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OnkLnXe1OTfJ385T8UwvF9ibPpxWKm5J\/Ok+h+xmbFs8zNyGI53cUa2dlfr6Tp9T7Lp5S77sLZ9ZlHN9TOq0O\/PeWVlVZfF+ppflCaaMt9YrYT5IvsWPIs7xq8VeI\/Ao9qzzv5LnG8y6e63Qr\/VV5Cv7T63Y89LYm9NTWm6dFbnAP1OhrVLHOeDZPt57+DJ6t061nCJ57TreeeTvP9unW7XfzDGun69Kuw3GM1N\/AVJB52RSLkedZnkLHvfUzdYHf16iprXt\/Y+NMh+c\/YqUIXd\/PM+T5jzdhOM8faIUdgW\/xFPgPts+0Jd9tt9blud3eKMq874S4Hzx7HUtHv9NQl3KXaZL5O7dJHJXn3qYtH2zacT9r84zKy\/nNdqfNc8jzTp77YcjuZMyIp+THPO\/iOeF5N88f4vlUnlOeT+MZ8Xw6zxlP4dMBz2fyvBCG7GvGPMBT8F3kKfgu8RR8z+Yp+P4JT8H3T3kKvn\/GU\/D9c56C71\/wFHzP8cLwTkH4w15pUyl8riQE5Y9IQnA+TxKC9EclIVifLwlB+2OSELwvkIQg\/nFJCOYXklBSf0ISgvlFkhDMPykJwfxiSQjmn5KEYH6JJATzT0tCML9UEoL5ZyQhmF9GQmn+WUkI5pdLQjD\/S0kI5ldIQjD\/nCQE8yslIZh\/XhKC+VWSEMy\/IAnB\/GoSdwnmX5SEYH6NJATzL0lCMD8oCcH8ryQhmF8rCcH8y5IQzK+ThGD+FUkI5teTuFsw\/6okBPMbJCGY\/7UkBPMbJSGYf00SgvlNkhDM\/0YSgvnNkhDMvy4JwfwWEk8VzP9WEoL5NyQhmH9TEoL5rZIQzL8lCcH8NkkI5t+WhGB+uyQE8+9IQjC\/g8TTBPPvSkIwv1MSgvn3JCGY3yUJwfz7khDM75aEYP4DSQjm90hCMP87SQjm95J4umD+Q0kI5vdJQjD\/kSQE8\/slIZj\/vSQE8wckIZj\/WBKC+YOSEMx\/IgnB\/CESzxDMfyoJwfxhSQjmP5OEYP6IJATzn0tCMH9UEoL5LyQhmD8mCcH8l5IQzB8noSrqryQhmD8hCcH815IQzJ+UhGD+D5IQzJ+ShGD+G0kI5k9LQjD\/rSQE82e8w+E8zM8Z27V5mvFiM9QXQ73enUzEEPT83el4X0zX2Zi\/fnE4Ju1tX5r1IxN4Npxo\/GCPoKPkR2K1YqP2urOu1s2bYHPQ64+N78d1ors2pkOp1OpGs344PpjugMKPpliuGF9i6k53GmJx0CEgAg4lscwLvWcdRFC8NBPCsZejvW5v\/EBE0t\/DJCPGsof9jEXe68+6gyGpTJ\/xRmKIYJlfIAbTJ4hIOjfr72sU2hblLwy2cfohYxmHWvhiu3UXX4x\/4v\/fLnewPKcwg\/Ty9lRwjuiZ3AklxviP0Um6wlgXBV\/FH4ulPhPPJ7gwiAbbMM4zGR7uJPEyk43wcCLzLC8H7lG0O57um5HJD3TGXuaZJU119nBDRkI6oOXuCCDeXFWKBHKFhWA6Y9kztXlzJfn0AdlV5oSF7I0Phr2S0FfvjgBAz3XTMfYtjSFzJZImJE7uKm+1ppvSV3rm1ERGuqpF6EtzWX9\/\/KyBGLQtzhXgcd67\/IIK0ss9cxVnAOcGI1xH6fnsoDfbg7KrF6Dr1krPm2t2pCccAXHrrh1Imcs8XDkkmaF3\/UwYsd6N9ooco6FoVswNCQipvTFSORWxrIord1MkE8AKWTYPm9jQdOggu+YxDtJBnjsycw965uYL7uihgNCM9nEOUefmlj2ItscZC\/BbB9LJI7rDmcSoIeaRo\/Egsshe45lH9foSopLpf7QWaNxz19zWkIzWwmvl0KLacSY7Z0hNl\/bKG3GSJbhIKEdrhPw4VnAuXioSQARdz8\/VukliAgvQGN18KAQKOEjvUIahJ74HCc9G4dTfqrNsyugK42fP9y8ZVvcu0NpgFM8fC00g5cG5PoIS4BCTs17acxB4yTl\/LMuBHTmmc2Blzg+6FwdRp3sOIfAk2RAJRu\/Emk6PhWzvV+\/sdcV17U8janhJTnuqlkX8\/EjSTaaRyHS\/02WtmQchaAixkXlO1js51MOKTXBI93mztNsdDreJAgtdkZl5J\/YHcRQ4Gd6VtpWbwMw20mcxvsXzsueGlyZ7Efusl+v14xPViF3Wy28P8ct+6GAsivhtnnfFLngTbr7O85b3mM8pqM4Xxxep8ybPW5klZx34nVMXnciaUw7e7yVUXTYcnxNh1SqdcSnmR3N3N+rP2B3Msne5zDC4LP43e95VPUIAF\/q9mtL\/3Kx3ddkC5nx2PHKj9RZG689HizpdGC2KbWG02cOjzR0dbd6NChwLo11y8NRol\/8Boz1xeLQrPTu4mtLPaE+up2gwfm6b2H8vMnsEdux+56JAwc4+Ujk912elI7RjXObqqNF\/AJEynpmPBPcuS3A86ZY1MkcZzZIhETxD68fpYIBGG9IRq2Pftj3DysqbbNEx2\/hL7FA2HsIcPKDqk3UmZfeRUIlOeJORXCHaARW5PAt7PO3XUif27F+7g2k0S7gmfUFQOp9bk6k1\/vLOeH+\/yxCK1jaYB8R2jV1fDJoxyPSqjND\/UeTd3gW3c+aO7hJ5BVVFzYdw+NUsw9QutFxOBAuTY0qkBG56cDPuWiwcJ2kokAtOZxfZI2C6guvdKRPs5iFNtI1SqkRKS8k0+rMHxlR3o4V1+8zNswmX8icZ81GdIgsGXboXyixDKFrNqizU4\/SB7lRmV+00qWR8TyQrMtueF17a3x4PHQ2RZiAOubLpuKdIevGJN4JuP2SA\/VW4i2XB7MdoEXs1AX0fYQLDBBh2ufHLVu6L0373\/ETYbrvzxmnker1zrT8Siwdm2yrBYpWDqL+KcK2JJQpLLo10+\/SwHge7u83R8FKbubzQHWrtwHVb3d8\/mAmj1CCxeP1FvGScBvZPRxdtlUPUOWQPVVyIov6s2oMFFCH50wEFH\/KSggqgS\/TblawsL\/YMTVd7GP3GL0i63WeC\/fO2FPRKE2pAC6no52XahLVdgUj1D9M2QljhyfhgUu3hL5hAZYT0x1jRdhrJfNzDupStDk6Q\/QSKI86Giv1THqcJaVR+rH8Wuwsd9ocqjjt8iPJN1ylS9vfUaMIC4XC19\/fVDBlA+aEqYXQe0F3vocrb\/WjCrsHshqB5yGqdvf7+tyBaVEptgIU+vVTtfatKWKzfghipURrvQ1Cfw4CHrtYdXehGsmKq1AniOlHMeyb7qFiowm93R2JpS+l8O0Bi7XZQubgzPBBWAISW4bC7rcrvQl8UTHPC+GmKq4FkkqblDooNLauZ41pYI9HnRBT7DyPOlCu1SqdCgrD2odohy2Yy6feak\/bBSG6qih3lW33OGL7sGW96MKr1R+dQLHQ3sUcmvYgiL5j2t9mves0RZFpQ5u\/voTbeYZecCZFfEfTKnS\/BPU1ZF6XYrzJCmAmP2n2EMoKBJthhy6H7oni21VHxYHeXzYamGUdIWzAIIHuEDO2eXXVgB7UwDuteQ0wwjRFkNPWtiMk6YtAWOdd9ig95B2oLGkG4tEBRa4g6FbLg9d4AF2d6qTmJhDvS\/qsosUWo8OxrEOqgwtPRuZIlwLEB7buzJ71FnXEBho965uvHzkd\/yLaHMDEJI6RZhHh30B\/2ZHojLUyRHezAqFlhtjqlM0admYFiExYIAsaZnS\/lDiWqqFRFUNvPY0qfdZaL7UM0t9j2VECHrIJTN1n8vCAG1thnnGEDOJOAxUWfxu4bJYlmbXWn3XPT7mQvVZgbse8wM\/nVYXfiFkS2xWkyi8DovXCe3mqhVGnZ+6E+Bz9rDbmeTCaQG\/UbRYFnQsy0viqi1nSMq+4vzSQTs0B2DUdHqKrsUwjyLOaETObHWCd4OICYCvW7D\/A4LoWO0waeDqLieNpz7vYxFbLRwbYcJm5jpUvnTiXloh1y3ZiUPIZf5Hbzfo8J2y\/3I0xBECzNR7G4Xb7AxxxJl1UokE1zJnmG81nWiqbt6J\/ns9tg5oklIHoPSvosJOw8f3kXLXvGbqSRFqKgtplsS5666ByFit5sdRPLJSJCiOcgCxoJzg6tOhfzpjMO3aipJgCiwV5uJ1bUtqf8wWh3KP6sXAFKo1waRBtxkfJw2ZJditvXu8S1YkNwJ4ZarN7kYHs4iPZAJh0LuZ1xp9\/dr83Jk078w52g71HysCPeR8OZDHtuUwmq5m74AJSKNom0shhsKPUFEhatpePxbt75D8I8lPP7MDUjcROHmn6nCIxsg6tMYcVKAATZPELwebAcrsZKSKTopb7nFYcH02TrmZ+oxiefnGCS89r9CYeOrhZnwPZihuEUxR6sehscr7vi5OKwaVdqHHimMTRluVBntdk+W2jLYqYS4Y5Q69i73gWiCazle4HYV6bu3eKUb0uSvq1h\/Ntm0tc1xhurF4m1zxbQGxxIXC8zj9lleSQxu1w0waruUSMf7Y0fQK6INhb7SEuvITVYbhbHJg4Jugh\/imXtMidsY5dbuegSJy+5xCnd3FnLl011oB2h7xW+ubwro3m1b644iDn0St9cOVY+vMo3V23P+f9y31zN\/E9nzXhQ10B9krlZy9pKIoO4VsmTcGXU3xmPesh3yUFuGEmkSjX0rrku6iPjeXPLznAwYXHKqy2M9fp5lOtGra4kvMYzN82jnw+b9nfFM0QNJN3eGk36OwfD7rQwOgePlwn0OUBVdjWH8hHb7LdDpWDZPHJnD6XGRrZT2EaCSaD1ls2jwC6qklyZ7VHlnpAbUNdnGuFtnamLszKbA\/akqdIrITV3m9+kbvN74ZnKWZ7+kVYSbpaGD\/op2fHnEoNKsfOIaZKex2w8j7n0POaTeVyKzvcfuBdClyVxH4kT2rc64NXRrsToZ9LqfuP1DhIe+Kjn2VgKyv0Lgx07CfOrQnLsqRcFvBIH0Xo07yuMmKHcJCCP6yYN27EbLovYNi6Vzm7pUYd3qBNsF8mY18ODSKYIDiDd8KKKUMwsn1D5tLI43+CbTBPlQ3yp5WIKHUGAcQQlGnc0nWYrvl3mSTop8SUX3zELik25RBbXzLhsUjnrAHH9nH3PiFTeEVAk5HcOS12scDYCKyn0koxaLmtuNRv23qTcXXPvDXhHENgxJC050q6Wt+J3aY5WL6ChMVlETH1\/OwErlrfAyjkoXod+o8shhfJQa5lso7BZXbOX4kwTvVfTl4G88Kxe4\/DluUVQVysE7h6dXmdN7oqDmencRZMDjF\/NooIJ22t65Yaj\/xZot1p3bW3eDcAv1e+TM\/XAYgixx9gf2QZORhigg4vMtDeQiI6SeLfxUSbRTMIGM052TRBdOCe7bUMMM2westUyq6lv3sGqINc8mA0x\/cRQopyNnmkhWiQhBvJ5aqyOCe6H+h4Du\/f5CPAS4YnCdjQeHsz6Lt7DVr+THt3bfHPih7Co7PpfoUFxsHOwPdgJu\/uTIRLqmZNuSJtrjiScp9WtRqXi7sgVamcL94UkvJpGRuXas\/FPzWSgzzAatjb+wuofHeyHViVFhvig0xAcNkUWGspyITR27gDbYepyeaWb+V6aiEkxHZnvMMspTG6LOGGxudxKZEsFhwOdnGN1kFNrWF2ImwbbITVWWSiOc5RgFAQt7AcqPMAuxrTqC8FLBiNgIRSICytWbZlkEEqyIyyQO2FW9OV1Ex5e2Gk3zwjEd69nBpXVVc4sSGUq98pNNVJZdxM+V5weRHtNLAlOWGQoNDt+X9eKtsvUDXcTlvQVMVJe+dKou8\/UqpCEiYgGu9P+Dx1gp4oIEEw9Z7ccP9ofj7FuRYMGRNiUa4eaZs9hMC806o7OyTZ1eiDVAcz1GzZDBNOTkizI+rOdPR4LOL1xarDvZTqYJnUh1FlqSbgO3TpxKhJERCJcbNfHbHPJIOqfk+BxtScixn6MeauT0p4b5XbCrEkZh7ecJR7b8VKB5QTFsjzhVSQQ1yRiWbRiOmgjK8oWwS+5XIrdg25CagGompFlghzcWylvnV2voD7Xq7XyVnN1yxZXG2tb+gYttRATVOt9rkQa+oXpTkIFRgrsKjjzAGNTBDPO+oMRjk5iTQTWvq0RkaftwXQAhV5vEE2G3UsN0TgrcM5mVcFAf2t4wEGk622iGcSRZgQzD7TBeTvQlpa1+8MuRxJ7tkFmokDbYL9vT6Bp4tYLyWAQlfHgsJjRB5n6wXA2kN7701XxgzftVDBBaicgLcR10kEevzRmgBLurXfleFru0rlF5l5MkN2Rh++2wMDueKQy8aaXTbbDnLTZmh8TAspX7LukS6m3JZaTTiuj3sSJYd8lxbaFtG28o1gg2O\/3LXWf9lkGcEiCDK15cSZBSIJFMGwJJkY9mdex6hNUVLF1ZYZCUlJOLLFaLtf0ZRA2NFUcZg6yp5SEtVzT5u5uAXQ8IqhKXYYsskvy9IqVmr7judhbfWDHiCREAKXjz\/lpLUkqhffzjDZpj8z1Q1kydFepFZtn7Z6Bfiq4ecDoatvvLaR6tVosMUv0\/i3rgpRXGI2cRmEP45xpdsnWfqRTr4LbqlfvLH6y6EA\/eV8qqFcbWzE4I5mkKFsv3JsUYRHdOy\/KW5RJ6VKp2ZZXZMUx25CVuZwo8BOi0pkLez95RXMaPFmUr5OrpLZWC\/WqXjo9pVl3\/fIyzZyNO78crVCZ03IFwUrEdktevEFdALmSmccGmwOusoBWoexe\/7raAtxLMdfYnFLlzJprm9JYL3Fel\/5ywfVKSjyaG2RLku8ebK2pIXWj5jHlNuoNB7pJQVKl1NxQFA9TiKsUA29WoFQrNEowZqvaKFfEFb1FC1ztQ2W3apk0YqgNAA9XgKvsYI84Kh7G92YiIV9GZuelJcJA5wgWttQkZ8YbDBoEplCS9\/WrxWrNMoRFsY49qeaqL+8DWNYEZXbeWrPlOJhZvJacPdpRSc0Xs3RfpWYXmWm2C\/aTJl7byn+r2lAbkt6YZVKZYm1DKmQ7FRWb3FrbvmaVPwb\/AcHPfdbojnb0NUa7o6CS5jHJiHT25RQ3ONqYZoOeai\/Ljq9isNnW5uss5yMNJK7hx8ErFLI3mPX3I\/MN3\/PndVGPcZfg1cmQdl+hksKJ0EDMjsUohxTbJjNvXe935Q6S7OGiXEMx0UzGqnWTqHPPKXg\/VuspWlMYCMANBL+3i48s6Ej7s7FLYQBZqHby3IA47hj712aJb+huarVb26lx1F4OWzcGrw4uspVhpFqcoR7vqdFIjGkJ+8pa7itm2QXJ6uMLfeewjoe9M7qXEnbH0FhNjAg\/VXcd312YBJtpcugmD4aI5EuHgmT4of2hsF2J1mP+88zJyDajv915V0PKnCkQSHpDz\/szmFwc8rdE+7ML+xz\/alu6rPQGnNbIADKzAXv8DH+hGo2f8bTb76ChHIxOqSiYGZRU7vcK4vEHO0R44kxGCmJ1v1SuyOeVmENzdr3aqRSb1sb19I0rUbM+a25L3lJu6leOgpBaAs+UmvIdHVJZ9gB8+OSjDbnV6lq9oLtBHjPuvO0pKNRa63IDWd6MEvVKykOLVBuoHMm4IzpXO9YMIdqUjTV+f1EvJ8U5P2TjQuZCRA+ba96ouIGFx9MTvcqqtit9obZlYzbSjHl5QFASnm1MevBpYzS42In5C8fUwuXISFrD3SDhc4aVeyFMUGSLB89+Nr70VE6f22Lec2Kl\/XD2YnPSynOZ\/nQjRuTHIDtFAWgH\/QfiCpFZ8ZjwGRv6iuGEZCbPnB4FMo62bcoxfv6Y\/lEZcX+ReSVn1Ok6DSTLkW+SyAz7Mw5OVaNMXqFFuDS2FJCCtUpI6T0bFfnQD8DgeHR21MHOwRSrf2Zh5tUw+YFu1JLBjQ+i4SXbjjXsGb+raSH7Ao4JbHCLz+S9QPCW9CDJ+C\/NOPdQLy\/YW1pPnex1OQDLGV8TFvi0SVf6rsqBppmYIJW1FZ4+E0k7gd7haUHPGNnVmJWnBT1zELVs6F20C5S+yVuUhnf6w7nG0HE\/PzDPSQPjkbwg8H7OWfC\/p25LQWZQpveDnvm\/1i\/CnM2bO1zSUtAfRKuD4TAUGP3\/gjeInPfmIL8EpMm2QAhAo\/Gi9eKyr1m0HYZo3uObf+Vptrwwgt+L3TDS\/1qVyCph0tG5zQT6U8Ehr+td\/vhZhADDAxQdywqXUuZI\/QjzEd\/8JYHbC\/XxeESIozYYXiqLhwL8ExxPhOPdmXNDQqEFIt\/MABrjkV18js2\/7sHxY5xBsLwxXTT3LD\/sm1\/zBqO9\/nTA1uAYBj+3zatjcIpvWvBgXJCwTMG\/EoNdECYpeH1SoMH6ecGvxgUSh5mD3xCDU\/QQMrJkUP7bXqTAHkCpwsmc+YCdMYXZinHJH6dKhGCBfTAFs0QJ9E9SUKFIYB9KBfZaXfYWFqTn\/b53LIXFpCpUvpvpkSVsrxEwN38D2XG2ZW0MDgtwUZsSM47M1zLeF+M5Uid4Pkkv9M2zwabQxXX1T0glDdLnZv80XTCXyX9uwcn+m5KRF\/nmFe7Ab1HSX+IdxIdjYE938lq5IbWD5j+++DPx+RtsEgXxUbf71+wqP6OL+icCV0nn\/i8kUmVJs8Ufg42lOxnpX8bI+onTvWI+LhEY\/PfSYqNvzLEIp8v93ci8L+O9ECc9BYa\/kJnxfsKeY1tgyOFFZL6e8f7W3ehS3rzLMz80z1oNI7OGeeVYLHA5hvtnoz4cJRbNZDN17b4EkiojmS7R2C+Mz\/l6\/ZFtqMP+qUWCUXGc94o1GJn3ZrwXEY3n0LYw7RcPth2iX09O\/0I5QjQv9r2vJfeqFITN+hLf+7pq\/Ni+G8cZO4RJ3KAm9pfJmt\/39+fmxMsC801RPcOxBHL\/hECIJPF8mWmB\/Nf0zcFr47TFXGXjsIf5sndQfdlcdwhkK55OoPGp\/7K5\/jDMVj0zY\/kW5LbzOrNu73GbJ5pHHAO2DTpJySaLTa4WmiebRx4B2sobAi+xEZrrzKPitC3alGzqLuMN5tGLEFvtLNZofONhah4\/z9ni7xcONdgizcw8IU7bon+s6ESC3uCZJ8YZW\/YDTsw6DooiN\/9Rr2lvWqktEaoaj2pyroALIXHzf7FQynRdnB10ianNazyHhZtUKQ9Y7X0ZB4syXeuH07Xsfiz8Sld5broKikzeCAD8I2lwiI3Iqr2\/Px1T9Lx0UePAvshsX6K+YH70mEInA+aief4xpavxic+zzY+li0vdSWT+qXlBGpZsxf\/c\/LjHXormi5FPzS\/bmolqeT81uozH3ru92bzbF1uKfIvoIfxURJ750xhcgz\/k\/4xI2sUaUy\/nBf8BC\/WhbtVEmDveL8VhKlasGHuYw5\/CCkiB1DZ6RWD+1p+BYAMzo6ZHFzGhefPvPSlh0x0OOKY9XPqiYDaWgLfcaeqs9kEJSeZFnvfHXlywu7tY8kEvuRVtHmQQnigiwfb6LIaEckmGIKCIzd17npJWHPQG827\/pcI6U3ilFc33cGiKmbne7bU7tQ5l8Oq1fv\/w9eEfCyJ7i+XAviizjugwGS9IvXeTc0m7PL5jON7B8gWetykL\/k7J1LGuzAs985ZgfoS95JK22neBJ7kPsJxkbOF3R6gzApor8rSg7+UczJ4fm5E5mWRs4ff1IBbliliNzLJ3KpW1FQr7+HVQeoU8Lagcnzk0dR+jt9cHUlqNmvYYjepXLQBsu1WBqZZ+aWB+N2WkNO3wGOnVR4C26RpaiyBBEnK\/Jp23VdYjNaHcux7L5qZ03lZpWJAqUvMoc0sqayvcYyGsQ3ObuTXJ2MJ2kg\/hLavvv3FOIBD9rtljzcPnOdsg3MXSmhtgj51nbfn9toEFSY3HpQG2zj\/qq6kXmdf43pNc2pZszVkVh6DuPASyFXel37X+eL8vd2ve7Xt3pQG2zjnbcwyUWncvgmy9vRmrYL6HrILIUivk\/3ywWBqeH0yqrEfPvEpLNthCZYX2Wb0RS2dqfkHh8xadvcHOedRQRNkvHipTPWRuMq8JEhFG7PWcP2JVen8YyGV99BqrbDyp9XfZRuYygkD8tJeu0BaxOFTjpfMaxfGM6NwxWH7mcJ3jEL1sXmleMhATQq5Gopngyc8ertMZY1hROq\/yco3r4Zcw\/IhNkRmB2ao4\/qXHERWxo0KE7TdrC4fMl3PmVyRiceRM+rn+9lgsP4a9rlYcsF90MDuIBPwaB5aRJ8BfckAdagJ90EGRRzwtVqus+9c5IF3ZlQc3fsXBbFcJ+PUOLF0lwF91QO0qgb7BQUMVSQtml0nz6l\/7e+PYkkpYNTOPMDcfB7fS3IrkC1xIUd+UDVuhy9jCZ2lexsVGCQ3n03lbZaigVrcnWy5V9tN5W4UOAZWYCVSqahqzbi4q8PSB\/QTaaXNJ87Z01XzI0+x6QrZDSAd\/aovYstQInBd82BYQT8Rmbpg\/s1lryZH\/iM23sAowl1Bf0qph\/m4BrP1XiYBGkPRZW5Qm3Batmv\/oiuTTa67p2nQsX9f5nC1xZOkUAv1PC1ArBIA\/b8GKRvGH\/eEuzPmChcd2D01My\/wkbi5AQkbIW\/9+mfqLTPpPWbB+Yq1t\/sDmHM1upujpPf7+YMSgOaPImX8ntk6cee9CC6UCGVFXoWP+wpdQSJ\/N9QJ4lE76HexgcGS9lwfn8EHa8qbvyzLm32oOnXuwj3kB4DcUQPEalC2b39SsLbeQtyqECgWOdVHe2+a3FGLrJMC3KZBqjEZMlN\/WvK3kQG9PgSIGBq3mFRnzcQXTMgX7K4XpSDadCOmYTc18Yl60ngheXPjX4kaNWOVr3X20in276GM+SwkrUSZJQkLqE\/6EaCx7TStEQWmsSAteNC8owvFz802KfesnvTkqtR1f55ufS8E6tDL3m1emQOX59bOf9ziIYIRa6\/vNq1K1CEBifF7oh3pdAKJ\/E5+V0wa1VbX+pnlrCiTfzFsxvzWnlRg\/E27e6Ju3eaiN+KpWhyJzr\/mdVFcSRR4fiLy\/I12z3iXDP1Xav+uRiUtSI3inBBpnuCGSx2i6wDbZlYtH70p1EOrrACHLbVbQV65F3f7JnNTqHDUWcdb7tDfWD\/3YyjH0DUHSQCcIvunxg3lV1vwvz14sUI\/tE773AZeX8w1sYnv74JO+91cxxyRsBQ7zGd98eQ6rEEoC8t\/nkBrjt9v3F33zlTlcW2NPYWz9jzmU9hb21TmshDwyhUpqZD7re\/9nXlbsP3vQP1rjP3BS52p0MCSSU\/Yv+Ob\/zht3YIT5km\/+h99NDrbwcgLvv\/n7iBXuhTgSkXle4D0nmFcpwX5O1eS87Zu++XcBEapD31o\/af6bp9ANJNAp4mXzP4kMhdDpjLwy3iBuMhP50kzPpo95e+19nvkmEvIQxZtoRCjCByMuOmK9uVv4wKTYvNczX\/Ke5V5je79n\/nPgUJ12sA945gtYsoLURqL+C5zr9YvijdSwTw7wdMyXMuZHiEQ5cEcu5ZsvZ8yv62kWy0wOMRTbm7Lm5b4O3DlSsMgzr4wdxBLTJAxNrIif9\/Wl\/RYCv41iMF8NWG1Qsz9RdG\/Mml+L29INZqMqiAfznDdPCOCJGRhKb8TLBiNdKOatefNzwQN6tCavDBLtYtL65puB+Wl\/Di7Zr\/fmzUsdsGzZEh5szzhQdMXfCMzPuPJSd4eIAKqZtUrJiwLzMldSHU0OZsllpM9kzC+4AjHpZoMJPH21g6yPL7A16Vr4emD+FaGqswoP0cbnZQpgyS\/DP1nr8MiRETXlVRaqaXOqfM6hq\/dn3Z7w6bMZ83wHq1wQBptPZ7wfc5AWViT6\/lK9Pzqwu\/gXM96Pu0IlXsS2weyq6H4hY346eFZ0UZoh34H5T4FKB5tJvCtH5iVscr6C0eJsPQslv2lLaGAlPzKvy5i3WqCtflYsFQX\/ls9CQGCZYhS1ONLIyO5A72tK5\/\/9SHkLrUHYgO3PBpeo9BWfaK571+a5Pv7lIKrsb\/eRMUwUp+9g22etpx5O+mxm0wbHaxy4mR+ltvgqEyZfiqn4ymAmIs7W9VnP\/G8\/EnBHINrhl\/Pm\/6RghI9hPodBFtTfF8GUWL5bTz9uCwj+bDN5X8mb30kDwv6EyKFI1Ip5X9AbSBBxv9UliM6BETvnf+aIV8Ij7TEhzW3zeZeN+U2rL\/iuVU1L5PpkR8b7jgz61hU5hGo3vTNj\/msMt01a3YOo3zPvyqAKOQVjwZcHsixF1L5h+U+MrDI62F9FZSL\/5isZ87+9uECYEhd8NWN+2O\/ql5ZHaCgQXDbPWZu4KAvdWgCVJMh8+RGgrVzq68kMMqF6o2lv5F55FGqrV\/YH0FQb8EDd3sjD5WxxfYagdxCm82x8VHhYOm+rNFlhiFfaW8CLeMxRqK1+n6UkJDIHisi83feesgiy9ZAIQrjKiUisz+8y37YIsdW2hzohaxhjEQeO3ren8rbGzi7ThsxF54mBKqPgR3QEaCujyRT3eBV+eIbtLMnaChe2UVELn1x\/vLntMMxWvZegYY8TOv3WOAMzt5snHwLZij+4wyzK4fYJTVjg90Rs9lV23WkIFyX6fsMixFardd0lzI\/55g84rZQ9WvNv98zt86yt3LOAhM5NtxXmza9q8IBA1l5IJzNsMvPmwE5Lkcm2chazCsY8IGcMKIN3+d4LPeZWxVqkirIXe5Gaj\/PPoP6A+UUsCPHZw31W5R4jZzyvcfVcdGPXvM6zPXYgpRCFm2uSAOG\/cRURJSRpBxcDItmgftC8BbQJjIkCyb\/1duXyi1rm0\/4oXpcr5jcclmTf+agPkyhDTabOd2oqPzFnsuY93ojqBMPJqpZ4K\/aLHsIMD70Y8SYf28EViAko+jeuAGF\/GJfNGVoVxkG8VHizj91ypEYBJYu2Yw9l9zB\/pBUQbVWU2+bPdfhdrMUp583COnceLgZTYYS\/IDwXe+IT1kksgZMuYZVMQcP89RyBnFgLhodA8EnvfP8SUfJz52Dma7LmU96FMZZ+RfbO1t6UYxRY\/LeeUCq7vUhSsb87nmJnEISXAW57\/9mdPNYwgSLzcd\/7L96MGZagunDefAM9y4RA6F6Tc0mEHEIx3MZoUU4YSEPIj\/pD6uPLOWf1BcSX2bgUwRuyHJFxXrBX76OuFfSSHAdkyAHzLLMMeU542AR\/1o8G7D3EFOKTvFZ31B\/KcF\/ld3cYicag1zv1mqyfr+SYYgmKt1nt5qs58280V5jNpoNtwkeReWHe\/F2qYU1ulcGWN7NHxHG5C\/2qRMLp4vPJS7RK6Lty5i32jBJICaV5sA8PxCGamOfiMSdlEnEpXgqxZSh5Qca8IykRGIWcd+a8t6WhbMuf8sxvJ6B2n4AXUq9i+7IcOjguEVL0vDoy78mZ30ngHeRh1EBlMpxPJtBwZzyh5vty3t\/Iu+YUI1xHaf9dtY9h\/qx70bwog7OhN8tCPSfmPBpnYQJPlJqXBOYnMa5F\/vQFgjX0DJL+TgcL+6ify82nE96pXdQSRyXiHN\/7vaB37EsF7\/fNu4II6xoCDxV9wDe\/L9iPufv\/Qd+8O26l1HRYihpJjczI+1ywrTAh+32+eU+wzQqj3aYjDTTVnjD+f8XHuFjwcSEln\/DMhw63AfzxvPk6AoPZ596Tq1xkz+5JqeG4LpiiQePqZ1ADK+a5gbupwKm5K6iyG34sMD+akQ1nvLsbIvMHkczHS\/LmP\/lwG4yxchLwGzLmDx24zgrsIQcCfnOGoe0PsHykosVivpYzfwSFqesqEPZ+nzWHwYSz8eLA\/Ht8H2IV2JK7mHXmmznz575d2aw\/VQIyUg8dvCOKum1P4eY7xnPz6IephVojbMX8ld8b73AgyLlfGvdz8uavwc3ZNsKYvlvIegy8T1u7swBajufE+qwNti3bPqMUqwwr2S\/Nm\/+C67SPmZx8kvi5nvlqAnPfIH6eZ\/4nK9\/a1vDUvgEuVKJbhRU\/g33MEnNngogBsB+Jvcgio0p95OU9nvkKRbvdg+FsoQ382YaTWJc2ZDhvB7b3E5VQ6LyJeCPa5o+CfXANKoxtjYWssA8iqnHz+vw1\/\/8B+mJSUB2twl\/Rfi\/MTBO8kML\/dj28LWB9brv9k2zevCyIdBWX6B2WvpqVnvqCQTgv+4Zn3kHT4Rg8nbGAmIcpI4C+zxGNDtDE7D5s3BStMq+EBX3zZ+Cz2VL6gx5f9MxHIL3C1n9JSS8Bl1rQ\/mWagEpuWTRZ6gjDGjvpxE75V48v3GSPE6nLm\/+ZGo8j0Lb82rEFeEPej2QO8AXq3fMOLjGONwTeizL7CehSKe4V4lfM8zNzfxUfXUIBq\/LqyPn+mcGsxHzoEvBQ7jv0VrmIby\/8eH3g\/WTGWkj2iwElSmXUIP28Z97I2KS2lDdQxXT0pli9lChJ0\/AFz\/waDJRg20IRnf5HRUP0MvU17edjgwU7e13cZ315BhWQ9\/5AIdIUYRH22brPWTJ\/F3QHJco6e4ylZ168ZL6kSAUWY4B5EPgZhcedmdeiOBYgVSadVQbent7+\/BRElygvOhmE3j8NurgE8A\/jBjnzzJ8He92o2O+j1uzKbPdHsEMW5kcVuXLYcrCMeU\/E1jN\/cXzJXN7+BgGF7iqMwsoyL1syf6lNmhoz1D3gBWxkOmMyJ2IAMcCPaaWY3LKs+NcF5pMKdbIB6cQbGdyPZezgWlYkWhiCTF2T2BlckGX5U5md\/YioPx0y9HcQDgkAHNpv3x\/ARsBtzKBO311HkIIPBeYDTIzohb6++15ibzgHsf1hr6GetXzs62ddFVWLNWfAvCLQT8yUp100vozhDRz+p2CIbWWIanU67U158yAjBAHq+AJ+oEK\/EphfdtDY5Vf4S5fMHwfbqbuy7fhO7qtQN5l0iVAtUuZuTLyGAFVm72Bb+F1wVhhcIDYPk\/e78slMjD3xs7SjTwbmvYQpGKpcOlAMr82ZDzNgy+EW0z6ZmdflzBfjdSMd2vn\/78H+WJAnFoB5Z878RAbd059OxgxGykQKXrFk\/lcwI7g9xKqOd1hziujV+f4l9To3xb4yH8yZ\/41ClFDsOnu0LPBXLhE+i2s14ZNiNa9aMv\/nCEbt69VLmLE7Q06NRcn\/36RSEiq\/3DwnEwOb1s06ZX44A\/M1eKiyYV6zhJHWjaPeSB\/VIvOJnPnxzExGq\/01mUcsGKj8XM68OCNyGi9S4+cjJkXVRG4AJ9MrNj9Bx4CO4+74Da1d49M\/TpZa9Lsm2FH2u1yWrRzHooUTN2wLRSDR7hYWkZ+VNY1oeoMdxrliNJIrTBGVDEYNN4uKyXQnqSsrWcHkNKrx\/b5NNRyuHS2UFe4g\/saCar9kfG9\/noPrNCqNx+cHHNKIYy4LzvhXbWtmHeWHs0QVmy8Pop1hl9mY0geGBBEGejhchoaJywIEa7BzKV6FGfEsJuodk8syf6PxA7jjWM4WlLMy73L5aV9Vk80tEb4X1TuNX6lcTgDlPo5xchH0BDiGl7B2IldxJQEsVjw5mcZ3V+Oqp1KgxcqXYaycxw8k5GGrXp4AFiteEXUvJHrnShavOJxx\/qo0r8PYKvFX+jYAhopkCtHQspWJLBDDMP7FgpzKiXLilNEE9thWs2+VN2tsD\/fOoVTKOuh9cyh1cw5aWujiLQEyrvNk31FZmskA3xiYZQutYYmyOE9wDEDQhgor6UEs4jJ+sSA\/dmn4r94s6ztWXue4XtM1O\/rrTU4OUwMxgXsZySSvlnrxa0m+rZ0aoPlWP9\/XPtYc9K+duTcvvF4\/PYk+PtOQKuKNct5qxIfS\/AAT03ny8vq1g3YvpqDZGDoY1VRLxMZqLi7oXlwsyA\/Zx+h1aRf9gDZY7+p1suVovDPouk8XW9CJc+PxOfaKWKDxi5mPbabmfEiYZUcvrV6kDyTpJKYwB+8lhiALOdSwGCK+CK5wdod0z4HFce9SXPfyRbCte4Wjkr63zZUpGhVwFYf+xUu4x1ENuZFN\/2omiDBKu987IHZR100I8DU7OoFWijD0zLWpOXKMol+Zu8qqe8EvLBVqFZ5eqR4mZoQvRkUJq50sqK1O29WvRpfEpcSfxPtmStGKERuofJ6X8DC6NAOa1VRFtLLPHoLZIRL6riBGQzwi8PxDlQe4l3FV49cLndL6lv0RFOMyDX3bkWYxqba58cW6UavF0jqe4Hob\/M19QhCDiKim7q+ozyNt7Z7KoI1XuWejUAvpwaRqhYyRQRzCP0WLFy9x1sCqkUFQ0nQw4xfkt+TLVX2v1ZQrqZyQXmJCUrbZ\/CNMHwi8o+UVCtliGEoC1d5w34y3QJQQUjpcCzZWQ3kpjM6NvulbLnTktTLp6Yg5OKflw5aWhRoVyoSUSDKlIfKIx2W8GeXlfrQjSx02ftSyZKGlrWyW1ysFYYR8bN+49J0kPZe+i7Tv0neTDlxaPryfcWn59n5WfhV7rV1oyYvOuZp9IzVfrDVLZ+7ZaOqL8EspElLE+Xo7VWmCZx9jb9hFy8jGrkESMUpmnl89HDmJrH3hXXB5iaR8HA4dqehYlKooER1v\/ag96vt7FkgVBMplhBKyfr0rmzYKJjFU7Ze7qbkDwYyBpI+OstsHJjRAFPZn2L1cOiSsst\/FOzLZBWylhWLjbd4Ou8xClQZKwi7CjIgMxabUbJQKnUqDf+S8Vm3D\/nCu36oVSpX1pvuJ8eAIHgifCapPO0kRmA7os8jJzlgPt0f8S+CfY2uYDDFW1bJX0BcYFebpTn9vPGSNJfAvHx5bJ92BzIJd9N5CpdK800J0pHoED73FBi2lpiOjMDn3u0nGvv3n2Z9+81f19b+gbhVUptlZV3YsUmfxLPTpYz0TRdrF4Bc6d8Yj3CzEg8Nl1OMxrYUKVmrFypm+Hvd5OKukQ\/khyVnFJ8Hlpg1ExVOJAqjw8OT3I3n6jY16UaldnLzWnOELJAeLJO\/Ou\/gS3dssji6aVXb9oKTOXcrl81GecuO5O9wUouUTdgghSOfXF\/xcF\/d9QpZNzcNNH3RroCHj7xNTF5suwMl4oIQoT8cam89Esr92MJbreKwm2x\/1kkyuLhgk2se6MyeQWJkk0yps2I\/SdJpr8s6swLdioF+3H9QINhoulXHVJLuVQLPhmWpLfszbfewmp\/lioXTGAfIK0O99LIWVjvYixVttOw3LWCzn3J0E1UuMfpfjltbcRYoYpLvrooD0r1IQclxNamOECSuAhakmFpodRE3bzOZztt8y+osA5OJ9DVQ8XgDcwvzIi1TqARFJvy5RRJmYPqGp9H7xnAyLZqGwQkksosjJBZlsEv6mU40iDFRL4XgeOA6VVigCSTBC\/FZ1Q4OeC6k6ckSSHD3YGs\/PmGBzAWLuTG2Ch7+L4SWbiXyfwX2ewp8D5dMODVk4Qei+sBF\/5iJjP1Ixb5W1gJb9qEX8abPcItRa1PlFYGyCLy2CE2N7ebMaVotqqNmvd7CIC2RW4s99nEw+vnHK\/bQEokpXSsTW4TFftlhHez9S6fJ5JUvH8biuOFLteHRXFpttNgntMGHhVQ7oWibwqx1ce0yg1zio7SABX6s\/qdtgbbXlFftOtSL9XWdZqZ\/zoM18lq6vV+ffV7lBPqISZ26UkoSRN0lRknuYfmYk+RrKzZqNvzpyi+aUjE612ZDub51\/ruThWuq+nPKI2uFvozwKAyb18ZTbmpuVdrtaRuq2wvvqxWZti2VozGPW72Nw1BVj57GYN1thhf5qoC3DEazjtGA8Lqw1ZQ4YO30rgsfrp0jk2yT2OyhP0Lz7NIkFPfHerVYzrMoYyD0JdTjPPbnd7OjoSD+l3pSU\/ale+bInafn8ybcdAxcOfLuDp1Dc7kDqf2jjOxYg0uzOGILtJxvUXfGyFi8mOe6cK5AXphRIukqFctEiF1wZUDjyKfaWGCK1AW3PdQl1KnLG5tQgldnKiG\/pgSU4U92+mG4XyioU0F9yt858KSddOQXYEfRt2b3kDlccu6NZCuVLQfmQ9SpUEvSDHgTPv+UEavmsbcvlqZhC+HIQHiqtUPTQaOSyTGfKbiwuOLVTuF7pcB2uUqF8jnAWl5jXZIxvQ+KFOKBY47g+hfHVYDymRnWmXxJhZ2enasDhqmLuxnXMy7IQm6aC2vt6TR0DxjyYwXjQe+out1AX2OrByBoF9CEGzGtpYKdp+UjdjlQwwWpNv\/Njv4\/G01vfkDV8aFJpIgxJjfD1jPDYOhUqzJkWAZTOC3ro2hrbOaFaCtUbQXWkvELhHM3EFchk2qrCSjsE330NxKi\/xNMhS5\/wzjt7S9JZqrxC4bwzAZrfgLuL9bBjRl31Zuynjd5EjdRMlmkazDDRphp0f2vGZC6MZ\/bQ9W0Zk90\/iDhcldzbMyZnUXeS6r43k3Qt\/qq9o3EzxoAxT7Ikhsu8tJ6gxMDhzBEaIG7RcPTL6St9yS1A4Zoa\/KbTrsjTc\/VaGFsjjqQIERkv\/hTjAv9dRYvQ3REUdCAx9+lOhfJwYTxOG+TldHymETyyxgvkcxQMrSinZ4\/3twf9VQ6wxE5uWPbi\/KWaN5KG74GlcsckPozPlo6vZ7Jz42IxRPAQO5FfbeDeVNkNq7Wa3QNtQXB00yFKn+q0gFXpQot+Jh6VW3LvRz5QvpuawaoLhv1z3R0C0WqgimdXFql6IwbuAs6y8GvF8n1kOeLrJWbnYAhizmkXvseRmei0ueZVaWu91A8ga2me5W3weioePrgi88GMWUpTuQwmOsU8xhnZHZwzH8qYEz0XcLCdEdtNkWtb+hm5HmjTbEMzRmczb\/DsBz1tjiWyOxx3XRnR0QVUHaHYLBWb+gusOnU8PHZ0+yGwagMTqFGqbMnHZAEEaqCoLZtJnL5stV7QD3zlZPJ45hf6aB0aPysHxSB3UzS74nkDd01KPlzuoJ\/MeH7rEF\/QBhyy9eWGxsSBPpEx+BbokvHQfJjZjzgjSup\/lFkbaogfLnOkNjngWFlLPoJ2iJihnRjwcSbtUHf8VbQmU66sFjb0J2+NfqNJxuxVG60NAflhpYb1SiqopnrwgwMESDr22E3kSQzzojyDME2jH7hi2WbkCXP6E0kEoRIoN9aQAR\/BhjFS4NkxIaO2RoyJiKVUjczHULiNw5wiHusGBJ+O0BR3mqmmpmJx4iBhJtLyKZpbh4wg10NV7khN48vHoFB6Ki8GScLtlZ+hFknyrPNYkYt+iFC9idO8VW6eFcPOlORzyzw9EcitShlFQfwTgF\/oYJKvY67qZ0MLqJxwy34lSYrxrzYw2KWnjTTcfeBLJyg+76P2WbwzSlHIGxqaImk\/d4WJLBnfNqsn21F2oi\/ioHPQ+ja9SSAarivI3eRvIEbkAr2tM3i2bNmsUBRpW95acdnsWa0rM0RYI3klwDIun3xhz4QV8SM7uhzn67KMm+KYFSgQS17EUEtdmIFUloEIH52nnu7Myo5c2hWhYXLHNsHAZugVvHCSjgHKtw4KRjS+pdDH4VkjFiGaWj7cqmw2iQ9B2k1wuk8ZoPGXJw7k+JTub0AN7eBzrF05zgCYsZRF5vMZz63afq+pMErRtR37LQKYmt9DCgEusb1hJB3YY5Ihk+3Jd00x54l3zl+mMVd0cIjCUruqP2xtSi0RB8\/93rNfCmVrDU4XNonGuzoZubXJM3s61PnJqYd\/j4Dyrfs66wpcWpOteTlU8InwbFWd+JUzTfkKG6mT7Y1QIKeKBf3l8suI6FTZ8ZRvlyd06rUy8K5W104X6myp+nPXptwulDZquru634dk8iXrJ1kcwwqAIAbg+6h3mokBRJsqSkI2htSc75irSqCG0FplNH\/LgH3cft0tLiwjx3EhhhQPNQQKJmu8ECG3959abqJVJejZBnI2cUCmyW7bsgXYkI7dL8JJf8fVi3dWW5EWvkih2PVCADptSJKlR6\/bBxw12SDiN9kIBphTuFIiJPH3aThgGrl3PchlivMGRFslKGBleKMxz3hJ5AZrCxYpywJLw8gGj\/wTQ5KK5nmQEUn8DZqz5sQxJGAzymWv5D4i52kw4vlZs9xbBL0AchdBwnk05QuhvDd+YIQ9iLeYdJZlqUTwgiNyjgljaE7Yw3QkPwKRlV+HWZX7NTWIbu7WKGdpLJXnFpIU2IF5iwQITZ6U6lg5QBGZhR3GsStmj5cwMIb46ibExyoBnjjFpDLhcdwwgXynmGJT059L99odWUb+4Wq+LTa2GGM6Xey4ZfxqvcVeUu1QxVTuTdLzXzGQmrho0hL9PlBpY7Zo\/GLmyxZEeIke6nxu1GUiJhbfS4Ld+1R2uwAMziaYK4rFzw\/mPXQAm3sNBk8CkrtyelNe0CK2SUFy2YYQLftth4g3x\/VyRx4vZ3D4inx2llypEUcEP4F2uX2JWq8P1Dchn09o0+XGRtRRb4rVxsDllGmE7rEreTjo4nJiIpTiAwXOHZQwseC6LgVfxP6yFcSAmP8GRUGrGP+xc8oaYGe1wuE5rENVcz9+XQJJD7zfjbAUtc73y6WKuI4MyI4xNfBQbz+G+8h7Qf37PizNQd7ISoai2TR5iZMPj32XYvnoOxkn5vgxcaKFt5hXLHlJDGDZO8kKmnZtBbfmduVXW2MUbTBwbibFSbeeufFQhWosBRf6iSUtJxQ3zcdi35BeQpWONqbD6ij5VdKrhhzwqykr0\/EojnfdHL82ax4902Q8+ToVly3CNlXRvjxnLl+Em5dkzdWLINUS9HGNSllByTJfC8wVh0ZjD2bmo71S68uLfp2xzCOTeG0CKl4q7KvLvWyuU2CLmdrGU23LdC6b22CBlbaIvr3rk+xcOl+a9W5YpDSEpRp\/e9giPAnZ3bwIp\/4ZtXBvuTCHdLRKJQno9QThY7sqaORVXl6RNbfOIdqAetvm4QmwtSfr9eVZ84gEFIoqMa\/MmkfqayP9GhNoPPOYQlzBtkGXWXWrboeXlGrH8+86r6JcedivyW6ttgmJSwQckJ8CafgbGO52AiOqDiSTgtiQOsBs0pslVqxFPQhiRuxa3pUYJas9Wf5UnMp1npbco8bNGTljb9GxnX8DHnvZqbiyXtSj0zOV++KP47Irn2lg787tTdH93r3F5r1bduB+K7ybR4C1Jdc8iOOTyzCNDis0n+9fEttKPhsB0Qp1fb06a\/x1iJ4Ohfd+5kCvXOnX75g9f2ERYY4u\/AywXAepYra22ApcLUZLP1VpK\/crpJTMCkebolrtsbkCgjorm9HbjZBBpFzNUrN131Z5Q7as2DWxlWVLUdT7Nt\/vbaCWqoLPT0DFSwkw2B3Eb3RkItvR69inkqq2YpVZulx2DAeNEVh4voLZZF+G8k857kTTnQ1N+fF1rfktWFuQecBdpcru2dce2JL6gqgDrynPJ\/WrclNp3d6miu9bpWHiM1xAj8h58Yn48FfMFfIrTGlKpE5qD5t2Q1YGnEIW3WvsuOU6KqAS3kM+Q3dMKSB8byrOxw4oqCERKH65OW0xLB3o2Lx40GKoxqQFi6Rkjh1f9pjx5RZrnnV8O8ygmItLm5Aj90mRVXfLlfXYdx8a2sM3lWuujmxk1Nd8WTSXrtnANlqz8p2pjw9QMH52x57dfhtSq+WKtDbe6ep4dlkIc3CILaQKV37veu8wRotpXV9NarNL0pwT9dJwsHOeGCd18tComgGs4aH9UO\/cgsW9WJnso36HiWfR4v1dYKnK0b5+EZOU69fbG8+iyXjmsn5EYMKlY+2SNLazmR3bnKv1rRAwz1a1VePteTxyZRnXrMjmOSG2Nav2zDs9k036DOebS0Eb2t71I+Wrco2MXQw7ZzzZH2Ox73COLhIJPTPVKHFbYAjcIkwxIXrTvn35LobL5oZrRTTgGCKk8P8LIaCyGuUQMYKX+pCzCKc+4E9hOG+yVMah7CKlPfxwS76ftdUbtjndDSLZ+CHFeFjFcSYUAQcSf+ZazAdC7l6mq2ORD2CpaRjJOkbGshXRBemPD9juVMJsR1Gy\/vPsITARtLBKCKTedjcSc0+4UJbaTloi8\/ashziy8anMJs4HKhzX2t3bMO0K0W+9C+LBUXUCZSBiztjBo8rHbAja2Xuyxhv1H0gy\/hGZKotMBaRi6QOC7A2idVuzOmr0Hzg0BISwlxD3XlzCQRyzm8m8tOR1ErDmq3NwPDPMSiQ57cU73G1MXriAB+qiGE8KnJnswUjzIbYdUdol1Q4o42hRiXgLSkTv2TWYKJdXvzuMW8C6KE7TGjHYwxX5lu0lH8Zt2jrEXXQ0UKnVlJCseGLIWXXXtUEuGUapPxxy6FYVSC6BEFhSSH5xTls6VBNUGxx7s3OrJBSKzbZNEsOr16uc30vGX2zKktJ3NODMRLHAMPmw0DnmVD5nx0YbyzY6PJTJ4ShNPpnMCo6UsJjjBImjWSx0Frt5X9b4R8EhaA4i82EiDmn0GcQe5ZvgD7YX5TBeClWiHPJT1n6k9RNlHcRDs98YZ7qOdi0UHUNomFDkkDoiIvNR3PAFInUP4RBvvkdlJR5osa0KLy1K1kGORgm\/IvORrJenjOBuJC+OsdZFENBcMJxtkx2xY\/P+pnjb8xiw+LvihPV7JaKMSABNCjBmiBsYC7bscIBnU3buSvISgR9XWx2ca3WHVNvRCCUhYiWeFs5K9tf7WM\/b\/e4MGUGhVCRqrgFwUyyUziQ5LxwQe9tkkw9lcNjMnKdVKMB6tG5AuUDUUYODYaXTqTbWNKTJsU6l3SGVKfflOG2VWJjYrylMQexQlPXnKji9CzsV8QU8PQKSwDsZfwNDCTYKi\/2nxLq0jDx4kcpjmIBWzJMTzgkz3FA5epT4bA89JiaO9WuzFyBE7Zs3o7L2mYy+eQvBqyhevWbbWxpv07d8Eo4NYLnXx6aK776eQOGhA9XciMxvZL0VK0exiRGZt2a9k7N4X2xaSY7M27LeKbqaKrWXqWDGddattmO5X74Ab8UbS1XkMKUfr1ioduhmQrxoiI3EFRwNZZExNpcrJ+Tmy4dDnax31U5KXj+OP35hQTI\/kTXXoADPym1iGHztHsbiKiGEkAllOXnmupRyjpV8ZN6f9a6fIepOdj+QNTdINkxY\/cGsuTGZuYLuuSG037Q7Rnybow6VXVsc7L1EcD+dxa2OhxfOTYGCYi0Lxe\/IerdcGBxjD7wr6926M5Sfx4OXK+bh2hVY5OSs2oO7jzgOsxgfKezvzHqP7LoV5wj8ZNY8qn+sSfDurPfoLm1hl3TivlokWJN6dHubrWILUygi5PFJtkw8zCRoo7Q+JibCLftPZc3jEHpO8dzrzMLBObu\/6ZnHI6bpZf2ZrHnCSPAy\/5WLO8qnyHwz7z0RSo9dvp\/NmqckEunGVBn2xbsraXM2DDhqJd3rjsajS7LKNmKQNZDKUB+w9zCYyLIJc7JBiXRyEMWYbGUcj225aColekPiFQFKh3XIWUB3snfPQX96KXX2tuDpNjrEklFOWy17kCyXw9c03HEYg8FowFYUz61BrxBIRGHCnscOtB1j\/yJ7mZRaAqNkhfje9hCtsSpeuNuoUFRWNvBSYBX89z0WKYrIenki7e6+yBJmqL17we43A97GjVdzwV77QBTwSYFrNpiREmbmTYaOimIsZ\/GD5MpInsh8N5q10VJMTi8E2qE2A9ufaON8BGhjg6q4w\/X5nRM2tzkJNBBNQCU6lwak0KffGjPWYjgbT3ByQZFtMbmIhNyH50S4a8fvRyAmBTq4M4hKojI4K5EWiYXseIIFl6o7mmP5elbMduiIFQeNg5Iu6eJ03O3tQCUH+gvNdxYn4iugmEH81HyV+ZzEHZtvEIOZxCuvlQbbGz\/ma+wZLfD3CxGc71ALOXIBJETKxBsYSWIqykTjP2mm9di3gNC9kiQBAVRAmIBWzBPRySSYYBkeO\/wo2h9oMSN8zGgudebBwNM1Fuc\/l\/WyAyFVxnfsmvw8YUHBEOoicsAvZM1tKrbmpZ6Xk1SxG7Hd2B3kVln\/3aHb+PLdnR1oNRmzFMkpUIhLZUuW43xHhvl95kScL2H0QoGCi2ZlInxjfFlzUpNumRDE1uxqEkq6zHbc6l4aMp0ALo8WVqrc\/PpS1rtCxmNHMl+HX86aK3fBtGmDNAzjKsVeRbpZ2phVl5oHs0j4M9oZsmkTYxdbDg5frRVF2aluvQbx5BiA3W6ICTjcGPVkL9k5b56b865TULufAl2\/Hcse6pMw8TSWz1DeDUfM3fFg3tyo\/RSZ3p09vE6CZqsQbId+k5ZViDuPp8q3lwTmYRPxly+NdgpMLuqSajcnvzmicigehajIW\/DHZpfkWwDVEdZId1iDJEbw8J3hYLItH3VN9oJ2\/xx\/I\/PavPdIqIOTTm2hYGX6n0eAHz+h3Z+w4cKkkp1LkD1aFkWHxRPJyieAR6B6hH4SrCU2iHPE0Jigb\/je4+iWuu0+GKf9XjJHH8mbx+s4lXgd5nNy5gnjRUMmMq\/KmCdVjqHNhhTczB\/SuIdLkjt4voi3hSW1NZZqa1tYZJ6f8zJye7Qg36hLdU3o6BxcRi7id8JBWR7s7pb2DiSuuzJHhS70POtk5Yzfs78K26CYZYtNqn5kVTBlbNoto6zNVRkkCxn5h9e5HcEeFfSj8MxCZw+hFBBd5Le7HMsi1bB4fcDSn+7sXaILb2lyFLZ8XOU1BiRic2JyPHxFxqfTY\/xiu9AorbOPosdMAw\/AXYEJiZHrlXNOSXd34yXr50eMN2YH\/XvKfVEzMMQxLTIvyHmBZItCnFTLbEuqpeQ0FjFkJ8dBc9JcSXxhzuTllbp6n5MdhRi\/0KjWxU3e4qGbv9nkAEKi915StSwS6RPdJr1uI6beNC5UPC9mFmM7UGor0FwnF9sq+ouZZrXWLIi54YWdtmWRX6hVC+LF2Cs0JDIcEbflZzH1Gke2rteDcumLi3l7EV8uLJJbkjsbW+6u43K1sQlGqXVCmb9ardTKW4C0kxXOCZLMSc4nWlvtivy+36l44JfVCw1ScrdJKEwqy0+jys2PK06HW+2Nhrx0lZRdKVfu9FSkAl3a+VXQI+iu5vxEf2VZ7tKXztjCaw4B5XJRvSJvE9BKRnFtzMV238YT59y87FtzM2GiZVs2zbbcAtvyabYtxcNfdsM8ccwwV44O8+ShkSjw1CHgkeFdFg+vMLLXUox\/zUPco1zhvIaF4nIEXLp6Js4xeQbzfewucPZMtn9xMmXXRR1a0Ctz+KzuJqN5NSIfuS9TWcjHPY440NSh7MAW9JqcWZaOhdcW8gbPnBixjFQXFqRjC+dEfoUjpRTkjTm26qle+rWAN+fMKdQz7oBmH8zJVxLkokIvxGsanUu1fRvnvEMOOGzuway54llRm9PXwb78Gkdc6005c2U0\/\/WmeBxvzZmrzruIVQej5nxc8PacuXqhoCXH0X0Upi3\/eM5cU0l4hmOE2sQKMNfIK0vJvbeNokyhy3qsymZts2JfkLE3cvSmXkv1WlCuitIglUlewM42kBjNkckRrgi3OmhDMvkks9VsJ1WW1toVFk5bC8gvp\/PpiicKGntZUWE\/SS88TtllUF0Vai6jVaPQluTl0Ks\/SLxVazbP6MXHKxqVNfCSurIKFe2NzrrUvCqWXNJXz7mD1usnmYRVr8gZ+aalAxem5w7EitQT8UQL1mMJ9OX6CNLsLlG9C015js3jDEDcu1R1XB+twqaem78Fs8qsq6iCiLMfFSFB4nWjVVkekvZFVKguxAkVRJhEAA\/NO+eWAjUvY5lpqhOfbgnI76pR0e9VpUggue5Qbx1Ce4C9omd+WujOwfBmFsD21CxvshYTtKxK\/0DySU\/WbbEea5nxe7O4JDZGWfaFQUm3+RZG2gQ3JRAz3mXgY\/dgtje2x4P+JNnwqrodq985X7S0xQKDixKX7YylUIOnIxJay7wB7g3EYmpOZUYYaiMuUwxW9foLbx+6S7VyyN3aKlBgf+FapF7euNd2GGBoKWdIKq3648WasufQmgxmgv+lOZM5vbDykYXheHw+\/sCZ3Jeaaxgfn9tdzKunNQsgX2VLSrpiN9LEfJi5XajWmr8WjNRVRvZNkPO2owvaAzSGaY1DlzHeBVSOVn8\/Daz2zFuQz8m8m01BSiSQ5XEmrZio+RAEF2IRarHI9PDqISp22mEILnsD4s4ybJ9JTq4WIUy72CnO7GYHIZwtL9vvmgCvoDu9F1BG1w0CIqofabkglMr9G68HoOMmx4eIxc34Zbn50g37+n1OCQ8ofSOGJxzEmU6\/sRBYWU21qtojOQsXFAA484hrSGebQg8c9qihLsN7U6phXqFCqUziviApg4R5nNcRjZDopVC+AGbM9QV58aPUbFVEbPXNg3h\/J8spyeKrn3LfuLM+f8UxsG8bZgQLMW+r8VV\/apZcLlwvtJKcNTlcZglt3dRfS162qa3YnDlhf+E+ya+4fGzbnJy\/kul+zN6ZNPbX7JN3Oy\/XrHtf8woMm9TbmVfWiMQzNrmla5f0VWKm6EXiFPDqOTC5hXqNomVP4WCJjVEGfS27ZCPkjEBi89fF0j23brxdUdI2s2y8uIICVJKMHw\/WzA3YxXo6h\/EbCO9HNjWlrT\/AzMZ1O7KkWrHO12I2ggSnwby1O6hnbX5GgAqrcDABTFTEQXd4PC6GcT5dgJy+HTIOLdIz6Sqptm5nSerR+h20Pp+uDgyMi0OBiWks+0qg+TBNDyE0HzncNN1OmWU+SrOZsORDD1l3Uyv63iQGEPVntRUWO5PFOHGpTx4ttnN1mEKGJ0MOiUSjfwU\/aNiacMz0Z76QjB6BAgpJMlIFBZA3suqjgsuHtk2kyo8UkwWbT4HafnLOAV65ZHybtOT4fc10ZPzfj+miOYvq07Bj3o8cg0yJ+4it0BM10ptfBvXjNJpENErQ6+OzU5DRhINmLXLzmZzJ2aQryB\/txRFHvMl8Fk5O2OPkZnpcHJkvHEtci3poG1QPcmvmGsHTpWjfWSbrp15VDvSNZBKZ49GxDzJpfbSo6NgvQsxD1qtQSVTthKz5PJwfu\/JIBuGX0MDEoWbdiy32INmU6P1spUjfBsO13dS16A2aojx8+xpFF+NH3gWBhAs6KbvGk\/cc5OvUrFp3HbvQ7lRLOggvRCfagfmNwiaPoBA6+3tdvsyTXb+Tv7n1u\/ibX7+bv0vr8gWe5fWn8ffEuhxgtkitJHfBT642myhFUqfwAlAKIcnLpM7l6wK9AkXB48qFq+RX6VtrV2\/I32uwgDZ4Xlur8ve6ssCuL3f4e0NZRnzjanVtQ3HcRKpUaLkBPKzO0QPPm3EheNwiTuKtetD5cNkbVBU\/IqzbyX6kUPUoplvwPPoe\/txWXpXWjykUi0LmY927I4\/T09XHt2UAT3Cu5xPFo+X5JHc2+2T0OI+nhIW6VPu2M0Wh89txfHjcHiqD7pDB3CmAu2Rwd9ftOyBPLZal4GnFsszM08OWeizPUBKeeVYf39Gqljp2wN8ZNjfa+kLId1XrMp7vdtvF99QKxYqM63vjt9m+r7jR6ShfCvaFIlJFod9d5We\/7sSTVyZteYiDfW+ngLtEerW50bG41jBP8aF0JtfVCSdR1aCIVfmna5U1+1rXGfHeZCg12draY4wk84Ox3DUwdnncXWi19C6k7fPWYvyhupIYxLUK8w8NwvyysyOqjVVBUHGjXXUzvYbIVnHBLJ51DtdtqhpWCu2SvCZzOv3S1am53D8cM2Cj3kiE9tEcYnFu5TDdVq7KdyyaSsNjy83ShpBE+nExx54sLe3u\/hQ7E9\/m+Hq7PBErofMOtkah4k5cS+n1qYh+CKaY4qe39bNrz+ARI34macGtVH1Hxx1ufE+HeE1RhayQzKtXWq+UzhSb8gq6L59vKFVUtAOMFBGtDERvOEqycTrVJhfDxDQT9uYTMViKJ9z2uRzXOBGW2s2ao4RIDnMtqcvCVrWR0HU5VPO4kgfSrFJ5lYiV7fXqTrtSkV5JX8N8F5sWfq2MgOd1wj8Lul4I5HmDPG2fNyolMbNuogupTvJhgpbnzfJ0qG4RrhFYIFlEZ+tCPlNrymzV6oX2PRvaom7fMSSFnNV1PE2tXa4WbOVWkrrHCpYl72SoF5RJXbGgyx4xV0mPdFPyqDJL0MEeU6m31lGy0uPjVyt6e+gJKDK7wp\/IOqq0qyWST7J3O2yrb4+X3V0iz2pMknlaGCu270TZMDn21bbvQuVU2kn2u2kp7P5eGR\/P78Nk0zhdWyQNKd66g0wYZ+4k04kzd5HZiDN3k9mMM08lo6IqmaeRuVcySuN9yRZwv2wmdur+0Xyr+X5Zv25pk\/3HMo1EuC2vfgD\/YE21ylb90Gfl8VajXmnYx3yT7z95iX\/NZkphn\/1UNt1vsOmmiyrA2WeD2OvbFTixBL1CVbe\/eNo7cm4UlCQ02HLfkDd+2F4TsTblatiqycehhDVeeXzMB+dZgkSGSqI9jGvmLTTzS8d+056IgdWQRi76b3Waye1+TxMCkRIAfgH1WnCfkEs5CdmFEGhEuZhNksWNXHAggoF4kJLmFNZWLEynYn0JbMXLLvQgBpYafSabih0jfsw+CS\/2PPyqTmlgS+L3xjJHcGH2zATd8\/POBzHPY0IWqkVMXWpWX8Qxz5HyCoVMrd+NgQzT4XsB+Na7HCOmftsgrh5Lwl66XK85rKchtEgR8GIIqHBUqG6viz714zwN5IbSy6kTua8eR+Zlec+vJDUcmFbqMdjKI+S0tCcHLKsilVb65Egr1VBQQ0ekz1fQKClCqJWLr4SLw657l7xP6fw4M6iQ1coKSZ9t4KqHuLaVjipTbwNtw9NPbmwEyU2xDHtBZ6vQElMl22zouxxML7mc7O1hYbNCOl+Q8qXQSrN1V0IY2Qep1WWq7Ix0pK+Ca9arLPz6N0KAdVChAHNBzQbv0CnqKkvOBdOS9dJqo9N0u\/ZQM81G2Wb8BVrsnGWI2Awl5nU5bpz7zLjm\/DjXYHZgJE4VGfMqgpOlhzjQZb1NNOQiwiRTKYFDHzWSOupu2vPLXUPUhkPYqpy3yWHxQ5+MZ3aTEb6GGKi+5Rl\/RV2h6JcmXggDNLUqR4U6Vs\/xwl+oj7Sdt+G4mbR8HYtiXu4W4jlO+62ehQ\/UPE+z1y9UPJN8vr0jWOZ8L25UayIJW7oDAvB0b+bki63dxjYBHovJdm7JeiPy24L14uSE8tuDaFJ14BA9F+kRXUN8h4QnxgRP30LoyUZ05J7qHEPRXSHqCH5EWUJIVMLuxf4iiiMtvEJ5k3NWpXYOlau8czwxJeiCCopAtMfEgcybIVtmXULCEdFgb7Fpef4Din4QN3J4RKH8Bkt5O03mW2B6EsVugBic8JpE0VVjD5S3lM+bj9F1dzIh9mjeRas9cR3Nu9m1Joh6ZN6D0KoUmfciQe7OJMGC4bB70bwvb3IWpK6p0Gs+QGjd3toxH8ybpf3ulO2QEEfeLO\/Qv\/lw3jsRE6Gt3LicZ67kJ\/GA5HRj2fNnSeWyc\/pl71E\/n0TmaLFz8rNaxWVyBR3qnAC9MohwyC0zDmQKqkg66xzDsMeiXaqNrc2qfobTb2LLtI+AcePFkt2ylr41SzLxe6SpHTljdaP7QoPvdt9At2MSmUXCjL88c7S9gwnqJXjeyRyNZ3v9aU0+iIi2CPrEwxlIPHrzdmZMYaFqnQcD4h8XWe8LNXICSirkJ8PupaiJ0YLSWEoyjmfL6yITc8pSMyGovChG47dEZP4hFVdFov4hFUOVrljg5i0y3YuDyPwAVSf9fo\/5JxxuWd4Zy00gxhFokRtDxiLqSD8ipjGmjmMya14EIAnI\/r8UgeORG39p5vC\/n1EtTNuhIQe7HCWF8bAzM7mfZNPZZDoYUy7JyLi81MSRv1MGulTStTcnIcBSiCbjmZwsxK8y3Ufa39GKa9aACep2nc7b5RZkbs5nLI+DYa82Hk\/YBUUr9fWX+Ba5fVwlV8Y+dxD1myMVKgHkSqiFeb\/+Dtn0bdkvYH7uxPkWyq\/ACaf93BNKKeP57Kmk24dvK\/kZjNQe9gkbEczWH9mIb+31AMoMpIGx3U4h88HYx3oNTBFkaqjKmEZVUcaXa+kIisgNTz9dg75nUumjMO5AL41yKIhQwmd096g6avQfOMsJ31hexMvAGD0FqfaaxHttuglzJIAHMRIttkAyn4AZcTZV55MehhHj16\/bb0q5TFxB1oiXnRGygwcjsQmgZH+gilM+84Pa7PV35fegNtXSXTbZ47HYYnSwRXVBswhDUju0p8HJt9km42gW6WuP5PwH7OEsvQ5m3eFgR0YdzabyM2gAsxeOdEUYO+\/lEuyr4gvpB2z7cQeMXSaNqfJ3u\/sDZFDtLKiIzKfyXiaFE8gn8l4WqRNcEt7csT\/3BxmuD8WABAlyz+d80ELAKe9fJRk73lB6SVdWAMVSN07bqralwqKkxa4CG5KhTSSFtoxoLea6NowBcW3zGbZ4rWo+F9dRczeWWuOxSHp9fflFrH5vXgUsiPOFgeOXFzF0qeJHri1B7bwXCHO0EdIb6fvImwmP8XQZgfk0jaaOss+zSPoW\/RfZcfTqaodWiVMmaRbPZ0ViHSLYovWsc2Lmb6hrAIin2NxuD\/UlDpHkgk6TgOMWcZJ19G6Z0BPAzAJwXjkrhg6+UPxiREfWIhuweAt1YlF2xRLOJHbSKXB6Ngd6EulJ5X3ruaQgakWlkKPkB6JBrf35VeQRQbM3AYJZ\/yL+PHsxdj1KRC5gFuSOQlY+b1RiS4vM15FzybX7EcuQkEPey9t6T7sbV2Ip7q1DHWmBQp+5pPahX0pqMCOk\/e70XHQ6UkYnZHYot8i\/ZdOpVjncOH6zAJEYAZJh7tth6+9y+YOoc0lPiNgARETiN1Oeu+TpSwElcJTQ3WAXAbCbGidFcl3fyloeeTzY3+9iD0PFaoIDYkddJQ25Vg7K\/Vk6LPfjD64EharFr8XYCIzQxQKWkDnRI+YFnDodqdaROiZ9DOkcAcRPAtyY8XpZr1oOAR5tPw+S4OnNr4Z5EaTtQJuMXK5+rHiubZ3hw7O2BrFVDsE7lz\/SKnc8nbyRcqNzTfEPd6Z9+NIrzOosXrlDALIXMrwdS5h53pIX7OhWqLObSdVXUcpahO6X0nxv32ImHrIkH5plY5p2nN9qGfSk0kZov\/VgOqyxDqun1dQojCeBYfxuzmotQLzyTkFzW+E9G8T9AcLgBNhqtjkJq0rdjAWDWr3NrM2q4Z1bLZQqRIXOUF\/x5hNASb4audVat578UgKvbOIZ2lLgywm8UAZH0ueJNDwhcIVgM6PSiATVNVRxMh5qcpZwamGw89Z6BXMOT\/V2xWJJjTM2zvrUa7xyXtRu4pBW5v1clRS504V50dXzovICumvSBQllnHfNoTAGbOrjX3cfBzEbxcpWZ32jXmwUqgK8PgYmvd0QQ3RObhSGlNbnxTetNZtrUEfojiCtRnBszYfFBYU2prSCbnagOktKAbfEgGZxPnhbdKsrCs\/ch0vF+Bz84SXpYb3Zrt4vvrXQTGAcUGpkjyRsgxhsYLLrRQpAjxLea+rRrhfETMI5gvM2ByJCLAx7jMtu1JhCB3tsQy6OdAprTGIys49LgOlZeLwVYc4LaokkPuH+pnwtpZB6M5PDvjMdRFAII\/ukxTVX1m3T7iIvQX9pHKuK2TuVb01TMtA0wT6Wa6oQJRQryoFA5ZYc9gH+32QMXrRuR1ASkLTfazPFyv1VJdEr6vn8OoFK2dz9zOQOMQm9yR2XePiTOyUXTO6UXOZM315PaEKyYmV9E\/ADjYENtQpPr7m6akF+Z2B\/CK5FOEoqOxIKxZDTsk6FKqZdkVNxDfdJxEZfbAzVwDFBk1AKcFNr6vdnPFYu5ykFjRP6\/w\/9DgAApVcJeFXVET73nJcXsrEFkJ1HBEoKCLggy7vzEIhIqwaFUlCwRggYjGELAZSEIEneswIBWURAkE2gZVFR1iSCLMqOmAIaVCgiBZSCLKKIdv655l34tO3nZ74vmT93zpmZMzNnZo5laWVUbOmh7w5Hxk1U77ctUEpXzEzrnZTce3Tmw90Gj7n\/maQ\/jUoa2ueOYSpeVVNWdVVH1VMNLWu+3h+nrWPWaa8p3+hREUolKo\/H4n+Ux4roMqT\/yKdTMzKV16owTikViz\/84xBLiXbVUHl0RPeUQam+1r+4MB5\/K\/FqpWV9AtZ3y8hMHZ6Rku5Lzkgf4+uckpGVMkJ51X\/dPdliAbAWIixWGRfRMyU9PXV46gjfgFRf\/5ShKf3TMvl365oMX2qGLy0jK3VEZtog54vap60j1u9V9TylfD7e3jRfqSk6MXlk5sC0TNVpSPoA5eAWgn9v\/RrhsWxbNHssSkWqCmztKW2FlOrOup7UlpWtVO28voX1dSh3Q7JJq76qqyfvvuODI5nti1DeRGUS2TPlqzw\/fc7xNOsaxT629ATVu7XLsbw5Rxa1AkfrPHWps8vR3uyZnWPKObGFLseEOYY5jT52OR5vTta0muB4dL660sHlRHizv166AxzDnOGjXI43vCeCOb12uJxIb\/aV66XgeHWBauxxORW8YzfWzwcnkjllVVxOVPg8hjkr\/S4nOqwH0hoMcDkxYWkVmPOPYS4n1pudceoaOBZz3p7ucuLCeqKYE3zH5VQMc7CnzxmXUynMqaCDuTOiXU7lsJ5o5gyr63KqhH0dw5zSxi6nqjc7a9oscCzmlN3hcuJv0tOlm8updpMe36Mup3pYTyxzJtzgnRrenGdONwEnjjn3jHE5t3hzWn3SCBwvc8omuZyaYY8a5qy9wW+1wlGAtCHLXE7tm6RFFbucOmFpsPrzrS6nbthqSOu61+XUC0uryJzjx11OfW\/O3y5UBQe2bbjkchqEbYvQoY7tPC7HF87EGB3aPCrW5TQMRyGa9yyLdzkJYdsq8Z4+NV3Ord6ciroZOBZzjia4nEY3RC7UcWoLl9P4hsiFOo5r43KahPXEsrRWHVzO726IXGhzYZLLaVruHa9lOXXKqVlKj+tb2MlUG\/PBuC9XFS09kjB309m7Z+bP372\/rJSr+dVoVcGKGsflPDpRTVDnm+epzffkqSMT89T5w\/nqaPt81TsrX\/m3F6hZpkA9WKVA+fwF6sX+Beq+YQWq6fQC9V1JgdpzOqiSo4OqWd2gmtw4qGbcEVQ\/3BdUHz8SVPaAoLo2mr9NCqqh04MqcVlQbS0Kqnlbg8raG1RzjgfViEshVcMTyu0ZG1L58aHcNjW5FCaEVEaLkOrbJpQb1yGUm56EKso138q11BIuiLus1mq3FTHRWHlavaStxdr6qbnElBdXp09MVF+StApuYb1qA9TTDVQTlqbHLlywINsbEZH9SJ8+YBj84b5mqYpWHXWbpbyV+ynr7feziL8rDVCpxe0BvXzHbhcwx2Ex5dDEHF7k\/355lYAGeKrozoDemVU\/EAZhFoA6x71q\/IwJFHP41iLTr7CTgE3dYil3cJHfPFttld3p8VS7Tst+9sT0U7Z5bc42\/7PVbiPQH0tHk3zYsmsBYcXRb0tItlxpepQg488VvyIRuu7idYIWUBO1Yq6AI4tepz7tLpHZUH87Xcs5QwVnP6BQjY\/I9Fj\/KTVt\/T799Z5jfMo3SQMcS45zOP0K37WxtFHZGNvsXrCdOj1+0n+myRtUnBnvF+k4A9SBKqs4cxoNqWrIdHlhhYCnT20Ci8zMzrtp94IkApXTAHx9cBJNr7mNPkiYQ2bx0GJ6Y\/gysXXNK6vJ1HtkMb33x3W0\/5tpQg30AKRNfdpZcel6T9kCwSLjvT\/eLUJBRQsARf9ZVuQO9pM58E0P2rKrociYlVHVEQpLy01XFtzBwVUa4NNGXtIHvvmQjn6bQ\/IFRxLwY+lV0t\/lRAfCgDc5u5gq1VJZCBUjpQFuLWsXYFE9KAyY47CYKnWA86NZcCYH6s4ic6VpXwFRK+rS7RVW+A0nieTGodFpnCcnbdOn3VuSH6ByVgDkB7JI8qPNYxvtqBVHafbLtfi8X5Gp5elFO7N+oJSTU4SaKe++LQAxnvzSOTJjq50jBB5Jw8Eno5tFBgYNfI1A\/xD7nPMBF+D8Um9gYvogMoMGegOhGn1YbUQAbtYpJw\/Yr83p4oD+lWeRPjT6NI2cxqD6qvdIpJhm71H3SS9RY+8W3riEzH3HN9K9a9ewFasI2HxxYKFYMOLJqULNuovZAkofeII9uIEMD0\/0\/fI36MuH2tKHDywk869rifS3Cy8SKGes8+Hrgw9Qld7tCK4yf9nYjRL7VqJBAwdyHK\/ZBsYcTCiza3lmCjVIJwDk2b1rL9rm00Y7cHi24wOau81HOnfw9xQ5fobN0k\/DT37\/Z\/uR437xJmJWHkT1IY+piBkH14mzZAoiHwbMcVhMuaDgU\/u3QqSRm3Konica8xn2Ejh\/OnGSTGPveKjlUy4XapCQAPffvZN9cZUMRR+mO++4SKu7Hqd5\/z5FuuHrb3KBWEkmbepKwj89TywhWGs63jWPbVlP\/3xmulCRDnAtZzDhEsuFmbvtVdEPy9Qcj7K6vJDOdalLkYmf0FFA5PjqfHsmbIRuG844ljzJnvLuZT\/f8xg75WR3GxVjVMl8W3MZsxEYdtdlG8FAivPZyezMIvq2xwkb0QEVYwB+1zrkBMP\/WSHnjybQB5+oTPLhiwMJnI0FfE2awxnP0sKkNlzPHqfFQ21UzS5y++HHWz56UBKY+lfuzWXhsP3G8CfJwCpcIE4ZO2\/zX3GR7rRnv\/wyYmhv973ufMC1ntn5BWZ8RHIZG+Sf5Q8x7MfLZJCDfAYu\/ZlCzcq6swU8VfQWPVXElRdZgoyZu+0Ye7uUNF9Xmpi+lCTlsgNv8zV92Ul9VkPxEzbzP88INTgMwN8vPMxVrIi4FCdJlEBxBeQDEgK1Tu4TToawIcHrtHwF+gtFQ2qH+ax\/OhnctMS+hSIQ7jPD7F18KZ5lLQep412Pkfl8SRm1ff4eAkU+ygeuk7alNuPYftPqk8US\/vJ8UJb6kavY7gX5uBFF4nwANBTW85u6HGRIl4NQ5Du0gBocCQD1Q7pc+7fe5wQ+Q7U8h5wuF3P4hHQ5LpxOlwOQI4Gzd88eu3nwEG2on28b3CIW5kd42HS\/SGdQBHWgN3Q5dCgAtKwRT1Yh8+JXRex1nzS1Rwd0QCh3sxW9OFF+oe29M3+20\/bm\/XupyJCmBqGoPv+77WELgi4y0OX4wvGq39D2ftbABNzc\/84v3cEpwv0PQNoYdoUBb1LqglYWbOdLU2QOJjwqAHecPeq0sdVdU6SNSQLg66u1WwpXbAdAAmCFJMDOrBJpY7e9WY\/t5wRAb0TXunR9ulCDkAIggyUBvjjwT0kATlJCZPVzM7YSHCt9hjOKXq29WiohJ8Ai9ts6EQZqptfMEwBXibvhO9xR5J1MGagvEb0mS53houF8gLux4iZ3T34pw3H3a3PyxM3QAipRBkB9QWbDMdwja3ISbpdKxlPmFdxP23AFxEH8eZt3cbh47sJx4dRyL8udi9N\/l\/Q0BWenCoBlstz\/WTIS358duAvm2uad+bXRSe1mwRqiWwPIUcHBmIelD006jKqRzIE4jX18vS6SSOfrQVAHaiJ67ROAVXI9+xXqAO7rMDs6IPGr1KJqAAEFlQgD4M5jheQAtqAqQAb7wS9CcQZoAXXaaMHZh0qkV4a75w1gPek2j7VnMJo0L0QGO4B\/nV0A\/OLnoRWOl14IgFlCYoScRtDQbSWKl66XSlhBIVc+4PJihWQCtiA1IEMcCKFIHpRcULN3z0QBSuU6KzAzYQtGJpGRt\/kPLHASgYoWAKhFkxI70A9hGGSIpRAK08vPorb86kED9zptalyAff+uDcBzln3v2vgAp2oXe2Xd2gHQIVVvdT5s6tZcVszKuN3ZMnJa2wBkgJo43UwA3h+yYmXdR\/hV0jwAKjIAIBQrRAu2QC1kgCp+e2EiY9uUBvB\/1jKgUdTCgDkOiymfgKugf2HSWtIAckxkbhiEWQCqjG8ISh2uixgD8PmSOkx\/KkpO\/qXx72mnKG33tRIuUl8+IIexQpIaW5DlkCFpj3iiBkELKKZvAWhAUrY+3vcNR+wotfrE41yMrw\/GycUAFS0AUIsVYge2wDDIgAkiFKZDC6hzKuRAuKLgeSbNaN3FYmlG3FGdZoQHLBILVPQBoJBhheQimhGS82fNCFpADQ95AtDxZQVmEmzhLHFkoBgin0ElnwGgFivEDmyBYZAhlkIoTIcWUElmQkfRmBTrtKwX0HiEXO3ROaAxiG+o3ziAZJY1ahZ3HIwknBVKA0C9AVjddQGn2xqO0EoyaJlVem\/A8C6Ux4SQALwssMpg6MVYlNrhL063wMVBhwWFUN190i0cw7lkAHDrzzRpzRm637m1mM8\/3jeKri+\/QAYvERRGeAlUWj8AXthHFp2XAZir2wl+BFkBVDyMplwh13NBjgxg7NAAfCjnVEw57fnUcgFw\/P97zXs4LwpGSrOT28syuFQADsIvAVuveWWIA86Nfcdh3X93FFvCYOvlZc72cjlqVoSyeFKCk0pk7gXg3mDz3S4x15cPs8ecblLCKeXn2l6s2Rf250vmFBnuRTxp3V\/MacsHDBbLa5RjUtyv8DmhGMQFoCfyEYp5\/t+C4lsEykOaXwOgSWq4C\/s01yK2eH05uIo3Jpz4E+CL5+eHYmSAC2nxkqHX+Qmwr9hgdB9V0qBkU7c9dG5soMQgP3CM8nMpq+3z47npjvTz9EEC2CM8g3e0kUY231qba4uNj1IbMCaDspOdD+xONr2n3fb5LZJ59m1vfsIvtCinFEAoUgFaQA1uDgDGEplgMLDE6bOSW\/LkQOXAXNvxrk+5k\/IIC8CedjicSlwx92OcsGUvlyMbwviFgoY\/m1eMZCudQynrwSemcGLXJoM3AgDeelsvNyUDZ2J8RIWS9xKKKZoWqBwPYFbGi7Li4fXznC3o1JAB00QoLha0gPIzMVcAXiWyAnMFtnDOODIwcUAoqGgB4GorK7BatsAw2CKWoh3CdGgBVeo\/(\/figma)--&gt;\"><\/span><span style=\"white-space:pre-wrap\">Talleres de capacitaci\u00f3n en investigaci\u00f3n<\/span><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-a1eab8b e-con-full e-flex e-con e-parent\" data-id=\"a1eab8b\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-02fbf73 e-con-full e-flex e-con e-child\" data-id=\"02fbf73\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5c212a9 elementor-widget elementor-widget-text-editor\" data-id=\"5c212a9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Brindamos talleres de capacitaci\u00f3n en metodolog\u00eda de la investigaci\u00f3n para profesionales y docentes en las \u00e1reas de Arquitectura, Urbanismo y Estudios Urbanos. Los contenidos son personalizados de acuerdo con el requerimiento de la organizaci\u00f3n solicitante.