{"id":536,"date":"2020-07-06T14:52:11","date_gmt":"2020-07-06T12:52:11","guid":{"rendered":"https:\/\/vita.com.bo\/linea-invierno\/ranking-de-poder-slots-de-pragmatic-con-los-multiplicadores-mas-descomunales-lo-mas-visto-en-redes-noticias-tvp\/"},"modified":"2020-07-06T14:52:11","modified_gmt":"2020-07-06T12:52:11","slug":"ranking-de-poder-slots-de-pragmatic-con-los-multiplicadores-mas-descomunales-lo-mas-visto-en-redes-noticias-tvp","status":"publish","type":"post","link":"https:\/\/vita.com.bo\/linea-invierno\/ranking-de-poder-slots-de-pragmatic-con-los-multiplicadores-mas-descomunales-lo-mas-visto-en-redes-noticias-tvp\/","title":{"rendered":"Ranking de poder: slots de Pragmatic con los multiplicadores m\u00e1s descomunales #Lo m\u00e1s visto en redes Noticias TVP"},"content":{"rendered":"<div class=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul>\n<li><a href=\"#diferencias-entre-multiplicadores-fijos-progresivos-y-aleatorios\">Diferencias entre multiplicadores fijos, progresivos y aleatorios<\/a><\/li>\n<\/ul>\n<\/li>\n<li><a href=\"#comparativa-de-rtp-slots-de-pragmatic-play-que-m-s-pagan\">Comparativa de RTP: Slots de Pragmatic Play que M\u00e1s Pagan<\/a>\n<ul>\n<li><a href=\"#el-poder-del-multiplicador-la-funci-n-que-transforma-cada-giro\">El poder del multiplicador: la funci\u00f3n que transforma cada giro<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class=\"wp-post-image\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"608px\" alt=\"slots con multiplicadores de ganancias\" 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fC+S4P0K8eI9QFzvVaybMQzaeVT0eajEw61DLu6OjjTJFLG7RywyLc2kjkVkNiQSLgkEE1HG6MP+UkYItwBzLMxPhREUF5HY7BEBYnYA1jqR0jmOhcCHXtbjflZN2MBjz3HNWXiLKCUO9VXg\/BkOQfOrxkXD2Z4pQVhjwURtpkxupsQwt7wwMRVkB8p54pAecYqbwnYjLzfMpVbqYMNhY1+SzriWH6Rp1h\/Z3ETE5rwG32uf0ulsuJxNO9\/IfrZRWMye6864MhyZQbEVcJ+ybEhbR5m5P\/3jC4eRfgRh\/sp\/2vrVZzrh\/McNdpIFxcY5yYIsZQLbs2CltJYH7uHlxDnaymqz+zWKU7HZbOH9J19jZfGV1PLo51vMf9qYxOVLbalN2nYDnber1lHEKTJqjcMLkHmCrA2ZHUgMjqdmRwGU7EA1X+OnRE1Nd2ZlSONBqlllkYJFFEl\/E8jlVA2G9yQASE2GxVTaizgb3ta2t05pu7i8T3abpY8I4Ih\/nTzyaRe7sfKq5lPZBmxs4iwUN9+7mxcver6P3GCliDDkdEjjyJ51YB2b5va2jLv\/AOsxf\/6ZWrxPAq2raPD9R+qWS4hSOnLs2nkf0VfxOFTvL2r04swqNHYeVS69mObDfu8vP\/zmK\/8A0uqxxvhsVhF1YzDtBHsO\/R1mwgJ2AaZQrwi9gGxEUSkkAEk2qp\/k2IxZSWmw5EH6AkqeSegl2fr1BH4hZ541yFu8uOhq9dlmZEWBq6ZXkaTXJtUNnvC5hbUlek0IkZEA7ks9TYqDUGHlsrVxA+pbilzxJnLRg1YYc1cixFQfFeX3W5vuQqgAs7sxCoiIoLO7sQqqoJJIAFN6GZ8cZbJtdOajFmRx90TquHs5z28t78zWg8NitSDfpSs4C9nHM3tI3c4JTuBOxknHlqhhvGLjexnDDYEA3Aa+F7D8wVbDMcMT5HBTW\/S\/xhf8Kx3aPBvjJM0BCylSwSF3VLrtOiut65+yicOQtTvH\/ZtmkSsWhTFxjm2EZnlA6s2FkVJD\/Vgadj5VSOzfCN3qtG11J+hBsykHdWUgqVNiCCDYireEP+BpzBPpfbl7oo6FwZoRpwWnFkiwsKu2nXIwSJSCe8axdlULuziNZHC7aitri9eeB7TsOwug1KbBXGnQbjmCGdWHXYnYjnUD22ZS75PI4JEmHaLEoy+8hica3U9GWJpCDWbsHipFmfF4Zu6bwtjsKBeFnY7zmBrqcNOeYA1QuzKCoaMnU4QKasmdTTGzi27Nfmtu3z5L5U4LX1TI5KKUM8eQhwaRfQi5NiARpodx1T646zqHEzq64+fAzRLpDqD3EgvcalR1a\/TfUpHS16rufcTSQuJJZcNigQQuKha7MVsQJ4TYhhfmg07gHeqgRHiY5J8OBE8a6pcKWJ0rtrmwzNu8IPND44\/NhY1GZ7i4u4jULIGRVaRyY1XUymRQCRJcEsxtZD4R8K1mRtHDCyFr5RfI4FjS5gtclxGU220zOBJFgVtu1fZairaOGljAc50jRlkIaW5fG\/K4ZXZsoJA7wNIuQ5Xvs1wv2gHVBE0UKd3D30iornvGbZnNtRLEXCsOQ+6aufCPZKsiTXleBpQyT4X8nIkI1akUgltYBCyxuTYgqbW2ri7PuIocKMJB3HfPLFhSz6CR3eIurOrkd2ojc63RjqcyjSCb1Ue3zHtg800wyyRh4UYBHICAlgUC3\/zeoFgvIX2GwpAcHlnq5GQl7WyMIDHOcWFrbWGQuIb\/ALWgjboquFzQV\/8A\/PikawMAtZvguLADLmda973NyTrdMPP+z5WhbAzQT42OTSBPrRDGFOtWD6lQBH3EIXSdgQw2FFyj2XpV2efDot+aLIzH10kIAfS5rgxvGjd3h2aQs7xElwVZwe9ZQRbaNha4uL3sd7VwT5owdWikneJTeQtI\/hBtqIUFSfCSdgb2pfJ2fnNH8VV5Y3HNe9zGC0lur9AA6wy3A1NtEyp8AqqyV7TM1mXQFhLi\/Td4NhGSRZoaTca6bJs5f2N5ThV\/yg98\/UyuVXc28KRlQLkgblj60s+J8gy1DM2Bn7gSx+NJRLNh2\/KaFZCqvLG4c6bPqDBhYi28r2ccNYnEE4hJHDSARrJI4bkniaEOG1AkatR2udga7cb2bNGG7sXceEyE8rNc9QrH4g9PKq0+CUuZ8dQ9hiDWu+bK64uSdsoaCG2JPPTTXulwumpKtt6glzXEONx1bazr8SDe50BaG3IV67XMA0uCRmAMhiQta5GooC1iQCRe9iQDboKyJBnTxuVN9jW48YjPhdMukyRqFcoDoJ0jdb72PP0rKPFuBiEzAgDes9ipaWBzfEOY1uP7pLg4LHyNadj6eigRxESORqu4rOmudjTf4W4fgcdKlsx7MIyLqAa+9mu18OFyljgRdXat8khB2SEl4m0qwv0pX5pjmY8zvcn9YtTK7bsg+ztpA3N\/1UsMFBqNaKtrIah3fQ6ZtSs\/XSvc7I7gjDwav31OYCHa3p+6\/wDPrXvhMvQDckeXXz9K9cDhPF4bm\/Lb8flS\/wA1R32X33R0keYt8eW\/zAU7dKj4sOdJ+NXnLuFpmHun9vy359P+1TeRdm0rnxLp\/rbfssd6DK0blTNpXnglbDHcX+v0H\/Svpm3BPIbn472\/X\/2tT2PZCtveAPXb+QNq4sb2RCxAff1G3p0rhtTHzUxoJLbJI4mPWTe21zz2Hpfr8vIVHrAyFXTmBfy5WIPl\/wBqZGb8Cywk3TWvW17gX5qBv\/O\/pW5YghKnc9NtzudvL\/tfbYVaBa4Ki+J8ZTU7Fe1IOVil57AGtFtjF0jT1Ffn5g8QYZQ68r3Hpve1a\/7Kc6OIgVudhWVxijgY4PeNFocPqDUNyPOyl89jkY7cqrfE+Tkx3I3q+YdrXvyr7mwyyIRTBlYx0bBEALHhyXWH0ElFWGcOu0pZ9l+O0sUNMHHbiqgeG2jl1qNr71bA+29V6+jbJKJGhW62KN84kG4NwqfmsHiqsZtlhB1L86svFeZBTVbbPx5V8yu5J9DWksBVX4lxZZjaq\/nOYPHGxHQVZswiAeubiPKdcTDzFeowTd3Q3tcELL1WZ0ha3RdXsQdpcGEzGYYuRYkxUQQTSEBEkRw6rI58KI6l\/GxADBL87jf8OcQsAVljYHkQ6EH4EGxr8gMzwDRsVYEWrlrHErNvaQbO3X7JYfEq3usrW52INvpXrWR\/8GpiL4bHp+bNC36ccg\/4K1xQuV44jFovvMq35amAv9TXBmnEmHiQvLPDGii7O8saqB5lmYAVj\/8Awl8H5TLW80xS\/othj\/xVkPDYNmNlUknoAa+EgboAWtf\/AGx4cPmWIQ3gkxskkPMF17qGLUFNiBK0bSgEA\/lNwCSKfvYd2bsujH49Q2PcExRndMvicbQwg7DEMlu+mtqJJjU6F8WJvZS4bOJznBwSAmOKRsRIvS+HRpU1DqDKsakb3Db7Xr9OKowYdDHM6cDxON7\/AKKw+oc5gZwCK8sXilQanZUXzYhR9SQKovb\/ANo65VgJcUQHkuI4IybCSd76FO4JVQGlYAglI3tvavzJ454xxePmM2KmknkJNtROhAfuxRjwRJsPCgAq+q6\/WvAZjHJ\/m5Ektz0MrW+OkmuqvxzyrMZYXEkUkkMi7q8bNHIp81dSGU\/A1vn2Me3mTMlfB4shsZCneJLa32iEFVYuAAomjZlva2tWBtdHJEJjdrPZiJy2KwmmHHAC592LGKo2hxQA3NvCk9i8Rt7yakbH\/ZrxjLNxJglmDIIsS0fcuLGKXRLEVdekiOSvxFfobWO\/ak4QXDcQ5Rj0GlcVi8MJrAgd7h8RACzNyHewsi269053uai7lmfvLC\/Piu+8dly30WxKgePeMcNgIDiMXJ3MKsql9Ekli50qNMSO+52vptU9SY9tjCa8hxthcqcOw+WLg1H0spY\/KpVwrHwN235VjpBFhsbG8rGyxsssLubXtGs8cZkNt7Jc7Hypg4iEMpVgGVgVZSAVZSLFWB2II2IPOvyByLLJziIo4AzYgyL3IiN5O8uChQqdmBs177Wvtav1+w97DV71he3K9t7el6ELJ3afwwcqxapFf7HiQ74Yc+4ePT32Ev8A6sBllivvp71OUIvwyZyJBY86bftdxr9jwztzTHwaf\/iRzwuPhodjb0HlSJxOH07imuHSi+VwVijETJRK4aqSWRQOVKzgXtKWPPcJJOwXDQ4gqdVgid5HJAJmJ2AjMmst0Ck9KvjYm4rPvapkDRzM9joc3B6X61ZxOF4Zmb8t9VdxQNkd3jQv1ieQAXJAAFySdgOZJPK1t70uoe3XKDiBhhj8O0rGy2ZjESTYKMSF+zaidgO8ua\/M2TinGSxLhjicTJAoCpAZpmgUL7qrCXMYC2FgF2tXTw92e47EFRBhMRPqbSGjikaO+rSbyhe6UK1wzFgFsbkWNIUqX64Uku1vhlIcfhsTGAn2xmgmA2D4iOF54Jrcg7QwzxO3N9OHH3N2h2d4CWLBYWKdtc8eGgjma+rVKkKLIdR3a7gnV159aTXtZ8ZxxzZZhEYHEHF\/aSoIukSYfEQAsOa948pC+fdyeVfHMD9CpIr5xbyTNGBE8LJc+KKSJk1MEdZAA2pQR4rCysNwGa3Os6cc8GASifD95FOqaVkdo2wU41WdZZO6UHWhZfFdTZQ1gSwdnZrmjFrNSL4+yOXCz46RcbJhsPHi2LpFqdv8oJnjjWEkRAsrACSXSi7bsw0mGaJkc8Zewk6tGU2Lbi9wbcLX1Nvor7md3BOyRwAsHG5cL2Nha2l7kWuCqqIljlVopIopwbtAsiPCrcvyU9zC6ycu4kbVZit5NzUpxNhkxB3jSJghOlGF4wFXWHhJvpWxQc2ATkQ+1G7UuITiFV1R1ijHdhm8TM7XJMkgUK0jAHZQosCFVRepbJdDrhS5aJkw6rqj7xmVEEihtKot2sLkq\/MsN7b+lw1FbLFFUQnxMNy4jxOaPmaBpmcRpmA3NhclTYPj0VZljq\/lYDlc4i5dbRpdoNdhpfzuU2OGc+SPCwySRljgxoSQpr8MYGk67Hu3ClQbEXsLX+7DYjinC4pcTJjlHekasOoYd4QBpRImG6v7t13UgsxuNQFRTiqTuWgjdmhYESGVY4y3eWUmw1bW2LaAeW5tevXOchWJYCQYoWBF4wdYa+xkc3ch1F+pFvd3tWYllhrpJW4hI6G8zTB3ZfHM3d+V4cBYvAOgv4Tc2Nlo4I6d1U+Cjp9SbvLXf+LQPa3X5i7YBt7DU6AAwuW47u9iQFFgSy7Da29c+co0uoRn3iDeMNYgDoFPI7fX1pjZf2awyx6llnkQ2uYmhmQHa+pe6WcMLNt3d+VekPBccVjBi1aZV2w86aS6ggN+T\/IzhBsdcflzsa21Zj7ixzoI8zrWa1xb3d73DifEb+enRNJpMOfVullJuY+5Ojw617lpsbAcj8wPEJ29mFkyvAO1jowsaX5HYaQfnYVC5rxsFLnu3kWxGlFuSx2Fhe9gTu17Dn0rs\/8ACGPkiiSSXAYaKNFCCKLEWVQtlFnxAWwHnf516Zd2bYdtJnlmx3K6KFjwgPO7LEEhOk2PjdmNupryw1D5XyfEQghxdrmsWh1vlsHWNy7htsddM5HFRQHM+QHcWAc5wG7Mp0ZcHUkuC7OzPGiXDMNQdmDOwBDWN1BXUGIcoW0sQSAdr3uAge0Xh0\/aDe+5rQOG4fhw+MjmjkIBUwvCqlogjqBGqlRZLOsZGoAWDb1HdqGTRg6iBSxk75GyZyC4OOgN7Anw+WnPVUZHtbU5mXs\/XUWNzvsAN+Wiz5j8lkhsyMalOFe0to20S\/jTPiyqKaO1xel1x52fgKSOdI6iGGcWkbrzTWnka7R2qVHtKZys0iMlLbKcGAo\/n+fK1e\/GYbvghPI7fuqTybCarDc\/DYfu+hFaGhgEMTWDgs3iJBmOVdPD2SvI9l5fePQA+d+p8rU5uDOEo4xe2p+rH9X\/AEFRnC+WrGoUfM9Sf52q9ZFGfK\/8+u366hqpzsEwoaQNGZ26lcBgALeEAVMDBjot\/lX8w2FYDe3x5n6nYV24eEnYi\/xJt9OVUgLplouCWCx6D4kfvrkxoWx3H66nJMF8FHoLVUuJOMcLAxV2LOOaqGcjyvayg9bXG1SMic\/5QonytZuVCZ0Pn+sfClzxxw2rguoAfrbYN1sel\/5NXPE8bYST7xB9Qwt9Lgn4XFemOwQKhlIZT1Hw6\/q\/dVyMSRbhVpTFOCAbrM+c4BrHbr59R0tzG1Of2WONo4yYZDa\/K9V7j3ItLarbN13+m3KljI5ikEi7EHf58j8OlGJ0La2nMZ48eqUQOMEq\/RDD4JH5WINE2R6b6etZs7Pu2Qqqhjy86enCXaRFKBcivMZaLEcOfmYTZbCakmDQ9uo6LplBQEMuxrkzPLwyXG1XwiOVehquZ1gWUeHkKfYX2ozHJOLH6KiCHm2xSlz3KSL6hVWiy7xcqdGNdJF0kWblVMzjJChJHKtrTzMqB4d1L3z2AhwVDkyy7134nLrLUhik0vvXfjMPqWrL8UqIIhHwURYyaTNdKHirIg19r1RuIOHwkTNbl1p543A+dU3tDwo+yyW8qtwUjpoTM3zUGIENYWpn\/wCDMk3zMemDP0+2A\/rFbOrEX+DTm\/L5gvnFA36Lyj\/irbtV1l1l327Mp7yXKri41YxLerx4dx+ERrPk8Zw2ohByO9hetYe1lANWVMeQxrr+ng5\/+Wk52kZOrK4Hkf1UprngShrtiFpMHI7l2mt\/yVD9hjMh\/j5NR3lixKr6to7029dKMfgDX6KV+S3ZrxOcvzHD4oAn7POGdRbU0dysyC5Au8RdRc8zX6wZVj0ljSWNg8ciLJG6m6ujqGRlPUMpBHxpqNlnHblZ4\/wgWVNLl+FtfSMdGH\/oh4Z0Vj5DUQnxdR1pL8IcPQJGFEanbckAkmtucfcLRY3CzYWa\/dzLpJUgOjAho5YyQQJInCyKSCAyi4I2rKmd8HYrAEpiYXkQGyYuCKSWCVejyLGryYV7W1JKNAN9MjjejM5pFgpGluQ80su0nhCGRCVUI4FwQLVX\/Y2Z0z\/BBb31TqwHVfss+q46gAaviAelXPOcR3t1gWTEPyCQRSyuT5aY0Yg\/G1OT2POwaXBSSZhjVEeJkVkggurNBGx8ckrKSomkAChFJ0IWDHU5VLtU1uVp0uq0bnEeJadrOPt+YkRYHAz9YczgYedhBiXIHxKL9K0dWOv8JNxUujBYEEFi7YqQX3VVVoITbyctPv8A+X1vtTUi2LXli8MrqVdVdTzVgGU9dwQQd\/OuPhjF95BDJ+fFG\/6SK37a9s7xJSKR1AZkjdlB5MyqWAJG9iRbahC+cBlEUZvHFHGTsSiKpI8rqBXbWH29uDEf\/YIf\/Wk\/5Ko\/aH7Wma4pGjjMWCRticOH78qRYr37uxU331QrGw2353EJp+2L2jpicfhMsgYOMNN32JYbgT6CkcQa9tUSPIXtezSKtwyOKis3Yqu\/lS49nrgZ7nFyggfc1c2J5tv+umZxDMDcCr1BSzSyeEaLiTUZQdVTYsYbmpzCRRuumRQw8jUA8BBJtXw2chOdydgFUEuzEgKiKN2diQoUcyQK0k8Dvhy5vDdPaPvGt7t3K6r3api48GFGHjVHf71twPStkezd2jYBsowC\/asPE0eHigkjeaKN1liQRuCjMGu7AuNvEGBF71nztI9nfN8VEki4eEOBcRfakM+49xw0awBx10zMt+ppFZx2O5rExV8uxlx1TDyyJ8pIleNvkxrIyOzFK53Av02X6uRSAgEEEEXBBuCDyII2INZq7bOxmGDHJnCGQoZR9tR3eTR3hCJikZyzrFGxRXjvoji8S6FiKmV9hHh\/G4bLZI8ZHLCDiGfDxzBlkWMomu0beKJGkDMFIW7F2t47s9c+yxJoZYXAZJY3icHcFJEKMCOoIJFcA2UTXWN1R+CcHvcCqN27yRQy4lpJIY4psOgYuO8Ly+JO7MAIaa0aRMFXSykhtSghhaewjMe\/y\/CyOfFLho9ZBIOsxgSEEbg6r78xSg7YuxmR8YJ5pn+zyyd2CLSSA6HlPd3YiOIort4x4WBUK40FrcNDhtWS7EpzFHHaUubfN4DewIBtcdDptqu6qrqWzNbBHmzgtN9RqNNP1001Sgz3MDik7wLpw8B7mFSFBeRhqeR1QCNCBpYpGNK6olGrxO3Ln2NkRIl7wiyaSqKA2hT4QCRchlJfV1Dg9TTA7RMo+zx4XCRxiNGJa4DHU0krAMztu7933QPS67AAACZ45yVp\/tCkKsWDKDUV0jWyNLij3t7FcOwjhso2026Ct5Q41h\/x7arMGUzYg1ocbNDXEZSc27nF1973vromjqGOLCqWl7sGSSV0hJ1y5DlHPnfpbql7AoVhdFtex7ze4vuu+ymwPO\/wqx5Vg5miCSTNNG2hoIx3baSVYspYsGIUEKNBYDS1l5WqeM4dxc0pMWFxeI1WIIglWM3UXIklVECkkkEkbVPccdnrZdlxxmIYw5nJPEMII5TfCpqHeqSjd27tGX1mzKt0APU5fG8WoqLEhJTSRzOmDA3RrzHKCWtffUiwdrbLpfitfjOLmZsc1K7upYn5iA0OEkdvED8rRtvYkaHZSeKwkuEdTqMbG+h0bSxsoOknfUPu2kVgeVW7hXtXZpBFiEwuIC6Se\/UxMtwdJdgksLA2uAoJ5EhbikhlXFuLxGmExS5qVu1gsrYqME2OjEQqzhC3LvVdQTtamFwj2eY+OQYpMLJho0KyStmE0EaBU3Op1LykDzMK7dOlFZTywuIxSsiY8M\/\/ABbbM641cCXbtvewF9CLBLW4\/wD5lWNdMG9yWZS0tJdm1sWSA3buBl0G\/hJTwPaBhls0YwKEbEpd2HPZRFhGY7nltz9a\/knFM04JXvHTzYfZYBt95nL4hh\/USK\/mKX\/Z1xDLmazH\/GGHwq4cyGWNMM0rRRxOyd4uIl7uIqwAdSEaysAQCDSo4u7anw0rRYKQ4qMr4pcckUsiyB28cEUYSKJWW3hlVztyFZuKekLskkj3OF\/lGVunPRrvrY+SsltHCwvjiNxbfUa7WJDDfjodk\/MVxI+DhGLlePujJHHFHGpWJ3d17yQlizyCOESnW7G7FfhVy7Z8KWU2rHnBfa7IXmbGGTESSJpV2OuJAN7NB7kcY5\/k10rzsOdas7IeMf8AGuXs7qBLC5hk08msiskg5+8DbbqpO17VWpatr6uSLugxlhltax01Jtx53+iW4vHnYyqbbQkEDgNLcBfjd3ElLbhPEurWuede3aRnvdxMSelcXE2P7mUi296X\/anjHmEcdyO8ZV9QCQC39kXPypdNSO705hZo1J6BfWzsDM7dzoB1KWGZYTVad\/emJMa7bRg2DtsffN9PoL9anuFoCWUc\/wCb8uQ+VQecY8SzPp2RSEQcwEQaVsPgKvfZzgL3fnbkT\/O3wpnES2HM7ffyvsPTZIntElRZuwO\/O259d1dcNIkSa3NgP187WqBx3aNKx0wKIxy1kXY\/C4sPxNe+YZU+KfugdMcZu5G5JIOw33PL4XuavfDPBeHiTdRcjm27fG5\/neom92wXeLlMCJZNGGwChuEsbmLMNxKu3hIUE8\/dIA8ieo8ulNfAyydRv529evlaqS+YCFrKdvu+XwHTb+fOrPwnxKHbQ3P9Y2rh8jX8LKaKN0e5uv7n2SyS6QHMaXJYgm5G2wqkZxwHCpOg3Y3Jv6gC2+9gfrc00+LscFTbbpS2xGMJO3z+Xn5XNdtlLBouXRCQ3coMdjsZXU0j6jvtpt+q\/wAK8cJws2GuFcvGTcofeXkCym9zba4t8Ol7ec5NgWY28gpt8ief4V9fbgy7WYHbb9R8vhX34l50dsg0kY1buqRxDlayRsOe11Px3\/n\/AKUi8wwoWYq48J8L7dDsfpz2rReY4MrfyO4+v7j+FI3tIiAm5c7H9h\/UKsQDNdqX1lmgP5KFyzhlu8aIHxLup\/PU7qw+I8utx0rujxc2GbckW+n0r7y7HMVDrvLh+nV4eZHqU94c+TDrV2zNUxUIcAXtvaqMrj8rxtof19RqtBhdY+E+A+E6jy5eYNwVO9nPa4ykK5\/dT7yDi2OZeYvasN43BvE3pVr4K41eMjc28qSV\/Z6Kcd5Funxgp6w2+V\/0K05j8SBLeulJUe4brS9yXitZgDfepX\/GFzp5eRqhCJaQjXZR1WFuc3bUBVLjTGgNcV55JnOoWr442wfOoLheMhq9NwfD24hTFzt1mHxilYA1XTFQXFL\/ALQYv8nlH9GmvgobrVI7VcKiwupZVd1IjS47yQ+SIPG5\/qg00w2VlPFJA7TQqnWPLmZl8f4N3FWzHFp+dgy36GIgX\/jredflx2M47M8sxaYyDB4h9IKSI0E+iaJ7a4ywS63sGVhyZVNmAIOsm9r3DRoGxGXZjA9hqHdxmMMegkkkiJF+RKC\/lWYbPG42DgfULPtnjcbBwPqFPe2e+nDZe3lmcQ\/SwmNH7qTudTM17b1Uu1bt5lzrF4SCOEwYWKbvFQsHllk0lBLIQAq6EZlVEvbW5LNddLUzfK1ijLuVRQLszEKqjzLEgAfGo5KQSyBzuAT3D6vuY3DmVkftPyNopi1rK+4PS9Pf2PvaMGCC4DHMfshP5CfcnDFjcxyDmcOxJIYbxsTe6NeP44rfAYmFkbEQD81+8UKG9HJ08\/Ws+8X8KyYZrMLod0dd0ZehDDberZDfslUamPxF7dvwX65YHFK6q6MrowDK6kMjKRcMrAkMpG4INjXtX5T9lfbJmOWG2FxDCK9zBJ+Uw56n8m3+bJPNoijGwua0Bw77cMoAGIy+ORvvPDO0Q+IikilPyMnzrlVVtiisi4r24YLeHL5WboGnRVv\/AFhE5H6Jqh8Ze2XmE40YTDw4Qt4Q3ixM+o7L3ZZUiv6NC1zb5iFrztm7U8JlUBmxDjWQe5gUjvp2HRF5hASNUhGlLi+5UH8xe0zjObMMXLi5zeSVr2HuxoNo4kHRI1so6mxJJJJNtxPAGb4+Uz4hZXd\/ekxMgV7cwuiRu8VRyVQmlRawAqfz7sOxLLGIkhQqPEWmJZz52EIA+ppZLjVDG7K6Zl\/9Q089UukxihjNnTMB5Zgt49gWOEmU5c99X+RYYE3vdkgRHv661YH1vV1mQEEHkQQfgdjWAOzPiziDJIjFHAuKwobUI2HfiPUbyGHuZVnjDG5IYFA2ptN2Ytw9ontbZpiYpIESDBq6lHaJZPtABurqsjyERkjw3VA67kMDYi5BVQzjNE8OHQg\/grUFTFOM0Tw4dCD+CheAOwU4rDxz\/aFUOL2tfqRt6daafBHYBg4GDzOZ2G4B2X6V\/OxSN1wUSnay8vTpUpJxQxd1iimxJRtLmIII1Yc072aSKJnXkyozFTsQDVh0kLGl0j2tA4k2HuVpDDRQRCWd4aLC5cbC\/qr7mXdhNCgKoFgBsBVFzDBrvavPEZviSNsDiPnJgR\/\/ANtRUb4vrg5h8ZsH+zFGqB7RQU7gIqhhHHxt\/VKZ8UwcEubUR3\/1t\/Vey5aCDSPxfEKwZxhZJSRDhsXhpZLAnwRTxyOdI3Y6VO3WnZHBi73+zEfGWH9jmlX2idkmNnmeaOJRqFyhlj1E+m4X6kVYk7WUr2dz37LHX52\/qlsmO0B2nZr\/AFD9V+kWVZhHLGksTrJG6hkdGDI6kXDKwJBBHUV01+TfCvHmZZY7JBiJ8KysQ8Vz3eva5eBw0Rbb3ihNutjTk7PvaXz+dxDF3GJfmWkgVQq9XkaJoo0X1sLmwFyQD2+VjGZ3EAWvfhbndWHSsazO4gC178Lc7r9AKqPa\/wAdw5dg5sVMwGhSIlJ8U0xB7qFBzZmbnYeFQzGyqSEg3F+eSJZsbhMM5HODBd7pPo08+k\/OOlB2hdkeNxsne4jM3xcg93vo2VFBtdY1WVkiU2BIjQC+9r0i\/irC82Xvh7Ot72skf8UYZmy98PZ1ve1kyvZ34laPAYZPzUA+lOPtDYT5dMTqPdBJ\/D79oHWZwhG4Zo1df7VZvyaHEYbuo3hKotl7yNu9hvy3bSkiX23kjRbkAEk2rT3C0iJhx3xssgKW6tdGLgfBAzH0BpvNU0lRSl7HgsLSC64sBbXXhb6LZxYhTztilpSHWI1ab3I\/NZy40zr7K02IE0yyP3REReTuVWSJl1xYYHupMV3qOtpDpTwta6kimcX8QZimCkVrQxYiOZREVV5iiprlad23RmVr7AG5O16uueIXTD2lfXCsiNIQBMpbQBNYgqx1K2lhe3Rrm9e3HD4U4SXXqVYYnjhHvSEyK+lWvs8s7lpXc+crdKzGB4hS1UFLQyQGSUPawW18N\/mA0GYAfMdha2l03xfDqimc98OjHBzieOYbNOlxfQ\/Q6ph5p2vth1weEw+EkxeJlwWHmRVJI0PGBq0qrOQpBufCOW4pJ9rnD+cYiX7VmOCl+zRg+FNDpGpvc91FJJJGq+8XYE3ALHYWnuO+1N8Pl+VR4Ky4rEZfhhNMmnvykSBEh12LKqyGQkDe525tTW9mntLxOLwTjE7zwTNC7NYsw0JIhbYXNn03IudO9zvUM80GGQGtkvlByggAnNe2jbg6HS5Fr8VISGU4DGMu7Rw8eZzTzd8rQfutIcRY7LJnDmAmgfvsLijCxFrq0iB0vqUOyMA1jY77em9ab9nztxGKJy\/Mgq4ggojtbu8SvulW2ClzuOQDciAfeRva\/hfsuYYpIYg8BkRxGlw8ZniWVkQAFShcuQlhYG3KwrzybIftc+EhaOeBi\/fO0sUkLRYaKzzursACDtECjGzOtMKirnFPHWzs8Mjc7ZDbxMtezmjTS2ux89FcfFQGkEEbchbrbW+vFpdc78jlOxAOoZnbVwBHlOBxgwGrRj8TGJ5WJZcHhx7sbMLv3PfMSXsfCQrX2JTOT9hs74cyrNCz6iFVHSWNxvYmdHbSzjxBXUHbcDez97Oe2qHHTzYSRAuppFg1C6Twi4MbBrhn03v0O4+MYvZ9JgJnkwQnlw0tr4eN01QG+9opVKYiHoBcSJy8Y5J8C7Txw1b4MZZ3ZIzNtchwt4QDfQ8r3F7jQjXP4xh+IvibHRzNY5pvmIDmk31zdDo02sRlFjvfOXCeHlwuNhEkbJIkqakI3K38W33lK33FwR5itd+y1gFBzOWEBcKZY4o1HIyRrJJK+nopWWIDpsQNhXJJwU+MhaXDwfl3vD3uKHcCIIzK4A0aiqMG8MK6XNwXG5pgdlPDL5fhWhlkiYcx3eq+s3LuzsqaixN9lH4U0opHVNYKlkT2s1aC+zTbUhxbfnoLcydkxnqycPEMrm97pmDLlt7i+UkXtpfW1ttUs+0HL1efl1pM9ps4Wc25QwyP\/aK92vz8ZPypudoOcqsxINZ740zXWMXJ+c0UQ+rO34aa09XIHU+XiSG+5AP0SdkZa8HgAXewJH1Co2SNZvjTs7NpQYr\/AB+t7D+fWlNwLk\/fShLkEhytl1F2SN5FjA1CxkK6Ad7FhseVMDsskKl0ItpYXHle43+g\/GvlYyzFSoJP5ianDqCNSbWLsSf551ycQ8Tojad3KqWawvpVRdibsFVR1ZmUX2uTtUtmWDJiups3T6c79POqbl+SlTKjDUJgQ7WYlgdrXBBFulrUsjyOdd60N3tbZikclzcYjURFKAqq7ao9Dd21wsyrfW8ZIIDorDbepV8NoMcsbBlJsLfHl8PToRXhwzkCQ7QR93q99rtdtwdzqJbcA28+gqXzG5ZEPSwsB8zsNgTt\/IrqVzL+BELZPtqc4qxJaMHysTUTiYPya2Nl27xwV1i1rhFP3m3sx2GxseVT2Pw\/5O3pUNlJW4Dcrlb\/AKvTauW3DVYli10S4zHhGVsQZAEeLvg35R3cnDjbuTEUaNmK3JdmLarWK2JPZlOUOkzCMssXPQzatO+wB3tYbWJNNLFcIAbgXHoSPwvaiPJwo2W38\/C1SvrHOGUqpHSNZqFE5xhx3Y3uQP2UhO03LdU0e\/vXBPkB4ibbXsN7elP3NCQDf+f2UpM3i14qEWuFMhPLlo0+W9tQNTUjiDdV6uIOaGnmEq5HbDznzRirW5ML7\/I8xV14KxIimCDeCYao\/IX95P7JO3oVqtcfYcfaJrchIw+hsR8iK8eFsZf8kTY31QsfuyDoT0VvdPx+FWcTpczBMOVneXP\/AG\/hdUsLq8jzBycSzz5eTh9QOqcnFvBYaMm3S9I3HZY8bkAbXrTXAfGceIg7qTwTINLKeYI8\/wCd6qOL4fVnbbrSGlqXU92u1WtZN8QWvaLFLLhrOGQj8ab+Q5qsig9aUvGeV