFnTAS+wyMejxLUwnUgOt206sbwOlRIQR03idWV+D8EOZ3xbd7IEzeMjUS6EP2\/wXKB17tZBakESqGbMAnlV9H9tkMUFFfF3cz0AudKIHuvnuKmQmnS+8ALxb\/gdwY4i5jJ1s2wqq3IkIN2QWe+hcVBkbP0+3xi9aXHZ7fQoCMNm0WIGf\/LH4saujJItLOOsyneZkq2zWODKBiZlG9Cdw2j8YEJUjcANCnc0W5V0gvhExIpDxSCrtvv8DTDjv9qr9GkJQaJ+wARkRp+MfYZ26HHdua5hOAFahJ2FJ\/8vVuIzwEysjLGND66gKXb+uz4SG1fVVJbnURDtrioCIlQu0\/czCA702LJDkIRpIWPKhOBPQ7meFfaxDYp4omQPkHZNjlT2d7ATSJLDBHb3ySuLLa4h\/Yo5ENMrVIpa5FlkwMH8F5+y4tzWRnzqabvcRGOmBXA1uXGesttHqd4+rhm7y+NDZ1B30OWYvLg5505onlI7Ob5hTvckCErE3rcuPVwtz94mxGr3W0WICAgKy3mtUNQtpIo0t\/nLl8H+DDqZqWjJGTIHLlZeBAvkyz5iQEw9jHaeGKY02mKrbCrZQShR60W7WwMvjP42GgtPMsUlnPSgIYtIpP4r+yi0FzCkp7vEnvevlFwjl0qDvoH8xz2Mc7VT3TBLvWbJCuENRBZkXp2J5EDlCFNu0vWRkHCdJjhYqZC+wq3hmSyTM9WcC\/MNPuNlU0xrMHjWmJPxzePEmcKrkG9xeCJ9+YK9HfzuLN5O0gOESKelPYWzYvadvO1W+VSe+dV5rkATf++6XrtRgQZWdKeBNL65AqiD7zoDV4NY0mrz1c5PocbX820XWMucLNesFve3NeIgCSRm838I+\/TjBlvDr0dE6S8jjnQ4qMslrlKy0hUe+1RQvhTmbY\/mBnW4AqYgJ\/yY3vht\/dEYg44GO837CYBOnsoI\/WNze8MlwrmQn9SDO6Se++dYDUFaLm2NdrLKIUO1d3HXPwTEAx\/NVhMjNCgBny6iRZHoCs3LITy++QEgZ1uDbQJIphm\/dV\/YFY2zHCdBn6Bs3B7p5pZQnGi\/AuRoHGLVM2rVZju+UmLOQ1ws17nKuZtL1tsvwLF3T80FPyfIOgmNW9K0aLMAuuGRl64Q1Q4nAVNB0zD3W6NCuG8qFCzNETI57PkBz+1mH0BgF55HpVmJQr\/OeV2J095Q6bQMzB\/Wdle45piozHKzCr8tsqtyn8fibilA3C7qOsShbPNRh4Rb70zCv0jwr4icvqXgoMP+S9hRlgiFnSeYaKXOAfA\/n\/8z\/vsCs0tR9q8HTsXAwZCnjTvas0ibCbpukDskl7F8JYJ9Kb5jkkiMUTmRm59sLFSxcpQZuGCzqxTxw6baBZff5o9JR60WIhqeMEBjUWjUwKNlhGidoKfbAbF8iM7ss2naSPAp6zRN+n6ZDic4a5iBdd+v4zfpp7KwrtSyDY8Lybkf0S6KCYMoSceRdV4WAdWRl1CVDZAytW0VZXDp4f1l+1Ct80Veq0PysvUDXr1FJqYnyDtB9IeURGoOWHly62bBXRTMJ66nrbbicHeZKNo1BekGMIr0jxztlk0aESktyoTXsedDx7IO2RfDaPkMu9Ab8g0JqtGEJLd5Y1nod0tljFDW1XwyHYA\/yj4NZZ6lenzvy+6duEXfDrZZjav8fUVn+A4ue+raOmHAyjh2eNt9I+lwfcHYwrj2dMGqp+EWZkrEYPiAG6INOg7reBlfDGjz2PdaP1gl3o8EZl5wFbkrA4SSfiTlYLcCbg4SnvDQQsFLLBCzTnfDmg6Vxl1TBD\/XRuDZApJ8TnJnBaCnL+iqOm3qAXGkiULDPQLvbyU8xRJxzBc6FvF23wqAjxtQzrryYV5NrjtN+z4zRMWOQM0JTvDSakeMBK3G7+h2v3zY0irTXO2gW3sUByBrxjoFXsLO\/F1CVaCBF8QMlSK13Qj8qI58bJSD98rGcMjKhfdQtQl2FA82xMF8cBWR5dMOVEa3Uyb67lGcuk7QYQZA14KAlTFLKTSjBaCE+Ts53jILLCq3e0Zw5KuwTBYO7A0pgLH5nSr5v\/lp3uDn1eVAJvJ5zSZcY+aDpvUK9vNKJRH3dFjIb4uSGFR3yV\/CTjW6MVN+E9A1y\/pW0E1mct71dpgYGCnB675L0ny8ns4wlrgAz+mBSwNHxk3Nn2HG8+NumN53h5hBgV6Wt1POp2RRZu1wMjGq7DmonnSLOyc49NS6hzcA+zC7ZCezUP5EgVQjgAmzOpAYhfecGV8ZF57bmdTEqTIO7ArmZhlioKINb2oyxE0mT\/4nrAnEaqwf40Kcx52bvC3cd6BrrksOzGT0aOQsZqgPehZYNBDn\/NBUkZ5zkNZRFvUB4Q01K34Jlj\/vQT9TEi8msur0N99AOxLOaxwqi9\/WPNdj416IXqxT7NuSgD1nGe1b656bAF7xAgA+ri8RIoL2U4uTaYt1bQf2zDqFBdfOVHwnHzhu9B6hVwvfOy5wgj+tolT3lW4y\/VmD36idlm3YdI+cM4u1ZLk63+V0sfF\/jxIjRJ23SlJqFT5ymgFJTFhiiOB14gEFCPB01lYKzc5LvyP7h6RuIKhs11Vh2PfTwBZFEWg4UCyUuA3tzm3GYc3OrrTkOsMFdF6YNUMNpvpAgjYbtRrR5EarJ4CSF10wbcJaB4jJlX59rfaXhujRwy2aF\/75b8fTg\/AlS4uL+t0Jg\/7ALPfXH3WscHRacbwl4hFQSr8yvPUrLUz0EM84F++1EjomrcOSbdCtUQMjDNBoxCxITYcKhyFO5CoShK\/Pcip4csSz1a2JbWCdU+bzVsgOAKgeVfpdMDj9RkUJyP6iGRT\/+xPD6macSsX\/3XreK7W4M2ingf\/arV3+F4xpZqs3W8xrA2tpf3F4+TFsQt2F9gh2NyjBjRXd\/JnCyhGHomectQP7h08BbBmPVM2yC422zu7Oi04CPW0qIKtyZcVOzRK4p+9GXUdw27XOR3xFHDnEY4DQijLFRCQ\/pkBDmjKYYx3BBLG3jE\/baKDE24drBU+ryxgh4v8itEudy++Q\/w+v8GrdLXNfduYW1YkzR8MhTICVZVYSIb5whhpWhWVwH0sQrjcXwQs1BYi\/ayS7RQVnPJjz\/EPRzZxO5yc11FfcNIIJTQPx\/EZJrpvv4CtjX\/2Vf1XxybPc0o5Ag9500ropqqXciHLXL8JbgrEXDqwq33b3d+KRgC8qB7fAPsEJWooqa3EBENSoPN6\/W1FDOsBgL2fxaocxb63XTzia5EzhUhuTMHm0p3U5lE\/GJrHkwu8dRLxj+Vc3OjfwZ5JmpY2+XQCW2kBw4rmqP9qvRRPm1lrdtd9hlY3wK3m+VCkudrFPkWHZ22ES9kJYPAw9m04I4HnGQSpnxZ2SbLJBu7GmMqmEQYeB39kiwxLfgzg5RkSm+\/zQryKT6gWHWBJKwFqwV59F99i2Crt8RAWBRjPGApCyKjtJcytKlIMHUTu+VcmsV82+g3mp\/pfTf6gUyWopkomFNe9z9X104mLgQpx+\/OmqodhJVy3Ivpf\/\/cEb7y+71Rc+roueIZ4tO0IBIQoVnLPhu\/B44PrD0QPyvHTsxUoXAxoRsAZ+IbLkofbQ4+4qbQF9CYnCURML3Aw9xQFQAi2dFZJfJb5Vi+7e4YvZNtpZYqiQgtKGwUPp92U\/dVTSVd+hxesle6r6MHf8T0mVqOY19adJHjVfvIUappFygELlNXXjY8ogx\/byKn00UZU87yJAVLrFKVyATCbgOoz1uW1jnau1fLO5\/MMzi2xeh0eWACChKpjaxG5c7nv37z22h8j+BKZn9jR\/6iHskeBUWV8WfFejXqDAAJuQqo0tJDCjLBcLwJ417OQjc5ts9jreiHUaXaafjVzqSnNWyF7UhZ7jWuDdcxJfz069pY1+\/LYXyxip+BNovUNpiZaN\/Z250gbAue0H+gpnOAKhYSnBTsqRI1sT0y4FfBCUjHyPfyplBu+UFVQx+eR5byDSum2gx1H\/i2pRT4dMuj+ZZxf5BkFx5R4NLquKiyM3AdE4OikFMMiFzeCds3t1FoNc8QP+DHg3JGvedf7iucrkordntj\/iQPiygiPfmfifWEi6EYrsqJfg9OocriaCY39SVQp\/j7on0Ok3Jm2JanHHhpn2T1\/073u4s5egyPhea9FiOGIGitOsrNoYn9pHGCMBJQnOdofOPe9GRbwxKQ0csAtEMFBe8wsPOVsvUw2xuYh6uX9Dahwtl0LR4WpDipydcg30e0Eg4Kdj+WnJO7sSsVvoIyV\/icj0AASzGn6Pcfb3vCi0wAqf3NOCaJcoEwaMcqhcbqd+tjzDVj595wYctq5h4Jxv0x17Or9UgIfGmzBXOb9CUd0aiFMCbkKenQ0CVqrd\/EoIuGAu1O2zhlCXyPM8CZ4O69BQ5IflC8a46qHZZ\/j7ns7P5sHb9J1lFHdCDK0982uv4+gNuKkWscQpGy1kwvZWmBYCePbJ8F8h6BTIzruczhYMpSs5hH1tIIWhJFkEggHMwB1do75xokobXmu9Xf8NV6BB5IBtY6yQ+NpcPb76BI80DpBR+3sXIXxrnysLD2no+Tzorjqu2SnNqmDuNAWOG4hAlH5PtBQ6\/7NZ\/3NRAtcyRObvKJNFZpO1AHRmGOPozcBVt2tyq9JvEOVfGk5fsRaAEkCWEprlbCSFFvEZlcXNznDLRw4\/xVZGz17TFDM3c4x6YDdaDFgUvcijsSJLGDfgVvH4X5IbRp7e+0mX37d4aurXVUaK4mu1J35X\/lhw8RELdI6NuGfAZwhD+rK7luT91gbflKX6Qcd\/y+nyfm4+c6vJxEkKqauApo85kiKeWzK+MJz2hgbYyJ7kQ4jtgbxyGdDCIIV5WBR2hz1BhFr9xLAZDF4PeJ4\/g6\/jyken+86kWK9IRIwItKcBh7s3s61nxGsoWoDjsGv+GO062Bvbd\/gcaU5lxOAozF7KUN69hDqW99oaCMCjiQXXT9YRtpZdndvIgqm+vTzRnbHOHXj3OHlVta0yD1DknqwDOahus0KF+wY2RZZZmkNsrtyrV6mwz9AOLdUCzaCVsATi11+il9AOeoqoCc6hmi3lb3X764jxNnuXxLv2O85MzwiYw8iOznkSsUAankuSRs9tWd2wz7mkvB9UzY2Lecba6bK94IeuKnzfad8XzdixCl8P5XY40lzB\/l+W9XP\/n78qGx5cmNG7KbL\/UtXvc6auNjFqXdLsqCrudQ3a+QhKXONI+KolYv9Dt2L3\/i731+i35QEqsLTGkGyi12QWKR97hq8\/ydMMKSRFWtN7z7YTMnub3iG6wsJ\/luJL84HpooDuoFgHU6tSO\/ti2G\/UftG+99Ev6+6nvBXKqPujgfpIFWTuZVhcmjYtfnVeExAVi6RDNuBH+af0z3G8IA\/5BJPfOvcQyrmrAhidEZYBCqFcJrGEHtSiQBCBkR+u\/L3KTf7owE2WUodm4TkRpHvfdTUYZwzdPJ4Fnf8quxO8JeiLJ26TMSNo06WfSR4lqdagYMi\/qYu4oQgE0mIOof+Ouyi2Lq41s3UEsORrsJ7QLuEDZlxAtasmRw5+drrwtKc9R2hdjAXSO6n2mPgDMcT8XqPIeSdy9IQRrYSFwMqRbQV7ZyCAlaigC0NjplG63HcXOj67E6B7BWIhr+1y6nXrn4RYcXejbfMMQQB45udN7RQHGt4zGbTOCpstizsB\/LbXeLEu4C9DINas3qgxj+WHJ8o5gTPt0eXWNza5NhRMIJ0rbhbLIwBb9KCPPHXpIyUrpAcIf40pSR4512\/0fVBmWnKwWKApd1AAPGSNSdJlI2wbOsyn\/mbk3cZJK3yQL+gOHdHlX6b\/ZceYdKDB00eJ9SeUqPXWkHHUggaRnAQHterBix8kje7Zuklk1wcy\/LzDk6yJIt\/y80Wpl6I+2Tr6mYNp+Nfit8GhQEbksi41sKnBCsoLRJRJYxTGxjSuvo6gsGB7ib136QbGkgDgYLnLZc7vf2bRJxKbZR0+HNghzO8wD6rsedOv2hfvNpWJEmEXk2963TyWsxYkDGSnPtiP3gnr1lcYYVDgaVWW439PvAJ1Ew2pz\/pIdimtBnIFUiCuV+C979vpnFLOVpVoiTsiHFsriuthrIB9xokc\/ThyVzLwCSl6brtzb0KPpbq1lxTPK0NBTvEaV8CUwFWp0t707el\/WAeOMEUvktu29\/7Tyb4J1FYvbNzEZ+1TW7XaN\/jSbgDdLnEhkl2WTvOd+lc7RycdRjNRcq8W6UV01rubo4X5Go8daDm+H6G6fIV80+U4Wdso9hBbz+xjvLYhxDQg1WcWDRA5F1UinlStd1plp+lNN9VKS64s6YQCxAXHYFqZoM3o9J6UgyFCBoI7u8GOaxEvc3xEawCx8Nn0G4gvsJ5WybjzQ0f7VD8gfvPhoCuVu9\/mkmt7rpfBiHbz7SslGV502qUE3wWYCHtw13x1DqvAwPQIVEiMg82qJzQb1WBXQh8Pzp9vb3Jdyy9Uk9tOV4\/sUMsZiLJoLc3ax0ivwpm3fPwPBAhtitw+Ip\/nEMsBQ5hDm8gl1V47xFpDOKTuoqYfMFyriakGPMrXlVNZ9r9DYGb6K7KUrIFFyTtC2SteFo9ZE\/RE1MVKjbDID1r0liFB5RJBHGfqLOicgR3ojmXVfeiDnFL+CytrGIdpDB\/cAUwZ5MNUt0xd8lT4LWsOI\/LPYJd4rcjuiXNAAAhYlossNb3PZOTMJgbj4GbBimw\/G8y3EljRzLTV58eHPkKEe0BXBW0fi6o\/LHhb+R1Ru\/+xOewPQMfK7RWQ0kKt+gq54VCmVd2GEyOPI2RnbYAs2MOBw+5ZkqvwxbD27CEbH\/A0Q9BWtKyGeVOZYctMkDtZRhFIEvIPro\/S5MusXqRPl0eHFC91dCOAS8pIePSu+2gKHcqOXwMIbmZBpgXo1WDbhXNHAkoEBeTatrYzmnh\/0MshyqOgT8Fq2uAGmqOU\/5\/BodS31LJF4RG8BlCgLz+ESYh6Kbe\/o\/1tqkoD5SCJDGsgq5319Te2ZYjetdzj2k5e4jzJPUlV3HkJtxK14A38u6CTNyr6SwtmUpbAFE9qMXnYZghQFTAKMQeEsDBJ6+2slwMiha2UgabYBU+5dqvLE6TQLNJ1sDOg8jkaKa5\/dw98KPyIuAkXvi8DDzc5dewtCEUTxfI1aTAkZxlFT8etzAobA3ZImcWsKd\/YTowXvECnylmVCbMIT9OiXV2khAPo6O12nk9QPrxwj690CUnxvvt4c1dlM9r02IujwbnruN7vA\/Hg1hRjr\/PyuzuPVjShjjn6pcPZf0mxP6UWeDJRG2YWA8w+3NzakYTAl3IDkRKPcxe08OyE8eyADrEZTzr1Ku\/KWksCKU3TafOLcM4iIybY1NBCzjv9RSi4gzayk6ejkrLzhe17NGrWqUpky0b7lSjeWuZHr19Gr4VNFQWjHazV9QtgpPRuO7lDTr\/Q6CLGj6liv0qPQ4SunLZTacUNns8IM3F7oqj\/GnKMpp1yCdA+CiDviLih4Zj8sbntxInxc+FzT19B9Cy93JNt8LqzSHC5SPOagzJXMHQlYKKuGbHsLdlmt9+rdi6jZcZNclhptE1DTOZ9SOyHHBnYC6I4m3a622+RJdQHynSBJJN1hCCVcpEJgw1Pkn8Gs06FvV2wwIS5nOEJwiTJOqfzhhzCA\/DETpr8SX25pOzIVoUblYvmvQvCi2CdSySSfwwii85T8baizWxGxsew23StT08RXMGMlKTfrRz1U8QMrSDzlH7UYbKPMb3xtfcl5JHPvWFZ13FUdbAMeR1kxQUSo5WZ8xg8EndtLNcC0VwlZTyDlhXmez+JFJKlz6kwunB84A+TI6JdHzMKjJkyCGhhchhcKa6EM3j+\/RxkOVdjsLfLx1i2Ebj5CVuuO\/gwDZOCFtai2uWiosqF4MEpjMEgZ+vI\/u4EHyPH3GXKozlszjeMTqOhujAtOEvPFj3+ISJIARL9ZsD6g8zPNJ+TLDPcdBnn5aZHGHIYSRpPoDTgseF3KBysMrD1J0lAc1pahDOBv\/0hbNYYJvdnWoQWWI1eVUXUVrJpoKNQpIkZrf8AnSIr7ssJO0aHK41MSpEWnaYPCmSGVV5bD3KeW4EgUWeqUf4Uris5Vu7Ydl+78n0bQF1vOACEAz6EGaxnh3mW2mmpJAAngndVzUkcVW\/D9dfLZGk5cv+dhQzF2yB5tLaq517qCFxMvQAj2weENz+RJP7PjtBHhFQw\/suK\/\/EWtFgNQFfys77XtGrHxrUk4M3PRb9t4w9E0NVG4T\/LbRk\/SmxsQJSB6SYpmu\/7rP\/89brjw4hK1N\/kIFPaWGJ86EYz2idl9CrWlBeITBr+SwoX0VWOy9dnKY7fx+ayCOKksABFQ53yjxiQ88BtY2umij90h8fjAffhcjQLKAsl3Ga6GG89C6lvMRWG6UJobb3MF5ivxoGbcH4wSEu9lu107CFkqcQ4Sa0MIHDEsDOLTeNg9CZhmw+2y8uFsU\/vlBW7TumVPp+Sp4WE5HCpSwRq8L41uyv\/UFN7D3aKoUyi29wQUftOhShMblRJeKKe8V\/8JMeFwjQYEiMDxyhRnY7EsJe3k6Mg5Q4Sm\/lnkzMp0gnRwPknrNHrdl3Ez0c\/4NtfgDKon4V\/AxnhhZ2swzpncsONPZcgXpf4TD8T7PkvKAP5o4cnEMlgsVqkuOI\/G19r1wsisN727bCMWalTizdE1yljjRr45HqLXy4anaw1WK37I4uZlDYFCMLMq9wJxLRPeI4+MxBTBwb2u9UcRDeZefwS1OmONnRmweAwjFajMAromXXkw8FrF0XpjKTBPcH9f4i4sAj+7sHRGppKA4otFdWfEuKunNw\/IJSgQwr0AbuNf3OIHV+vae2YlSmBf1LJdf9zgG3TpcUEpO2RANtrTZQw6IXlL4DRu49+hehthzx3B8H+A9Xe9QkyzcHSspwUyet9CSvsAAjFl5u4Quv3kg4RC8pMosYe6XKYHAHbU7jFJGyqBUZatMHmiEtwBLG\/Q4x9MnE8Hd5irE1rK2IFN3STF5xYvquK231X4mIzs0TOv+DWNIbdOPMQl+n4v6b7fNlTc7Ve2+Eqd\/\/O0ehkU2Eo2W1k6MRjURVTteqq3X4NDSYrWZk6vaEuTWGuxktbqAaUXzDOqBNDcJRe6qPDXAg8hTmdxcFEEYWlt9XxqQDw33\/LtcmGe2LjNfUQDbh5IzEeuYrcpXmYxjhi60nAveNN20WGDcAS8qprEeMrJC1wopYPOYxYWDv4JrIyKNGQRPHyRcx1r2x+vqfhsL9n9Okd\/qWXtW\/a+mnWdoXkm\/tR27gWlJi6AT19eDUcatRV+voxXm3hLyEqDYCOxShGWaEf5qcwTt+I\/449+xWrpjw\/Jeow5x3gydcK9OfOs0F2kIfZ8b2x7GDVTJZDkYp1iF5BGgoGC\/PBmtsln\/fojTUpiMCl4IdNP+nYcNdq65F17CQcPu6jcfMplvPmHGoJdw1K8BKV4EFHy40W84f3zAvVJa9x3yP5Oln4y8oNfF1C2KhVF8OM0DCM\/w83sryx0FGim+zZei22SuLbSszUEF45lPqj6R5rZ\/EZB4foQ1t5vf9aGb4mmXGI33Y\/HRNrWWJSiVyPm6OZxDxkQIimEcrTqhg1MvAeluM\/\/x6+Vs5l+J35gdOW5M336S7X5WLyhZmQinxNFiSqd4IFqBGRVYHbYgZY1yOlEMhmJ0OyCwYDFwuhX29LEAPK+ZKW0KzUh1T13wE7PuHtj+TQYPkw0N2HGzi8NVexVDTqz6kAagC9v1RuRiGsQMxleAMG5HwA1hgnJzV021UL\/Z4JWSGv1ytZ7qSDingt8ToBKZInuBgUHhGcvMDxdBHLXQSZc5WMXhpI\/cidSRY5BNIlwUXMbnLI8hSTmrgRfu1wK6uRfJVFEo+HKKlqKRrZIT63vefpA0RHUZeZANyJwulFOTp9twhukVqC\/\/MhTKqF0zi4CtzjGxOOounrR\/B+sOq7YWzEZgCvncAARyN1a5FZoMf6iz5L4dCB\/LegHWFh09sqR01Apd7M1iNs60YVekWPbmlKWV\/2LX3Gof5yYH0JKXf6T8rhKK0+d\/GGzUcGdaD4ngorWKpQpMCAdwiWwkFxhtcSWjsDICONVeCTkvdJbsb+0\/tGbZlneHCHkDo9Ag2SqqwouxBGS61OwMuM1EGsN+F905Ntnh4d1NT9AFPAAqB3e2DE\/h6pwHo1GjWoL0Qo5911B2qlEV9dMRLLP9lgv8rYPNdrUZIXv6n672QQTdltvBOuiYAp0n0NolDWtMXCERx6DAWj6DcQz7ouR0fPVndoyPp0KptG3G2hkDvirE8NO69XdRB3ehA6nPhjDxni1nDboJLUWEpJ0Cd1FOqucfCPRCgWQyS5kbIjzH3B4qtMUs9T6X27\/GjXcS30IjnD4U+xdXtKVqXIeU0azLJuxkQny7\/hUWDfO+wWaJORuIYjHhvk\/q+SPqa36thvzGkPKEXasVYS7wu7uABEXFzKJUpsb5Wf4TBU72C4BzodPfhWZl16Gs6kWxhTMiu1WeT\/fuFHJlX8NhqFVlmK+gt2C6F6BjVPeGkdkDEat3SR6AcEsrKaPVKwknSZ02yLvxT4rah0a7u9jVoaVkg1rsM6oX5NqM0UWAA5fUkUbB3W9paoge6+fCa2yilAOnA+dyM5ppLoWnS2z9ka0ug\/lA8iJ+lVGJTXQ22XczF9q50BzfhFAN7mRcSfFYaCR4HYXQFlI3vbDV918GNThU+lQAsss5qLIK1kRX2d1KIXmHkBtoJHXV5Xstnei9xg5lgK01DvHfxAZeQ7t8d\/T2X4hgSwjghntFrrE3JdgVBF7aOLCVU9+8HDbGL1pjuGTs77yJa15qyAiLypYPglxWIgUw\/gQXzgjPsfPJ4XCRQjG3izgKxZG9S5p5MsBPTqL5XSNt5jYfzmmWilB82ux9C1ZWDkgLfZlKvHbiVnL5KY0C3v7gVlNKvXRIHODSI+9knfxSDCCsD9cpkoDGVCIfRA8Vl4CnQMw9cgjemmT73Y8Pxk3K1y7GS1Bwhc4bmuHRDZV1D5Ui57zcw59vjIC43WWgncS44N4M5sjv\/0V9ICu0TarFxLUAMIGndgTqf\/ovLx3HgIegtW4V8Lv7yH8g7utYLaw9yOwEBEaMXvxhKF0sQ4LwApZ5UyYZXf9svmOP9NKT2MQZ4dKaOPLF5y93xM62oeP\/Fcyq+oGTPrPsdsJaMerN9Xnz+C3v9gBCFFD9or4Q9JFIfXaG7+fnjRqbPpPOHBs3xq3qGE7vRlIinZrgqMLLvv22mXOpGKHkDk8OEdfwz76+ELAOxe1kLvTM4elv3Z\/4ZGpyXN6QVjI7O9GYFbo1aJ2BKvyOdsJ8g+rGH16xbv1q2y7UTUscDpxj8s1hr\/JY0unM9l0I1tWo9n0xmSb6lxA96oiAwoaYY5hajaCfSrcqVBZeCCZdyo3YH6NYFi1P+HW7uXPplG0ts8FIvP0gCh6XdSV2AAXLl4nmiXRMlrgnUPKTkbF5KfL8I48E6gdPPo5U2oD9DQcaAyD0zgle8z2gygdM9tCt5t+amK80FE1z+yp\/evg+5Z\/WXjuIDZyEZiDhum36FA\/lHhWxShMLhZIQLKN0RHkiamnxwAmn8e+hlaejr+UqVqNg30Vw6kQRuUGCGPZfWzyh50NzHAT9EVpxdZV2El\/osVqS\/f63dBSxYhbhn+ojljqVxSfhcgD2X0B\/Uy6CchDBBf2J4qOjb7kgFLjoSDAPjrtGaA0mPdQ3qfFseB\/wAW8SzNNQDSg8pCc6dJAOEBh8aKUJElZLbA4\/gowHAiTsyHHV2WvjU4aUCaEx1g+5TdoUHz+fHgwNW5CiDUbLuCWbrTXKrmqs11nB5dcL0tdmSY7H8tlm3O7YCyn02mVOPv9t9EaFlpbh7BadL2TrQF8exE0ZqmmO8sJrCDVw74bfDBwjQ8uU5dgrm7gaJF+J2B7RVVHLv+AMgR+66oORRDNqriQo07polA9LNSV7eC3mGZyxnPdO4x3DWAqhaEuppIqWjqazR9mItfpOpTNRwIJ29WHvE7rkqG2Pw8E9xqLgEdT1bu2oZNrJoWvINTbXUWW2rCOiDSaxJhv9vwsbhqQ1vOqX6r3kpjBegDHZPXoLJuUXKLG6BrrNGd39Tut97tB7yomzuPkHrHN4V4f0em9VM4twvcIlnuDwoHDqKwQsUBGMAcpaB7FZBuZ0q5UAOKBXNChafV\/nw11Kk1oSOW+Ul\/9vkSfkiNvICETSTyzYkceK1Ll+7RSzV661ehafE3K6HamiJcPNtYeSxOGtopUuLQp+J6qta908A2f3wAptdFAinJJ97BpRs1NPV+p5xChqBr66gozXSZKGtpvFQAiCs1WLsTGbKP+z2fD9rwnzIB4\/2GD2X05DSY3Uo+A49t0UycT8X3hJHGCPfNZolQXYQAV9Fz4kYspHx1As3rp1CjUTwXWZkdpcyUxUWCzIXA1U6TGFXEboRK\/ySA9Slcx\/BoYMRxhwtqHebpJOVUrORIfthJZ0zX4U89harsTQEmk+3VONVYvT11+EriKQDuUwnzIGPRv0Gf60ULnJ1zy2BFSmEwqWdBowtw0dgtoI74ijP9yhD\/ENTbA6HMR34JvVCCqePpxol59iuji5JLUyeeh05b2CXLNzUuYWQ6ZLfTE1CYwZvnvkjAvHJAzUiRfbj7fbfbDufv28idUpu1zA6sFg0Wa9cwPnr2zhscGrX0j7NbnBQ3HzDqRiByZ6pMWqNyMgoGw0jGCdv+AMPznHNID3RH5TylajnwwaZICZfDAYZwzfvVRHwiaTJxbgCTMHMjsSv5wLjwRaSHi4AJc56ikjBcgYRO\/Fg9iujBwYL3rc\/RI2AFcrHFdWYIwkll\/YCxdcBHlLoGW0\/0+jIlMvsy0u7zV58y3eh+OHjxQl4foyAqkqiJOK7r7RGji6kenZFnh9E0vmQ6Z4DyBABfqa4+bTcx\/QSiGehCNNxHBFt6LlBZG5+9MoU5+0WssIInCY1\/2NBVs46QcH49r22OOw9gHbz4SVCN8RNR3o1+6kIiyFoEjUpm3gE89mTaJfg5cPtqRjb3Eazj2TfueO1kHFJNQZ9P9QzWbOO8xGRJI\/iUz5+CBsAKgrkTrFbga7+GONzP35ujk2ku3u1IsPmdCgR9daBuJ+w3+ew93LGa\/qya4YttMlapOXVUznGv0\/S8aE1UK4V2NixntLQagnLwaAF+kQ6qXmltwklweUnfKqVpZ5\/ze5Tz+VX+xk4SMbJapcTbDw2n8TjtxUw4SDyqCWPPAwJ8kOBCDOPUWNTCGTAy1CmXHCIThUW0EZ5GM+hhds8xj4dNOjXN7lbads+\/j22\/y6lbw36nZ0hw94xeq9bL5e5kcnQMeuKXc3\/LJS5lJPHS0Z2xvfB2BX1k4D0MuHZzUTW+96YzD\/\/ATNcZ+oHXBMuEqNd24MB+de+rrmpfLwGGoN4TvLH4Jbzld48yV7e9UnGRzXWOhja09YygXcomwPcM7mXPNtPc9nOUsI+st0e9uJ7dpsr617SiY1ed4TL\/SZwd\/KebBrrsdOKdnCa9rJ9JEjboxdMfGr6PzHbrYmqiRAW6XeMp7Kou+y0dFGwRHHVut6KzJHDNjWT25aMgu\/tWYcrkt9YBvQNoO+ks5n51d+jBjN\/5f2PNQgAvhqHgM1dpy3Dj+uBVWz5w+X11eu+DCfaJWGE0Z380ucyAdbcrBsCwXgksmj7rigYIcsdRRBAbbYKQbTVt5jRdNlLA+03euclsOEZf4zS035OqHkWitbBW22QkdyEngSntUUEYwQlmnoEa6\/gmyRQfVGkKp2Jmn8pFlvBPu2HqrNqUbaB+yPK5HcPT80LkV\/dGfd\/rRgDy1rfVe1O74Jh\/3Q8y0\/JBFtTO+hkbxMLUsvclVUTmTP2Mf\/bbljZmk5Sxky7VTeFSkj39Tbq6alffzIODWwgk1tzun0lyF2qLovKl2q\/h+D0XaeyIEeOUPZyYtcKUAMy3fDuOe\/ELQ3XuAQCUbHjkzEibwxG+WgAp6Ey6VzPIK6O\/Pc0NjqpIsOgEnhRf0d\/Y2a2Ru5Gp3a\/b\/8yNckw+eRmlYKDxEb+rmg+gtCQocOm7sz3su6RuzuBPEik+XVDon0UR\/9VLEyaH9R4vcCoJVCO\/g8f2Hpw63OwwReZWB5TCkq42b+woeOuByl9rXST+RZFW2\/+\/QfiSQvLMUld2nF94X3JX9Ep37HHstLK8BdwsjE5b9i0vr0mFHhZzrjHavi0nIkhsBph9dSpNOfhnZv7hRnp9Yf9ThSOE4M+rHzsr7C3CKSlZjROa\/ikuodN3+RiRm9gc+z5+mhtkgJkQskd0R+4+1LhesUyPJ\/eCKTV\/Wek3ANwJzI+vUXqnwPzgNWmZax1+ZnVAWvU5Mtt\/qvygPDyOuHD5yYyT9lhovXcNKUPbEULp0CW+kCNMABp6ZCzPFmWTJSd5l2Rcbig4sDPdbq1SpdIR8Z2AnhSY+WxJASQM44uFgVFAZd1yQHLekRiNuVcRmLG0MjF2rKSShlo4V9VUCh1zB7SnI8VD7c4j8jkBIJYQ02e0dds0mcvRgxf4TZNQnBKAyTm9Zyh2oCNUVnheKYPW0GlZhMAnU3D4L1mB7HoycrGtuY8EvHMAVmx8hMcsEOKYUAulWVZlLjBZEHw+DWJ04EUqPXgBmqs1+kwgEDVBt1KdQPHogrL6wPvjo8HHrW2VfauGlJzq2EgVxn\/Fi3O2cjTOHN+h8j2aiDDrQG2fWqK3vnUGW6kZBkywPqJ\/JpSJAK7z6JmCRJ+\/cNsLzgMtPPBWLbQ7IP2FGkUtuGuK2oHeTT4eWHJuHIMJGIBWzF8+XZh43HNNpbgqkr6HXTLy2ysVcidcagzFhlbCHX\/V99xrIziWP7mzlhst9m243e6M5sTHeicBA9r4LxOdl7lEsNzVjRm0HVu1NiJ30b\/bVBaLFLgcJPn497ghJZob6MUOWjCrQQ+EyMBuK\/S+KdG5Iljp8WRhOfcnIokB7C9YsA5E6LHOMrZcowZd3pOiIco5f1O+oZ5JC3NUapRcMXkNjvLs+G2EvYCq08n9QtSwOIm5Lo4TR1K\/gwmsRCTboup22TUfaDDH8rwfkBVjRJC9YPH6AfoiwJl\/I+AWZ3iD2Y3xuaQlijflvuuys3GqBWzfv+xSIC96cBzqcjnnia6T\/FRR7UU4fiq\/iHlOrwO9gQYKye6Gwq9EMkeYbJ+Sz6P1C3pS8zVF7oEKDlTQ1kUzlF4LbA3qN4exHd+hrjZRy4Gtl9ZbF8Ap+HzSiyKxszI5NxKSy6j9IfHq9DuYVccarpHZaMuIP3EIfqf7Ls8McE690IY05RJ80Sg0Q0HMv1tKF1P2AlzzpexAUHqn8Oc1EopqiiktIvvPvzNoJ8QJ1A6w+oEBP50JQNjTUlOwMGUcmrokQEXMd\/bjJRSllutb1qLCDFXs6\/CO1Xp0sLTrv\/4QV8gvlWrnxyG59qEUV2huI4pCcI8bpWmCrcqA2DczTYHccR\/36WUWAZSPaFsFnOUPHMy7TfDYEStIJMH8otQAqqYbtPQ1qULFrAy4LmVmJZZwN0P0gkpeJIarOpus\/6Z+z8WqkWgT9tp8EF6R8W539Vy9ruBtLdr0c2+lr\/VTppdSIzWvK8LsVM84qBUi4xkiMaUJ5PoaKA\/wsGjqqD7g2JmX8b4KfOGE23g0JMJhggI3zgZQGdIW\/24IiVqAyxSm07E+0wXqaDTdotaNUlrWxvbPNMVnL90nwMbI+cYqfS5gJJAk0Rt3NhVi6GygOFq5\/mJDx\/ThN4xB4Tr4lr1eWkzMeHNXA6rOE3v214aL8fLoPucxpWApnLVYJdzNK2HrNo+nRdM71CEA6I2E8\/iKu\/G7uodCGcr+HfTreY1jD3go1V3etPsbKKqnx0dQtIdT6RxygeKytkC1S0K4fs2vfON4aYA9P7PLiQ6pmnKaEmiTOxKRNNBxYs19ZW26P4frXY5ogCNh+lXVi5xE\/G29OevKnpxvioPlKFKDmHZxXbmBsr2j0rX4GkxABRsDHU2jYiDLWe407CiyTYWxaxEMLGnjRkB61bndyL2JkjOiXgmJZkbMiv7J3SssYnqeprIIh+312I1pzcUnctQ5Rbq+6g30eUMP4cM+Yzb62JGkMKfXNCHH2IMki4MlNprJ0Ye+dS\/7LKThZFy96CLGU3v8MZFQ6pAetrvQSNKogApqGRBiEpfqcyRw+iFq5iLtX9fO9YNnZ6mZWvMOWzQs6U2eL9VGa9HQ6vGR9JIOsvxvX+Ws3GD4jp5W17ePHd5CJK01rHoC3uA65ep6bYR6Fiq04P4KQyR5Sm9XFq1LEp3abhM5YPst1KSYVejiQBmTSj4lu1wJUQLOFXD9Flr05SFtORbNzJJZDIjRxgAlMHIgb\/izRuJME7wH3a+hcQjBTf+0xFhXeaWl+clm7Gv3PRYwj8eV6+XVOBbXUEmxMeT5snXvd03vQBsk8ELo+MdvuUb6b5ACsyakhYNLBdAnSsM3sESf9D4PqkepF0Rg0UiGF6IBmWfmqYr1U+PeTEtY1XipdZAGu7Q3z3ZRyplpnJxgjAHCH9CGZymAaYQZ0QNRNsnBQldAOC0eSvlbwFStspzoKlufdVxq9FN6DhSGuEf43\/3\/y51hZuWJLLZYbcJ7QyPsHP3ndAU1vzq38b8Tw6VnrV6xr8UzG6gtb1OkdUt10efYUGq1pJD9y\/H5v8Kg4TTuv+AfJhZjli1PamPLyU710xilkaTprOx9OSNF\/bIHG067iAA9dRR0Ojc9LSk57Fsb2XUBBaIFnscyn+Ue6f8oKvuNDjmha1ujNV7TTZCVNcoeNmFFF2WOmtlcE78E4ldeWNCGFnJ4apninFhTjWLfCfwHQbGD6LC4ORdBMZbckuMLi+Et42jilp4fgbRpvQQHnzYE8j1Mkleo492lD0VUi2pr8q5pbx\/TPexJWT3L1gmQIK\/QtJ8MH41sUrYCIn38\/\/rDreA+Ck6BPU7ZAh3K23QlIU2EL4kqhdM4CYSenT5Cvit3gnPieT4IcRdzXCQxVCUI0sra7TRQFTeIEFb87vSKuCm1AcIj27z5faClRMmOIvl0vKk2edfYm\/a+kmmnBunMXNVqq5nT4uXD\/\/k5fPyOu3hA3nPDuLlOqWFbbTY\/Scgn03BELgpLkAG8dezhmmV5tyxOwlkcAPpI5vS9B+7p4K6EJ3Cr7Xdky7igIBdXioIZYJ8BpX2QwCU3b98uBRLb5RwhzzERFy4fHEgQh4d08XQuWt0uMIBYBgQ2bfAyQnAifEANRQUHxeeFGa62+11iEfJSuFXskKv7LGJ5WqkL2U7RkweujLVcp3pTsgu+d\/nVrrNvN8vvmpNqnzhz2fIPsi6Htih5UB9gdgSm8wLmsowssQB2KpdVfOl\/omg1O30heE2ILz\/mp0PnilsSRimxqCijhj1pVRM66ZYl+h0xo4iv5x5GraEIgw\/6dy0p2j181uv7t5lKtr32gaMcSO25HeGnn2\/or54e2jSn2ZjHlyXDcKA+TK4nFInfP94XZvHij3Rl8ZMGu50j2v91lWHgyFtpqgA77BLUXKNrpynNqMdJsCqEMd4JdkA4fyphdXpWzgpD0c7abZUEJUaSA3NKjhTnoo16QpHRb\/f3btBj6PcqO5eM2SLfhUTcf+r9gHGHng6H8BsCsDoWkgQziBAjXOGoV2IGorcxK1xGgCYsF+A8wHnLBXtCpQyRuyGHjFsNDPMaF+gdO46fSKCqwuZG2cKAT3rjM3af6\/qTIN7Kzx6O1k5o3zoFOp7Alh0Ig2UyGhtlx2hq0KHstCoWr\/YvpIba\/pIBdunL\/cCiJmJ1rA0yZ581lx0LV\/gkh3OkLJZWdhUZe+Kf7YZlq2UYWD5e+LV9dU3LvkWOr1osyjVPD+rxdc8hF8V+C\/AoVZiEYb1yb1HNtA8nseZGfSypxRz5Wvr4dSu0xBLihInJuzRMhCv4WoJWKg8YUQ5T+pAEEBuybDYqWijA0aW5nReTgBBv1NjqCciAnca0OOlMU4CGHebaQHZrZ38dla\/zm83HnFXaN2QHW1rRznATx51CmFfKK+VZrgZA+gSADp3kg9f90mZmDlA69YTHFncH3dg35kivu7rL87Ria3GjyWcPvP21oESxx+EnjLVgjXfmCeFiTFYR7E9ZQn2slcdXrRCK39wOH6h8LysFnCbSqkOMuUvSASw9P1wvSVnD1onLTDrwbROAwJfa5Y2SiiX7a4mQtsh39qbsenDyVCYvUcXChXgEBHE2AMFh+z2OV7Z4J\/I7+X+3\/dAoCAfo4wKK4cPE1Xl7fr5vdkjcRxM+JED2HlHL6cbz3uFQfOfBh5DtL9SqNfuGOtRvSy3JIXk7ZCw9FrYmHhvyyzvPcssPI7841HTMUvgm0Wto1tgx4\/E+9AORriOfp6QkGPvM4hhRaq\/NcUAPXNLkqVPxB7XyAdM5FoObPohse8QXK0wk2jBUEzIMCO3SzXNadVYis0uM9xdTLIDOMQyO4f4NhMfLGD7b6zSfkJybpDfa+RTjmjnVgxqO2wIHjXhwFxbm159y94ntR6KUJmejFk3g931yAVz2U1tboDmMlmrPUPCs+ZqQ7dCoXTieJNACaFh02CMFHN2cbR5HhH4lGdI1x\/rk2xmsr971rQvI2Rufm+C7ZxZ97UKZ1feF3kLMhh49NXNSQMiXuUH1nxVM79h7iZoKGOpg8IE+JqZiDpkMh3t5qf9eafB7M9Xc24bD31ki\/zjOjLg5vYPJmFQFnqn4Y+JNY0QhtE6KyYomdIw+LU93v8\/oyWqxdVuoCFmwMW5+MRo5kkwQA7GAVS+oihUS7AyDBqSO\/pyrjs9xIlQqVn+twRuoAV3dGl2hUzQfdz3pjwSTM8yboXYPK2zDObkDzl+xpWeqPYZdIGI8tZMvjLKs7C\/ua+snZilyw3CoEX4Wh1JKApTrxzt17DdWQYAIYBkqNLkM0jZ6EAkQ8u9sTuJwNf5P9nqM5iJc4aurDIybfj1HxiFDOunKB0px18CeI9qYDDWLxw4m2Tl86yD1v0Ura833TZDO5DHZ4YbJMLutJAcBEo\/g4Cd8B9dFAredkW6wXaQOg43cU2EazL0rfY2JfW\/IGPm1kDAdhC3uXqBJoTOzkjcm2yd347WmHydQNhrW+7eOgMbzpddL8oqrA+1itvBYAoKXWiEbrjoYC3q+trvm2YUInAO\/cPPfl7QNysodO9CxDwTrwB3OxPw4iNUBbMTzi4cMm\/PxJU3q3SkmLymGR2CW+7Y1VZCiDdZyp9PiWQ\/GCAE\/p8A2ysr8hZhrS7SVMYorCpz\/+vNPhnzBODpYoD++gxyJ8+XDrj\/TQS9Ezu70WGBF4Begk04Q31IM8kbB2xBDj497JGzSw\/vQo44xcBDAMlRr+DZtfepNboT6xqUMbRpLoXDKzhSs\/1ueh9TTsPQuVnucK4CMUBcIPuhrgZ5OZI1u68GVXUHpMbbdz5rO\/IaUp4CG7v7owOkS4QJDtlZntnduxZZu\/OBstUcWVLJ\/K+cFgfVMGdEOiOgU2zCoFxUPaCnZurpl\/ezgcGr1TXhlDOgxY7eV3A7AZgb0w\/X946eDTZqNufplIxEOgPzCF\/g1XpFZtorwHtqGgzUtqEViOciVsv8S9KTH9lkGQzdtpJYlVXNw6CthU8VLucmanQw8u+oUR1LxagA2hEesDr3iJuuPUt5WF4fSsU+DNRnrgsShzqzMxG2gJLsEb168jOWh\/8Yt8S4zkwHt4Ni4F4gFnZP3ko9doq7ptr53dJ42AtW3lDnqTeOOaXfA+nN\/0KM4oR\/n0sxSTKR\/nE2TW1A8LxBl\/abSWqnNNz5FckhYOul\/Vh3BWGgpEiMcDmuJZBZcIoGE6+weKgSaGLjnX2gLZRoArprSksQcUfihXAmgBuSIRFAmkSxk+Chmp\/9EiS9QGq7koBJztkI\/7FN7TIqwBj\/bMYpyDIPAg\/zD\/dUvBwRCQE5fURrjhVg3HjDzNVNGRVmPiemETzXMCt2y+Jg1aAMtJUXJd3FCqE+LN8TgXIHyxzUVYngl\/UP\/o1t1s4xm90QzwjjY2gj43kzmFxoEeqmYLFL4qP22yOYp3nECtx2NlMAtXuwoCuwEz1JBhXj5Im6my9saLv2WqBqX7RUVukHPGG\/9UU8QZeGOmlQSgNBQJTDCjcQsdGpqDrhni8ams+pEl5JzM5WktCsOadhA2AkTOdyVzGseb3RcPt7aLsMyYUfS5xrL+1HZGE8iN4\/+IZc7M3egd6ieIwCsUTYOA6dAPug7292uP\/Tf1A6R\/zEPH6O4QbkJk0OYh2AQtYTecNwwcBudu5lkOzbu1ysQkGDMq+ciP3nKjFXOnsS2ws46HyLdvRHSc+OvcTjtlThV74GK7Bu\/q4fWlX+vf2XLuPFrlMDgCOx0C8n\/aQFinHtM7Nv2sYIV+0LlaoZLsw6YgpCzjdRlwHo3XQ0Ow+xotCFiloFjbTY9kwR2VwUE4yoWuh3dPlKCKO+gW\/84OI2exZbABDWFiSVQq6EVzK\/d2aU6dzUZyHwA70rZRGLhpP4rj8nXMB6YAitjKOKqXWdGJuHXKt83M9oZg83W8A61BeWt8OR6YsniD65iCsnt7U9LgD8CDpqVfU9xnE9jtqjo031zJb0qN\/oILhmG9jAfZ9eN5++Ax1GYBXwtckttI0\/TJlPronc6T4pwmpfdHJmTqAU9cQ6q\/wG72X3LWL2Fy7UZwJui\/FnuIoqG3UQ3RPaTvcX9A5H4WZUyKo7HJDhvzaPjQGFD6eO2a4lO5nDBDucYDyGtcoLQPuNQgwAkN3GDQhwL45D8AX9y\/A2ljr7uNpGY7dbhqd06XGvGayXNJRazFTySkQae5QjXU9hCQ7eB90fykgSd4IZzgxu4ZpoN7RXx\/GgUXSGB7hRA7FGCQLUlqdLLlk5oGWQbf6SMvcHqMXo9gXEHhTtxLbrNFztAbzsJl8mfHpWdtT8pon64ni5kMIpeSf3LS7d6XCb9zzyH3K+e3M1rO8VrNj9MSOokn\/FEA4pdOlvZqAm4Cyr21ocesXuNNACBeB9fJfzD9GqbkB6vWc0ysiLerOx\/gp0\/RvENOxEGAZftyoiYrg8EOE5vC6HgHfFRQ9lLCpleBX34IcghOWkQc7lWSvbtzRvgpHy2fL4hCtj2NS9AORxYYZZfl0ECHRlh\/6B8kGJM\/wUfHDQB5eDwH6MszEZ3KEBurzWjoZAukL03qHFLpxY1lMQEyw7DA9bP+baKfghTVUgmVqm3EN97jM7\/6Z10M\/FPkPdokv5hwQ6hzW3B0zbE9ziJ7EEQE8597AbhEbxVc76eODIJ8sLUdRNh52fB+UICvptiJ\/m+9xnhTUKc8EUW+WJM4eaBMZENmPOOFjxq1zUgHF2Q8XT5X0j+5SVumdl5SdrObsKXk19FcEbRKBesi0kIIkx2H9Ahz8uvNmTbM17\/3qyjcG726OUWNXKRMw0MPo85LrKA6UdqJZ0Xb+3Sta803j9RDQnYbznPKQTb7wASVu3VGRt3Bty5iST1\/7Wq+lCP7VGVastNxei64dPOL66hslNTDpZ7wYvZOapexw\/rzme5HjCW\/te9Kc4mkVZql8m3bcEIskrD0WCFee\/YLLgkKVdV2+Om1p8ZD+tMZzr89ehDjK7fAduyCWB3z7nE2+fK3xx1IfWz5JZBUHAci6Nwrgt9NRXuQVUEifIro4JpEttgX+YM9gbe8\/1y5rCcDzzNCunysRWhw8xWn9BgUQ31PjvD3J+dzCZ4yV8tpC3i8eYAGglIfEj2W9NjCCaYIwHlsoUPlhYZyfsRv28v1UQN\/3oWUGJOEgVyBkA1UPuy1DkSlevsynTf8IlHEvjTvLrISnJbwKR7LxaV8yNleKRqJ0TWHTnxyXCm2fMGuJ9eXLuZfXirlTYTkdXNbwmski69Hyxa8Ww005sEHRpb8vVuWgc72z8YDI1IgUpm\/2Yl+hSVklnoomIv9WwzVDm\/1J4s2KzTVahFSJCktjcYAN4q1MSmvNHH+t7sVtqTCyDby5XMR5Dfq5krJ7Exx0R55tGCuU29AJ3GYGfUT80GdiqYtZNdZCrVq3EwFcRhob3iGH8Al+R2VmqdVVSrEpWEGV3Bx8D2PCwYC3oIBW07+d\/Ae0HXKtP2MrTm4Lbcm4cxmNGCsLSDzgSmg5XxBDZjSAv6M6Kp9Wljehm97s+XigewCBKfPXiOQJCvI7haIJ+2jw2\/5qvxYURjpUY2htIu5RI4fymqpuTmUJMBaOU6ZfjvaaRo\/VsMBl5YeDwQgGNMcYVT19gjVPWnqlkvO5\/yVdN9Gjv8OvInUHJYs527\/9emuB8Dv6+iu5PdTse4QMivj1eFyUlZlnfijHic7OOqPK2bXwr5NCGfiMgKsOiIYBm161UMMPtPHnu0cai17Kfm5zS4xKb+E4RMYurXyhWWsqX\/Y4rOiqNLpu3Sd5x7RJZBtF4wpNmdNgXphi\/isG6iOcdlF5KYQJKOHf2csPHK71hOPQyrjZbWRO41nUZe6\/JZVsatDkez5ZcOn3PVb0cYrgp0UojAhFv31er03\/5io5CNbgOO\/1paWN6OWbEje95s8bkRlF1NGCA46Kgvf8yejfpQaVGvmPEmgUgyyxPAYT7hiVFmUSYFDTO3qs80BKfKmbZ0EcVgEWgDZCKuhKP7Cchxr1wiO86BlruSLrGItg1TO4X2ionP1sRJ8+zFznPxQmhmJSmAKU8TFOADXGZZ6gS6j+RfPow80+vyhG0X9E2HRiJsZHK4q1b80vloNJ4vq\/UNORfkAjba5uLMOaqITPFpnwnCVLD89qBbXcYiFzE9yo7ZpaLlHrujypS1YTOVy7+zdEkbNRlKOwNxk6WMx+VfRbW+\/UQRp8G90mEzAcLCgGlA0CAF0mOy+w2iPvMb6qxkq74jopR34dBDXeCjPTSDMLEFd1MAp53f2FXdnsfQDP9VNLVo\/TRTWndsIUULGL3hkBBgvzOfs15IFbCEcjXqGcjriXEuVkIjJwKZXHeyVFM7DsC7N7x03fyMwhzSCWCKCmrVQSxBEZz0Ba7qwxpXF8Hgvh8YjZecD2mmnXIkylL4LQwI54KtrbWrxp5mpTrahbwfb+4SufBKA2iP49X6C0waqneewRukMVaDEw7cx4bFex\/hk6dCKvgptagEeXXmadjKJ3Mw39Zn5j5dDVPYbonUQF2luFSuj6cvqzT5QuorjHsugrtUhQP8A+lZMrQKlm8bn16920skwxPyjmwtVUJB+BpYl+he68gxJqURZMqccdsI4IzS1e2d\/NBajBfQp+GLTEUG8GHrNGpX\/NDVuRjgYEhVYBt85Uf\/MKQgO14UwY9cIcSTtFb9c03nz4CvBmlKdYB3723ufhyAZHA8KlDegq7G2CVwUZvfADGJyt7\/e4muRe4SkO\/Gj4g73M+hQ6EG3X1s6HlEQuVYObJQeq508AipcBVNQtNb9QXFA2IlEIu4NaDhoE5WpWLIII2EdIPUlk3CXZYFGn136rMEd3e03EjGgp4soXvIM9eM6P\/Qam2cgA+kz8u89fTbFJ44LwTVerBuykcwh9+eSG0uECWKCNu8lNCeICkA7iV1V9ucHZonrOoFx0XoNMrGXP7AHYuSZ+9eCo2t+kIWjaSH5Wc4NTLfygqliZ9AT4ewzKGYeJrXH57Cdst2p7s\/+F991RhZaQLBbYfEYsPacGq9ix43L\/GChs6Y3tQxpIEYAuxQxOuJSUJbEeJr4KWoqALDBZUwtl3ZA7eRnSD6frbebWgp0sqXv0Txe6X8VMKdTtgl9j8DkkD92vTD2PnvMHn1nKBzb25XFeu2Spue337NN1NXORyoN8PkwH5sw9MtHcvvsApEws7CWK9kQuV4yCzq+tgDALBR5hiyrwQIW03iBrRcDqovZFSrH9lfbaNzdnVqZSkQuqFWjk9QzcqhgysoDDLOhoIaYyIFDUyTdGbcMLhR5+6+AXeSPRcpr0ATOvOUh\/DrTGTuCJMLeb+rFEMoOGAUaNr9C4PrJ3qlkUh3Xv\/wXLtWRAel+WyyZstFipr419YH\/lcv1Byypm\/1n6usWsnUiHGCHUKLcfAhXeK1m6X71\/NGqteHUtYtmEmpxwlAzbMdpkOnbr68M7aYkPS63o\/QW+Sa8wVfHz7OkVHR7\/cAVQ3V3UczioLnvlP7HZwLiklSNVJREyW\/Ckr5vYy9ck\/cqPiY0MHMuAonMKLkK3rBWgc0jBuG7QQYc4fiNwK3tQ5b6ubhGVUYmFYksnjkfbUP14AUqF6jw8bL9gjqtxZ2pjqMKbpoghnvtJfRiR3YnuDwsJXjgkyJESLXPjDowQA9g46pf7N0rPz7s8NPEEfNdkSb84LYwyYfkICDLnbgRvbpGMsN83CwHlMXWS5\/VUyPbr\/N63HY86k8Hc5xvxc4ncF7it6VzKip+XgVkTHdEmu5YkJCe6cd+7WM5HIxxsGb8TfotkjCY7FU2RSvHWa9gdKX2cvALkkImre9EEQRaCEcC0q0tLTnhgTL34w7H\/7X+R8n6raXqjxx6RE+VRN+e1raZJqBno21Fmbuge\/BW0r5+2C7ey7eRicCnmvcv0iFyMjy0bZAk84guK\/NZ\/rhUpfFTSCSZPDG+kO7cMR0+08Uzxy\/0jN3W0wiDV7u+KAKXeZif2hz3GMesVdOc0VAWmuc6pRmF3O3nrQJQk6V2Ukm0pA7gevaSgA0EcgqC0e0xZUWpGnWWo9CXqpPmegAfvTzefy+NA5I0rmE5fnPyVhptH\/\/bREfjHEjh0vN2as++BdfrRQm61F8+nJsH\/3KjelOX3h0N4vVIoJZMcoB1Kd1tYhx8w9idhC1RbIBmx526RFasowcjG4HfWpHcEpzOI999U8tZvkcjn4CiFtQPFONTGgEQwBYM+YtrgqhdVTj+IqZJdOb+ha9xK6iampLum0YYEKtaUkdbo9qMTtx3EJMGuGuI64QJFRYFalM1H0sBMxs5J0mT8GrmXozTBmQ5ETJVxl4Ny0r\/IWmYNQ6KBUgqHhSLh1kt3tV4Fn9UcWaoS3CM4EnPyCGMAxVBf8uGDprjTklgE\/PhKaxPTHxWzQzKaDweKb8sIzA8QputUh37BM\/Qs3VB7nZPe5vuy6nbbtogDeeFPTlzjhWNU9DMHwSQp6f2nO3rhkn9eumYSDg7cWcXRYGVh3tuS3E9s+kq2xxwmduNYHapGXxRmohzENL2hnUuGggmvvvkiRUuJ6gWhyyAub62QU+XunRo0GMWWdjugE6LbMUTg8X8yyr8+MT+T9uFYqph3CzQ3cR4cfBbqLa8wEQ4w8W5lYrJK5VefdBHd4gPKdyhP2bEy2R2HuaWVqch+UlfjyUc3aMe0k0BitoGyVU+58j1RG8DswM\/1PVNG\/izlgt+XzxgDm4Vz3qGXfoCskGBx7jz4m+j4NsscDozYb8Vo7GN+7s\/ZtH9hu8bAktAY5AcesuCI5H0oXzjJguUQRsCdpgd441LdPXLJh6ThH8\/WTqqCD8iWFILlngfUdqD608yd4gFBQdO2yuDTNQcdIbwvXcNMDgvZCngOezXmYfHoKxipa0BtoapBmqu3w\/\/9\/TRCXQPhqsu0riMdzjtUUQmUs3wwvRD6rrqoCe5mKnRgS5kOJM1Ldb2xhpaujjXzHC9TrQmQYnDyq\/FZXdgQuk03MN2yCIE42TmsdpvuIqmVQrbQwugK8PVsQBbsrmLT\/HdITG+znhlGY6bIrhC6gLYgIzBIDKtrXYFBPJrEnSVqYtaYU+MRSIJAwgTTvB6rFiKLwxvo7lxxIV50rGl0gMKD7PD\/GAinDGrJTJTdUJzn\/pgfnwXAjDCw9yCmpMOmrhjF3EIPbG6vZep2lBgDSiGn45UAvC3tULMEXmNvlpd7neEiYYIgfvwKRXpjFSPlnQJfjlffPwgqZXN55p+Pa5408P8YA4ssSeQ34kT9A07tOX53kjZk\/z3IFvUje8FO6aaT1Tds\/6M9y0LHq2wkOVh9NoI45l4T3axE9uL80FLXgzZTUO\/v+fAk\/f2MOv6nnVzHaZQ9+bnUfPel1voaCVHH45NVzxvLNzzQ9\/oVokf0cSxWUevIdJNcvd5LLWR6sZ4+9qz3P8fXkW\/ulfrACWpwKgnFFJ7IXAZyPkfN1FoYYcB1fE3M1dKkg3VckiKYJCJ\/yOaiGKpdbtUD5tTgle3iG\/cNJIdTDeOmAfTYrMRQNGTbaJIhzNoOnrV+s08Leyeov+6q4do4853laoc7wxu5jF2S0V8hoT2KALpTHQjl36dyQ6ojAgSlCIVPtqSdHhfXLXIPHdKTVbcLtksUFhATb9Widyrke9Kr1JKggaKfwg0g4\/L2aDxKA1qToYcPSmx7rZB7IZTGQ4EsT+TPTVqNaIJb5BxuabjWV+QVI1JqofI\/zRlSlihW4WWMJ8sBpAQcdTvH59355ACHouRFbdWo5uXoOemXBtYB1bfwSy7SByeCwoLan09xYzwYdoXFqrj4bPsYehiof3h7AG5R34KTaK6vyRnWgDlt0rL\/+fsD+U40y43H6MjET9JlaQUkzZixszU3jExUt0pb6vPQVF6qb03XnrWe3NY+gcBpYXqJwVeMhHYLBcZ9WPQpGvD9f1hajzByrbMJLXJJE49+fvJ\/nVueVJuboqPkf8B7vWCpEXcIFfSVN16BnD236dtoZNHQefd71hwz7lAD9qJgcgYHRAxR2UQlfoRKQKMR0k5j7XNWcc6aRoyf4wDJiGKEKBO+RGLlaZVzwEux2khSJUPHbSTL2WYKDvLotMIlFw4jNOXU8mOPv9BrdZ2jtAKyfhJ\/m+chwwI1WpaVVfFuagik+xUjaLPZHc72p8cJiU8vgLM9UhETTG9ynZ0Daf6z9UEFb13AROCMDSqdUxknotNgukUJlyr9mJD4veoxZW17kqU1koJ9NDPpZRCRfOVz1Oa2uLUMuSlFsdTWh7thtB9YwaS02DrZBxupdEJLGha\/Sx20Mtiox9CUHdKFj9guI+5cHvcliw9VLx3yKdFT5e6g7lKJy\/FeMgJ9mdezxVUk05qNtIkG1bppRnDWu8ZUFJSMEeNs6SuoJcwFtqRMUFkQUuVoiGvwvuUWKYjtJzLjFyV64V3RCoVdXvPT3SEHLG+pqI1CAu1Ke45m7R2txSQLYiakvhcmVwe0ueDApCKfrWcJO8cRWdJKvqcrmkCmnW3d2+J5wIbaI2O+D8wdcnkDv8Amo6aNDPUjYfAF\/W27A4V81J0ESOc+RIdqdqF04AhqNbXtfdhaGxJHZNLXMWA5HFrPVQhzo8AcwUCtPl0NzwxohsW00XZZmVc\/gYCLtC\/HUfU2R+iDXjJQFvys+1KEH84pkFFHxA3O3Qq2pxuELN\/yH35Q5vB6cQh3MOCCgy\/h4Cb9YkH16IRoeN7xlsO\/7iJUE0T3nPyh39aoE0h1qcDfTjiiJJwVlZRMKdKTz+IFKk8coED2ES9BHfkg1asM7pIjWDbeNwCDRHKMcU56iuxyxjiz2iVUx1PCXRv7npPlCe\/OEoAARoYgXZ7vd7cHTq9h+WSAtYsPhkfCjuLiEUeYZgJR3VQNyftv6frVKISYPguJdxpfM9HOOu97\/5ewFATCPaSHmDUea9GAJhMCzPST1\/DlZaGANVn9\/ygOvCTaddDOzGA1pGd0yvFwTYM7GPOF6aYQCZoR\/0j0p2eFYccWmYVW6nayEACJl92E5TgMyi+s5tCm4rHpr4dyci5vCNEyDfMLoCAZH0BAk9FITFiwEB72xh1LU7X9KMfH9h86AgNpmStOoB+6JNrw0\/XQrYgGgKV7+Zn9\/LtLUNFtCvUUI1AVl+BemNn7ssX6JC4OPTL9koBm9mcZRXwZzERKSPRdJAaI+NjLBowg1oj50zLBiZjhWt9nESBnZ9Sx\/Kls9nOuWNN2Katf81dw5Ex7XuMWTwZHoYRMk6hQemo9NEfA2vy7rpsIQ3518ofxbeGZK3NsMttbHxIECUUknessUPhukfBuaXJ+GIdwZ7YqhqNGtkPmwY4SQ7mNk3MxtcuGeG2AXG8J+bLSVrB3+hIhx1+mtbuHJmMo6bW+aBgSeacL9S95PQAlCpsV2zigWbO66J2QNUMoMIAVEau05Ai6QT7pBlckC3BjXOgc6vLKYX8i1lkMFyNRcJjB10bGkh7oDbP9ml1ZenbzrTL66tDNkLAbKBKQQk3MqJqJYqnNv\/nw5PiUnZETsZOoEsoZx+a\/fmR5iAHVvKwrwXNtOm1xL3UDlruehuIRc1rVgXz0WgSK+\/PnkTbm4qHnxaJVXMHm2OHTKfEcSwFcSh1WdP9Oh+igD63\/iLRlNXub1HQ+knbJ5IBZzpOE\/vq6lpCTLtCclTYZ8QVHS2DxkgWm8ekcuzd+e6gZsOyfjUaFWZLAMYwQTg1fI68nkrLBffq1vOd5YgJocH\/lWcRh4W29e7vPtp54a9co5Mq9v522RvU051+S68m0KAPABxPZL\/dw+7pNxiZWal2Oyto6Pt0JvnoAoQqmbZLvXsDh0fnONNcXPUxclEJOGradYg2Ewf6a4j3Ik3iVblkJgUiXV10opno4ipkcwsICoNA8Vsx+iqYWFMvX5iQt97B47WuJUvKGg9dSiepDjVtZb82k7GMDSDTsZphOaBr3PCK0\/tz1innYDQc46fapMH+5pV0+xJKhDni7R0\/gK1oXdAovqoWunmsJtArc\/Y3NPE4CY1e40xufVZtjQYv5qAZSgKu1Dx+rWom2Zq4Efz8qwkeoeuY1OAIj44lcGTzCDF6EyhSUsNicLSE+QxeqN5cPTXWw5PLB9Kc145ifm9Dah+Bul24gXMrlCMoLvQLrbNGFrFvkL4ifuvsH2eK6cNM8S0P4KLP8\/YI+10of8sJNDNaDLjoBgKJiD+UHak5um3bghb9hUGtZni3m1oojneYAAxALye9yoI4f+PMWLMFQ+xQrBngt1IuenSnZcMMqyhgrEKwBlQ+ejFw\/PU64lMFW2e2F1XhJOv1neTulWVgYIIELgEd\/isw7cXyr1zkk6AeoN+j4L6TJnJBWGB\/WgpOCldREFuaDprq7GFe\/PcQ7KXc\/ui16UblXc+0svWzEQp0VcljsdiyaU9Y3VyoQx6tFh8kfmUT9lbdFE\/0HfF5Ksts09egnZCe90TaTljRVTLtZK+QjtRnrNpd7qhY5IUQaIMmT6Wgc9xIKoghGuynOIBTvDzBwD1fvS3s7i+BACogTfShlH0sZceylAnWcxZaR+p1X5XJDORRHcUIOImpau8pNEnq12MKPtiOSg\/BERg5quwH3cJSBvAYU0dG4PRI7\/QL+LhvwPliO8pGV4c+AclSSIN7CaWYAi3gr8j55hLyjzL3iyOIY1XmyeGRc2EB4lGlSgJmDIG357NkJJQ\/yuIqM1Lxl6jik\/Mz93Peh+drQmA+qFCCypUTrWamqk6bWdVVWoc1iDRhmXnzXdY7vYD2rkBQkF4sDsS7gyV1PleKZPBUv+HCBfeBjdStx3tJlgFdK2farKZCyc+X9fNGq5uvPk67qjgAABqei4t2MEiMpIA6z2mNABqHxeOGG64\/JZXGFApuasXjNbMJKmYfsWE9A8ekvhTNnwWlzjrNSRH+4BGrYmUD9+IKn1LO5jBf1WPJuJZh3MG9SgzMJYw2Zj3sfOhEpaf50HjGi5ljOwrmIqDvyXSAMMwpv+varOF5d5\/zGl6BWUHwOCIv+8brZ2KvpBiWJj8Ixe8CtKTmWNmBNiAUcpc7M2LBcif5xgRU9pJ0NY6MMKtorAUAVkVBNtTMhlRHSOxqXw1ef40ldbpAeY8knUlDq4Ryoj62ce5mWBl5NrygIRWAtsu\/NZl6bWzOtqAf4z7Es31gMWOB58yk3Oz1knYIgiqAKE1h1M2LYKA9i3Lc\/ycmbStcK1gHg+Dpr1Bslg6wAAAACu0GL\/1tWCjHBRV3o6CYmoaQ6MgMG75HIvTgAon84Dq9hiUIqQzgBJrRWX3rIj5V6rvQWKuBrp16gSTXC9KEx7MifXq5PkhbB6IekLAzvBH848opTy6VWrrN00UKvSxTX8G6FX6sAye2LDqvKVgDUgdAAAAB5LCVvld5UbbIBQKmSWAG4JyMDKJu2fx4383vwxoESi3RzyZlmU5cSbPI1+rKynnolAc3gGYq5ZAjGwu0qSmmuDbc\/Kku7kja02q6X7mTdHedS5qyNqvy4PU8gAEKdKkkbLsMmEn79yv9cqWR\/dl3UFOd8Axe5NRgAHPTL2zhUCZFdSXE\/PPJZ6EAxwgJsxfG04+GugYIG2jhNjJ4tZaXxwGPGuMDIpEAmx9gZ8xKEylXVWJi1H0Pt0ewIQN+GOA3gwf\/xg4ev0CAA7lt4o\/YrZV\/JhZ4AEbPMUtPIAABeBrZiH0a9EyMu8UomgOInfctqAV61l0eJNadN8dKI2+uiUAROEgdTLujL\/xEAPQtkOxcQ0bgAyFNJ6vdGtegAAJbgiOYlIeoA1kE7bvGPhOgAcCB5cCw715eZvcmAMVYAAPY4zgRzM35IVi1KWrME1vwK6ADKqefiHJ4AALIvhQBZ5CBseBFZ2AKHCB0w6iOkr93sDDk1uo6K2ndStUF7G15tI1k6GoHQVjCrIax1p8izZpaKQY\/\/QTaFB2GZM9w+tr5ErYGbHn5WNt4xIlVVDi1zTCvtXoXBVkSduzAAKjJycyvzWQym2O5DxYttCqylrLSoAQms6H3uEhjQAAAA==\" alt=\"Principe du pliage : positions de la t\u00f4le avant, pendant et apr\u00e8s pliage, angle int\u00e9rieur alpha, rayon int\u00e9rieur Ri et \u00e9paisseur e\" style=\"width:100%;max-height:none\" loading=\"lazy\"><\/a><figcaption>Principe du pliage \u00b7 Cliquer pour agrandir.<\/figcaption><\/figure><\/div><div class=\"callout\"><p><strong>\u00c0 observer :<\/strong> les parties de la t\u00f4le changent de direction, mais le pli poss\u00e8de un rayon : il ne forme pas une ar\u00eate parfaitement vive.<\/p><\/div><div class=\"aw-sim-thumbnail\"><button type=\"button\" id=\"aw-open-bend\"><img decoding=\"async\" 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alt=\"Aper\u00e7u du simulateur : t\u00f4le pli\u00e9e sous le poin\u00e7on\" loading=\"lazy\"><span>Simulateur de pliage<\/span><small>Cliquer pour ouvrir et manipuler en grand<\/small><\/button><\/div><\/section>\n<section class=\"section\" id=\"fibres\"><div class=\"section-title\"><span class=\"num\">02<\/span><h2>Que se passe-t-il dans le pli ?<\/h2><\/div>\n<div class=\"three\"><article class=\"mini warm\"><h3>\u00c0 l\u2019ext\u00e9rieur : \u00e9tirement<\/h3><p>Les fibres ext\u00e9rieures <strong>s\u2019allongent<\/strong>.<\/p><\/article><article class=\"mini\"><h3>\u00c0 l\u2019int\u00e9rieur : compression<\/h3><p>Les fibres int\u00e9rieures <strong>se raccourcissent<\/strong>.<\/p><\/article><article class=\"mini\"><h3>Entre les deux : fibre neutre<\/h3><p>La fibre neutre <strong>conserve sa longueur<\/strong>.<\/p><\/article><\/div><div class=\"split\" style=\"margin-top:20px\"><figure><a class=\"zoom\" href=\"https:\/\/alexandrewack.fr\/wp-content\/uploads\/2026\/10\/Pliage-en-V-realiste-sur-presse-plieuse.png\" data-zoom><img decoding=\"async\" src=\"https:\/\/alexandrewack.fr\/wp-content\/uploads\/2026\/10\/Pliage-en-V-realiste-sur-presse-plieuse-768x447.png\" alt=\"Pliage en V : fibres int\u00e9rieures en compression, fibres ext\u00e9rieures en \u00e9tirement et rayon int\u00e9rieur Ri, avec poin\u00e7on et matrice\" loading=\"lazy\"><\/a><figcaption>Compression, \u00e9tirement et rayon int\u00e9rieur Ri \u00b7 Cliquer pour agrandir.<\/figcaption><\/figure><div><div class=\"callout\"><p><strong>Attention au vocabulaire :<\/strong> on parle de <strong>fibre neutre<\/strong>. Elle ne se situe pas n\u00e9cessairement au milieu de l\u2019\u00e9paisseur.<\/p><\/div><\/div><\/div><\/section>\n<section class=\"section\" id=\"reperer\"><div class=\"section-title\"><span class=\"num\">03<\/span><h2>Les caract\u00e9ristiques d\u2019un pli<\/h2><\/div><p>Je rep\u00e8re les cinq informations n\u00e9cessaires pour d\u00e9crire le pli et pr\u00e9parer les calculs.<\/p><div class=\"split\"><figure><a class=\"zoom\" 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\" alt=\"Les cinq caract\u00e9ristiques du pli : \u00e9paisseur e, rayon int\u00e9rieur Ri, angle int\u00e9rieur alpha, longueur du pli et ouverture V de la matrice ; illustration sign\u00e9e AW\" loading=\"lazy\" style=\"width:100%;height:auto;max-height:280px;object-fit:contain\"><\/a><figcaption>Les caract\u00e9ristiques d\u2019un pli \u00b7 Illustration AW \u00b7 Cliquer pour agrandir.<\/figcaption><\/figure><table class=\"characteristics\"><caption class=\"small\" style=\"text-align:left;margin-bottom:10px\">Ce que je dois relever<\/caption><tbody><tr><th scope=\"row\">\u00c9paisseur e<\/th><td>Je rel\u00e8ve l\u2019\u00e9paisseur de la t\u00f4le, en mm.<\/td><\/tr><tr><th scope=\"row\">Rayon int\u00e9rieur Ri<\/th><td>Je le rel\u00e8ve sur le plan ou dans l\u2019abaque adapt\u00e9.<\/td><\/tr><tr><th scope=\"row\">Angle int\u00e9rieur \u03b1<\/th><td>Je rel\u00e8ve l\u2019angle entre les deux parties de la pi\u00e8ce.<\/td><\/tr><tr><th scope=\"row\">Longueur du pli<\/th><td>Je la mesure pour calculer l\u2019effort total.<\/td><\/tr><tr><th scope=\"row\">Ouverture V<\/th><td>Je rel\u00e8ve l\u2019ouverture de la matrice, en mm.<\/td><\/tr><\/tbody><\/table><\/div><div class=\"callout\"><p><strong>Ne pas confondre :<\/strong> la longueur du pli se mesure le long de la ligne de pliage. La longueur d\u00e9velopp\u00e9e correspond \u00e0 la t\u00f4le \u00e0 plat.<\/p><\/div><p class=\"small\">Dans le cours et le calculateur, \u03b1 d\u00e9signe toujours l\u2019angle int\u00e9rieur de la pi\u00e8ce. Un angle droit correspond \u00e0 90\u00b0.<\/p><\/section>\n<section class=\"section\" id=\"calcul-simple-90\"><h2>Calculer un d\u00e9velopp\u00e9 simple \u00e0 90\u00b0<\/h2><p>La <strong>longueur d\u00e9velopp\u00e9e LD<\/strong> est la longueur de t\u00f4le \u00e0 d\u00e9couper avant le pliage.