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5e9a1a4 elementor-widget elementor-widget-spacer\" data-id=\"5e9a1a4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-921f3b7 elementor-widget elementor-widget-text-editor\" data-id=\"921f3b7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"white-space: pre-wrap;\">Taller sobre Metodolog\u00eda de Investigaci\u00f3n en Arquitectura a docentes de la Universidad Peruana Uni\u00f3n &#8211; Sede Lima.<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-97847a9 elementor-widget elementor-widget-text-editor\" data-id=\"97847a9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"white-space: pre-wrap;\">El taller tuvo como objetivo capacitar a las y los docentes del \u00e1rea de arquitectura de la Universidad Peruana Uni\u00f3n en metodolog\u00eda de la investigaci\u00f3n: dise\u00f1o, m\u00e9todos y t\u00e9cnicas. El taller tuvo car\u00e1cter te\u00f3rico-pr\u00e1ctico y se realiz\u00f3 de manera presencial.<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-699e3a5 elementor-widget elementor-widget-heading\" data-id=\"699e3a5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Equipo<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0d81f8a elementor-widget elementor-widget-text-editor\" data-id=\"0d81f8a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"white-space: pre-wrap;\">Dra. Jessica Pineda<br \/>Mg. Sharo L\u00f3pez<br \/>Mg. Daniela Perleche<br \/>Mg. 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(\/figma)--&gt;\"><\/span><span style=\"white-space: pre-wrap\">Cursos de formaci\u00f3n<\/span><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-39019b6 e-con-full e-flex e-con e-parent\" data-id=\"39019b6\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-0a0f977 e-con-full e-flex e-con e-child\" data-id=\"0a0f977\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a740e70 elementor-widget elementor-widget-text-editor\" data-id=\"a740e70\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Con el objetivo de fortalecer la formaci\u00f3n en investigaci\u00f3n, ofrecemos cursos de formaci\u00f3n en investigaci\u00f3n b\u00e1sica en dos formatos:<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9e3b267 elementor-widget elementor-widget-spacer\" data-id=\"9e3b267\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f34298d elementor-widget elementor-widget-text-editor\" data-id=\"f34298d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Introducci\u00f3n a la metodolog\u00eda de la investigaci\u00f3n<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-258bfcb elementor-widget elementor-widget-text-editor\" data-id=\"258bfcb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>El curso tiene como objetivo introducir a las y los participantes en el pensamiento actual sobre investigaci\u00f3n acad\u00e9mica, de manera tal que puedan actualizar, complementar y\/o expandir sus conocimientos te\u00f3ricos y aplicativos sobre c\u00f3mo hacer investigaci\u00f3n cient\u00edfica en el campo de los estudios urbanos.<\/p>\n<p><br><\/p><p>Las y los participantes podr\u00e1n diferenciar entre los principales enfoques de investigaci\u00f3n acad\u00e9mica, los criterios de generaci\u00f3n del conocimiento, los principios fundamentales detr\u00e1s de la identificaci\u00f3n de problemas de investigaci\u00f3n, el planteamiento de objetivos y los diversos dise\u00f1os metodol\u00f3gicos cuantitativos, cualitativos y mixtos que se usan en la actualidad, junto con sus correspondientes m\u00e9todos y muestreos.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-040f3ec elementor-widget elementor-widget-image\" data-id=\"040f3ec\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" src=\"https:\/\/i0.wp.com\/www.urbeslab.com\/wp-content\/uploads\/2025\/12\/8_cursos1.png?fit=329%2C279&amp;ssl=1\" title=\"8 cursos1\" alt=\"8 cursos1\" loading=\"lazy\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ae43d3b elementor-widget elementor-widget-heading\" data-id=\"ae43d3b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><strong>P\u00fablico objetivo<\/strong><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-deb5e5d elementor-widget elementor-widget-text-editor\" data-id=\"deb5e5d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Estudiantes de pre y posgrado y profesionales de ciencias sociales, gesti\u00f3n p\u00fablica, planificaci\u00f3n y gesti\u00f3n urbana-territorial, arquitectura y otras disciplinas afines.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-fe2c697 elementor-widget elementor-widget-heading\" data-id=\"fe2c697\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><strong>M\u00f3dulos<\/strong><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ab374c5 elementor-widget elementor-widget-text-editor\" data-id=\"ab374c5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p style=\"text-align: left;\">Tema 1: El problema de investigaci\u00f3n y planteamiento de objetivos.<br \/>Tema 2: El uso de teor\u00eda en investigaci\u00f3n.<br \/>Tema 3: Metodolog\u00eda de investigaci\u00f3n cuantitativa, cualitativa y metodolog\u00edas mixtas.<br \/>Tema 4: Metodolog\u00edas usando sistemas de informaci\u00f3n espacial.<br \/>Tema 5: \u00c9tica en la investigaci\u00f3n.<br \/>Tema 6: Agenda para la investigaci\u00f3n de estudios urbanos en Latinoam\u00e9rica.