90+1dHCeclCBfajEacTx52rU0lT38eu40TY4tj2rg4QRSal+L4DY0q8\/wCIDh43Ye9yX4mtBg9bMKd1tFhaqSN0ea902c1zkvKMJhSBLp1TTWDJho72vpPhedztGh22ZmuEIM5w\/wAPRQXKLeRv85K51zynzllPib0XZV5KFG1L\/wBmKC+EkmY6pJ53LN1siqiqT1sdZH9c01q8g7XY1PUVT6fMcjTYj7x4k89dB+q\/P3bPHp6qrdTgkRsNso4niTz12RRWduP+23GQYuaFYoVSKRkUSJIWZVNlkYiRdpBaQaQBpZefM9PDntG8hicP8Xgbr6RSH\/8AN+tVj2PxHuxKxoNwDYOF9deNvoSl57JYh3Yka0G4BsHC+uvG30JTWzfgaFpFnhRIMUh1Ryqg0s35s8YssyNsDcawPdZTvVb7OuKv8bSyYiZFCYcRLDCfEkcrh2lmsRZpNljRyLqoa1i5qt8e9vcHcsmFEhldSodlCrFqFi3vEs69BbTexJNrHh9j2XbGD1w5H\/8AkA\/s+lPYo8SpsFqPiC4fKGgnxAZgHdQDe1vPmncceI02DVHxBcPlDQTqBmAd1AN7W8+a0AaX2bcOwjFCAovc4mGWTu7DQs0LwqzRryTvUmBYLYFow1rsxLBpedq2J7vEYCTyaeP0tJGjH8YxWd7LTyMrmsaTZwcD1s0kfUBL+wlS+PGImA6Ou0jgfCd\/Wyo\/F3YbEbtE5j9DuKXWN7JsQDYFWp\/YzO9WwqC4mz8YeFpG5gbep6V6tFNU5b7r3+poacakW8kk8F2Z4h548ONJke5PO0aD3pZCL6UXYeZJVRckCtOdnXZ5h8CgEah5beOdgO9a\/MKf9Gn9Bdthcsd6g\/Z9ys\/Z2xUm82KYtc81iRmWJB5A+KTa19a+Qpl15z2qx+eeU0rHWa3R1vtO436A6AevK3g3a\/HnT1L6aAkRtOU83Eb36A6W248rFFKztk7XVwTdzEqy4iwLBie7hBF11hSGZ2FiEBXYgk7gFMzduOYlriZFH5ghh0\/C7I0n+1VPDuyNdWRCUZWg6jMSLjnYA6edkuw\/snW1kQlblaDqMxIuOdgDp5rXNVPjfgHD4oh2RVnUgpNpBNxyWVdhNH0KsQbX0shN6X3ZT24ieRYMUqxu5CxypcRsx2VXViShJ2DAlSSLhedO2qNRS1uDVAvdrtwQdCPzHMH1Co1FNW4PUC92u3BB0I\/McwfUJM9svaC2HgESIMPidldQSUC2OmaBiAXhksbEgMpVkYAqb3HsOxySZfhypvZSr+feh2Mur+kzEyEnc6wetR3tBcIjE4N3A\/LYcNLGepUC8sfIkhkGoAc3RPWss8O8S4jDkmCaSLV7wRiFby1L7rW6XBtW6ZEO0eGgNdle11zyuAfWxBuN7barevc7tNhzRmyva7XlcAj2INxy2W7KKxtlfaljhIhfFSlA6lxfYqGBYGwvYi4rZRFYrG8AlwvJ3jgc19r8Lc\/NYfGsBlwzJ3jgc19r8Lc\/Nfyiqv2sM4wOKKM0brEzqyMVdSlnuGUgjZbbHkTWQZOL8Y2xxWJa\/Qzym\/y11awLsy7FInSNkDbHLa1+APMc1ZwTs27E4nSNkDbHLa1+APPqnP2xjAtPjWlGqVI8Oq6Tv32mQOG8ysfcD0sR0pi9hvC6YbBRWFpJlWaU\/eLOupVPUCNSEA5X1HmxrIeOwMiAFwVD7i\/X1rbHZ1mSzYPDSKQQ0Md7G4DKgSRb\/wBFwy\/EVpO10MlHh0NO1xLbhpPPK3T31NunRaXtcx9LhsFO0ktBDSeeUaX\/ABt06KSzjNIoU1yyJEgIGp2Crc8hckXJ8hvsa58m4jw8xtDPDKeojkRmHxVWLD5iojtT4LXH4fuWcxkOJEcC4DqrKNS3GpSrMCLg8j0sc1cUdj+Pw5uIjMo3DwEuefPuwBMCOZOiw89jWcwXB6CuitJPkkvsbW6Wva\/ob9Fm8HwihrorST5JL7G1ulr2v6G62lkc6KSZLBACXLW06QPFe\/S171b8bw8MbBAUxDQ6I30qqoyu0iqtpSwZtAAse70v4jZhyP5xx8R41yIWnxD2a3dPJKQCCNmRm+6RsGGx5WrZ\/Y\/xE8UcSO24UXrc4ZhceFwGnncHh52tpZeo9k8Enw1ji19ze9wP1vqqt2vYNoVUm8c8Lkbciu2qJxyaNxY3\/qMOlLL7YJ3jWZzHh3mw0bnVbQsr\/lWtpI2Tw67rp1A7i9tVdofBEGPljnfFy4cCIRyJEIm7zSzMjflkkiVhrZdXdFiNIuAtq8so7OcmjDK0AxBk99sRI8xba17M3dqw6FFXTta1hazhODT4e7vKeS1swa\/7TWvBBt1AJseetgvRpseZNB3bmuzEa2tYkefDn00S77UOzTCxRwSYXCOHhmQMuFBaV4TfXdSW1kMEOs3I33sTXdwdiUyzCzzYr8g2InecQFlaZV0JHFFtsX0pqYjwrqIJ2qRPZDiV8OGzh0w\/3VkR2ljXoutZ1V7eYEfwrr4X7KcDhZO\/xeIbMZxYr3wAhVh97uS7mRh0753UWBCggGsyzsjWzR9xVzAsvcuuS5wvmtqbDXXieoU5r6RsYGdzrahgaQb2A1cdBtbTN0UH2acC5vMZ8Yfs+GGOtKhkd+\/iXRphPdrCdgmnwM6G1r2NxVe4ezOeJ5U+wY7H45h3GLklVjGum4aKHu4mVMKzXdSxUurIxJ8NnVmHaWmqysKlYOMS67Gm1XhuEEZXDLsDYkEhoAAvvYWGg001VBmJVTXZpI2uHAagA3\/pIJtsASs\/cNdjWariGxmGwuCy4sohWGRlZ0HvNio2IxAjZj+Tb3XIv4Lbmzydi+Zy74rNki81iE0q26gAvhk\/2av2e8QzC9jSj464xxSg2JrQYZhVBXyNLQ0uADQ52psNtTqoxXVsTSY7NBJPhaLi\/AEgut6pq5znyYDBw4aOTvO5jCazYM5HvOVBsCxu1hfnSXz\/ALTJjcXNqXbcVyyvaQmu3Pl8NxWpxTCJKan04clxhMUb5\/52t9fVf3M80ZwzMelLrOGthl\/82eRz\/YAiH+6a9M8zwqrCuXinZMMnVYVZh\/Sk8Z+dzWTpYpO9ZnO5v7A\/nZMu0L4mMc2MbN+pI\/K6OFca0bq621Kbi+4vy38x6VcuAcUolIAtqiF\/Islxcf1huf5vTMuTapzhd7TqfiPjewtT6pjzRlYalflkBWisqk1KPgB\/P8\/qqx5Zk2rewPy2\/wCtVPhGcELTc4fAtWcyXNlsWuAbdReEykKCebW2\/wCgqg48WlueQbn0vTK4ix4UWHMnp+NJTjdpjKqxuIhq1F2QurA76NiDe5tzHL1qSNgzLoOsL2TYkwyd0GLC56dfjVPwsQuxBGzXtfmLcvoKq0\/E84AjMRZrEBlBKW89Vth8bVHZTkWmTvTK\/fN7xaQ90AegjA2A6fidzV0RWao3T3Nvx0WhspnVkUg8wDv8OtdWLwy2P\/SqFgMYEjADg2Asb7bbc+vltXZheIw4O+45jqP+9VdAbILeN1F8WKBcilHhHH2y\/Tu5v91Ov8\/hTK4pxJINuv8AP76Tme4nQ7Pe1o5rE+YClfxH4VepWKjWSWIKosraySdySSfUk3qLxWHtRlWMqUxFmFaEWIssibg3XdlWNMukq2jEoLAk2WZRyRvJh0P12picFcXI6ssnglXZlbZgRzBFJx4bEfzytvUyMakwAmukgFknT3wByEg5SJ6Hcb2IrMYhhhYczBdvIbt8uY6bjhfZavDcXD9HkB\/M\/K7zP2XdToeNjqe3tDzHVJYVA4NjcWroxOVSRkNLaSI+7MhJjN+WrrG3o219gTTC4N4SSQAqQa+xwtliHdm4\/f7stVR4lHACH3DuR\/e3XYpwcTKpU1mLtv2sByvWiszlutKXtE4c7+JwvvruPlUmF1UckZa062WOdQGlpySbrp9k7iZTFLhGNnVzLGD95GVQ4XzKMuojnaS\/IGz1rBGExEkMgZS0ciNcMpIZWHUHnTm4T9oeVAFxMKzW2MkZ7uQ\/0mSxjZj\/AEe7HpWD7S9k5553VNLY5tS29jfmL6a+e68n7R9lZ55zU0tjm1Lb2N+Yvpr57p6cWcH4bFC08KSWFg26yKOdlkUhwL72BseoNKjiT2dYjc4ed4zuQkqiRfQB10Mqj1Vz8auPDPbNgJ7AymBj92caB\/6gLQgfFwf2MGKQEAggg7gg3BHQgjYisqyuxXCCGEuYOThdvpe49lmGVuKYSQwlzBycLt9L3Hssc8V9l+JwtzPpC28Ei3aJz+ZrsO7c9FlCavu3q+eyDJ+UxQ80iP0Zx\/xVoXMMGkiMjqHRwVZWF1YHmCKRnYjkn2TN8bhgbqsJZCeZQyYd47+baJLE+YNaf+ITiuGVEUoAe1ubTYgEa9CNL+a0gx84nhtRFKAHtbm02IBGvS2l\/PRPqll7QKeDCEcxigP0oJ\/3UzaoHblH+Qgb8zGQH9ISRf8AHWS7NSBmJQuP3vxBCzXZZ+TFYD\/UProqxlCkc6Xnb5mR\/Jx8hzNOOKDb3aR\/tAKe+Ta3hr2+PERKcgZbqv0RXPvGTdaV7MkAwODt\/wDZcOfmYUJ\/EmrFVG7B82E2XYcg7xr3LDyMR0AH4pob4MKvFeB4pG6Orla7cPd+JX5mxON0dXK124e78Ssr8PcAS5jisRM7FUM8t2N7\/wCcbwi\/RRZQOgAFX7Hez5h9HhlYPbYnlerTlT\/ZJ5YG2WaWSfDt0cSHvJYb8u8icsQvMxlGF7PaWmzEk2FfozCmU1TSRyxnRzRa3Dp6bL3dkQqKOGalfo4DbhzHS2yyHxpw3JhZTE\/TkejDzrYnZjmrT4LDSsSXaJdRPNmUaGY+rMC3zpPe0nkpd8Ksa65pDpVR7zE8h\/1Owp2cEZN9nw0MF7mKNVYjkWA8ZHoWuR6GvOv8QjG2GOM\/NmJHlbX62WK7f92yGKMm7s1\/S2v1spd1B2IuDsR0I6ikXw7wNgpYU1x\/lE1RMRsWMTtEWPqdN6ejMBudh1PQDzqidhOQjEYXvjt3kszgHmBJK7gH1s1Iux0EkrZgxxbYsNx\/uXz\/AA1kyPnzNuLN9\/Esz9rGSpBiCkYslgQK2XlOI1xo\/wCcit+koP7azf7WeRCHEx25Mn7ae3ZfPqwOEP8A92hHzWJVP4imfbmEilgcTcgkX8x\/Zdf4hsBZG8C3iI9xf8l3cZYTvMNiI\/z4Jk\/Sidf21R+FOHMCYYZBAl2jRr26lQaZrLfY8jzpN9ns5XDRK3NF0H4p4D+Ipp\/hZkk7+N\/DK4etx+Stf4XSR5pmSbDKfe4\/JVr2mcqDJFKgAVPCQBsB0qs9iXascFeGYNJhmbVtu8LHmyAmzI33kuLG7De4Zt8QKjxssltBG9+Q9aVUXYliJ176AxrC\/iiErMsjod1cKqMFVh4l1sGsRcDlWv7T09IIiK0tDHGwubajiOo5rU9pIqHIWVRAY48TbXp1H70WiOGuNsJibdzPG5P3NWmXy\/zT6ZOe19NuXmKsNYj4j7P8bh797h5AB99R3kfzkj1IPgSDU12d9p+Mw8iKrviIyyqYHvIWBIGmIm7o5+6ENtVrhuR8zquxDJGGSimDhyNj\/wAm6fT1XnVT2LY9hkopg4cjY\/8AIafT1WqeJeGYcQBrWzr\/AJuVbCaI9DHJYkdLqbo1rMrDaoTh3K5G7xGYd9AVDEbCRHBMM6rclVkCupU+7JHKoLBQxupqs5ljTHjodP8ApsNiEb17mXCvFfz097Nb\/wDEPnVHsbWPfVtpH6tcDYH7JAJ05A2Oi+9gsXqGVraPMcj76cAQCbjle1ioTiLP549rmoqTiKUre5vVkz3CGS9xUVNlWleVe3MlgpqYwyjyXuPdujkbYaql5l2m4iPbUbfOufK+MJ5zux39a+uIsiDX2qY4F4fHWk8rS2MuGyuTvbcC1ipMZJJp1hjX9y3jCWAgMTam1w5kytHpqs8T8A3vtWcmEUwIkCIH+LKSpbIeO45VsSL1wZ2qPflScz3K5MO91Jt5VN8N8TFhZjvVSKiNGe9hdonVLSRyghR\/FHD4DgjzqVOWfk9\/KujOMaDUlg5laIm\/IVs4+0c81KAdeBSWpw4U89joEiuMclvNHGP9I6r8iwBPyFz8q5eK8RrxDke6DpHwXYfqqyYrGAyy4g+7ECkXrM4tcf1EuT\/WFf3gTJY3USsCzEnZradja9uv9qlk9bHA4zuBs0ZdPvO1P0AVV1FJiDxBGRdxza8Gt0B9ST7KAiSwrny\/MQsqnyP4Hwk\/IEn5Uw8z4fQhrIobSbEDkbbbcufSlziEIPTp91fj5Vew\/E469hyAi29+qU4vgkuFvb3hBBuQR0809eD81tpPw\/n5Gmxl2deHntbpWc+zHNdS6G95eXqp\/duPp506MjXUlr\/z51TnjyOV6imzsUXxDx2ql2J5HSPgPeI9b7D4XpYZ1xjNOwWPUNTb2vy3sBuP5B9TUFmZZ5SlttW5P3QCb3HqAat3BU0RcpEY0KDxNI6oBa53Y3fzPIDZuVXGxMjFwNVH3r5ScxsF\/cglxOqSM6mHjVeerppItsSB4rnyJ+PnmXCeK3YNZhsfFYMBvqUG1rixBBtufgLnlue4dQWOYYZDa9kDykiw6oRv0tzFreleOfcYZaikfbJsQ9jtHCyIzfdALx2HW51H5cq6Ej+AQY4BuSUvp3xUSg62FuY8vSwsDbncAD9dWjsp4jeTELG5JLAgHrsL2PQ2339fWoJc8GKxEaYSOVYnYI32juyQbEvsha4AKm5bfcWGxqcw+TDD4\/D2vbWRe1hqIYfIG\/IGw289+pC1zS072UbWlpD2nS9kz86w9h9fjSR4mQMxjN7MrAkcwDpIO\/qPnThz3He90tf9XT9V\/jWfeIc7Kv3o3XXoPw3P7L\/SqzA8ROLd+CsB8Xfs7weG+vkqZmODaJyrcx16MOjD0P8A06V74PGVeM1wCYmMEEX5o3l6H+ievlzpd4mBkYqRYg2I8jV3Dq8TNsdxuFSxzBjSSZm6sdq0\/l+9xqrIihtPwP6xXzLhajsuxfL5\/sqaw04NNt1mzovPLMykiPhO3VTurehU7G9WbhzMvFrwxEUvNsOTaKTz7onaNj+afCdvd3NQM+GB5fydgPxIrxx+BK8uY6jn9aXVOHte7vIzlfzHHo4cR9RwITKkxR0be7lGZnI7jq0\/ZP0PEFaCzaM2NqX+eZoMPd3NlFz6n4DrTTeK9Zh9oTMWOK7vkqAbeprJYBFI3xLS11W0Qlm\/BNLDdjceLUT4lnieRQwjg0KIwwuqyO6SGSQD3iuhb3AG2o1niP2dJBc4fEK46JMpQgeXeJqDH4qgpxdl\/FceLw0bow1hVWVLjVHIBZgRz0kglTyIt6gWmsJVdqcWp6p4e\/UE+EgWH0vbrfXmvz1P2lxSmqXtc61iRlIFh5aXt1vrzWOsf2PZiht9nLeqPEwPrs9x8wDTs9m\/hrGYaKZcSDGjMhijZgxU2fvHAUkIGugte5Kk2GxLZoqLEu11TXUxp5GNANtQDfQ30uTZcYl2rqK6nMEjGgG2oBvob6XJsilHl2MB4hmA5jBhG+P5GW3r4SP5FXjtB4zhwUJklYaiD3cYI1ysPuqOijbU9rKD5kA5x7FOJy2bLNMw1YhpVZibKHkViire9gXCRqt9rqOlS9n8KmfS1NRbTunNH9R3052t7lSYBhcr6apqLad25o\/qO+nO1vcrWVVvtHyd54AkYVnWWGQBm0q3dTI7KW0tpuoIvY1ZKKy9LUOp5Wys3aQRfbRZmlqH08rZmbtIcPMKAixmJtb7FhvnjpP1DLT+ulF7QvCmKli78wQqIgS\/czvKwTqxV8NDdV5kqWIFzawJD8qO4mxCJBM0hAjWJy9+WnQbg+dxtbre1a2l7Z1xmaC1pBIFgDrflrutfT9tsQdK1rg0gkCwG+vDXfksz+znx+uFmaCZtME5FmPuxS8lZj0Rx4GJ2FkJIAJrVNYKzPKnjCllIDqGU9CCKZvZT20yYVVhnVp4F2Ug\/lolHJVLELIg5BGIsLAMAAtaLtT2XdVu+Jpvn+0371uI68LcfPd72o7MPqn\/ABNOPH9pu2a3Edbe\/nvp7NstjlQpIiyIbEqwuLjcEdQwO4YWIO4IqtngNQfBiMVEOiiSOT\/anglk\/wBuvbhrtCwWIA7vER6j9x27uS\/lofSxt5qCPWrQm+43HpyrAw1mJYYSxjnx9NR9Dp6rBxVeI4aSxjnx8xqB7HT1ULk\/DEUTmQBpJiLGWVmkl0\/mqzEiNT+bGFU+VTVcGa53DELyyxxDzd0X5eIi59BSn4\/7e4IwUwg+0SctZDLAh333s8pB6AKpvcMeR6hocRxWXNZzyd3Ovb1cdPT2C+w0OIYnLms5xP2nXt6uOnp7BS\/tDcbrhsM0CN\/lGIUqoHNImuskh8rjUi8rsSRfQ1f3sZzhocLFEPK\/1rPWRwS4zEGaZmkJbU7t1PQDoFAsAqgAAAAAC1aE7PsNdhtsK917L9mY8OoHF+pOpPM9Og2HvxXuvY\/BGYXTm4zE6k8z06DYe\/FUf2sVZjBI3W4pmez9ideWYYnmBIv6E8qr\/shag\/bBy7\/JIGA919\/mKXHYZ2tpg4zh8QrmLUWjdACYy1tSspIuhPiutyCW2NxpznbHD5K6jywNuQ4OtxIsQbe6RduaCWugIhbchwdbpYg291p+ktl76BOv5mKxS\/L7TKV+RUgj0qSzrt7wKKTH3s79FCFBfpqd7aV6XUMfQ1SeDce08Mkz+9LNJI1r2u7liBf7ovYDyAqj\/h1hdZTVEj5WFoIA10JsTw3Wb7G4dWUj5HyMLb2AvoSQTw3VZ7ZM\/c6YwSFIufX0rSXZzniYjCQSoRYxqGAPuSKoWSM+qtcbgXGk8iKzT2oZMzKsii+nY\/CqhwlxbicIxaCVoyfeXZka350bAoT0BIuLmxF60PbXAH4lZuazmm7SdiCNR\/fVaPtPgzsUjDQ6zmm4vtruD9NVuavgQi97C\/nYX+vOs15R7RWIXaWCGT1QvGfncyLf4AVKn2k9v\/ct\/wD+Z2+n2b9teVP7HYow2a0HycLfUg\/RecP7I4mw2awHycPzIP0WgqWWX8SpiM5SNCGjwsMiMw3UySMhkAPUKERP6wf0pOca9t+LxClE04aNtj3ZJlIPNTKdwD\/QCHpci9NX2TOAyIWxJKkyeFdJDWA5gkE2PpWu7Ldl5KCX4mptmGgA1tfck87aae62nY\/srJSVIqKgjMNgNbcyTz4aJw4zRvVXx7LuKuGL4daxNLLi+F0b0rcS0\/xMmRvFeqzPDSHg7LmzLBjciuXKWO9qmsrj1rUd9lKP6VosJpGmnfTS\/MNlFVTk2eFP8LZ66ta9XvE5wSlz5UucGVDXqaxebgrpFeeV0JZIYwNbphGxps9VTjecNelhHGwe45U4sVkuoXYVHYjhxdNwKfYXhUUgDJjupY8T7uS7FSJ8TdarL59Kx7iM+JuZ+6q\/edvJVG5+nMipzjUdyPMnYKNySdgABuSTsAOdU3Hkwq0Y3nl\/zzDfQOYgU+S82I5t6AU5xSmpKKJtPTWc93sOZPQfU2HFUsQxE1Di+TRrd+Z5AdT9Bc8F5Z1jAxWGO5ijBGo85HPvyHpdjerBwXitACnZW3Hodh+P6\/jUPkeXW\/fX3mMwAYeR\/Xv+vVSmXDI5KcwH3433v531WepMXlhqxUt3HDhbbL5W0+u6aeG3pe5xldpWXpc2+HMfPSy+fOu7gjiTV4G94C9\/MXtf48r1Icdx+7KPgflcjy5qX8\/cXzrJYKH0FeYJPtC3qNR7i69A7R93ieGNqodcpv1AOhHobeyrOBiaJw6jl08x5fsp28KZ0ClwdiL2\/Z8aUOFxgI3\/AJ\/77V05bn3cva90bfnsrDew9G38t\/O9bKrp+8FxuvO6Kp7p2U7K8ZZGVxsjKtxYEg9WIBI58rWv8TXTn\/Z7hZZHa2kSKSbfcc8n2HLVZvj5AkiByPOA2I132YA8+vL0Hna9XrESFSL8j1HT9ljS+TM0jyT6mfG9pDtr+yrWW9ijMqlRzAvpeNhcjzDmrJlnYYqi8rKi7XLkbAm19vL1I5V2YPN4R7xW\/ncqfoLGv6\/E+H6MrHzuWP48v+9GeU7K6Y4QLZhby1\/+vyXPkeQQYdh3SKSgYd6FIaW7WLm7NZQAAPmdwBaucftoMT28WrVc3PXcC5sL3\/671acFKZfdBsTzN+XUf9KrnbPAURSDyspHnf3vQ8\/P7prqMeMA7lUqt7RHZmwVc404vOgAEbpv58\/jzI\/bVJzHLy+DOlSzEhrAEmwbfl0AuK4cZIXb9W\/IDf8Aby\/fTCyrAaUiA8wfhcg22\/nnTN1O1rWt6g+ySsqHFz3f0lvuLJbdnuMdH7tgdLcrjdT\/ADe9SvaHgh4H6m6n1tYr+0fSnRiuFFlOuwD7DVvcgkDe3P41Ru0jgqcbqpeNQTt7wvzJU+I8h7t+XzqSTAJIqoTMtl42325Lqm7TQPwx1JKSX7tuNBqNAb+fAb2SjiSu7DzWroTBEbkG3wNvrXO0VjamXcELOmcFSMGL6ee1\/wBvy51MxS6xvz5H4\/z1qrSCurLMaQb\/AADeo5Kf+E\/Fa4dGUCQFa7bDgVmX2lOGG77v0F1Is1unrWh8VmF+VL\/tExqRozy+75Hr6V57hNacgZbVag4c7O573WCyzlOZyQuHikeJxyZGZW9RdSDY+XKr\/k\/bhmEexkSYf+ZGv+8mhj8ya0x7GfZrl2Mw8+Pmw8OIdsQ8KRSqskUCRpGbd0wKGWQt3hZwSFKBbC+r59tXsMwq4Rcbg4IsK0DouIWFFjiaCRgglMSKE1wyFCWULdGkLE6Fs8qKCnqrCaNrvMA\/UpNU0NPUaSsa7zAP47JCwe0Vi+sOGPlYTD63ma\/4Vw5p2\/Y51IUQQ\/0kjYsP\/VkkW\/8AZqAwvZrM7rFGGmle+iKJGkla3vEKoNkXmXayr1Iruz3s3bBm2Njmw7lSyJKmjvQttXduC0cmm41BWJW4uBeq\/wDC1DE7WBgO+tvwVNnZygD9IW36j8joqhNNNipdUjvJI5tqcszHyVRuT6Ig26CuLOMueJyjqykdGVkNuh0uqsAfUVt\/\/B8cIJ3GIzBowGkk+z4ckC6QxgNKyHmO9kbQx69wB03uHt3ZVhmykyzoDJDPAYW5OC8yJMisN9Lwd4SvIlFa10Uhi1oaMrRZNA0NGVo0WN+GOJM8aENAMZNCAbSDDNOll2P5ZoX90gj3trelc+Qce5xipBFh5J55CLhIYUZ7C120xxXCi4ux2HWv1IwmHVFVEUKigKqqAFVVFlVQNgoAAAHICk12R5OkWf5\/pVV1rlsi2UD\/ADkE5mPxklBkbzJud6pnDaQm5iZf\/S39FTOG0hNzEy\/+lv6LEvHOOz3CBTizjcMrbKzqyIxsTpWRQEL2BOkG4HSqRi8\/xWItHJPPMGIsjyyOt77HSzEbfCv0m9rTLklybFhxdU7mQ8rgR4mF2IJ5XQMpPkTWYu1rgzC5XhO\/gjHePYIx3K36ipo6SFhu1jR5ABW6eghF3Na0W5AX9NF1ZbwI2NwyYSLCyYqWFE710aKOPDs66lWSaWRAZCtm7uMOwUgkAEXq\/wD+yBm5JsuHRemvEAkD10Rn8KfP+Dux5ky3FFjqc4+RmJ5nVhcIB\/ummj7RHaW2U4L7WsAxP5ZI2QyGKwcP4wwikuQyqNNh7xN9rGUNsppH5zdYi4q9lHOYELiGPEgbkYeUM4AF9kkEbOemmMMxvypH4rDMjMjqyOrFWVgVZWU2ZWUgFWU7EHcGv0u9nf2gsNnBeIRthsUi6zCzB1dL6S8UoVdeklQwZEI1C2oXIqPtn9lsUkX+M44176CwxVh\/nsMSF71wBvJhtm18+67wG+lNM0TA94aTa+l+S5Y0OcATbryWAMPhWY2VST6Crvwt2byyEGQd2nrzNNHhbKgtvAAfQV49qXELRKkMQvPKQqAc7sdIt6kkCrrqaOB5EhvbgOKbGkhp3\/zDmHTZWzsy7P5MSxw+BjS0ZAnxMuoYeAkX0+Eap8QV8QhQrYFS7xhgS+eG\/Z4hjAM2Mxcz2F+7ZMNED1MaQp3qj0eaQ2tueZY3ZhwhHgMHDhY+USAO33pZTvLM55lpHLOb+duQArOntL+1RLgcW+CwMUTvDYTTzanXWV1GOKJGT3LqC7sbtrXQNIZoaitkl0vZvADZUZat7zobDkE0OKfZ5wWIiMTz47SfPFPLY+YE6yqPpWOe3v2dMRlsyCJ\/tOHmL9zJYI4ZFMjQyrcjvBGGcMps4RzZbFRceFvbVx6H\/KMNhsQv9DvIJP09UqW\/+H86rvbH27z55Ng8NHEMDH3oQASd6zS4j\/J+8Z+7isqRu6Kqge+5JN1C1FXvc6rq9mT2aHzJftWKdoMEGIQJbvsSVJVu7YgrHErAqZCGuVYKPvDYWQdguTwqFXAQSW6zqcQ36U5c\/IWA6AVfsiytIIo4YlCRxIscajkqIoVR8gBWCfaW9pHHy42fD4Od8JhoJHhBiOmWZo2KPK0o8YDMG0qhUBdNwWvQuVrPiLsBymZSBhEw5PJ8KTh2B87RERvb82VHX0NY49pPsIkyu8u+IwrtaOdVCsjG+mLEoPCGI5SpZHIPhjJCmW9m\/wBpnGw4uGDHTtisLM6xFpbNLAXbSswlNnZFJBdXLeEErY890cb8NxYzDTYWYaop42jbYEi48Lrfk6NZ1PRlU9KkbK4C3Dku2vLUmfZt7HMrbKcJK+Dw+IkngSWWSeNJXLuLsFLg92qHwBU0iy33JJKL9qn2bRg2bGYMN9iNzLGLucI353VjhmO2rcxk7+E6l017IqOuT4eKT\/OYd8Vh5Lcg0OMnjsPQKFFNaeIMCrAMpBBBAIIIsQQdiCNiDUa4WKP8HFkOGlfHySRJJNF9nEbOqt3aSfadXd3BKsxQaj5BAOt3p20YGLB4jBYqJFiOImfCYjQAglVsNPiIDIqgB3ikg0o7bqssovZrV2dlPY6mWZhi5sLZcJi4lJh6wTRyEhY\/OF1kcgfcK6dwVse1jD\/+7hJ\/qcXg5L+QbFR4dj+jKw+dAUsLgJGk8wq5iuIb1QOM8zRtiReqdxvxsIUax3Arsg7HJZcMuIkxcizyIJAqhDChZQwRlI7xtN7Eh1vYkAVM6aKB7ZG6rQ1D2OGSIXVp4Yy7w3HKpKbAL1qg9jvFLpK2FxA0yodJ6g+TKTa6sNwfrY3FNfPMOCLiqlXjMgqcw0uo4YWvjslrxJlzA+GrBwJkRJBbevjGHcXq\/wDBirYVdYGzN7xw1VCZ74vADoubizBhY9hS2znPUijYsQLA05OMJEERJ6CskZ5jxPPLI++GgIuvSWU\/5uL1H3mHlYfeqhiBytzcuW55AdSdF3QkuflG\/wBBxJPQDUrgzjNCv+USbyv\/AO7oecaH\/TEdHYe75Lvzbav5HgdR1Hck7386\/k0jTyGRrkk7enkB8KsyYfuwQfzU+pMn7LVaoaZ0YzyauO\/TkB0H1NzxSvEawTOyM+UbdTxcep+gsOC5sU4UVVszxFyfh+o\/96783xt6iIkuw+f+6avlLhovXh4nvFsSPEBceRIB+VM+Ozo0ZbfoTa6sDcXt5MAdrXF\/Ol1lmEq85VI7AWUsT1A2vcjc8geu\/nWV7QUchcyWMag203vuF6D2Qr4MktPMbNIvqdLbHy4Kj4glGKnax5eW+468jcdeRqWyLIJMQL+7GDYuep6hBzYjz5D47Vb5OCRM4ZiQNiwW1v0ue4CrYeV9rmrtleTqgREACqeQ5dWP1PP41tMOpZJY2umbl0uRxXnWK1EUMz2QODgDYOG1koIFbDyhX+71N91Nt9\/wv1+NaA4TzGLER7kXAsb23I8viN9qV3aLkWt3\/OtdD19xRb4XW2\/lVGynPHhOg3UG9uYtfV59N7fWlFXTCVxDdCDZOaKqdC1pdqCAUwOOsCWcvHtGtxrJFiQdwLXLf9vhUFwzhSZL2JUWZtV9xcXuACSTe1tjc9a9MNngZFU8lKn56QB8uvpt619YzMQl9B0sR4t97dfS5ANfI2OAyqxJK1xzJ0ZZxXCq2tYLdbixBtYCxU2vzv02NKvto4q719K+4Cf3cr77m4+NVjGZ+FQLc+QA8gN7\/H91Q8GHeZhtctz+G23P9flUtPRBjs7lBVV5kb3bV28KYIyP53Nvhf8Afe1OfJsn1Og6L4j\/AGTt9Wt+NRPAPDmhRtdiLbfqH7fh6U3OFMmtz+LHpcdL+Sj9pq7Sx\/ET5vst1\/sqNbKKWnLftO08uv74rzky6yqLbnc\/Ab\/rtXznERA2NtuXQ\/EcjU4w1NfpyH9Ufv5\/Oqbx9mhOtU2sp3Gxv8fStXA10jwAsbM5rGklUrPOHJC5mRAyEA6epB3O3Ub6dvKqLnPColJZIzG3UC5F\/VTa39kD504eE+JIvs41vpYbMD132Onkb\/CpJ4oWs2m99wQAQR8Njb50ylIHgmjvbQHZUI7nxRPtfUhZjzLhedDYxsfKwJ+G1r\/haiDhLEFWYRNpAOrdb289OrUbc9h0rT0uTxMOn0UH6Hb6GqbmMhw7MqWZma+++lOmwb3iTyvtb1pX8CyV1mfVMfjHxNu\/6L0ybEm+9L72oFbuIiPd1eKr5lo3qO7VcAJsM6Hna4+IrxrD5WQyWI3XsOI05luGrx\/wdXHfdYqfL3bwYle+hBP+nhH5RVHnJDdj6Ycedba4myaPEQS4eUaopo3ikHUpIpRrHobHYjkbGvyT4Nz+TBYuHER7SYeVJALkBtDAlGI+64uh8wxFfrZw1nEeIginiOqKaNJYz5pIodbjobEXHQ3FaZZVJ72TOyyTL4sRLivFi5ZXi1kbjDYd2ih03vZZmD4m495ZIr+6Kuvb12dpmmAmwrWEhGvDuR\/mp0BMbXsSA28bW30O461fKAa+kkm5X0m6pfYZwl9hy3B4UjS8UK96AbgTPeWex6jvmex8rVmj\/CTcV\/8AuWBU\/n4qUdesGHP\/APsj6Vsuvy89rLiv7ZnOMcG6RSfZ4\/ILhx3TafNXlEkg\/r18Xxfp3lk2qNG\/ORW+qg0seGvDxDj1\/wBZl+Ck\/QmxUf7avHZzi+8wWEcbh8LA9\/PVCjX\/ABpf7rxR\/QkyP5l4sy\/YslCFYPaLw+rJ8yHlg8Q36ETP+ysn+0dmvfZXCfLQf9kVsvtSy4zYDGwgFjLhMTGAoJYmSCRAFA3JJNgB1rD2f8LZhicCkCZdj+8CoCHws0YBAF\/FKqA28xeum24q5SvYGPDuI0TO\/wAGrjb4XHx33WeJ7eQkiZQfn3Z+lMb25cJqyLE+ayYZvrioo\/8AjpVf4OzL5cPiM1w88bwzKMIXjkUq6lTiuasARcOCOhBBGxFP32m8ikxOUYyGJGllZI2jjQEu7xYiKZQoG5N05VyqawN7JeOaLPMARcEzNGw81kikjYHzHiv8hX6X8VZes2HnicApLDJG4PIq8bIwPoQTWRfZQ9n7Fx5guY42I4aOEu0ELle+kkdGQM6KW7tIwzN4irFwm1r1or2jeNFwGV4qcsFcxNFB5tPKpSIAfe0kmQgfdRz0oQkX2X5MkmBwszbs8ERY9S3drqPzNzWbe0rOwmbpI26QTxNb+jHIrm3yFaU7DIScvw6E8kAHw6Vmn2k+Hmw+Pe42cBlPnSymMhnc57r72VyY+AL9SUcEAjcHcEciOhB8q\/P\/ALTuxd583zTU5S2IMwB3LR4od+jr5pcvGCNg0TrzUinj7F\/bdFjMLFgcQ4TG4dBHHqP\/AL1Ci2RkJ96aNBpdLliF7zcFgjm457P8LjCrTIwlQFUmhkkhxCKTcp3sTKzRk7mN9SE76b70