<\/p><div class=\"callout\"><p><strong>Pour commencer : j\u2019additionne les cotes ext\u00e9rieures et je retire deux \u00e9paisseurs par pli \u00e0 90\u00b0.<\/strong><\/p><p>M\u00e9thode approch\u00e9e pour des plis \u00e0 petit rayon int\u00e9rieur. Pour fabriquer avec pr\u00e9cision, je v\u00e9rifie le d\u00e9velopp\u00e9 avec l\u2019abaque adapt\u00e9 ou un essai valid\u00e9 \u00e0 l\u2019atelier.<\/p><\/div><div class=\"split\"><article><h3>Exemple 1 \u00b7 Un pli : pi\u00e8ce en L<\/h3><svg viewBox=\"0 0 520 270\" role=\"img\" aria-label=\"Pi\u00e8ce en L avec un pli \u00e0 90 degr\u00e9s, cotes ext\u00e9rieures 50 et 40 millim\u00e8tres\" style=\"width:100%;height:auto;background:#f5f7f8;border-radius:12px\"><g fill=\"none\" stroke=\"#294957\" stroke-width=\"9\" stroke-linejoin=\"round\"><path d=\"M190 55V192Q190 210 208 210H370\"\/><\/g><g fill=\"none\" stroke=\"#dd7b3c\" stroke-width=\"2\"><path d=\"M155 55V214.5M149 55H161M149 214.5H161M182 55H145M182 214.5H145M185.5 225V251M370 219V251M185.5 242H218M340 242H370M181 247L190 237M365.5 247L374.5 237\"\/><\/g><g font-family=\"system-ui,sans-serif\" font-size=\"19\" fill=\"#21394a\" text-anchor=\"middle\"><text x=\"125\" y=\"135\" transform=\"rotate(-90 125 135)\">A = 50 mm<\/text><text x=\"279\" y=\"242\" dominant-baseline=\"middle\">B = 40 mm<\/text><text x=\"268\" y=\"170\">90\u00b0<\/text><text x=\"415\" y=\"55\">e = 2 mm<\/text><text x=\"490\" y=\"245\" font-size=\"12\" fill=\"#76838b\">AW<\/text><\/g><\/svg><p>A = 50 mm \u00b7 B = 40 mm \u00b7 e = 2 mm.<\/p><p><strong>LD \u2248 A + B \u2212 2 \u00d7 e<\/strong><\/p><ol><li>J\u2019additionne : 50 + 40 = <strong>90 mm<\/strong>.<\/li><li>Je calcule deux \u00e9paisseurs : 2 \u00d7 2 = <strong>4 mm<\/strong>.<\/li><li>Je retire : 90 \u2212 4 = <strong>86 mm<\/strong>.<\/li><\/ol><p><strong>Longueur \u00e0 plat estim\u00e9e : 86 mm.<\/strong><\/p><\/article><article><h3>Exemple 2 \u00b7 Deux plis : pi\u00e8ce en C<\/h3><svg viewBox=\"0 0 520 270\" role=\"img\" aria-label=\"Pi\u00e8ce en C avec deux plis \u00e0 90 degr\u00e9s, cotes ext\u00e9rieures 30, 60 et 30 millim\u00e8tres\" style=\"width:100%;height:auto;background:#f5f7f8;border-radius:12px\"><g fill=\"none\" stroke=\"#294957\" stroke-width=\"9\" stroke-linejoin=\"round\"><path d=\"M330 55H188Q170 55 170 73V197Q170 215 188 215H330\"\/><\/g><g fill=\"none\" stroke=\"#dd7b3c\" stroke-width=\"2\"><path d=\"M165.5 30H184M312 30H330M165.5 42V20M330 42V20M161 35L170 25M325.5 35L334.5 25M140 50.5V219.5M134 50.5H146M134 219.5H146M160 50.5H130M160 219.5H130M165.5 230V251M330 228V251M165.5 242H184M312 242H330M161 247L170 237M325.5 247L334.5 237\"\/><\/g><g font-family=\"system-ui,sans-serif\" font-size=\"19\" fill=\"#21394a\" text-anchor=\"middle\"><text x=\"248\" y=\"30\" dominant-baseline=\"middle\">A = 30 mm<\/text><text x=\"112\" y=\"140\" transform=\"rotate(-90 112 140)\">B = 60 mm<\/text><text x=\"248\" y=\"242\" dominant-baseline=\"middle\">C = 30 mm<\/text><text x=\"235\" y=\"135\">2 plis \u00e0 90\u00b0<\/text><text x=\"415\" y=\"55\">e = 2 mm<\/text><text x=\"490\" y=\"245\" font-size=\"12\" fill=\"#76838b\">AW<\/text><\/g><\/svg><p>A = 30 mm \u00b7 B = 60 mm \u00b7 C = 30 mm \u00b7 e = 2 mm.<\/p><p><strong>LD \u2248 A + B + C \u2212 4 \u00d7 e<\/strong><\/p><ol><li>J\u2019additionne : 30 + 60 + 30 = <strong>120 mm<\/strong>.<\/li><li>Je calcule quatre \u00e9paisseurs : 4 \u00d7 2 = <strong>8 mm<\/strong>.<\/li><li>Je retire : 120 \u2212 8 = <strong>112 mm<\/strong>.<\/li><\/ol><p><strong>Longueur \u00e0 plat estim\u00e9e : 112 mm.<\/strong><\/p><\/article><\/div><p><strong>Pour \u00eatre plus pr\u00e9cis :<\/strong> la m\u00e9thode suivante utilise une correction de pliage \u0394L. Je choisis une m\u00e9thode : je ne retire pas \u00e0 nouveau les \u00e9paisseurs apr\u00e8s avoir appliqu\u00e9 cette correction.<\/p><\/section><section class=\"section calc\" id=\"developpe\"><div class=\"section-title\"><span class=\"num\" style=\"color:#ffad77\">04<\/span><h2>Quelle longueur de t\u00f4le faut-il d\u00e9biter ?<\/h2><\/div><div class=\"split\"><div><p>La <strong>longueur d\u00e9velopp\u00e9e LD<\/strong> est la longueur de t\u00f4le \u00e0 plat, avant le pliage.<\/p><p>Avec les <strong>cotes ext\u00e9rieures A et B<\/strong>, on applique une correction <strong>\u0394L<\/strong> pour le pli.<\/p><p class=\"formula\">Pour un pli : LD = A + B + \u0394L<\/p><p>Si \u0394L est n\u00e9gatif, on retranche sa valeur \u00e0 la somme des cotes ext\u00e9rieures.<\/p><a class=\"button\" href=\"https:\/\/alexandrewack.fr\/?page_id=3367\" target=\"_blank\" rel=\"noopener\">Ouvrir le calculateur de pliage \u2192<\/a><p class=\"small\" style=\"margin-top:12px\">Acier S235 \u00b7 \u0394L \u00b7 effort en t\/m \u00b7 tonnage \u00b7 fiche imprimable \u00b7 interpolation des angles interm\u00e9diaires.<\/p><\/div><div><svg viewBox=\"0 0 430 300\" role=\"img\" aria-labelledby=\"ab-title\"><title id=\"ab-title\">Exemple \u00e0 90 degr\u00e9s : cotes ext\u00e9rieures A et B jusqu\u2019au coin ext\u00e9rieur th\u00e9orique<\/title><defs><marker id=\"arrow\" markerWidth=\"7\" markerHeight=\"7\" refX=\"3.5\" refY=\"3.5\" orient=\"auto-start-reverse\"><path d=\"M0 0L7 3.5L0 7Z\" fill=\"#f4b17b\"\/><\/marker><\/defs><path d=\"M100 45H118V160A42 42 0 0 0 160 202H370V220H160A60 60 0 0 1 100 160Z\" fill=\"#d8e9f0\"\/><path d=\"M100 160V220H160\" fill=\"none\" stroke=\"#a2bccb\" stroke-width=\"1.2\" stroke-dasharray=\"4 4\"\/><path d=\"M100 224V268M370 224V268M96 45H55M96 220H55\" fill=\"none\" stroke=\"#a2bccb\" stroke-dasharray=\"4 4\"\/><path d=\"M100 255H370M65 45V220\" stroke=\"#f4b17b\" marker-start=\"url(#arrow)\" marker-end=\"url(#arrow)\"\/><path d=\"M163 202A45 45 0 0 0 118 157\" fill=\"none\" stroke=\"#f4b17b\" stroke-width=\"2\"\/><text x=\"235\" y=\"286\" text-anchor=\"middle\" fill=\"white\" font-size=\"23\" font-family=\"sans-serif\">A<\/text><text x=\"42\" y=\"138\" fill=\"white\" font-size=\"23\" font-family=\"sans-serif\">B<\/text><text x=\"168\" y=\"158\" fill=\"#ffbb8a\" font-size=\"21\" font-family=\"sans-serif\">\u03b1 = 90\u00b0<\/text><\/svg><p class=\"small\">A et B sont mesur\u00e9es jusqu\u2019\u00e0 l\u2019intersection th\u00e9orique des faces ext\u00e9rieures. La longueur du pli est dans la direction perpendiculaire au dessin.<\/p><\/div><\/div><\/section>\n<section class=\"section\" id=\"bilan\"><div class=\"section-title\"><span class=\"num\">05<\/span><h2>L\u2019essentiel \u00e0 retenir<\/h2><\/div><div class=\"split\"><ul class=\"checks\"><li>Le pliage est une <strong>d\u00e9formation \u00e0 froid et localis\u00e9e<\/strong>.<\/li><li>\u00c0 l\u2019ext\u00e9rieur, les fibres <strong>s\u2019\u00e9tirent<\/strong> ; \u00e0 l\u2019int\u00e9rieur, elles <strong>se compriment<\/strong>.<\/li><li>Le pli poss\u00e8de un <strong>rayon int\u00e9rieur<\/strong> et un <strong>angle<\/strong>.<\/li><li>Le d\u00e9velopp\u00e9 se calcule avec des <strong>cotes clairement rep\u00e9r\u00e9es<\/strong> et la correction adapt\u00e9e.<\/li><\/ul><div class=\"callout\"><p><strong>Avant de calculer :<\/strong><br>Je rep\u00e8re l\u2019\u00e9paisseur, le V, l\u2019angle int\u00e9rieur, les cotes ext\u00e9rieures et la longueur du pli.<\/p><\/div><\/div><p class=\"small\" style=\"margin-top:16px\">Les r\u00e9glages et l\u2019utilisation de la machine sont abord\u00e9s dans la <a href=\"https:\/\/alexandrewack.fr\/?page_id=1416\" target=\"_blank\" rel=\"noopener\">page de la presse plieuse<\/a>, avec validation du professeur.<\/p><\/section>\n<style>#aw-cours-pliage .aw-radius-more{margin:22px 0;padding:25px;border:1px solid #cbd8e0;border-top:4px solid #dd7b3c;border-radius:12px;background:white}#aw-cours-pliage .aw-radius-more>summary{font-size:25px;font-weight:750;cursor:pointer;color:#183d54}#aw-cours-pliage .aw-radius-grid{display:grid;grid-template-columns:1fr 1fr;gap:20px;margin-top:18px}#aw-cours-pliage .aw-radius-example{border:1px solid #d7e1e7;border-radius:10px;padding:20px;background:#f5f8fa}#aw-cours-pliage .aw-radius-example svg{max-height:280px}#aw-cours-pliage .aw-radius-answer{background:#e6f1ed;border-left:4px solid #24816e;padding:12px}#aw-cours-pliage .aw-radius-formulas{display:flex;flex-wrap:wrap;gap:12px;margin:18px 0}#aw-cours-pliage .aw-radius-formulas span{background:#eef4f7;border-radius:7px;padding:12px;font-weight:700}@media(max-width:730px){#aw-cours-pliage .aw-radius-grid{grid-template-columns:1fr}#aw-cours-pliage .aw-radius-more{padding:18px}#aw-cours-pliage .aw-radius-more>summary{font-size:22px}}#aw-cours-pliage .aw-setback{background:#f6f8f9;border:1px solid #d5e1e6;border-radius:12px;padding:20px;margin:20px 0}#aw-cours-pliage .aw-setback>svg{display:block;max-width:760px;margin:15px auto}#aw-cours-pliage .aw-setback-pair{display:grid;grid-template-columns:1fr 1fr;gap:20px;margin:20px 0}#aw-cours-pliage .aw-setback-pair article{background:white;border:1px solid #d5e1e6;border-radius:10px;padding:12px}#aw-cours-pliage .aw-setback-pair h4{margin:0 0 10px;font-size:18px;color:#183d54}#aw-cours-pliage .aw-setback-pair svg{display:block;width:100%;height:auto}#aw-cours-pliage .aw-setback-pair p{font-size:15px;margin:10px 0 0}@media(max-width:900px){#aw-cours-pliage .aw-setback-pair{grid-template-columns:1fr}}#aw-cours-pliage .aw-more-step{margin:28px 0 16px;padding:10px 0 10px 14px;border-left:4px solid #df7b3c;color:#183d54;font-size:23px}#aw-cours-pliage .aw-setback .aw-more-step{margin-top:0}<\/style><details class=\"aw-radius-more\" id=\"rayons-developpe\"><summary>Pour aller plus loin : des rayons \u00e0 la longueur d\u00e9velopp\u00e9e<\/summary><h3 class=\"aw-more-step\" id=\"plus-rayons\">1. Calculer les rayons<\/h3><p style=\"margin-top:18px\">On prend une t\u00f4le de <strong>4 mm<\/strong> et, dans l\u2019abaque, un <strong>rayon int\u00e9rieur Ri = 5 mm<\/strong> pour un <strong>V de 32 mm<\/strong>.