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3f20e28 elementor-widget elementor-widget-heading\" data-id=\"3f20e28\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><strong>Duraci\u00f3n<\/strong><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d6183ac elementor-widget elementor-widget-text-editor\" data-id=\"d6183ac\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>El curso tiene una duraci\u00f3n de 12h horas lectivas y \u00a0se ofrece una vez al a\u00f1o. El inicio del curso se anuncia en nuestras redes sociales.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ab73213 elementor-widget elementor-widget-spacer\" data-id=\"ab73213\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-aede71e e-con-full e-flex e-con e-parent\" data-id=\"aede71e\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-0e98eea e-con-full e-flex e-con e-child\" data-id=\"0e98eea\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4b2ed93 elementor-widget elementor-widget-text-editor\" data-id=\"4b2ed93\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Taller de introducci\u00f3n a los sistemas de informaci\u00f3n geogr\u00e1fica (GIS)<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8de49cd elementor-widget elementor-widget-text-editor\" data-id=\"8de49cd\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"white-space: pre-wrap;\">El taller brinda herramientas para el manejo de Sistemas de Informaci\u00f3n Geogr\u00e1fica utilizando QGIS, el software libre m\u00e1s completo y utilizado en la actualidad para estos fines. El curso tiene sesiones pr\u00e1cticas con datos espaciales a nivel de departamento, provincia, distrito y manzanas del Per\u00fa. Las y los estudiantes estar\u00e1n en la capacidad de identificar las manchas urbanas de las ciudades del pa\u00eds, calcular su densidad poblacional, identificar usos de suelo, as\u00ed como los radios de influencia de equipamientos de distinta naturaleza.<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-83b8b55 elementor-widget elementor-widget-image\" data-id=\"83b8b55\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" src=\"https:\/\/i0.wp.com\/www.urbeslab.com\/wp-content\/uploads\/2025\/12\/8_cursos2.png?fit=297%2C273&amp;ssl=1\" title=\"8 cursos2\" alt=\"8 cursos2\" loading=\"lazy\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-94bbce8 elementor-widget elementor-widget-heading\" data-id=\"94bbce8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><strong>P\u00fablico objetivo<\/strong><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9d10212 elementor-widget elementor-widget-text-editor\" data-id=\"9d10212\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Estudiantes de pre y posgrado y profesionales de ciencias sociales, gesti\u00f3n p\u00fablica, planificaci\u00f3n y gesti\u00f3n urbana-territorial, arquitectura y otras disciplinas afines.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-825fdda elementor-widget elementor-widget-heading\" data-id=\"825fdda\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><strong>M\u00f3dulos<\/strong><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b138398 elementor-widget elementor-widget-text-editor\" data-id=\"b138398\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Tema 1: Introducci\u00f3n al programa y manejo de datos vectoriales<br \/>Tema 2: Herramientas de geoprocesamiento con datos vectoriales<br \/>Tema 3: Ejercicio pr\u00e1ctico con datos vectoriales<br \/>Tema 4: Manipulaci\u00f3n de datos r\u00e1ster<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0ac8dcf elementor-widget elementor-widget-heading\" data-id=\"0ac8dcf\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><strong>Duraci\u00f3n<\/strong><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-825ff99 elementor-widget elementor-widget-text-editor\" data-id=\"825ff99\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>El curso tiene una duraci\u00f3n de 12 horas lectivas y \u00a0se ofrece una vez al a\u00f1o. El inicio del curso se anuncia en nuestras redes sociales.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-00df7f4 e-flex e-con-boxed e-con e-parent\" data-id=\"00df7f4\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3df8724 elementor-widget elementor-widget-spacer\" data-id=\"3df8724\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>","protected":false},"excerpt":{"rendered":"<p>Talleres de capacitaci\u00f3n en investigaci\u00f3n Brindamos talleres de capacitaci\u00f3n en metodolog\u00eda de la investigaci\u00f3n para profesionales y docentes en las \u00e1reas de Arquitectura, Urbanismo y Estudios Urbanos. Los contenidos son personalizados de acuerdo con el requerimiento de la organizaci\u00f3n solicitante. Taller sobre Metodolog\u00eda de Investigaci\u00f3n en Arquitectura a docentes de la Universidad Peruana Uni\u00f3n &#8211; [&hellip;]<\/p>","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"site-sidebar-layout":"no-sidebar","site-content-layout":"page-builder","ast-site-content-layout":"full-width-container","site-content-style":"unboxed","site-sidebar-style":"unboxed","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"disabled","ast-breadcrumbs-content":"","ast-featured-img":"disabled","footer-sml-layout":"","theme-transparent-header-meta":"disabled","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"set","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"advanced_seo_description":"","jetpack_seo_html_title":"","jetpack_seo_noindex":false,"pgc_sgb_lightbox_settings":"","footnotes":""},"class_list":["post-7354","page","type-page","status-publish","hentry"],"jetpack_sharing_enabled":true,"_links":{"self":[{"href":"https:\/\/www.urbeslab.com\/en\/wp-json\/wp\/v2\/pages\/7354","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.urbeslab.com\/en\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/www.urbeslab.com\/en\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/www.urbeslab.com\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.urbeslab.com\/en\/wp-json\/wp\/v2\/comments?post=7354"}],"version-history":[{"count":10,"href":"https:\/\/www.urbeslab.com\/en\/wp-json\/wp\/v2\/pages\/7354\/revisions"}],"predecessor-version":[{"id":8860,"href":"https:\/\/www.urbeslab.com\/en\/wp-json\/wp\/v2\/pages\/7354\/revisions\/8860"}],"wp:attachment":[{"href":"https:\/\/www.urbeslab.com\/en\/wp-json\/wp\/v2\/media?parent=7354"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}