yN7aKqwgG5F1+eme9g8yAskiFRudW1h6nlS3y7EfZcVFICshgmjkGlgVYxur2DC43Itev0yy\/sPy8NqlSXGEclxc0k8I\/wDl2P2dj6tGT61WfbJyfAjJpziFjjMagYMhVDriLjuo4bC9nsQ6rt3YdjYLccsDvtFdSOaflFk6csxqSxpIjB45EV0YbhkdQysD1BUg\/OsC9pPZLFh8xxceJ8PfzyzYRmOlJoZG7y0bHZpISxidPeBUNbS6k2r2OvaNigiTLswfu402wuJYnQik3EE7fcRSfBIfCq+E6VRTWxsxy+DFRaZEhxMLgGzqksLi2xswZGFuR3oe0uFgbL5G4NNyLr8v8p7MZMTmceBw4Mmt11Mu4hi1DvJZDyVY1N7nmbAXLAH9UqiuHOG8PhlK4fDw4ZSblYYo4lJ8yI1UE\/Gs8+1l7RsGFgkweBlWbGSho5JI2DR4RTdXJdTY4nmqopvGbsxBVVfoLkq3+yLxAuIhzJkIZBnGOMZG4MUrpOjA+RLtauv2he1psonwEjp3mCnaeLFAD8pGwELQyx+ZQd9qS\/iHqAaRH+Ds47ghGLwk0scLyPHNAJGCCU6WSVULWUuoER031EFiBZDab\/wiXFeFkwmFw8c0cmJGJ70pGyuUiEMqM0mknRqdo9IaxazWvpNvq+LV+Q5vFPEk0LrLFIoaN0N1ZTyIP4EHcEEGxBql+0lg9eT5gOqYaSUfGAd+p+RjB+VYY9l7t7lymXupdUuAka8kY3aFjzngubavzk2DgdCAa1j2p+0Lk5y\/EaMUmIafDyxxwosneO0sTIqOpQGEG\/iaXTYX5mwIhZs464NMkJcb3W\/yIvTZ7GuInnwMO5LKvdSXt78X5NiR5tbV8GFcWQLfCxA73iQE+Z0AE1VOxnFdxmEuFJsk4MkY6d4oAcfFk0nb8w0rdVRSgBh1H7KvYZFUU0hMxuDsvPttykwtHjIwdURCzW\/1ZOzG3RG+QDMelWrhLi8Txg36Ux89yZGjZGUEOpDC2xBFiLddqylljSYHEy4ZibIfAT96Nt0b6bH1Vqs01OyocGu0I2TYl0clm7O\/FOHiKe24rjyfi512FVb\/ABm8nwrylxojG9N3d3TMyk6ruTDnSOu7RWvtN45thXudyDSZ4kvGsWGGxVVkl82mkGtyevhuFHkAPKvDjPPO9dI+YMiAjpYuARXRxS2rFzekjD5Da1J4nGoqGB2wDneugH0JVOth+Fhky7nK30OYn3yhTHCGVADW3Ifz\/NqjeJ8ddjbkWP0ACD5XU\/U1LJi7Jpqr4sXPzYf7Zb9t60DQsoVGvFerZwjwTJLZ9o0H3mBJb+qot9WK\/Ort2Z9n6lFnmHTUqNYKq81dr8yR4he1gRtflYsTm920wqCoNi5vY+igW29f+9OaDCzNqR++qU1uIiLQH99FEZHwnFD5u35zWFvMKByHzNT0zooF9Kj5D9lQGY4uVyfujkAote3W\/Pf0NeGT5E8zHVcheZJvuem9+m\/0rQswxsTLkgW5JC7ETK6wBPmp+XOYxYIQx9DcD5\/sFTeEi2vzI3+Y3P15fOoHL+FlRr7seg6bfLe1WSGE6SF57\/Ujr+FVJhG0gMVqEvN86g+Lsu7wLIni2uLb6lPi2\/pKSWA6guOdhVDzHKY5hZgA9ufX0N\/TmKZXB+BZY+7f87wj8zkTY8rE3O3n6155xw8rG5Glvzl6\/wBZdgb+YIpDiuEuMhfAdfx\/un+E4u0RiOcafh59EjMbw7LGdifW1\/Ln5fPzqNxGXSnnc9PXf05U9JuGydrg\/P8AeNq5P\/Z05N7gfpfqtY\/Wl0DKm9nRm\/l+wmk0lJa4kFvP8t0qsq4cJN2+nQDy9KYvC2RhfdX5nl8L9fgPOrdlXAWm2xb48voP23q15Zw8qWL8+i7XPy8qZRYU6TWd1h90b+pS2XF2RC1O25+8dvQf9Lx4Qygnf6sdtuoHkPxq5KwtpX3RzPn6D0qLWcnwqNKjnb9\/U1\/JH038qatga0BjBYcB++KSyTue4vebk7lcmb4432JA9KoHEEp0u3Q3Hz5VacxxPOqDxJPyUMeV2HTzG\/Xzp\/QQ+IAJJWy+ElQ0cJ0ggHfl6174bHyRMNLm46Xuvwsdq68mm2CEXGrn1F+f\/T5108W5OEsyDb73x8\/1j6U2fIMwjeN0rYw5S9p2UhhM6aVLE2fyXa3rz2rmyfCDvWJ3sALnqeZv8rVGcOE3a3lViy2A2LfnH6gbVRlibG4tarsUjpAC5eGSEEirBmeUgr8qpeSTlWq8y5oqxlnIVVUszHYKoFySfIDevAIYmA+Je24iypbUAxnRZG7XMh7jEttZW3FbJ\/we\/Hvf4CTBOwMuDcmMH3jhpSWXmbt3cveKSNlVoRttdEdsOSTYyESxYSfSo1K7dyGdOdxB3xxFiNwDGGt90cqSXCfEU+EmWfDSvBMnuuhsbHmp6Mp5FWBU9QaZUlTHM05HA20NiDbztsk7p4ZXu7p7XW3ykGx5G2y\/Vfta4yTL8DiMW9vyMZKKTbvJT4YYvPxyFVuOQJPSs3+wZ2xGYzZfipNUzSS4nDOxAaUyu02KiGwBcSF8SALkiSc7BBSk4r4fz7NoY5MZiVdQNccEhERuQdLGGGBYRIVNgZCGUMQdNyKrXA\/YnipYUxAmTDufHEp194pU+Bmdd4muAw06iNjsdhVkxyhYCXSt0OU63sTfTTyPslcmN0LAS6VuhynW9ib6aeR9l+hfbJxomX4DEYp2VTHG3dBj\/nJypEEQG5Jd7DYGy6mOymvyexsTe81yX8Vzck3O5JO5JPWmDkmW47M8X9lxWLmkaHvNTTyy4jutDBHEavJYktpFgyi299qvXFfYyzT4WIzr3TB1LCLRIojTXYL3jK7Pv4vDp3uGsASqxqkp5RFI8A5S+2vygE30FtgdL3X2pxmjp5O6kfZ2UvtYnQAm9wLbA6blbB9mbjPDT5Tge7mjLQYWCCZdah45IYlidXQnUtyuoEizKVIuCDS5457Zsvh4jwpM6NGuDmws86MHhhklmWSNHdL+60QVyLhDIuojS+nLPbd2VpgI45YpHdHfu2WQLqDFWdSGUAEEKwsRttub7Mfg\/sPwDQRSMZJi8aOXElkJZQToCAWW+wBJPmaqz9paKKnZU3Ja4kCwN7jfe1lUm7SUcVO2ouS1xIFgb3G+9rLYb9rmVD\/+JYD5YvDE\/QS3qPxXbpk688xwp\/qyB\/8AcvWaH7GsrQanh8I5l55lA6bnvVA32+dVuHs+ypsfDHCEdRBNJLEkzyIGR8OIS5MjMNQeU6NVjoW4sTqpw9sKSUOLGPsAXE5RbQX3ze11Th7X0kuYtY+wBcTlFtBffN7XV5l9pPAQ8QTYhNcmClwkWFkmRDczRSNIs6o2l3iUO0J8IY2BUEAampifayyQcsRK\/wDVw8\/\/ABItJDHdmWCGOgIw6BDDiCyb90ZEbDCImMnSfDJLtaxspI2ru4yxGW4ARtLhoUEhKqY8NETdQCbkICBY+vWov4wie5jIYnuc8ZgBa+hII3P3Sov4vie5jIYnuLhmA0voSCNz90q\/5\/7Z2Vop7qLFztY6R3ccaX6BneXUoPmEb4VlntX7VcZnuLiWS0cStaDDISUS\/vOxNjLKVFi5A2vpVQSKZ3bDwDhZ8I2KijRHjj+0BowEWaJV7xlcKBfVGLq1tQOne1wbh2m4ZRgZ9KqO5iaWIAAKjQjvY2QD3dJUW02rn+MYnCLLGbvcWEE2yEZff5unFDe2EJ7q0Z8T8jgTYttl6G\/zdOK4eGs2GGVdbCOOJRqZjZVAsNz8dvU\/Go3tzwmHzSJRCzLi0BaNZYZ4DMoGphF38UYlsAWIQkgbnbelrm\/H7TZnholt3AxUG3535VbMf6pIYeoFOLtdhkOHUxNomXEYfunsDoeSZcPqA\/qysPUEjrXzEK11HWwRv+2dwdBrbUWN+uoTnG+0PwlXFTNYLP0zE7cNrLKnDPBeMllKwRSGSJhdgQgjdSCLysVVHBsQNQba45VprhDjPinCxhdeHxgUAKuJKvLsORmDRO5P50sjH1qbzjGQ5dg2fSTHCo2HvyO7Bbsx5vJIwLOb82Y3tSewntHvq8eFUp5LKQ4HxMZDH5L8qrxY9iteXSUETe7Bt4tz\/wAhw9uazkOO4pX5pKKJuQG3i3P\/ACHn05lT3FXta53G7RPFhcNIuzAQSah5Ed5PIpBG4IBBBBFwaof2DNs+viJ8R3wiJRDM2iPUQGdIIoo+7Q20FiEQG67m21Z7WOMlx85m0d1pRYo0vqJVWdyztYDUWc7AbCwubXrUfZzky4PBQRNZSqr3hJ272VruL\/8A4jaAfILTDHMcqKGjjdlAleQMu4H3rW34D1TDG8aqKGjjdlAlfYZdwPvbb8B6rG+e5LJCxWRSpVipB6Mpsym1xcehIIIIJBBp69lfZtj1w8csOaT4JZkWUR4dpgNLgMpbRPEpYqQSLbcrmvr2puEjoGLj926riFHK\/uRTfHlCx6gQjpTM7G8QHy7CHp3Kp+heI\/QqR8qW4p2kmOGxVVM4NLnZXaA2Njca+XqLJfivaOU4dFVUpylzsrtAbGxuNfK46WVH447N80liZf8AG+JxlxvDPJOsbjqu+JlS5G1mULfmRzpH8K8CzTzCC2mUsyaW27sxkiV5drqsdiDtcsVUbsKZfs18TzjFyYSWRpEKOQHZm0SRsLlCxJCldYIHMhT0pu4LJY0zKWYAB5sKt\/O6ShZG+DL9nU+qDzomx2tw6SWnqXCR2TOxwFr8NQNLbn03105mxysw6SWCpIe7JnY4C3TUDhufTfXSrZD2E4GNPywfEN952do1v10pGy6VvyDM535mvLO+w\/DAiTDDS6791I7NBKOqlm1SRk9HBYDa6mqF7WWNlOKijJbuRCHRd9BcvIrv5FgAq+gty1G877JGbysMRCSWiQI6A7iNnLhlXyD21W5XUkblr0i3E4qEYn8SSdHFh+WxNrb2v0sOQN1SLcSjoRiXxJJ0cWH5bE2tvb0sOhuuvsc7OcHNHPJNhyZExMsRSRnHc6Ah7vSjhWPiuSdXOw2FWLL+HMmnllwqQxGaLUJECSxyLpbSxWQhS2lrbxsRuDuDerhkQVcTi1Xm3cTMP6UkbQ39LjDj8T1r4yrhHDR4mXFIn+USXWRtTG2oIxGjVoUkBG5XsfJjdLWYzJJNLI+SRt2tewNccoLg02I+7rw1SasxiSSaR75JG3a17A1xygkNNiPu68FXsqZ4S2EJL9yEMb28Twyau6LgADvFKSRsVADGPVZdWkU\/tCWSCWHFqp1QyK+3MgHxr\/aQsvzq\/wDZ\/jzJmmNWaMx6Y4UjDW8USGUpKCLgiR5JDty2U+JWq09p2Bikw7qAL2Nq9BwjDs0TJnfM5oJtsSRrtpr005L2rCamqqaCJ0upygkjibdNPZWnLMxGIiSRbkMqsLciCAQb+RFJL2neFNKpi1HiiIElt7xM1rnbfQxDegLVb\/Zbz4Nhjh2I14djGB\/RBun+wV+lW3tJy9ZYpEbdXRlI9CCD+FM4iWP6gpyH5mXG419Uj+E5FMQb0qg8b5hd9I6m1WPs4JVZMO5\/KREqfW3Ij0YWYehFVrH5STiRfzqCeQvmIKcsrmyBrvdcGN4cKIkxBsro7H0Vgx\/AV08Vrpxc3q+sH0cBgaecfDStgnBG+n9lI\/iaImOGXqg7iU9dUZ0oT\/WWxv6ipqeUR1Ebjsbs9TYj\/wCSPVJK9jpophx0kHk27T\/9A+QK7+G8GZ5Y4gQpkYLqO4APNvWwubU6s77D4ERXSRyRudRBVmA5SJpBAvbZbXG2\/Ks75VmJRlZSQykFSOYINx+PStd8L8SGWJFmGh2jUsAT95Qdj1sdjTeqlkiIkbsPa\/VJcOhhmaY3jxH8OnUJQTYGYkq7NztuxIY+g5W6\/CrLk2UbBB5X+Vtyfxq28QZaLhkW5HMeY\/f5VF4CZluF31c\/1fK3lW4wztCMQhNgGvA1HDzHT8FiMW7PHD5ty5h2PHyPX8V8ZrkyRxmSzMyjZehJ5bDfn5Udn2TskbM+zSHVp5WHS46E8\/harf3O1f2FLmpX1bjGWHjx\/JVmUrRIHj2\/NR82CFr2rzweG2+NTOKUaa8e6OkAbVUabqyRZRMkX8io+QPuRYgHkeVuvqP52NWnDZd9ahsw2JFW4MpNlWmuF\/MldWYDSQTv0I+u23yqxYeNblQNxz\/m1cmQ4IIP6R5\/u+AqYwnM+v41DM9tzlUsTTYZl\/JRYG1rgVWSWEgBFzzJvc+d69s3EolZwDpChbcwepPn6V0ZKpI1N7zb\/Cu2NyNvcG65ec7rbWXSBauWaMmux1rxxDECwr406r64KKkwqbhhueQPlS144w4WXbqo\/WRTA4i8Nn523I+ApY51mPeyE9OQ9R5\/OnmFtcZM99LJNiLmhmXjdeGCuPEOQNWDMs01xmxtfYDmb87H94qCeBgu4IW979D8OlckjWIPkQfpTmWFslnckpjlLLt5qYyDBNq3uFb05nperjIAoA6AWqSy7Kyyhh5AgfKvo5Mzcxp9fnSKarbI650TmGlcxtgqFLBZqTnbnxhIZDh1YrGBZgPvXG4PpTzxcHWs0dtCWxj\/AAFeMthHfAnkvdcbJazTmtjZY940Pmin6qDVHxnZNhWxq4y1rXZ4QB3Uk1wVlI6W3ZlAs7aSbeMPb+FXvBAed4oj9Y1NZ5yftymhw0kEimTFR\/k4ZjYggEqWmBN2eO1wbHXtr3DM\/kmE0FfK+b4N1iCGOF7eFxcL+lvMbhfnDCqGulfN8G6xBDHC9tHFwv6W8xuFpeoHgD\/3aMD7pkX9CaRP2VydkmKL4DDOxLM0QLMxJZmudTEnckm5JPMmvbs6kHcut7lMVjUb0Ix2IIB8vCVNvIilktOYY5ot8sjR7d4LpbLAYY5o98sjR7d4LpKdkx059i185MYPpOW\/UKd\/ExtPgj5zyKfngcY\/60FUbIOzWaPNpMaXj7lmlYKC3envUK6SugKuljqJ1G4XlvtcONsYqy4FSfG2LJRbi5AwmKRmtzKrrANurL50+xaoiqq2N0Ls38kg24HI+4PkN09xWojqqyN0Ls38kg24HI+49AqV7V8N8Ah\/NxMZPwMU6\/rK1nbs9ktjcKfLEwH6TIa2D2lcJjG4cwF+68aPq0a\/cN7adac+V77etIztE7K1y8Q4pZjIFxEetSgWwF5NaaWJ8IQ3Wx2N\/um7vsni1MKMUbneNxcALHW\/W1vqnXZXFaYUYo3O8ZLgBY6362t9U4+3PD6stxQ5\/kw36EiSA\/Irf5UgvZgmtmKj86KVfoofb9H9daL7VrHAYu5Fjh5LG+xJQ6LHqWbSBbmSB1pJdn\/AcuX4vDYmd0EYdkc7hI+9gljVndrBRrZUuQBdhvUPZpjpMGqo7fft55B+ig7NsMmD1Udvv288g\/RPjPWtiMIfznljHzw8ktv\/AO1f5V58bcOYXEKgxSqyI2pdTtGAxFuaut9uhJG3KonjziSCOTBkyL4MQXfSQxSI4TFQNK4W+iJXlQM7WUX51XO2TFQY6KHDwSJiG79ZWELrIqIkUylpGQsqAl1UBiCxIsDY2QYdhtRNNTZM7LgjOAdPE++unA80iw\/DqiaWmDMzLgjMAdPE++unA815dtfaNhocJJh4JI5ZZIzCFiKskUZHdvqKnStkugS97kbWBq\/5une4GQdJcK42\/wDMgI2+tZ0zLs2ZfuW+VN7hPtEgiw0McwnWWKKONx3EzhmjRULrIiNGyvbUPFffcA3FaHGezjqSCH4VrnuDy5x3JJty4aJ\/jHZ11JBF8K1zyHlxO5JNuXDRZpynGAYuCS42lhY+lnQn6WrX3abNowkslie6MU9hzP2eeKe3z7ulz2i9smCfDYiBRK7vE8aqY9Kq7KQrNrII0NZ+V7gWqC4y7eIp8JJEsEgmmjMbXKd0