<\/p><div class=\"aw-radius-formulas\"><span style=\"color:#2679a4\">Ri = 5 mm<\/span><span style=\"color:#b86425\">Re = Ri + e = 9 mm<\/span><span style=\"color:#24816e\">Rn \u2248 Ri + e\/2 \u2248 7 mm<\/span><\/div><p class=\"small\"><strong>Hypoth\u00e8se p\u00e9dagogique :<\/strong> la fibre neutre est plac\u00e9e \u00e0 mi-\u00e9paisseur (K = 0,5). En pratique, sa position d\u00e9pend du pliage : Rn = Ri + K \u00d7 e.<\/p><div class=\"callout\"><p><strong>Longueur d\u00e9velopp\u00e9e = parties droites + arc \u00e0 la fibre neutre.<\/strong><br>L\u2081 et L\u2082 s\u2019arr\u00eatent aux points de tangence. Ce ne sont pas les cotes ext\u00e9rieures A et B utilis\u00e9es avec la m\u00e9thode des \u0394L.<\/p><\/div><p><strong>Dans les deux exemples : cotes ext\u00e9rieures A = 50 mm et B = 40 mm.<\/strong> Les sch\u00e9mas montrent les trois rayons ; les longueurs droites ne sont pas \u00e0 l\u2019\u00e9chelle.<\/p><p>On distingue <strong>\u03b1, l\u2019angle int\u00e9rieur de la pi\u00e8ce<\/strong>, de <strong>\u03b2, l\u2019angle parcouru par l\u2019arc<\/strong> : <strong>\u03b2 = 180\u00b0 \u2212 \u03b1<\/strong>.<\/p><section class=\"aw-setback\"><h3 class=\"aw-more-step\" id=\"plus-droites\">2. Retrouver les parties droites<\/h3><p>Sur le plan, <strong>A et B sont les cotes ext\u00e9rieures<\/strong>, mesur\u00e9es jusqu\u2019\u00e0 l\u2019<strong>intersection th\u00e9orique C des faces ext\u00e9rieures<\/strong>. On enl\u00e8ve le retrait T pour atteindre les points de tangence.<\/p><div class=\"aw-setback-pair\"><article><h4>Cas 1 \u00b7 Angle int\u00e9rieur 90\u00b0<\/h4><svg viewBox=\"0 0 650 390\" role=\"img\" aria-labelledby=\"setback-title setback-desc\"><title id=\"setback-title\">Passage des cotes ext\u00e9rieures A et B aux parties droites L1 et L2, exemple \u00e0 90 degr\u00e9s<\/title><desc id=\"setback-desc\">Le coin ext\u00e9rieur th\u00e9orique C est au croisement des prolongements des deux faces ext\u00e9rieures. Sur chaque branche, la distance du point de tangence \u00e0 C est T. A \u00e9gale L1 plus T, B \u00e9gale L2 plus T.<\/desc><defs><marker id=\"setback-arrow\" markerWidth=\"6\" markerHeight=\"6\" refX=\"3\" refY=\"3\" orient=\"auto-start-reverse\"><path d=\"M0 0L6 3L0 6Z\" fill=\"#376b89\"\/><\/marker><\/defs><path d=\"M40 90H180A90 90 0 0 1 270 180V300H230V180A50 50 0 0 0 180 130H40Z\" fill=\"#dce8ef\" stroke=\"#355b74\" stroke-width=\"2\"\/><path d=\"M40 110H180A70 70 0 0 1 250 180V300\" fill=\"none\" stroke=\"#24816e\" stroke-width=\"2\" stroke-dasharray=\"6 4\"\/><path d=\"M180 90H270V180M180 58V140M220 180H324\" fill=\"none\" stroke=\"#d17636\" stroke-width=\"1.5\" stroke-dasharray=\"5 4\"\/><g id=\"radius90-axes\"><path d=\"M180 45V225M125 180H325\" fill=\"none\" stroke=\"#183d54\" stroke-width=\"1.8\" stroke-dasharray=\"13 4 2 4\"\/><circle cx=\"180\" cy=\"180\" r=\"3.5\" fill=\"#183d54\"\/><text x=\"158\" y=\"202\" font-size=\"18\" font-weight=\"700\" fill=\"#183d54\">O<\/text><path d=\"M180 149A31 31 0 0 1 211 180\" fill=\"none\" stroke=\"#183d54\" stroke-width=\"1.6\"\/><text x=\"191\" y=\"137\" font-size=\"15\" fill=\"#183d54\">90\u00b0<\/text><\/g><circle cx=\"270\" cy=\"90\" r=\"4\" fill=\"#c6672b\"\/><text x=\"280\" y=\"83\" font-size=\"18\" fill=\"#a45520\">C<\/text><circle cx=\"180\" cy=\"90\" r=\"4\" fill=\"#24816e\"\/><circle cx=\"270\" cy=\"180\" r=\"4\" fill=\"#24816e\"\/><path d=\"M40 90V18M270 90V18M270 90H375M270 300H375\" stroke=\"#a6b7c2\" stroke-width=\"1\" fill=\"none\"\/><path d=\"M40 26H270M365 90V300\" stroke=\"#376b89\" fill=\"none\" marker-start=\"url(#setback-arrow)\" marker-end=\"url(#setback-arrow)\"\/><text x=\"155\" y=\"18\" text-anchor=\"middle\" font-size=\"18\" fill=\"#18394e\">A = 50 mm<\/text><text x=\"385\" y=\"205\" font-size=\"18\" fill=\"#18394e\">B = 40 mm<\/text><path d=\"M40 61H180M180 61H270M313 90V180M313 180V300\" stroke=\"#376b89\" fill=\"none\" marker-start=\"url(#setback-arrow)\" marker-end=\"url(#setback-arrow)\"\/><text x=\"110\" y=\"53\" text-anchor=\"middle\" font-size=\"17\" fill=\"#24816e\">L\u2081 = 41<\/text><text x=\"225\" y=\"53\" text-anchor=\"middle\" font-size=\"17\" fill=\"#b76127\">T = 9<\/text><text x=\"325\" y=\"141\" font-size=\"17\" fill=\"#b76127\">T = 9<\/text><text x=\"325\" y=\"250\" font-size=\"17\" fill=\"#24816e\">L\u2082 = 31<\/text><path d=\"M125 346L178 96M226 346L267 185\" stroke=\"#24816e\" stroke-width=\"1.2\" fill=\"none\"\/><text x=\"65\" y=\"367\" font-size=\"17\" fill=\"#24816e\">Points de tangence : fin des parties droites<\/text><text x=\"430\" y=\"286\" font-size=\"16\" fill=\"#5d7381\">Croquis \u00e0 90\u00b0<\/text><text x=\"430\" y=\"311\" font-size=\"16\" fill=\"#5d7381\">non \u00e0 l\u2019\u00e9chelle<\/text><g id=\"bisector90\"><path d=\"M135 225L318 42\" fill=\"none\" stroke=\"#8b4fa1\" stroke-width=\"1.8\" stroke-dasharray=\"10 4 2 4\"\/><path d=\"M317 63L303 57\" stroke=\"#8b4fa1\" stroke-width=\"1.2\"\/><text x=\"323\" y=\"68\" font-size=\"16\" fill=\"#8b4fa1\">Bissectrice<\/text><\/g><\/svg><p><strong>T = Re = 9 mm<\/strong><br>L\u2081 = 50 \u2212 9 = <strong>41 mm<\/strong><br>L\u2082 = 40 \u2212 9 = <strong>31 mm<\/strong><\/p><\/article><article><h4>Cas 2 \u00b7 Angle int\u00e9rieur 135\u00b0<\/h4><svg id=\"setback135\" viewBox=\"0 0 620 420\" role=\"img\" aria-labelledby=\"setback135title setback135desc\"><title id=\"setback135title\">Cotes ext\u00e9rieures et retrait pour un angle int\u00e9rieur de 135 degr\u00e9s<\/title><desc id=\"setback135desc\">Les prolongements des deux faces ext\u00e9rieures se croisent au point C. Entre C et chaque tangence, le retrait T vaut environ 3,73 mm. L1 vaut 46,27 mm et L2 vaut 36,27 mm.<\/desc><defs><marker id=\"setback135arrow\" markerWidth=\"6\" markerHeight=\"6\" refX=\"3\" refY=\"3\" orient=\"auto-start-reverse\"><path d=\"M0 0L6 3L0 6Z\" fill=\"#376b89\"\/><\/marker><\/defs><path d=\"M60 140H220A100 100 0 0 1 290.711 169.289L417.990 296.569L386.563 327.996L259.284 200.716A55.556 55.556 0 0 0 220 184.444H60Z\" fill=\"#dce8ef\" stroke=\"#355b74\" stroke-width=\"2\"\/><path d=\"M60 162.222H220A77.778 77.778 0 0 1 274.997 185.003L402.276 312.282\" fill=\"none\" stroke=\"#24816e\" stroke-width=\"2\" stroke-dasharray=\"6 4\"\/><path d=\"M220 140H261.421L290.711 169.289M220 100V190M220 240V140M220 240L290.711 169.289\" fill=\"none\" stroke=\"#d17636\" stroke-width=\"1.3\" stroke-dasharray=\"5 4\"\/><circle cx=\"261.421\" cy=\"140\" r=\"4\" fill=\"#c6672b\"\/><text x=\"265\" y=\"164\" font-size=\"18\" fill=\"#a45520\">C<\/text><circle cx=\"220\" cy=\"140\" r=\"4\" fill=\"#24816e\"\/><circle cx=\"290.711\" cy=\"169.289\" r=\"4\" fill=\"#24816e\"\/><circle cx=\"220\" cy=\"240\" r=\"3\" fill=\"#355b74\"\/><path d=\"M220 205A35 35 0 0 1 244.749 215.251\" fill=\"none\" stroke=\"#d17636\" stroke-width=\"2\"\/><text x=\"172\" y=\"276\" font-size=\"16\" fill=\"#a45520\">\u03b2 = 45\u00b0<\/text><path d=\"M60 140V40M261.421 140V40M261.421 140L311 90M417.990 296.569L470 244\" stroke=\"#a6b7c2\" fill=\"none\"\/><path d=\"M60 50H261.421M303.848 97.574L460.417 254.142M60 108H220M220 108H261.421M282.634 118.787L311.924 148.076M311.924 148.076L439.203 275.356\" fill=\"none\" stroke=\"#376b89\" stroke-width=\"1.2\" marker-start=\"url(#setback135arrow)\" marker-end=\"url(#setback135arrow)\"\/><text x=\"160\" y=\"39\" text-anchor=\"middle\" font-size=\"18\" fill=\"#18394e\">A = 50 mm<\/text><text x=\"455\" y=\"174\" font-size=\"18\" fill=\"#18394e\">B = 40 mm<\/text><text x=\"130\" y=\"99\" text-anchor=\"middle\" font-size=\"17\" fill=\"#24816e\">L\u2081 \u2248 46,27<\/text><path d=\"M240 100L247 76\" stroke=\"#b76127\"\/><text x=\"244\" y=\"69\" font-size=\"16\" fill=\"#b76127\">T \u2248 3,73<\/text><text x=\"321\" y=\"127\" font-size=\"16\" fill=\"#b76127\">T \u2248 3,73<\/text><text x=\"398\" y=\"225\" font-size=\"16\" fill=\"#24816e\">L\u2082 \u2248 36,27<\/text><path d=\"M105 335L217 145M241 335L287 173\" fill=\"none\" stroke=\"#24816e\" stroke-width=\"1.1\"\/><text x=\"65\" y=\"358\" font-size=\"16\" fill=\"#24816e\">Points de tangence : fin des parties droites<\/text><text x=\"65\" y=\"394\" font-size=\"16\" fill=\"#5d7381\">Angle int\u00e9rieur \u03b1 = 135\u00b0 \u00b7 Croquis non \u00e0 l\u2019\u00e9chelle<\/text><g id=\"bisector135\"><path d=\"M196 297.941L289 73.421\" fill=\"none\" stroke=\"#8b4fa1\" stroke-width=\"1.8\" stroke-dasharray=\"10 4 2 4\"\/><path d=\"M286 91L303 83\" stroke=\"#8b4fa1\" stroke-width=\"1.2\"\/><text x=\"310\" y=\"86\" font-size=\"16\" fill=\"#8b4fa1\">Bissectrice<\/text><\/g><\/svg><p><strong>T = 9 \u00d7 tan(22,5\u00b0) \u2248 3,73 mm<\/strong><br>L\u2081 = 50 \u2212 T \u2248 <strong>46,27 mm<\/strong><br>L\u2082 = 40 \u2212 T \u2248 <strong>36,27 mm<\/strong><\/p><\/article><\/div><div class=\"aw-radius-formulas\"><span>Re = Ri + e = 9 mm<\/span><span>T = Re \u00d7 tan(\u03b2 \/ 2)<\/span><span>L\u2081 = A \u2212 T<\/span><span>L\u2082 = B \u2212 T<\/span><\/div><p><strong>\u00c0 90\u00b0 :<\/strong> \u03b2 = 90\u00b0, donc T = 9 \u00d7 tan(45\u00b0) = <strong>9 mm<\/strong>.