hddLsrA62tc2BVel6nxGGuxSann+HLMj9QSPlu031sefBT4jFW4pNBP8OWZX6gkfLdpvrY8+CbvHeTrj8DJHG4tMivE\/3SQyyxk2BOhioBIBIBO16z5huwrGs4XQIx1eSSIx\/wBnunkka\/MXRfXTUP2b9quJwQ0LplhvfupL2Uk3YxMDdLne263JOm5Jq\/y+0i1tsGAfMzkj6CEH8a6psOxjCs8FG1j2E5gSdRw2JGtgOYXVNh2L4XnhpA17CbgnccOY10HMLmyHsXkw+YYQO6zQktKzAFbGDS3dspJuGdoxe+4L7C27y4zx2FWPRi3iWOTkszKofQyvsGI1aG0NtyOn0rKua9rGMkxUeJ1hXiBEcaj8iqtbvEKEksJLDUWJbZbEaV0x3H3GuIx7q8un8mpCrGpCKCQWaxLNdrC5J+6PKpqrs9X180L6qQDK3Us0IdcnTS33bnTZTVPZ+ur5oX1UgGVupZoQ65Omlvu3OmxWv8JjsPjIXCOmIhbVFJpN13UalJHI6WBvzFwaieyPLO4w32fVq+zzTxg9SDK0qE+TFJFJHQk1krhLjLE4TX9nlaIPbULIym3I6XVgGG\/iAB9a+sq42xcRkMeIlQysXksx8bsbs5vfxt1Ybmqr+xcwjkgjlGQlrm3ve4uCTbQaE7b6XtZVn9jZhHJDHKMhLXNve9xcG9tBoTtvpe1lprs+7LxhsXPi2k1tI0vdoFssaSSFyWYm7PpsvIAeL3rghd9oPayI81jlhPewwIYJApGmUO2qbQ39EiPSeRaEHdTupsz4wxcoKyYnESK2xQyyFD6aNWm3pav5ieFZljEhU2PTqPlTqh7NSOmdNWP7xxZ3dgLAN2P08uJ3Tek7Pu7501a8SEt7sC1gG7e9vzO61d3+XZpGtzHOBuFLFJ4idiCFZZo72sbHS+ke8ADQ+Oy\/KoSAY4F3bu1bXPK3LYFmlc8hdjpW43UVjd4yOYNSGS5HLM2lEJ9bbfWqn8GD\/wAXfv7q98n7Nv8Aiq38Gg\/yu\/f3V75P2bf8U7OyXtTjfHYyXEuIFxAj7rUToRYdSpGW5BtDFr7KzBzsWAPlxR2tpBmZlgbv8M8caTqvusy6gXiJsC6KVAPJrFb2swTmacNzRtpZGv6C4rqbg7EaA\/dmx6dfpTodlKd87pchILBGW\/ZsLAcL3AAtrpa6cfwvTumdLlJBYIy37NhYDhe4sLa9VoaTtDw2KxuFXDMWZe81yFWS6PGV+z2YBjeTu5SbaQYlsTqNr\/xPmEMUZ7xxe3K9Zz7I+E5InOJlGgRglQeZNqaXCGQpiIhiJl76SRiyh7siLqITSh8J2Ae5BNz5AUxo4Y8JpmwMBsL2vqddVpsEpTh1M2lhvYXPiNzr+9rBfPYNE4xE+IAKQylBEfzypcswXqhBADcjban1xLl2oKSbKwHp8b+Vqp2WYAADb0AHWu\/M5plj8Juo+4ST8hf3flt6GqQmzyFx4p01ha1J\/toyFsNKMZGPACI5wOg+5J62vpJ8ivRTUDDMJGWRetqf+DMWLjlQ2uVA0sOZCANcHmDexFZ2z3J2y+ZRucPISIyTcxuPehY9bc1Y7lee4JM7ow834riIiN+ux+hT84HGuPSeotSq7W+DDhXdrXw820g\/NP3ZB6r19POwqycG8axiwDD61P8Aalnsb4Ry1iLbVX7suu07fuxHUcFfmFrSsI09uoPQjQ9FnvgjID9pIbdY\/ED0a5tH+1v7NP1pNTjSbaVFvQ9P7NhYj9RtSy7M8IyxqG5mzAEclJZkQ\/1VsN+XKmPl8gMn9gf7xv8ASvRMFoy+nyzgEkWP7\/divKsarQypz05LQDccx\/bh1G6vOQ4sMtj7w2Px\/ne9ROZx6JAwFwSCy7XYAg3BP3h5dbAHoRFDGlXBUfH1A3+oH7vKrQmGEo53B3HmD5isZX0suFVXgOm4PTr+a2lBVxYrS+Ma7OHI8x+IXZ3oddSm4\/m4IO4I6gi4r5RbfOuN8seM6lO55+Tf1h5+vMVzYvPFXmCG6r5fPkQeh\/VyrUYXijazwbO5c\/JZXFMJfR+PdnPl5qUnO1dOG3qtYfO1a\/Q+vX4VIYDM156h9RTl0LgbWSQStOt1YV2qLxeXBn1H4ketfEmdr03\/AAH76+cHjWYnaw\/bX0RvZrsvhex2ikIq6YRXHFXuXqKyluv7jm23rmy5xp5g+teWe4u0bN5KT+BqrcGSt3QLczuSet9\/l02+FWY4M0Rd1soJJrSBvS6uUkoFcEs964XxBNe6navgjsgvuo\/MwTcc+lLXB5d\/lJTyJ6fPl0temnp2Jpe\/brYy5Gx8H0tv\/PSnNA9wa8N5JTWsaXNJ5q\/cOZWvc6SNQ32PTc1UuMuC9Kl4+VrlOfLmR+6mVkcd1qSfDjSfgf1UuZiEkMpcDx1CYOoWSxgEcNCoTgsXw8R80X\/dFd+ajSjN+apP0FeuRx2jX4VGcaRF1WEGwkYazfcRrZnA9WOlP7ZPSqYOeXpf6KyRkj9Euw1xWa+3aO2LP9UVorL5dqW\/bT2fyYhhNCNTAWZep+FYSZoY4Er2HtCwhotzX94X7fYocJFG0EjTRRJGLMndOY0CKxcnWuoAEjQbEm16QmMnLMzHmxLHyuSSbel6ssHZ\/ir2aMoOpNdvEHDgVVUe8BufM0vw7Cqame91OLF5udSefPbcrH4T2bZEZH07LF3iOp130F\/MqwcC9t02Fwy4fuUl7u4jdmZbKSWCuovq0kkbFdrD1qH4V40xsU0s0UmkzyNLKmkNE7uxZjoPu7nmpDWsL1C5PwfJIwFwB1NaQ7PexRWijYNfwi9x1Gx\/EVwcMo4nPJjF36uuL346g3G+vmuP4dij7x5hAznxX+1x2PXXzVXy3tAzKUWHcJ\/SWFy3y1TMl\/ipHpXpHwHPO4mlklkmBBWUsQ8ZU6l7rSAsQVtwIwovzvc3fnDvZasQu1gqi7MdgANySTsABvXz2Z59Di8VIqGOLBwIDrfaTEO+oKw1eGKAKrOL2ZvyZ5EgEFHRUhvGxrb6XAA+vLovlHgkEIc6GJreZAHtfryS+yzg3GOfFjMSRy27lfxSBTf1verJHwRh4CsuKlllffu0mllnYkrobucNdgWKkqSiXsW3AJqR7cO2DCYKMJg2ixM7g+NGWSKIXK3upKtJqBGm+1t6zJg8diJZjiHlcSXLau9ZCAdjeRWVwLbaYyDbyqCV1PT3MMbQRxsBryFrE9eC0OD9lI5CH5A3iA1oBtzJtoOW5KdEWEhXFwxQZVclTPCMTIwXTGbd5BC0rxQshuoVE1gkGwsalM+7U8JE3dYrDlGKgt3ckM6WJIIbdfKxB5+W4qkz9peEd1xDwyvi8OirAsUshwzlLIjOGXvUEVu8AVrPezlyopf8S5ys0jyShw0jFiDEgj3AsFUAFQPifMkkkmhFV1Idc3seFuPTRaiLAaZ4IdG1oA3udT5h2vnpr7LSvZzHleI2whhjY84tCQyE3PNAAGN78iatfE\/CzYaEzQ4dZ+7Op4tYiYoPeMZKlWcbWQ21C9jewOLcjyMPLEEcxaj7w33AJOg3BDWBspO52HMUwYe07HQqRLNLPpQSRh5GaCeOM2WSJWG\/IEobah+be7MHYi8MNhmPD7PvuPUeyU1PZ9rJBlNuNjqCOhFj6HXqU+MjzHBZkv5IiOVR44ZNKSAH7y76ZIz+ehI6Gx2qO4h7NAQbAenLfa+3ntvt0BrPmLz4O4xGHcx6iXjINmgnv+UgbfkxIBQ7ENqGw3afs\/8AEqz4iOTcExmKQNLJIyz6lJP5RiVR0LFQvRWBJKGq0uKVLA1+VoaCA698wuQDaxA0Hnsq02DxZS9jjtcDS3ve9vRZ47U+Ap1xsyqnh8DDy3Rb\/wC1euXhLsvmlcd4NCdT1+VaU7eMHpxat0aMD5q7X\/BhVSwOLtW7\/wAua2ES7pZSwRPHivfklln\/AGOOG\/JSAjyaok9lMw951A9Keoe4ri+zajY0UdJDM4ZvZXI8Oa85raJOTdnS2ADm\/WnH2HdnEKBtYEhcWJYdPSuuDh8GmDwPgCtXcTpoYmZoWaqZ1NC3VosVSM49n3AiQvdwCb6Adq4cR2K4Am4Vh6X2p4YvLGauU8P2rO3DmWtYqJ8UTGE2BKS8HZnhITdYxccr71DcRYcXsOX4UzeJ8E17Cqji8s33p7h9PFDHnc65SWFglkBcLAKk\/wCLovvIpPwFTmSMi7KAPgK9M6yfyrxybJn8jTDFIIBAJSQCndCIC12Y+Sl8XADY2BrvwEaW36V8BdI8Qqqca52VtFENUkh0qo5kn9QHMk7AAk2ApVDiMcTPDqrRq4+6NxqjHrJjHaKI93AhCyydd99EY6yEb77KCCb7KWxw1ggI0jjChEUIB6KLAX9Lc6r\/AAdw2MNhlS5kkY65WUE3diC1ha+kCyjrZRferpkmkIdJt+Fj1uOhrI1tU6okLiooWW8TtyvKPGmMhZBp38JvdT6A+fobE1K6S+\/nUdm2nRpazah\/Nx6VD5fnbQWWQ6kOyOenkjnz8mPPrvzrNF9VYOmi7MRlzJNqjNtrv+y3qaieJcrjxF0lUPG7KWBuBfYBr31A3A3BFdjcUosjFiArAWJPpY\/D0qBx\/FSC+6gch4gSevIHkN+dWmBzhZcnJbVVvtD7K4Ik1wFoHFrEOzL81ZjtfysaWv8AjXESyDCS8k8bn7rRixuPMObL6XPlTF4v44WYhQbja9vwFVjH4pQdQA1OujV10i5C38tRP405wmhM0jQ\/nf0Wcxms7iJxYbaW9Srfwtck23OlT9b2+lWnAxEMp5BlPz0kX\/XSw7PsayTKDfSfAb9N9Q+dthTNzbFhApvsC1vmAfpt+Br0GjYWHKOK85qnhwueCkeGM0ElwQPC7j5Xuv6hUpHijGQV91rm35u52+B2I+nlVd4ZsEUjqN\/iAf31ZpsMrBbMPdANt+g8r\/Sk+NU9NPmZI4N5EnYpzglTU05a+NpdwIA3H68lasmzASDaozinIw\/iGxHw\/kj0qPyPDtG+3um4ueu+x+YterRK4I868wzuifdh1GxC9PcxsjLOGh3B\/MJK8WZfIOW3wv8Az8v11F5FmNiAbm5G3O\/pTgzXBKwIIBFqVec5IYZNSbgG9vT0\/d9PKvTOznalsze4qiA7g7YHz5HqvOO0fZV0J7+kBLeLdyPLmOm6YGSYItubqOg2v\/0tyq0RxbbDYfQfz614ZVk18PG6NqkMSSvHbcI4uCg5nSbg+fpsDe8sxcl4WB04cQo0nIR+62sHa7MTbYXPLzqerrb6t13HLb048OaoUtJbQ9Ou\/wCnFV\/BZO7FAABr1abkWIW+rle1rHnX9zTKXjALDwnYMpDKT5XHI\/H1qdyTGR2j8aqRFNpufdZpDpDdR4Tf4CvuCCPuzCZVYFtcjKfCqqALJf3nY2Gw+WwvR+KeHa7eR5n8reaufDMLdN\/Mch\/dK3j5H7nwg+I6eWzegPLbrVf4IlYx+LoSPobU7OMsMHhjQFe7MvhKXKxxgBNTciNNyWJ6nnvVQ4syCCBSIwyOsgVlZgTIrKWWZLWsCRby6bEWptSYkx8PdFupOnppqllVQOZL3gOgH7sodBXrXgim17H4eleP2kmwtYmrAbdQE23XTLcjalxxfl5WWN\/znUH0Nx19d\/pTQQVVuKYbWv5g\/jzq3RzFjjZVquIPamLlkdgtvIX\/AH13MfC3wP6qi8uxF1Q+YA\/DY1JzDwH4GkT99U5btouPLXsg+FVGXMdc0p6KVjXyNhqcj5tpPqnpVjxeI0Rs35qkn5C9VnhvLCUUt4WPia\/QnxNt5liau04a0Oe7yVOcuJDR5pdxS1L5RKag4alspfevPMUYTGV77ibQ4L44qw91NJbiuGx+dPjO1utJvjDDXJFVcHbkNyVBA7KAo3ht7WrVnYPjy+CbQQHRnUEi4BuH3B9GrL2Q5WTWjPZpw5CYiLzIYf20ZP8AgFW8TjE0T2t3IIHqCq1eM8ebkQfqqF2ldomIliWCSUfl2ZZUSJk7uKI3l8Zdi3eW0gggW1g77CizcXPBCkUfvYmQtNYElIgDCtudvefTcG2gm1Rfa6znEF41JjIZBa5KHW7So35rCRnbSd9LKeRBPLgeLCECyKXsLXJZdreSFb\/OsvT4aDAwtjuD4iOZtx52OvopHVETHGO4bbXYf2Gu3ku\/Mu5ESr+TeXWCroDYEjTIhWxQRxAIiEHxeJ7C+\/lw\/kRxMgX3Y15kW3HUjbxX9BcjnVUGNLObHw6r2udgb9ef407OyrRzGxva4a3LYWW4KEW+RtVfFZXUkZdx28vTmtDheSaN2TUb68T+n76K3cL8HRRRGy+LbRsNydgbb+fK2\/rXfm\/AgmXUsOpdJ6WAPUhiAPD532F\/le8Pm8s8GmF9MsbLcKsZMqk6RIgYFfeHi0gWMb2sGSufEYiaLDSCcuZJTpRZNAYxqAZDpSwRWGpCDbci99Yvmvhx\/wCUvcdM9wLfXbpbdVDi9SXZQGg5suUm55baacb7LLnEnD7Yd20X0DkQDYeoIHhk\/Nbeqxh86u694zMATdidZ5aTYNtcja5B2Hypx8ZqkziMFUYm+traU5XYqty3kAOfwuapHad2bQQRCSHGpi72LrFGFMd20m7d8\/JvCQ2ki3K9aTB5+\/YDNpfT30VjGZO6A7v5rXtb134e6rPEme610RawvkSDexuCdKqBv0HkKuXs54DEJik30mZ4vD5Rd8jNM46LoDxoT7zvtcK5HPwvwhG8amOUQvvdp4zMfTTpZEXl\/qpD60wex3hKTBST4maeKZGVN1MxlaTvF07PEL3G3vbH0FWsSr6WGmfHD4ncQQ7XUX4eqzvw9WH55hYajSxG3Ei46bq2+0jgDeJx0Lr+kFI\/3TSUTEEGtQ9tmXa4b+Tqfrdf+KkxBwtc16pTYlTMorSHXVIcPnEb7uCjMokvXe0HWrNhuDDpuKrWbQvG2k1nqXGIpHFsW6vfH5JCeHJSWWY0DnTB4bzJAKXeVZG8m4qaw2XuhsaKjEswILl8gnZKTn0TFkz9aj8Xn16peby6BcmoVOJlHWoYHRytJurTRAArFnmZAmoHGzDnXBjsdrNxX8kF7UpZWhlRlB0VKpp\/BmaFPZFghKas2ByhVYC1V7hPHCIi9XqDM42IO1VcQnmndlLjlVCHbZQfaFkqiO4Ftqz9l04GOjvz0yBf62g\/8OqtQcXYLvYjbyrJfaPhmw86Sge49z8OTAepUkUYe\/KwxXXQjvry1Wg8slsqDlq5n5efrXfLgRJ7p0t5+fow6j99LfB8QuiC6NMhAZSnvAEcx90i3qL+QqZybtHgCkFrEcw\/hYfEG1\/lU\/cO3TBswtopLGYhY20S+E9L+63wPX4fhUNxNmSSAxixBBv8PP09KrvaXnpxUYSIEgkEvuLWNxpPMm\/UdL+dU\/LMvxROgaiDtfkxHK1+VW46fS5UT5CTYL1xoEjiN5CEB2JvaQAdG5XHIgc7Ej0lsr4Eile9iIwvqNR+FTfCnDcgKGUBRGbgc+hG\/Q7Hp51O8T56EB3FrdLVPnscrECMfM9U\/NeG4IRdQAfLcj9Y\/aPhVKx4LLcbeLb5Gwt6bVJZ1nBlR2B28QX4jY79bbj4g+VeWRTd5CAQLrdfh1FazAoC0ku4iywvaKqEhAZs03XbFi9SawLOtiw\/q7n6jerVjsRqjXe+4Iv67c\/nS9TEMjEgXvzHQip3L8RqgYKTsCB5i19PzG1O2OLCRx\/NIHtDwDwTcy7L7Kq8zbfyqy5bCAKUHDPaJ+TUvYG258+h\/wC1XLh7jdJjZLvvZiLlV2v4jyH1ryquimMrjLe99V6zROi7pvcgZbaWV3jh1G1e82BKnYn4V8YJLgV3sp5mlpFkwa7movFRmq\/nOE1C3Xp6Vbpt+lRGMw1SNuDcKMkHRVzJ+L8RAAmqwUixspIANwhYgkxgk2W9hc+lrPlmNdwHmkKxm5UHctvciKO4FgdtXhUX532quZrggb\/jUZl2JaF1NtaruATyIvptz2DWOnrvyvWswvGGhvdyAefH99eCymLYI5572L1bw\/f4pwtLAgs0bs+xIMlio5jUQttdt9IBttc32Hb\/AIuUhWAlAPKMhdTEi\/hcWGkDcsU2BB3uDSwybiC7Amxa+o6hcE3v4h1JO+9MfE5p\/n0vz0233uHUSItzexu23kvxp9IxzbZTe+t73HDb3WaY4EkOFraWtY8d1LYPEjZCUYnUvdA\/k1VglgZL2ULpZiVLMSfM3qucXuHl3A\/JKI12sLLe9lHIFr252Fq7cnjKEu6WGk6C2za7eDu1Iu7Xt0IHPpXFmWAZArOLar2ud9rE6he6ncGzWO9fIGtZJe\/\/AHxt+7819mc50diP3wUeq1z4uAXvbevdnr+tyP8APzpiw2KoOAIXHrtUBxCl\/pXnHiWuQfM3\/nzr2V78+XnTJkZYbpe+QPFl\/eCs0buij+8l7eovsauuAx4eIH039D1qjcP4ICYnzW3pz8vOpjhWQq00TfdIdfVWvv8AIg\/h51DUxMcXFvR3vupqeRzQAeo9tl7cZ6zCVjtrZlAubAjUC2\/9QNXTlsAsLmx678vnuPSufPBcxj+mW+kbj\/iFekKmq+zAPVT\/AGyfRJ7BNepbL+dV\/K5KsuWx3IrGV8WaMhe+VpswldmZt4aV+fw3enQcCCtLPjPCBWrO0UDonXSGkxSOYmMbrlylAopmdgOcgYp0\/Ojv+g6j9TGlVgXuLCmB2M5aVxkTdDrU\/NCR\/tAVO+Q5wmzXNFPI13EH9V6e0jwnK0rS4NHaczASrGLq0ci6lMykGOyAbNILAN60rp+D3VC2J+zs5H+aj1s\/\/wAR4pEhT4RCS\/UrWgfaQY4ZXxsQ\/KxwoJFN9M8WsIUe3IqxVlYbgg+dZ6x2a4eZgWxOKwjE+5pbER6jy0PHaUeVihPKx80GFmou+KOXK1sj2nTxb3tva1iLabKpCacxtknYXaCw4cd+Psvrs2aHDPNiJcJFKkQQqjq5QFmKgjvGddVxYFuRJI5VeosfgcQgnbFQ4fEPusEWHkVFB3C30sz+XetouQbBd1FVTI1iixoWZcU\/dwSMHWRgyrI5AcSWJA1XsDtccr1wZ4xw8OGxCoAmnvGZJFXude4jihclrHwTI6EqSZAQramq1XQte7KTfNoCdj4R9b++ytUs2Q940ZADqG7gX6ggC2+l9dU1Mpz9TazaSt\/EGYMCCQSrizqx\/OUqSDavviDioWLtKXYHmzEkjmNyb2FzYfE8ySVrw\/8Aac1YMziGOPYyhQJ5R0DC7C433H7zVxXsfw+kanmYnYN3rXO172BVRyJ3FYesgpaWQxSynfVrRcDz1t+a0kU7XgTd2A47EncH\/bfUcwNOFl\/F4txWETvIRh1edrXdXfEaSQqkKpChdwNyWvyAuKpeW4J3xU0U0jPLi1mVUkQAowB7mVpARHqV1WyxhhzF7DxQHaBw\/LBKEEj4iJyAwkYh9K8k70DwpvcAddyDtazcO4oy4jBOYlgSECJB3mv8mqrfxW91I1B8VyXaQnmANdTBgiZ3JuCCb6XFhcaHW9xw90mqIpXSPMrADbUi+t9b32tY7E\/7QVw4Lh2ZUQz4pkVjpSLDxrLipCOapFBHcEWIu7qB8av3DXC2YAriDhHw2X4VJZ2jxDquJmKxMVldPFM8w3fS6ooIAF+dRHYZn7pm8Eo1fZ5mmwyv4jCDLG8yxpJYxlmkiU6A1+ZHKnhx1jc3meeLDxwxwC6LJIwUzKyC9riQkWJUnTHYg2JqDtDjMcM5pZQ0BzSSS7KMpJabba\/ULOROlvlY4WsD4j+7\/sqyZwnf4ZWG4eJG\/BW\/ZVA4gwhQCwq79lwYYCGOUaZYVMEqkglXjJWxIJBBUqwIJBVgRsajM0lRwKaFokgjffTKPXQJUCRI4DmV68CLqTeqF2wwKpuKv+X4wRrSj7Usa0hNq4phGx2ZpUjIyX+JS3ZpxGuwNqZGa5arrqFZf4cldH2vzp9cJ8R+ABj0rqtljhOZWp6azvBsl72ho9yovSvzDK5VN960Zn2DVzqqtZtlyEchVjC6yKWIkGySVzquKZuQaKhcJYnbfnUpmGM071FY\/CaG2rgzTEki1KHwudNduy1sDv5YzK15RL3ptepbERSRkWJtVB4VzJo23q\/yZ8rAXr5XVE8bg1o0UHwwJJV\/ybNPyXi8qTPaRgFmYip\/F54StlqHwmVuxua5welnzulK+TxMjbcqkcP41sMww85JiO0RJYBf\/LJDCw\/Nvt08qZ2WZJC4BKJboqgbnzPn86r3F3DZlTSwqnwY3GYLYgzRDkbnWo9DezfP61oIqgjwPNj+KoxOaBmbq38E43yFFFxt5AV\/IY0j3PPpS\/y7tLR1BY6f62xv1BPK\/pevHHcdK2yeI+nuj4mrbWPcrgnitcFTXFHGr+6sZv0OoA\/Tc2+IqhTM8japN\/IdPpUjhlY3Y7k8\/M+noPSieM\/P9VXYmtZslk0jpN1Vszx4BKcrE\/Dc6jt63vXxl+b6NhyO5r6zjDDWfMi\/7P2CvDDQr1FbahZ\/Ka5vJYCvDRK8O5q05ViEl2IFwK\/uRYYpI69DuLfj6eVVlsOVOqM6WHlyPyq08PZsZFuQCy3vY2YdN1sdj58qtSknUjVUo2gDQ6fgpfgrh1bnWAwZmIUjbSWNr+p\/D9TbwMAACqAoHIAAD5AbUpcizhg4GhrnYKAWuAT5Db1vamLkuPk1qHjdQeptblfodvnXmeLGV0x7z26L07CmxNgb3X7KYWRYYab9a7p1rmyuXavbEyUnDU0Lua5HBrmlPpXarX+NeeJjvXdlxdQmLw4N7VB4vDelWUjoa8psDegaLu6pOJwO9xsRy8\/wFWTD8VR6tUqTB297u3Tuyx5vZoy6kncgEjyr3bC9Lb1GYvKR5X\/n1P8AIprQ4tJTmx1by\/TkldfhMVSL7O5\/rzTOw2JZgO5ml1MqOY3bxgOoJYOBc2UgsAAwG+45RvEc9mEYO0Ysd7+M7ynUQCx1eG5A2UeVyvIcVLG11JPLck6hbyY77D12FWnJFMouGS5IBu4BueRN9xc+Hz1EedauhqoZvEHeh3\/v0WOr6KaDwuGnMbf2XSGr7Vq+sZgHQAsBYkjZgbEC+4B2utmF+YN68Uem7SHC4SkgjQqsZzDaUgXIO\/15gV0Y6YKoHlU5iIgfj0PWqJxDjNLENtvy8\/K388qa0574hvJLZx3QJ5qb4eLNID9238\/sq1yYYBxJyZbj+sDa6n02BqB4TcFQR1HPp61K505KMBzKmw9RuPlcCqdU497YacFap2ju7nzXhnuNTvokB3MbuR1A1xqPr4x\/ZNdUDUlOF8e7ZgZJG95TGOtgpBVfQc\/macciEr4TY18kiLLNK+skDrkJG5TLVty2aqLlUtWrATVkKjVpX6DnbmYQrrFjfDS44+k51csLNtVN40N71l4q0iXuyEipMOZGS5oURwe123pzcHYlUkiPk6\/7wB\/CkRk0+k1b8HnRFrHcfsritmDHXUU9U1riwlP72hMt73By2F74aYf+mO9H4gGsc8I4HUYpDsFTvGv5hOX1\/V52rbPFWPD4ZNiwkDXAtfQ8dmO7C9rrsL86yHk2XSRxiOUGORtaqGBCsNbEd2\/+blsoBOhm09bcqUU5y1lUy+hLHD1ZZ2noruFWfGzNwvbqc1wPxXpwsjLKxsxSRGWYAXIj0m7noCi3kvta1q5+IMiRLiRdTRXB3LIFPiEsasdAD31EgC43571NZfjzBhnjFu8kYhm80vbSD0BF7jykqByrOdWmKQgMg0wyH3WQ7rBKT7trko\/Ie42xUq67ps0WUGxG1uKtNndTzl0jfATqCL2PO34+QVp7G81UHu0FhcmwO\/NreIkddjbanm+OBjbRAClrG\/eF7kWu7qRGhOx0hNNvxzHwrE8GIVQCDdrhr7IGsdQvfYhh62p94bOyY\/euVBAN9gG22Unrvew6eVee49TfD1JI1zDkHH1ve3prsnoaaqJjwNjl3IGmnD98kl+0HHacRHrLCIyq0xRrOsRkAkZLhhqEepgSpselODOODcvlwMoypVxONSzws02qdXjlWSxE7qFjk0mNlVVVlcjlSs4u4blmmDaC0bHQdZUEhiF28XUkWHvE7WJNjLdk8eFw2FmcSFJcQHidwdLxLG7RtGguxUO662bwlhpG2mr0xdHRRTQPIe0gZQLh1zfx21sADx6cUsxmnlnqjGCbW0F9LDQm3HccVbPah7R5Y\/seHMf2crLh8Q8ukmOGSN0cLA7BY5O6UsG0+9ciwFwZRocUuPw2IXE99CqSDEGVvEdSsAsKKukIxKtpuApQnrY0Pg\/tzVMFDHIrzTIuiVWYyFnRipc3LsQ1g1rKBqsLCqnw5xLje7WGKCaQDUIyFvaNTZNZH5RSF0re+586qPw2rliySMa0szsLnEESB2hcL6ty20FyNQeCXUcUDfnOhAOliRzvuRmv+S1Bw1nKvPikUi5jhmIH5\/jhcn4xphx8APOqXl4YSyKTsruB8AxA\/Cob2d8txEeJklxPgkmhdFjJ3VUaKTUQbMSSXubAG3U3Jl+J8QUxEthzII+aqT+N60cML2YYynhOYs8Fx05dBcBLZ2RR1LnHRp1H4fkVPYs7WvVL4rCgGubHZ297VC5prfnSalpaiKUd4VdDY5G+FeOU4db3qZxmItbTUZl2XVNYDBjrWgZTtqn+IqlWyCljLt10w8Q2WxqGzLNyeVd+a4VBUVJMgFV5aIUr\/wCXxUWH1zKuMOIXGuDMh3qUyzhsE71wRZwq18NxYAaY0EjmuILdFarpCYiIxqpzM+HEA6VHyYJQKisdxYWqLbGyNyvXVbAZCCDZUcLNSI7ShWfAui1I4bO0Wl3iJHHO9cb4s+dS0dI5huHK7U0zqhhYeKZGa8QKagsxzYMpBAO1VEYk+de0Ul6sy0bHnM5R0WGimZkBVWyAr9olQjwsQbdL7jlyvy+lMjKeD4iLgAfz5AgUsYF04lz5BT+JpqcOYg22PyqcOIGhS9rRmI6rvmyhUG2\/89B0qu5pBVskm2qv5wRU0TjdfXtACXvEcRNipsR9CD0NeWXzBh6jn5ipXOIahIVs4PQmx\/Yf2VqcKrSwiM7FZbGaESMMjdxr5qXjgFBwA5i4PnyrpiWv5KB5fStkWNDdQsMHuvoVcez1u706rFmPO9zp20\/Xf6U0FlvvWcZM9ZHXTuF5+dvTxEX6\/Krtwpx48isUQuFOljcCxsD94i4sRyvXmmNYbKakuaLg7fp6L03BcSiFM1rjYgWN9PX1T5yLMQVttepNWvSWyri8a7MhUnr0J+PKmDlmd3FZ+SnfEbOFk9bOyUXab+StZjrwxA2rihzC9ezYioiF0FzOt6+oxX9UV7xLXwhdB1lzNFfpX9OH867zhq6o8KP5\/wClfMqC+ygcXloO\/wDJ\/Cq5mOXMp1xMVYG43PMcjvcEg3Nj51dpOdcsmHvU0cjozdq5ewSNs5UheMpQqxyIAFsCw2LWURqSblQVUAbWvz3NTOXZmri4N65OJMsBvcfPb9dUsh4mupNvI\/uBv861GHY6LZJR6rMYj2fJ8cJ9Cmksu1cWa4FHHjUHyO1\/rzqt5HxKDs\/hb8D\/AD\/NqtUBDC9amGYOGeM+oWTngcw5JG+68cGAgCrsByH7fOvqXEG966Hg+X7q5cxIAoLrm65DbCwS4y7LjHmLC3gZWkTyszLcfFTt8LU04sQAtzsBSd7Tp76dLsrC4DIzKw891INvnXDwvjcQ6gHEyHzDaX3GxvrBPP1qGrxFkRHeg+itUeGPmB7si\/VQeWSVaMvlpCQ8fTD7sf0f+JXfB2p4gckh\/Rk\/i1lpJ2nZevHHKYttc+y0hlouKhOLcJsaTeG7asUvKPD\/AKEv8avDMe2HFPzSD5LJ\/GNZiSilM+cWsq0eMQNvqfZWKfE6WtU1kuIvShxHGMrG5WP6N\/z104Xj2ZeSxfR\/4lMp6Vkg13S+eellkzkn2W28zLSZZhXRirxPFZhYneOTCtcEFSLuCQwINhVYy\/i+FsO2FnigljfTpkUHutTAMiurHVDNuNMkbWVxb8m1hWfss9oXHR4f7MqYbR0YpKZFPed6CD3+i4bldT86i\/8A22Y3cWgAN7hYu7BB5g92y3v63rO4ngj6iTM0DZtjmsQQTyBvpa2uh4K3T4jTMjyOvYEkeXD63TRw+RSNIyIO9VfEjO8Ssq3ClJmkdAzIbeP7ykX8QNdkPAdkkLSYNWK2I+0a3Uabe7Ej8977i+3kLJ7A9rUim7YTCSnqZPtpva3NVxyrfbnarFlXtEzxf5vLsqX\/AOWmJ+rYsn8atijxCwDXsFuNiSfrb6Bd1GLUzxbxkeg+upUvguLHw0aSBUxKoXh1b6roVIXo+jQQVvyLHZr7WFe29Qovg0D\/ANKRgB\/WQR3B\/tUvuPfaBxONhEMuEy9ArBkeKCVJEPXQ32kgah4TsdvrSylzpj0T6H99ST4JDOc0oueeov7EBcw9oHRtyC9uXLXpb\/vVNzP+O8Ti5ApYCFjpMUKnVvsQq+JiSNgbkg8rdHTh\/ZslkeSWWWKFZHMiIe8kZQ4DEyxkIneE31C5361kzhrjJ4JY5RHFIY3VwsgkMbFWDDWqyrqFwNr04cV7XmZtzhwXyjxH97q1Fh0bGZALDpp+CpVeMyPcCzXz19r8E+MF2FIq2bGyE2tZIkji\/QDG9t7XOxsd7WqXyTsuwcIId5ZwbbM7IgsWPuxlS1y33ibW263y5N7UOYn\/AEeF+Uc395rixHtH5g3NMN8kl\/j1CcObmuGD1\/RfG4rJlyl5A6AD8LLY8eDwcHihghia1taoveW6jvLa7H41SuJswQyXuNwPwJ\/6VlzF9vGNbmIPksn8aojE9q+KbmI\/0X\/iVZhikaLEBLa4tqGZcx81ovOMyQHpUJi+IVpBz9ouIbmI\/o\/\/AD1zHjibyT6N\/wA9VZ8N712Yq9QVEVPGGFx9k9\/\/ABLXmOJTSNHHM35sf0f\/AJ6+hx3N+bH9H\/iV1Fh3dm4V19bSPFnEn0Tpxefk9ajZswNKj\/x5N+bH9H\/iV8vxzMfux\/Rv+erYpuaIquiiFm39kyMRjTXIZTS9PGcv5sf0b\/no\/wDGUv5sf0b\/AJ6lEduCsDFaUc\/ZODhjA6zTY4e4XuBtWX8k7U8RD7qQH+ssh\/VKKuWX+0vjk5QYP5xz\/sxQrMY1RYjN\/wCuB6myDi9Pbj7J48S8H2W9qTvEOG0MRXDmXtNY+QWMODHwjn\/bijVGzrtLnlN2SEf1VcfrlNSYFSYhCLVIHobqNmKwg639ldFmrqy6felcOMZfzU+jf89fcfGso+7H9G\/560j2EghSHFqcjc+yt+Z+HEtfky\/qP\/WrPw3mZXb+fSlFmPFUkjBiEBXlYN+N3Ne2G40lXkI\/o3\/PXEcRAsUjNQ3OSE\/v8ZEjlXFNvzpPxdpc4+5F+i\/8Svtu0\/EfmQ\/oyfxala2y+moaUwM4i2quyJsf5tVXxPaDM3NYvkr\/AMSuP\/xhL+bH9G\/56tslyqs9zXFMbI0d0vqUnkbg8x\/VIHryrwz3FvEhJ0W9NVz6bnrVHyzjqaO9ljOrc3D\/AIWcVyZ1xXJKLMEA\/ohh+tjVj\/NanYvJCpnD6PcMAPkvLEYtnNySf1fIDamX2dkphz0DMzfTw\/spRxYwg3sD8b\/vqxYTjuVUCBItIFvdfqSf9Zz3NTUdYxkmeQk\/VVKulc+PJGAmmmYbed6mMHn8q2INx5Hr8D1pJrx1N+bH9H\/iV0p2kYgLpCxAeel7\/wD1KbVldh1SwB4uedtUto6bEKZ5LDpyvofRaTwPGIB0SDu322PqLggg2YHoRcVYsHxCp5N+NZOk7TJymhkhbwlAzLIXCk3sPyuk6TupZSR8Kj8NxzOvukD9P6bvb8Kyc1JDfwO9wtXDXSW8bfYrZ+HzkVNZXmg9KxPH2pYsbalt8D\/zV34Ltmxicu6PxV\/2SCqjqXkVaFY1bowWMVvKumdqxFD7QGOHJcP+hL\/HqQw\/tLZgPuYVvik37MQKj+Gcu\/jI1ruVP5\/n\/pX8fYef8\/z5Vklvabx\/+pwf\/pz\/AN5r4PtL4\/8A1OE\/9Of+81yaZ66+MjWnc1w9+XP+eVQGOy4Hna\/872NZ5f2jMcf9Fhf0J\/7zXzL7RONPOLCn+xN\/eK+CmeFJ8dEnFmOWkH91e2TZs8fO7L87gfuHpf4UjZ+3rFnnFhf0Jv24g1wy9s+JP+iw\/wCjL\/HpjR1E9Obt\/sqFY2lqW2eP1C1RDxAhF9QHzqqcacUKAQpufwFZ5xHa1iW5xwfJZB\/+dXBie0Wduaxfov8AxK1NNjMNgZQQemoWSqsIkuRE4EddCnJjZVYAEhnPTba\/KvDhPEKkhRX1lTdvQsSSPr0pLScbTHog+AYH667j5V74Hj2VLaY4Vt5K+\/x\/KXqriddT1DbMv6hW8KppqZ132t0VSooopCmyKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQv\/\/Z\"><\/p>\n<p>Estos