<br><strong>\u00c0 135\u00b0 int\u00e9rieur :<\/strong> \u03b2 = 45\u00b0, donc T = 9 \u00d7 tan(22,5\u00b0) \u2248 <strong>3,73 mm<\/strong>.<\/p><p class=\"small\">Calculatrice en mode degr\u00e9s. Les deux retraits sont \u00e9gaux pour ce pli simple \u00e0 \u00e9paisseur constante.<\/p><\/section><h3 class=\"aw-more-step\" id=\"plus-developpe\">3. Calculer la longueur d\u00e9velopp\u00e9e<\/h3><p><strong>LD = L\u2081 + arc neutre + L\u2082<\/strong><br>Arc neutre = \u03c0 \u00d7 Rn \u00d7 \u03b2 \/ 180, avec \u03b2 = 180\u00b0 \u2212 \u03b1.<\/p><div class=\"aw-radius-grid\"><article class=\"aw-radius-example\"><h3>Angle int\u00e9rieur \u03b1 = 90\u00b0<\/h3><svg viewBox=\"0 0 420 300\" role=\"img\" aria-label=\"Pli avec angle int\u00e9rieur 90 degr\u00e9s, rayon int\u00e9rieur 5 mm, ext\u00e9rieur 9 mm et fibre neutre \u00e0 7 mm dans le mod\u00e8le simplifi\u00e9\"><path d=\"M45 75H180A90 90 0 0 1 270.000 165.000L270.000 250.000L230.000 250.000L230.000 165.000A50 50 0 0 0 180 115H45Z\" fill=\"#dce8ef\" stroke=\"#607f94\" stroke-width=\"1.5\"\/><path d=\"M45 115H180A50 50 0 0 1 230.000 165.000L230.000 250.000\" fill=\"none\" stroke=\"#2679a4\" stroke-width=\"3\"\/><path d=\"M45 75H180A90 90 0 0 1 270.000 165.000L270.000 250.000\" fill=\"none\" stroke=\"#ce7636\" stroke-width=\"3\"\/><path d=\"M45 95H180A70 70 0 0 1 250.000 165.000L250.000 250.000\" fill=\"none\" stroke=\"#24816e\" stroke-width=\"3\" stroke-dasharray=\"6 4\"\/><circle cx=\"180\" cy=\"165\" r=\"3\" fill=\"#18394e\"\/><path d=\"M180 165V75\" stroke=\"#8298a7\" stroke-width=\"1\" stroke-dasharray=\"3 3\"\/><path d=\"M180 165L270.000 165.000\" stroke=\"#8298a7\" stroke-width=\"1\" stroke-dasharray=\"3 3\"\/><path d=\"M180 133A32 32 0 0 1 212.000 165.000\" fill=\"none\" stroke=\"#ce7636\" stroke-width=\"2\"\/><text x=\"95\" y=\"62\" font-size=\"16\" fill=\"#18394e\">L\u2081 = 41 mm<\/text><text x=\"270\" y=\"245\" font-size=\"16\" fill=\"#18394e\">L\u2082 = 31 mm<\/text><text x=\"45\" y=\"280\" font-size=\"16\" fill=\"#18394e\">\u03b1 = 90\u00b0 \u00b7 \u03b2 = 90\u00b0<\/text><text x=\"120\" y=\"201\" font-size=\"15\" fill=\"#9d501d\">\u03b2 : angle de l\u2019arc<\/text><\/svg><p><strong>Angle de l\u2019arc : \u03b2 = 180\u00b0 \u2212 90\u00b0 = 90\u00b0<\/strong><\/p><p>Arc neutre \u2248 \u03c0 \u00d7 7 \u00d7 90 \/ 180<br><strong>Arc neutre \u2248 11 mm<\/strong><\/p><p>L\u2081 = 50 \u2212 9 = <strong>41 mm<\/strong><br>L\u2082 = 40 \u2212 9 = <strong>31 mm<\/strong><\/p><p class=\"aw-radius-answer\">LD \u2248 41 + 11 + 31<br><strong>LD \u2248 83 mm<\/strong><\/p><\/article><article class=\"aw-radius-example\"><h3>Angle int\u00e9rieur \u03b1 = 135\u00b0<\/h3><svg viewBox=\"0 0 420 300\" role=\"img\" aria-label=\"Pli avec angle int\u00e9rieur 135 degr\u00e9s, rayon int\u00e9rieur 5 mm, ext\u00e9rieur 9 mm et fibre neutre \u00e0 7 mm dans le mod\u00e8le simplifi\u00e9\"><path d=\"M45 75H180A90 90 0 0 1 243.640 101.360L303.744 161.464L275.459 189.749L215.355 129.645A50 50 0 0 0 180 115H45Z\" fill=\"#dce8ef\" stroke=\"#607f94\" stroke-width=\"1.5\"\/><path d=\"M45 115H180A50 50 0 0 1 215.355 129.645L275.459 189.749\" fill=\"none\" stroke=\"#2679a4\" stroke-width=\"3\"\/><path d=\"M45 75H180A90 90 0 0 1 243.640 101.360L303.744 161.464\" fill=\"none\" stroke=\"#ce7636\" stroke-width=\"3\"\/><path d=\"M45 95H180A70 70 0 0 1 229.497 115.503L289.602 175.607\" fill=\"none\" stroke=\"#24816e\" stroke-width=\"3\" stroke-dasharray=\"6 4\"\/><circle cx=\"180\" cy=\"165\" r=\"3\" fill=\"#18394e\"\/><path d=\"M180 165V75\" stroke=\"#8298a7\" stroke-width=\"1\" stroke-dasharray=\"3 3\"\/><path d=\"M180 165L243.640 101.360\" stroke=\"#8298a7\" stroke-width=\"1\" stroke-dasharray=\"3 3\"\/><path d=\"M180 133A32 32 0 0 1 202.627 142.373\" fill=\"none\" stroke=\"#ce7636\" stroke-width=\"2\"\/><text x=\"95\" y=\"62\" font-size=\"16\" fill=\"#18394e\">L\u2081 \u2248 46,27 mm<\/text><text x=\"270\" y=\"135\" font-size=\"16\" fill=\"#18394e\">L\u2082 \u2248 36,27 mm<\/text><text x=\"45\" y=\"280\" font-size=\"16\" fill=\"#18394e\">\u03b1 = 135\u00b0 \u00b7 \u03b2 = 45\u00b0<\/text><text x=\"120\" y=\"201\" font-size=\"15\" fill=\"#9d501d\">\u03b2 : angle de l\u2019arc<\/text><\/svg><p><strong>Angle de l\u2019arc : \u03b2 = 180\u00b0 \u2212 135\u00b0 = 45\u00b0<\/strong><\/p><p>Arc neutre \u2248 \u03c0 \u00d7 7 \u00d7 45 \/ 180<br><strong>Arc neutre \u2248 5,50 mm<\/strong><\/p><p>L\u2081 = 50 \u2212 T \u2248 <strong>46,27 mm<\/strong><br>L\u2082 = 40 \u2212 T \u2248 <strong>36,27 mm<\/strong><\/p><p class=\"aw-radius-answer\">LD \u2248 46,27 + 5,50 + 36,27<br><strong>LD \u2248 88,04 mm<\/strong><\/p><\/article><\/div><p class=\"small\" style=\"margin-top:18px\">Formule de l\u2019arc : \u03c0 \u00d7 Rn \u00d7 \u03b2 \/ 180. Les r\u00e9sultats sont arrondis et restent des estimations avec K = 0,5. Pour fabriquer, appliquer la m\u00e9thode et les corrections valid\u00e9es \u00e0 l\u2019atelier.<\/p><p class=\"small\">Le rayon int\u00e9rieur donn\u00e9 par l\u2019abaque n\u2019est pas, \u00e0 lui seul, le rayon minimal recommand\u00e9 : ce minimum d\u00e9pend notamment de la nuance exacte et du sens de laminage.<\/p><section id=\"plus-plusieurs-plis\" style=\"margin-top:26px;padding-top:24px;border-top:2px solid #d7e1e7\"><h3 class=\"aw-more-step\">4. Calculer le d\u00e9velopp\u00e9 de plusieurs plis<\/h3><p>Une pi\u00e8ce comporte plusieurs plis, avec des angles diff\u00e9rents ? On traite <strong>chaque pli s\u00e9par\u00e9ment<\/strong>, puis on rassemble les r\u00e9sultats.<\/p><div class=\"aw-radius-answer\"><strong>LD = somme des cotes ext\u00e9rieures + somme des corrections sign\u00e9es \u0394L<\/strong><\/div><p class=\"small\">Cette m\u00e9thode utilise les corrections de l\u2019abaque : on ne retire pas une deuxi\u00e8me fois les \u00e9paisseurs ou les retraits calcul\u00e9s par la m\u00e9thode des rayons.<\/p><h4>\u00c9tape 1 \u00b7 Relever les donn\u00e9es<\/h4><p>Noter le mat\u00e9riau, l\u2019\u00e9paisseur, le V choisi et l\u2019angle int\u00e9rieur de chaque pli. Relever les cotes ext\u00e9rieures selon la convention du plan et de l\u2019abaque, jusqu\u2019aux intersections th\u00e9oriques des faces. Ne pas les confondre avec les longueurs droites entre tangences.<\/p><h4>\u00c9tape 2 \u00b7 Num\u00e9roter les plis<\/h4><p>Parcourir le profil d\u2019une extr\u00e9mit\u00e9 \u00e0 l\u2019autre : P1, P2, P3\u2026 \u00c0 chaque pli, associer son angle et sa correction. <strong>Deux plis d\u2019angles diff\u00e9rents peuvent avoir des corrections diff\u00e9rentes.<\/strong><\/p><h4>\u00c9tape 3 \u00b7 Trouver la correction de chaque pli<\/h4><p>Dans l\u2019abaque, croiser l\u2019\u00e9paisseur, le V et l\u2019angle int\u00e9rieur. Si l\u2019angle se situe entre deux valeurs, utiliser l\u2019interpolation pr\u00e9sent\u00e9e dans le calculateur. Conserver le signe : <strong>\u22122,5 signifie retirer 2,5 mm ; +0,3 signifie ajouter 0,3 mm.<\/strong><\/p><p><a href=\"https:\/\/alexandrewack.fr\/?page_id=3367\">Ouvrir le calculateur de pliage \u2192<\/a><\/p><details style=\"padding:18px;border:1px solid #d7e1e7;border-radius:10px;margin:18px 0\"><summary style=\"font-size:20px;font-weight:700;cursor:pointer\">Exemple guid\u00e9 \u00b7 Reprendre le calcul du document<\/summary><p style=\"margin-top:16px\">Donn\u00e9es indiqu\u00e9es : e = 2 mm, V = 12 mm, Ri = 2 mm. Les corrections ci-dessous sont celles du document fourni ; elles restent \u00e0 confronter \u00e0 l\u2019abaque utilis\u00e9 \u00e0 l\u2019atelier.