juegos representan el equilibrio ideal entre retorno te&#xF3;rico, relevancia entre los jugadores y capacidad real de entregar grandes multiplicadores, convirti&#xE9;ndose en algunos de los slots que m&#xE1;s pagan dentro del cat&#xE1;logo de Pragmatic Play. Conocer los tipos de multiplicadores en slots te permite elegir juegos que se ajusten a tu estilo y a tu presupuesto. Por eso una sola sesi&#xF3;n de tiradas gratis puede pagar m&#xE1;s que cientos de giros normales. En los casinos regulados, los resultados est&#xE1;n determinados por generadores aleatorios certificados, lo que garantiza la imparcialidad del juego. Dado que los premios son menos frecuentes pero potencialmente mayores, suele ser recomendable optar por una apuesta que permita sesiones m&#xE1;s largas. Un multiplicador alto no garantiza resultados constantes, sino que ofrece la posibilidad de ganancias elevadas compensadas por periodos m&#xE1;s largos de menor actividad. El porcentaje de retorno al jugador (RTP) en este tipo de juegos se mantiene dentro de rangos habituales, generalmente entre el 94% y el 97% en 2026. Es habitual atravesar rachas sin resultados antes de obtener un evento significativo.<\/p>\n<p>Misma suerte, resultado completamente distinto. Esa es la trampa mental en la que cae el jugador novato, esperando que el multiplicador sea el premio en s&#xED;. Saber qu&#xE9; significa un multiplicador en una tragamonedas implica entender que se activa bajo condiciones espec&#xED;ficas, definidas por el proveedor del juego. Ac&#xE1; en Speeltips trabajamos para que entiendas estas mec&#xE1;nicas como las entiende alguien que lleva a&#xF1;os en el rubro. Despu&#xE9;s de revisar cientos de tragamonedas modernas, te puedo asegurar que casi todas las que ofrecen premios llamativos dependen de alg&#xFA;n tipo de multiplicador. Establecer l&#xED;mites de tiempo y presupuesto permite gestionar mejor la variabilidad. Elegir el tama&#xF1;o de apuesta adecuado es una de las decisiones m&#xE1;s importantes.<\/p>\n<p>Esta funci&#xF3;n es la m&#xE1;s gratificante, aunque tales multiplicadores en s&#xED; mismos son bastante bajos. Los multiplicadores ganadores aumentan el n&#xFA;mero total de pagos recaudados a lo largo de la sesi&#xF3;n de juego. Estos bonos est&#xE1;n dise&#xF1;ados para multiplicar las ganancias del jugador y se pueden encontrar en muchos juegos en los casinos en l&#xED;nea, aunque no todos ofrecen pagos igualmente sorprendentes. El multiplicador (multiplier) es una excelente funci&#xF3;n de bonos que puede mejorar el potencial de ganancias de manera excelente. Los mejores juegos no s&#xF3;lo hacen promesas, tambi&#xE9;n ofrecen valor real al jugador informado. Explorar  el mundo de los tragamonedas de Pragmatic Play con enfoque en los multiplicadores m&#xE1;s altos es abrir la puerta a una experiencia donde la emoci&#xF3;n y la estrategia van de la mano.<\/p>\n<p>Tienen como objetivo premiar a los jugadores en funci&#xF3;n de sus resultados en cualquiera de los juegos seleccionados en los que participen y, en funci&#xF3;n de los resultados, podr&#xE1;n ir ascendiendo posiciones en la tabla general del torneo. Tambi&#xE9;n se suele asumir que es posible influir en los resultados mediante el momento o el patr&#xF3;n de apuestas. RTP significa Return to Player (retorno para el jugador) y representa el porcentaje te&#xF3;rico de todas las apuestas que una slot devuelve a los jugadores a largo plazo, calculado sobre millones de giros. En los Pragmatic Play casinos, muchos jugadores buscan justamente este tipo de tragamonedas por el alto riesgo y la alta recompensa. Adem&#xE1;s, los jugadores reciben notificaciones instant&#xE1;neas durante el juego, lo que les permite estar al tanto de las novedades y premios disponibles, lo cuales incluso llegaron a la estratosf&#xE9;rica cifra de 30 millones de Euros &#xA1;en un s&#xF3;lo a&#xF1;o! Suena b&#xE1;sico, pero el 90% de los jugadores nunca lo hace y luego se queja de no entender sus premios. Imagina dos jugadores con la misma apuesta de 500 pesos.<\/p>\n<p>El Scatter puede volver a aparecer para reactivar el bonus (retriggers), <a href=\"https:\/\/winova.casino\/\">casino winova<\/a> una rareza en slots Megaways que multiplica las oportunidades de llegar al techo matem&#xE1;tico. Esto hace que una ronda bien encadenada pueda transformarse en una secuencia de premios altos. Pueden aparecer tambi&#xE9;n monedas con multiplicador que escalan a&#xFA;n m&#xE1;s el resultado final. Los s&#xED;mbolos premium incluyen monedas antiguas, barcos pesqueros, mariposas ornamentadas y el icono de la Dama del Drag&#xF3;n, que act&#xFA;a como Scatter y es la llave para acceder al bonus principal de tiradas gratis. El juego utiliza rodillos con cantidad variable de s&#xED;mbolos, por lo que el n&#xFA;mero de formas de ganar cambia constantemente. Floating Dragon Megaways es una versi&#xF3;n completa y expandida del popular slot oriental, esta vez con el motor Megaways, que permite miles de combinaciones distintas en cada tirada. Si buscas los slots que m&#xE1;s pagan de Pragmatic Play con alto RTP, excelente popularidad y un gran potencial de ganancias.<\/p>\n<h3 id=\"el-poder-del-multiplicador-la-funci-n-que-transforma-cada-giro\">El poder del multiplicador: la funci&#xF3;n que transforma cada giro<\/h3>\n<p>Durante las tiradas gratis, muchos juegos aplican un multiplicador global que afecta todos los premios de la ronda. Saber qu&#xE9; es un multiplicador en las tiradas gratis te explica por qu&#xE9; esta fase es la m&#xE1;s codiciada de cualquier tragamonedas moderna. Cuando los s&#xED;mbolos ganadores desaparecen y caen nuevos, algunos multiplicadores crecen con cada cascada consecutiva. Esa diferencia parece menor, pero cambia enormemente el resultado final. Para entender realmente para qu&#xE9; sirven los multiplicadores en las tragamonedas, hay que aceptar que son herramientas de volatilidad, no atajos a ganar siempre. En nuestra experiencia analizando juegos, las tragamonedas con multiplicadores progresivos son las que m&#xE1;s frustran al jugador desprevenido. Una slot con multiplicadores agresivos suele tener mayor volatilidad, lo que se traduce en sesiones largas sin pagar, seguidas de golpes fuertes. Para entender c&#xF3;mo afectan los multiplicadores a las ganancias, hay que verlo en perspectiva.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Diferencias entre multiplicadores fijos, progresivos y aleatorios Comparativa de RTP: Slots de Pragmatic Play que M\u00e1s Pagan El poder del multiplicador: la funci\u00f3n que transforma cada giro Estos juegos&#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-536","post","type-post","status-publish","format-standard","category-sin-categoria"],"_links":{"self":[{"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/posts\/536","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/comments?post=536"}],"version-history":[{"count":0,"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/posts\/536\/revisions"}],"wp:attachment":[{"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/media?parent=536"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/categories?post=536"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/tags?post=536"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}