<\/p><div style=\"overflow-x:auto\"><table style=\"width:100%;border-collapse:collapse;font-size:17px\"><thead><tr style=\"background:#183d54;color:white\"><th style=\"padding:12px;text-align:left\">Pli<\/th><th style=\"padding:12px;text-align:left\">Angle int\u00e9rieur indiqu\u00e9<\/th><th style=\"padding:12px;text-align:left\">Correction du document<\/th><\/tr><\/thead><tbody><tr><td style=\"padding:12px\">P1<\/td><td>60\u00b0<\/td><td>\u22122,5 mm<\/td><\/tr><tr style=\"background:#f0f5f7\"><td style=\"padding:12px\">P2<\/td><td>90\u00b0<\/td><td>\u22123,8 mm<\/td><\/tr><tr><td style=\"padding:12px\">P3<\/td><td>135\u00b0<\/td><td>\u22121,2 mm<\/td><\/tr><tr style=\"background:#fff3e5\"><td style=\"padding:12px\">P4 \u00b7 Repli<\/td><td>0\u00b0 \u00b7 Pli ferm\u00e9 sur lui-m\u00eame<\/td><td>+0,3 mm dans cet exemple<\/td><\/tr><\/tbody><\/table><\/div><h4>\u00c9tape 4 \u00b7 Additionner les cotes ext\u00e9rieures<\/h4><p><strong>60 + 120 + 180 + 150 + 60 = 570 mm<\/strong><\/p><h4>\u00c9tape 5 \u00b7 Additionner les corrections sign\u00e9es<\/h4><p><strong>(\u22122,5) + (\u22123,8) + (\u22121,2) + (+0,3) = \u22127,2 mm<\/strong><\/p><h4>\u00c9tape 6 \u00b7 Calculer la longueur d\u00e9velopp\u00e9e<\/h4><p class=\"aw-radius-answer\"><strong>LD = 570 + (\u22127,2) = 562,8 mm<\/strong><\/p><p style=\"padding:15px;border-left:4px solid #dd7b3c;background:#fff6ed\"><strong>Comprendre le dernier pli :<\/strong> P4 est un pli ferm\u00e9 \u00e0 0\u00b0 : la t\u00f4le est repli\u00e9e sur elle-m\u00eame. La correction de +0,3 mm est celle donn\u00e9e pour ce repli dans cet exemple ; elle ne constitue pas une valeur g\u00e9n\u00e9rale pour tous les plis ferm\u00e9s. Le calcul donne bien <strong>LD = 562,8 mm<\/strong>.<\/p><\/details><h4>Je v\u00e9rifie mon calcul<\/h4><ul><li>J\u2019ai relev\u00e9 toutes les cotes ext\u00e9rieures utiles.<\/li><li>J\u2019ai identifi\u00e9 une correction pour chaque pli r\u00e9el.<\/li><li>J\u2019ai utilis\u00e9 la m\u00eame convention d\u2019angle que l\u2019abaque.<\/li><li>J\u2019ai conserv\u00e9 les signes et les unit\u00e9s en millim\u00e8tres.<\/li><li>Je fais valider le d\u00e9velopp\u00e9 avant le d\u00e9bit et je contr\u00f4le la pi\u00e8ce d\u2019essai.<\/li><\/ul><\/section><\/details><footer>Alexandre Wack \u00b7 CAP M\u00e9tallier \u00b7 Le pliage de t\u00f4le<\/footer><style>\n#aw-cours-pliage .aw-compact-figures{display:grid;grid-template-columns:1fr 1fr;gap:18px;max-width:874px;margin:18px auto}\n#aw-cours-pliage .aw-compact-figures figure{margin:0!important}\n#aw-cours-pliage .aw-compact-figures 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#d5e1e6;border-radius:10px;background:#ffffff}#aw-bending-demo .viz-controls{display:flex;flex-wrap:wrap;gap:12px;align-items:center}#aw-bending-demo .btn{border:1px solid #a6b8c3;border-radius:6px;padding:9px 14px;background:white;color:#183d54;font:inherit;cursor:pointer}#aw-bending-demo .btn-primary{background:#183d54;color:white;border-color:#183d54}#aw-bending-demo .form-label{display:block;font-size:14px}#aw-bending-demo .form-range{display:block;width:100%;accent-color:#183d54}#aw-bending-demo .text-small{font-size:14px}#aw-bending-demo .text-muted{color:#526b7c}#aw-bending-demo .tabular-nums{font-variant-numeric:tabular-nums}#aw-bending-demo .aw-stage{width:100%;max-height:none}#aw-bending-demo .aw-caption{font-size:14px}#aw-bending-demo button:focus-visible,#aw-bending-demo input:focus-visible{outline:3px solid #df7b3c;outline-offset:3px}@media(max-width:600px){#aw-bending-demo{padding:10px}#aw-bending-demo .aw-control{flex-basis:100%}}@media print{#aw-bending-demo .viz-controls{display:none}}<\/style><style>\n    #aw-bending-demo {color:var(--foreground)}\n    #aw-bending-demo .aw-stage {display:block;width:100%;overflow:visible}\n    #aw-bending-demo .aw-legend {display:flex;flex-wrap:wrap;gap:16px;align-items:center;margin:8px 0}\n    #aw-bending-demo .aw-swatch {display:inline-block;width:18px;height:3px;vertical-align:middle;margin-right:6px}\n    #aw-bending-demo .aw-caption {display:flex;justify-content:space-between;gap:12px;flex-wrap:wrap;margin:8px 0}\n    #aw-bending-demo .aw-control {flex:1;min-width:180px}\n    #aw-bending-demo svg text {fill:var(--foreground);font-size:14px;font-family:inherit}\n    #aw-bending-demo .aw-machine {fill:var(--muted);stroke:var(--border);stroke-width:1.4}\n    #aw-bending-demo .aw-plate {fill:var(--blue);fill-opacity:.12;stroke:none}\n    #aw-bending-demo .aw-outer {fill:none;stroke:var(--orange);stroke-width:2.5}\n    #aw-bending-demo .aw-inner {fill:none;stroke:var(--blue);stroke-width:2.5}\n    #aw-bending-demo .aw-neutral {fill:none;stroke:var(--green);stroke-width:2;stroke-dasharray:7 5}\n    #aw-bending-demo .aw-dim {fill:none;stroke:var(--muted-foreground);stroke-width:1}\n    #aw-bending-demo .aw-label-bg {fill:var(--background);fill-opacity:.94}\n  <\/style>\n  <h3>La t\u00f4le se plie, la fibre neutre conserve sa longueur<\/h3>\n  <div class=\"aw-caption text-small\"><span>e = 4 mm \u00b7 Ri final = 5 mm \u00b7 V = 32 mm<\/span><span>Mod\u00e8le simplifi\u00e9 : fibre neutre \u00e0 mi-\u00e9paisseur<\/span><\/div>\n  <div class=\"viz-controls\">\n    <button class=\"btn btn-primary\" type=\"button\" id=\"aw-bend-play\">Animer le pliage<\/button>\n    <button class=\"btn\" type=\"button\" id=\"aw-bend-reset\">D\u00e9plier<\/button>\n    <label class=\"form-label aw-control\" for=\"aw-bend-position\">Progression <span id=\"aw-bend-progress\" class=\"tabular-nums\">0 %<\/span><input class=\"form-range\" id=\"aw-bend-position\" type=\"range\" min=\"0\" max=\"100\" value=\"0\" step=\"0.1\"><\/label>\n  <\/div>\n  <svg id=\"aw-bend-svg\" class=\"aw-stage\" role=\"img\" aria-labelledby=\"aw-bend-title aw-bend-description\"><title id=\"aw-bend-title\">Pliage anim\u00e9 d\u2019une t\u00f4le sous un poin\u00e7on<\/title><desc id=\"aw-bend-description\">Le poin\u00e7on descend dans une matrice en V. La t\u00f4le se courbe progressivement, avec ses fibres int\u00e9rieures en compression, ext\u00e9rieures en \u00e9tirement et une fibre neutre de longueur constante. Le d\u00e9velopp\u00e9 est compar\u00e9 aux cotes ext\u00e9rieures de la pi\u00e8ce pli\u00e9e.<\/desc><\/svg>\n  <div class=\"aw-legend text-small\">\n    <span><i class=\"aw-swatch\" style=\"background:var(--blue)\"><\/i>Int\u00e9rieur : compression \u00b7 <span class=\"tabular-nums\" id=\"aw-inner-length\"><\/span><\/span>\n    <span><i class=\"aw-swatch\" style=\"background:var(--green)\"><\/i>Fibre neutre \u00b7 <span class=\"tabular-nums\" id=\"aw-neutral-length\"><\/span><\/span>\n    <span><i class=\"aw-swatch\" style=\"background:var(--orange)\"><\/i>Ext\u00e9rieur : \u00e9tirement \u00b7 <span class=\"tabular-nums\" id=\"aw-outer-length\"><\/span><\/span>\n  <\/div>\n  <div class=\"aw-caption text-small\"><span id=\"aw-bend-status\" aria-live=\"polite\">T\u00f4le \u00e0 plat<\/span><span id=\"aw-bend-angle\" class=\"tabular-nums\"><\/span><\/div>\n  <p class=\"text-small text-muted\">\u00c0 90\u00b0 : A = B = 50 mm, mais LD \u2248 93 mm. 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modal=document.getElementById(\"aw-bend-dialog\"),open=document.getElementById(\"aw-open-bend\");open.addEventListener(\"click\",()=>modal.showModal());document.getElementById(\"aw-close-bend\").addEventListener(\"click\",()=>modal.close());modal.addEventListener(\"close\",()=>document.getElementById(\"aw-bending-demo\").dispatchEvent(new Event(\"awclose\")));modal.addEventListener(\"click\",e=>{if(e.target===modal)modal.close();});})();<\/script><dialog id=\"zoomDialog\" aria-label=\"Illustration agrandie\"><button type=\"button\" id=\"closeZoom\">Fermer \u2715<\/button><img id=\"zoomImage\" alt=\"\"><\/dialog><script>(()=>{const dialog=document.getElementById('zoomDialog'),picture=document.getElementById('zoomImage');document.querySelectorAll('[data-zoom]').forEach(link=>link.addEventListener('click',e=>{if(typeof 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[&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":75,"menu_order":7,"comment_status":"open","ping_status":"open","template":"","meta":{"footnotes":""},"class_list":["post-606","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/alexandrewack.fr\/index.php?rest_route=\/wp\/v2\/pages\/606","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/alexandrewack.fr\/index.php?rest_route=\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/alexandrewack.fr\/index.php?rest_route=\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/alexandrewack.fr\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/alexandrewack.fr\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=606"}],"version-history":[{"count":47,"href":"https:\/\/alexandrewack.fr\/index.php?rest_route=\/wp\/v2\/pages\/606\/revisions"}],"predecessor-version":[{"id":3439,"href":"https:\/\/alexandrewack.fr\/index.php?rest_route=\/wp\/v2\/pages\/606\/revisions\/3439"}],"up":[{"embeddable":true,"href":"https:\/\/alexandrewack.fr\/index.php?rest_route=\/wp\/v2\/pages\/75"}],"wp:attachment":[{"href":"https:\/\/alexandrewack.fr\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=606"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}